From b960203c31e43adb35cb0f83e746c62a829a42bf Mon Sep 17 00:00:00 2001 From: cwhite911 Date: Sun, 25 Jan 2026 23:13:20 -0500 Subject: [PATCH 1/7] tutorial: t.stac - Updating content and bug fix --- .../t_stac_tutorial/execute-results/html.json | 10 +- .../figure-html/cell-39-output-1.png | Bin 0 -> 69739 bytes .../figure-html/cell-40-output-1.png | Bin 0 -> 515900 bytes .../figure-html/cell-40-output-2.png | Bin 0 -> 489650 bytes .../figure-html/cell-40-output-3.png | Bin 0 -> 435397 bytes .../figure-html/cell-40-output-4.png | Bin 0 -> 422722 bytes .../figure-html/cell-40-output-5.png | Bin 0 -> 446446 bytes .../figure-html/cell-40-output-6.png | Bin 0 -> 478395 bytes .../figure-html/cell-40-output-7.png | Bin 0 -> 509769 bytes .../display-composite-output-2.png | Bin 0 -> 282354 bytes .../display-ndvi-maps-output-1.png | Bin 143999 -> 143955 bytes .../display-ndvi-maps-output-2.png | Bin 138600 -> 138518 bytes .../display-ndvi-maps-output-3.png | Bin 123068 -> 123030 bytes .../display-ndvi-maps-output-4.png | Bin 120393 -> 120374 bytes .../display-ndvi-maps-output-5.png | Bin 126225 -> 126158 bytes .../display-ndvi-maps-output-6.png | Bin 135656 -> 135718 bytes .../display-ndvi-maps-output-7.png | Bin 144555 -> 144586 bytes .../cookie-consent/cookie-consent.js | 2 +- content/notebooks/stac_tutorial/.gitignore | 2 +- .../stac_tutorial/images/sentinel2_rgb.png | Bin 0 -> 282354 bytes .../stac_tutorial/outputs/s2_rgbn.txt | 28 + .../stac_tutorial/t_stac_tutorial.qmd | 194 +- .../t_stac_tutorial.quarto_ipynb | 16024 +++++++++++++++- pyproject.toml | 2 + uv.lock | 2207 +-- 25 files changed, 16284 insertions(+), 2185 deletions(-) create mode 100644 _freeze/content/notebooks/stac_tutorial/t_stac_tutorial/figure-html/cell-39-output-1.png create mode 100644 _freeze/content/notebooks/stac_tutorial/t_stac_tutorial/figure-html/cell-40-output-1.png create mode 100644 _freeze/content/notebooks/stac_tutorial/t_stac_tutorial/figure-html/cell-40-output-2.png create mode 100644 _freeze/content/notebooks/stac_tutorial/t_stac_tutorial/figure-html/cell-40-output-3.png create mode 100644 _freeze/content/notebooks/stac_tutorial/t_stac_tutorial/figure-html/cell-40-output-4.png create mode 100644 _freeze/content/notebooks/stac_tutorial/t_stac_tutorial/figure-html/cell-40-output-5.png create mode 100644 _freeze/content/notebooks/stac_tutorial/t_stac_tutorial/figure-html/cell-40-output-6.png create mode 100644 _freeze/content/notebooks/stac_tutorial/t_stac_tutorial/figure-html/cell-40-output-7.png create mode 100644 _freeze/content/notebooks/stac_tutorial/t_stac_tutorial/figure-html/display-composite-output-2.png create mode 100644 content/notebooks/stac_tutorial/images/sentinel2_rgb.png create mode 100644 content/notebooks/stac_tutorial/outputs/s2_rgbn.txt diff --git a/_freeze/content/notebooks/stac_tutorial/t_stac_tutorial/execute-results/html.json b/_freeze/content/notebooks/stac_tutorial/t_stac_tutorial/execute-results/html.json index 7952192..3ee0d70 100644 --- a/_freeze/content/notebooks/stac_tutorial/t_stac_tutorial/execute-results/html.json +++ b/_freeze/content/notebooks/stac_tutorial/t_stac_tutorial/execute-results/html.json @@ -1,18 +1,18 @@ { - "hash": "ad5b93edc67edb3b4329fe9c17b2b2c1", + "hash": "0479b402ddc75821c2b1d75f503d05cc", "result": { "engine": "jupyter", - "markdown": "---\ntitle: \"STAC Tutorial\"\ndescription: \"Learn how to use the GRASS addon t.stac to search and import STAC API data into a GRASS project.\"\nimage: images/stac-to-the-future.png\nauthor: Corey T. White\ndate: '2025-03-01'\ncategories: [stac, grass-addon, tutorial]\ndate-modified: today\n\npage-layout: full\ntitle-block-banner: true\ndraft: false\n\nformat:\n html:\n toc: true\n toc-depth: 4\n tabsets: true\n code-copy: true\n code-fold: false\n code-tools: true\n mermaid: \n theme: forest\n other-links:\n - text: grass\n href: https://grass.osgeo.org\n - text: STAC\n href: https://stacspec.org/en\n lightbox: true\n canonical-url: true\n notebook-links: true\t\n\nengine: jupyter\njupyter: python3\n\n\nexecute:\n enabled: true\n keep-ipynb: true\n eval: false\n freeze: auto\n cache: true\n\n---\n\nIn this tutorial we will learn about the [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) suite of tools for [GRASS](https://grass.osgeo.org).\n\n* [t.stac.catalog](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.catalog.html) - is a tool for exploring SpatioTemporal Asset Catalogs metadata from a STAC API.\n* [t.stac.collection](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.collection.html) - is a tool for exploring SpatioTemporal Asset Catalog (STAC) collection metadata.\n* [t.stac.item](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.item.html) - is a tool for exploring and importing SpatioTemporal Asset Catalog item metadata and assets into GRASS.\n\n## Introduction\n\nSpatioTemporal Asset Catalog (STAC)...\n\n\nThe tutorial assumes you already have GRASS installed on your machine. If not please [download and install GRASS](https://grass.osgeo.org/download/) before continuing the tutorial.\n\n\n## Getting Started\n\n### Start GRASS Session\n\n::: {#config-grass .cell execution_count=1}\n``` {.python .cell-code}\n# Import standard python packages\nimport sys\nimport subprocess\nfrom IPython.display import display, JSON, HTML\nimport json\nimport pandas as pd\nfrom pathlib import Path\nimport seaborn as sns\n# import polars as pl\n\n# Ask GRASS where its Python packages are and add them to the path\nsys.path.append(\n subprocess.check_output([\"grass\", \"--config\", \"python_path\"], text=True).strip()\n)\n\n# Import the GRASS python packages we need\nimport grass.script as gs\nimport grass.jupyter as gj\n```\n:::\n\n\nCreate a GRASS project\n\n::: {#create-project .cell execution_count=2}\n``` {.python .cell-code}\ngs.create_project(\"stac\", epsg=\"32119\", overwrite=True)\n```\n:::\n\n\nand start a GRASS session.\n\n::: {#start-grass-session .cell execution_count=3}\n``` {.python .cell-code}\nsession = gj.init(\"stac\")\n```\n:::\n\n\n### Install Addon\n\nThe [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) addons require the following Python packages.\n\n* [pystac (>=1.12)](https://pystac.readthedocs.io/en/latest/installation.html)\n* [pystac_client (>=0.8)](https://pystac-client.readthedocs.io/en/stable/)\n* [tqdm (>=4.67)](https://tqdm.github.io/)\n\nYou can install them using pip or the Python package manager of your choice. \n\n```bash\npip install pystac pystac_client tqdm\n```\n\nNow you can install the *t.stac* extensions.\n\n::: {#install-t-stac .cell execution_count=4}\n``` {.python .cell-code}\ngs.run_command(\"g.extension\", extension=\"t.stac\")\n```\n:::\n\n\n### Define computational region\n\n::: {#grass-set-region .cell execution_count=5}\n``` {.python .cell-code}\ngs.run_command(\n \"g.region\", n=236687, s=210391, e=616042, w=598921, nsres=10, ewres=10, flags=\"pa\"\n)\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nprojection: 99 (NAD83 / North Carolina)\nzone: 0\ndatum: nad83\nellipsoid: grs80\nnorth: 236690\nsouth: 210390\nwest: 598920\neast: 616050\nnsres: 10\newres: 10\nrows: 2630\ncols: 1713\ncells: 4505190\n```\n:::\n:::\n\n\n## STAC API\n\n::: {#set-stac-catalog-url .cell execution_count=6}\n``` {.python .cell-code}\nstac_url = \"https://earth-search.aws.element84.com/v1/\"\n```\n:::\n\n\n### Searching STAC Catalogs\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-stac-catalog .cell execution_count=7}\n``` {.python .cell-code}\ncatalogs_json = gs.parse_command(\n \"t.stac.catalog\", url=stac_url, format=\"json\"\n)\n\ndf_catalogs = pd.json_normalize(catalogs_json)\ndf_catalogs.head()\n```\n\n::: {.cell-output .cell-output-display execution_count=5}\n```{=html}\n
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typeidstac_versiondescriptionlinksconformsTotitle
0Catalogearth-search-aws1.1.0A STAC API of public datasets on AWS[{'rel': 'self', 'href': 'https://earth-search...[https://api.stacspec.org/v1.0.0/core, https:/...Earth Search by Element 84
\n
\n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-catalog-shell .cell execution_count=8}\n``` {.python .cell-code}\n!t.stac.catalog url={stac_url} format=plain -b\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\n---------------------------------------------------------------------------\r\nCatalog: Earth Search by Element 84\r\n---------------------------------------------------------------------------\r\nClient Id: earth-search-aws\r\nClient Description: A STAC API of public datasets on AWS\r\nClient STAC Extensions: []\r\nClient catalog_type: ABSOLUTE_PUBLISHED\r\n---------------------------------------------------------------------------\r\nCollections: 9\r\n---------------------------------------------------------------------------\r\nCollection Id | Collection Title\r\n---------------------------------------------------------------------------\r\nsentinel-2-pre-c1-l2a: Sentinel-2 Pre-Collection 1 Level-2A \r\ncop-dem-glo-30: Copernicus DEM GLO-30\r\nnaip: NAIP: National Agriculture Imagery Program\r\ncop-dem-glo-90: Copernicus DEM GLO-90\r\nlandsat-c2-l2: Landsat Collection 2 Level-2\r\nsentinel-2-l2a: Sentinel-2 Level-2A\r\nsentinel-2-l1c: Sentinel-2 Level-1C\r\nsentinel-2-c1-l2a: Sentinel-2 Collection 1 Level-2A\r\nsentinel-1-grd: Sentinel-1 Level-1C Ground Range Detected (GRD)\r\n---------------------------------------------------------------------------\r\n```\n:::\n:::\n\n\n:::\n\n#### Collection Metadata\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-stac-items .cell execution_count=9}\n``` {.python .cell-code}\nitems_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"m\",\n format=\"json\",\n)\n\ndf_items = pd.json_normalize(items_json, max_level=0)\ndisplay(df_items.T.head(5))\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
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0
typeCollection
idsentinel-2-l2a
stac_version1.1.0
descriptionGlobal Sentinel-2 data from the Multispectral ...
links[{'rel': 'self', 'href': 'https://earth-search...
\n
\n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-items-m-shell .cell execution_count=10}\n``` {.python .cell-code}\n!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" format=plain -m\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\n---------------------------------------------------------------------------\r\n\r\nCollection Id: sentinel-2-l2a\r\nTitle: Sentinel-2 Level-2A\r\nDescription: Global Sentinel-2 data from the Multispectral Instrument (MSI) onboard Sentinel-2\r\nbbox: [[-180, -90, 180, 90]]\r\nTemporal Interval: [['2015-06-27T10:25:31.456000Z', None]]\r\nLicense: proprietary\r\nKeywords: ['sentinel', 'earth observation', 'esa']\r\nLinks: [{'rel': 'self', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a', 'type': 'application/json'}, {'rel': 'cite-as', 'href': 'https://doi.org/10.5270/S2_-742ikth', 'title': 'Copernicus Sentinel-2 MSI Level-2A (L2A) Bottom-of-Atmosphere Radiance'}, {'rel': 'license', 'href': 'https://sentinel.esa.int/documents/247904/690755/Sentinel_Data_Legal_Notice', 'title': 'proprietary'}, {'rel': 'parent', 'href': 'https://earth-search.aws.element84.com/v1', 'type': 'application/json'}, {'rel': 'root', 'href': 'https://earth-search.aws.element84.com/v1/', 'type': 'application/json', 'title': 'Earth Search by Element 84'}, {'rel': 'items', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/items', 'type': 'application/geo+json'}, {'rel': 'http://www.opengis.net/def/rel/ogc/1.0/queryables', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/queryables', 'type': 'application/schema+json'}, {'rel': 'aggregate', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/aggregate', 'type': 'application/json', 'method': 'GET'}, {'rel': 'aggregations', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/aggregations', 'type': 'application/json'}]\r\nStac Extensions: ['https://stac-extensions.github.io/item-assets/v1.0.0/schema.json', 'https://stac-extensions.github.io/view/v1.0.0/schema.json', 'https://stac-extensions.github.io/scientific/v1.0.0/schema.json', 'https://stac-extensions.github.io/raster/v1.1.0/schema.json', 'https://stac-extensions.github.io/eo/v1.0.0/schema.json']\r\n\r\n# Summaries:\r\n---------------------------------------------------------------------------\r\n platform:\r\n---------------------------------------------------------------------------\r\n constellation:\r\n---------------------------------------------------------------------------\r\n instruments:\r\n---------------------------------------------------------------------------\r\n gsd:\r\n---------------------------------------------------------------------------\r\n view:off_nadir:\r\n---------------------------------------------------------------------------\r\n sci:doi:\r\n---------------------------------------------------------------------------\r\n eo:bands:\r\n# name: coastal\r\n# common_name: coastal\r\n# description: Coastal aerosol (band 1)\r\n# center_wavelength: 0.443\r\n# full_width_half_max: 0.027\r\n# name: blue\r\n# common_name: blue\r\n# description: Blue (band 2)\r\n# center_wavelength: 0.49\r\n# full_width_half_max: 0.098\r\n# name: green\r\n# common_name: green\r\n# description: Green (band 3)\r\n# center_wavelength: 0.56\r\n# full_width_half_max: 0.045\r\n# name: red\r\n# common_name: red\r\n# description: Red (band 4)\r\n# center_wavelength: 0.665\r\n# full_width_half_max: 0.038\r\n# name: rededge1\r\n# common_name: rededge\r\n# description: Red edge 1 (band 5)\r\n# center_wavelength: 0.704\r\n# full_width_half_max: 0.019\r\n# name: rededge2\r\n# common_name: rededge\r\n# description: Red edge 2 (band 6)\r\n# center_wavelength: 0.74\r\n# full_width_half_max: 0.018\r\n# name: rededge3\r\n# common_name: rededge\r\n# description: Red edge 3 (band 7)\r\n# center_wavelength: 0.783\r\n# full_width_half_max: 0.028\r\n# name: nir\r\n# common_name: nir\r\n# description: NIR 1 (band 8)\r\n# center_wavelength: 0.842\r\n# full_width_half_max: 0.145\r\n# name: nir08\r\n# common_name: nir08\r\n# description: NIR 2 (band 8A)\r\n# center_wavelength: 0.865\r\n# full_width_half_max: 0.033\r\n# name: nir09\r\n# common_name: nir09\r\n# description: NIR 3 (band 9)\r\n# center_wavelength: 0.945\r\n# full_width_half_max: 0.026\r\n# name: cirrus\r\n# common_name: cirrus\r\n# description: Cirrus (band 10)\r\n# center_wavelength: 1.3735\r\n# full_width_half_max: 0.075\r\n# name: swir16\r\n# common_name: swir16\r\n# description: SWIR 1 (band 11)\r\n# center_wavelength: 1.61\r\n# full_width_half_max: 0.143\r\n# name: swir22\r\n# common_name: swir22\r\n# description: SWIR 2 (band 12)\r\n# center_wavelength: 2.19\r\n# full_width_half_max: 0.242\r\n\r\n# Extra Fields:\r\n# Extra Fields not found.\r\n---------------------------------------------------------------------------\r\n\r\n```\n:::\n:::\n\n\n:::\n\n#### Query Items by datetime and display table\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-items .cell tbl-cap='Sentinel 2 Items' execution_count=11}\n``` {.python .cell-code}\nitems_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"i\",\n datetime=\"2024-04-01/2024-09-30\",\n format=\"json\",\n)\nnum_items = len(df_items)\ndf_items = pd.json_normalize(items_json, max_level=0)\ndisplay(df_items.head(5))\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
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typestac_versionstac_extensionsidgeometrybboxpropertieslinksassetscollection
0Feature1.1.0[https://stac-extensions.github.io/processing/...S2A_17SPV_20240929_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-29T23:18:47.401Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
1Feature1.1.0[https://stac-extensions.github.io/eo/v1.1.0/s...S2B_17SPV_20240924_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-25T06:45:08.923Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
2Feature1.1.0[https://stac-extensions.github.io/view/v1.0.0...S2A_17SPV_20240919_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-20T01:57:52.703Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
3Feature1.1.0[https://stac-extensions.github.io/grid/v1.1.0...S2B_17SPV_20240914_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-15T00:07:17.726Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
4Feature1.1.0[https://stac-extensions.github.io/grid/v1.1.0...S2A_17SPV_20240909_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-10T01:00:11.150Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
\n
\n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-items-i-shell .cell execution_count=12}\n``` {.python .cell-code}\n!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" format=plain -i\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\nSearch Matched: 38 items\r\nbbox: [-79.11829907, 35.64652526, -78.92857699, 35.88363678]\r\nItems Found: 38\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240929_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-29 16:13:28.352000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-29T23:18:47.401Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 74.087\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 159.030812026265\r\n# view:sun_elevation: 49.5733673337649\r\n# s2:degraded_msi_data_percentage: 0.0133\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 1.035474\r\n# s2:vegetation_percentage: 17.151682\r\n# s2:not_vegetated_percentage: 2.54457\r\n# s2:water_percentage: 0.531116\r\n# s2:unclassified_percentage: 4.430241\r\n# s2:medium_proba_clouds_percentage: 14.835113\r\n# s2:high_proba_clouds_percentage: 59.251028\r\n# s2:thin_cirrus_percentage: 0.000859\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240929T160051_N0511_R097_T17SPV_20240929T214148.SAFE\r\n# s2:generation_time: 2024-09-29T21:41:48.000000Z\r\n# s2:datatake_id: GS2A_20240929T160051_048428_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240929T214148_S20240929T160935_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240929T214148_A048428_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.99535952936181\r\n# datetime: 2024-09-29T16:13:28.352000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240929_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4358322d6f3b7cc6a1345f1e4582a193\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-29T23:18:47.401Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240924_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-24 16:13:24.693000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-25T06:45:08.923Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 99.348462\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 157.455076519409\r\n# view:sun_elevation: 51.2968775702621\r\n# s2:degraded_msi_data_percentage: 0.0052\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.600874\r\n# s2:vegetation_percentage: 0.012064\r\n# s2:not_vegetated_percentage: 0.00723\r\n# s2:water_percentage: 0.001035\r\n# s2:unclassified_percentage: 0.030182\r\n# s2:medium_proba_clouds_percentage: 1.05707\r\n# s2:high_proba_clouds_percentage: 98.291391\r\n# s2:thin_cirrus_percentage: 0\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240924T155909_N0511_R097_T17SPV_20240924T215647.SAFE\r\n# s2:generation_time: 2024-09-24T21:56:47.000000Z\r\n# s2:datatake_id: GS2B_20240924T155909_039448_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240924T215647_S20240924T161235_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240924T215647_A039448_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.992555642055685\r\n# datetime: 2024-09-24T16:13:24.693000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240924_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/5da8ad2203ff3aeeb1380ac4891c6811\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-25T06:45:08.923Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240919_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-19 16:13:27.093000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-20T01:57:52.703Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 72.722346\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 155.767671819208\r\n# view:sun_elevation: 52.9984536527629\r\n# s2:degraded_msi_data_percentage: 0.0622\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 2.901951\r\n# s2:vegetation_percentage: 17.622864\r\n# s2:not_vegetated_percentage: 2.652742\r\n# s2:water_percentage: 0.198822\r\n# s2:unclassified_percentage: 3.66454\r\n# s2:medium_proba_clouds_percentage: 19.171326\r\n# s2:high_proba_clouds_percentage: 53.275347\r\n# s2:thin_cirrus_percentage: 0.275673\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_20240919T235348.SAFE\r\n# s2:generation_time: 2024-09-19T23:53:48.000000Z\r\n# s2:datatake_id: GS2A_20240919T155931_048285_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S20240919T160354_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A048285_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.989818874139801\r\n# datetime: 2024-09-19T16:13:27.093000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240919_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/15f081a7f9bdd87cc5f4cabfb05f981d\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-20T01:57:52.703Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240914_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-14 16:13:25.669000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-15T00:07:17.726Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 79.828173\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 153.914058363041\r\n# view:sun_elevation: 54.654514165176\r\n# s2:degraded_msi_data_percentage: 0.007\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 3.506305\r\n# s2:vegetation_percentage: 15.025803\r\n# s2:not_vegetated_percentage: 0.845717\r\n# s2:water_percentage: 0.04352\r\n# s2:unclassified_percentage: 0.7308\r\n# s2:medium_proba_clouds_percentage: 25.53083\r\n# s2:high_proba_clouds_percentage: 41.27472\r\n# s2:thin_cirrus_percentage: 13.022627\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240914T155819_N0511_R097_T17SPV_20240914T213957.SAFE\r\n# s2:generation_time: 2024-09-14T21:39:57.000000Z\r\n# s2:datatake_id: GS2B_20240914T155819_039305_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240914T213957_S20240914T160632_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240914T213957_A039305_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.987167209559927\r\n# datetime: 2024-09-14T16:13:25.669000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240914_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/f6a2326175b22d8a18f9cfdcf10d61a6\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-15T00:07:17.726Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240909_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-09 16:13:25.358000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-10T01:00:11.150Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.583943\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 151.939335784169\r\n# view:sun_elevation: 56.2633790627923\r\n# s2:degraded_msi_data_percentage: 0.0076\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.282156\r\n# s2:vegetation_percentage: 90.927249\r\n# s2:not_vegetated_percentage: 5.989857\r\n# s2:water_percentage: 1.08207\r\n# s2:unclassified_percentage: 0.802021\r\n# s2:medium_proba_clouds_percentage: 0.458496\r\n# s2:high_proba_clouds_percentage: 0.11125\r\n# s2:thin_cirrus_percentage: 0.014197\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240909T155901_N0511_R097_T17SPV_20240909T230449.SAFE\r\n# s2:generation_time: 2024-09-09T23:04:49.000000Z\r\n# s2:datatake_id: GS2A_20240909T155901_048142_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240909T230449_S20240909T161131_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240909T230449_A048142_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.984620442079431\r\n# datetime: 2024-09-09T16:13:25.358000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240909_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4d9c572c80f8d121e13f58841e96ab3f\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-10T01:00:11.150Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240904_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-04 16:13:28.898000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-04T23:56:25.240Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 85.910875\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 149.877490350857\r\n# view:sun_elevation: 57.820905383914\r\n# s2:degraded_msi_data_percentage: 0.0027\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.144353\r\n# s2:vegetation_percentage: 11.959764\r\n# s2:not_vegetated_percentage: 0.834155\r\n# s2:water_percentage: 0.120812\r\n# s2:unclassified_percentage: 1.003573\r\n# s2:medium_proba_clouds_percentage: 31.174442\r\n# s2:high_proba_clouds_percentage: 35.781747\r\n# s2:thin_cirrus_percentage: 18.954691\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240904T155819_N0511_R097_T17SPV_20240904T214205.SAFE\r\n# s2:generation_time: 2024-09-04T21:42:05.000000Z\r\n# s2:datatake_id: GS2B_20240904T155819_039162_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240904T214205_S20240904T160310_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240904T214205_A039162_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.982194975113435\r\n# datetime: 2024-09-04T16:13:28.898000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240904_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/a34722af06ac7f7dc3a6579ff0c804bc\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-04T23:56:25.240Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240830_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-30 16:13:25.079000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-31T00:58:00.459Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 29.260489\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 147.666056006198\r\n# view:sun_elevation: 59.2994603957414\r\n# s2:degraded_msi_data_percentage: 0.0075\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 2.806995\r\n# s2:vegetation_percentage: 60.253859\r\n# s2:not_vegetated_percentage: 4.589577\r\n# s2:water_percentage: 0.798839\r\n# s2:unclassified_percentage: 2.123901\r\n# s2:medium_proba_clouds_percentage: 8.565114\r\n# s2:high_proba_clouds_percentage: 7.006772\r\n# s2:thin_cirrus_percentage: 13.688605\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240830T155901_N0511_R097_T17SPV_20240830T230248.SAFE\r\n# s2:generation_time: 2024-08-30T23:02:48.000000Z\r\n# s2:datatake_id: GS2A_20240830T155901_047999_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240830T230248_S20240830T161243_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240830T230248_A047999_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.979908290720517\r\n# datetime: 2024-08-30T16:13:25.079000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240830_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/f5abdfe94133d858b559236189785d38\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-31T00:58:00.459Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240825_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-25 16:13:26.986000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-25T22:19:02.797Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.286147\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 145.418027258291\r\n# view:sun_elevation: 60.713849205893\r\n# s2:degraded_msi_data_percentage: 0.0023\r\n# s2:nodata_pixel_percentage: 3e-06\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 92.048389\r\n# s2:not_vegetated_percentage: 5.863727\r\n# s2:water_percentage: 1.157126\r\n# s2:unclassified_percentage: 0.414823\r\n# s2:medium_proba_clouds_percentage: 0.003242\r\n# s2:high_proba_clouds_percentage: 0.000468\r\n# s2:thin_cirrus_percentage: 0.282438\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240825T155819_N0511_R097_T17SPV_20240825T202603.SAFE\r\n# s2:generation_time: 2024-08-25T20:26:03.000000Z\r\n# s2:datatake_id: GS2B_20240825T155819_039019_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240825T202603_S20240825T160630_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240825T202603_A039019_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.977774923159322\r\n# datetime: 2024-08-25T16:13:26.986000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240825_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/490f60d682670e67d01ecaf4f98b5414\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-25T22:19:02.797Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240820_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.89776456996923, 35.4726933643254], [-79.7346782097742, 35.44129757021934], [-79.46139918173544, 35.385649910895935], [-79.23391161679794, 35.33655731103751], [-78.94048445982517, 35.27132975873579], [-78.7314235910276, 35.22160262927839], [-78.69517200414566, 35.210288765815775], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.89776456996923, 35.210288765815775, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-20 16:13:23.109000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-20T23:56:23.997Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 33.311394\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 143.08785356748\r\n# view:sun_elevation: 62.0401806921953\r\n# s2:degraded_msi_data_percentage: 0.0068\r\n# s2:nodata_pixel_percentage: 20.467882\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 4.145628\r\n# s2:vegetation_percentage: 57.034469\r\n# s2:not_vegetated_percentage: 2.759165\r\n# s2:water_percentage: 0.557756\r\n# s2:unclassified_percentage: 2.062658\r\n# s2:medium_proba_clouds_percentage: 7.864375\r\n# s2:high_proba_clouds_percentage: 25.44643\r\n# s2:thin_cirrus_percentage: 0.000588\r\n# s2:snow_ice_percentage: 0.000125\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240820T155901_N0511_R097_T17SPV_20240820T215950.SAFE\r\n# s2:generation_time: 2024-08-20T21:59:50.000000Z\r\n# s2:datatake_id: GS2A_20240820T155901_047856_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240820T215950_S20240820T160059_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240820T215950_A047856_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.975809931278449\r\n# datetime: 2024-08-20T16:13:23.109000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240820_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/411bee81baeb1568b5776fdf0d347f44\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-20T23:56:23.997Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240815_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-15 16:13:29.698000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-15T22:26:20.635Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 21.623282\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 140.792281631354\r\n# view:sun_elevation: 63.298438697450905\r\n# s2:degraded_msi_data_percentage: 0.0026\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 6.605214\r\n# s2:vegetation_percentage: 66.837502\r\n# s2:not_vegetated_percentage: 3.310321\r\n# s2:water_percentage: 0.95207\r\n# s2:unclassified_percentage: 0.522533\r\n# s2:medium_proba_clouds_percentage: 5.018556\r\n# s2:high_proba_clouds_percentage: 3.960375\r\n# s2:thin_cirrus_percentage: 12.644351\r\n# s2:snow_ice_percentage: 1.7e-05\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240815T155819_N0511_R097_T17SPV_20240815T202258.SAFE\r\n# s2:generation_time: 2024-08-15T20:22:58.000000Z\r\n# s2:datatake_id: GS2B_20240815T155819_038876_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240815T202258_S20240815T160633_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240815T202258_A038876_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.974025531957526\r\n# datetime: 2024-08-15T16:13:29.698000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240815_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4db99d501d990bde2470478e44214d57\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-15T22:26:20.635Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240810_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-10 16:13:27.506000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-11T00:56:27.595Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 22.071692\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 138.46260954534\r\n# view:sun_elevation: 64.4582094622163\r\n# s2:degraded_msi_data_percentage: 0.0072\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 1.194054\r\n# s2:vegetation_percentage: 68.353802\r\n# s2:not_vegetated_percentage: 4.528956\r\n# s2:water_percentage: 1.116045\r\n# s2:unclassified_percentage: 2.540801\r\n# s2:medium_proba_clouds_percentage: 6.852651\r\n# s2:high_proba_clouds_percentage: 5.531524\r\n# s2:thin_cirrus_percentage: 9.687516\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240810T155901_N0511_R097_T17SPV_20240810T230917.SAFE\r\n# s2:generation_time: 2024-08-10T23:09:17.000000Z\r\n# s2:datatake_id: GS2A_20240810T155901_047713_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240810T230917_S20240810T161216_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240810T230917_A047713_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.972434093148653\r\n# datetime: 2024-08-10T16:13:27.506000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240810_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/871900f36df7cfaebe5c438ade928c06\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-11T00:56:27.595Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240805_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-05 16:13:28.726000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-06T00:48:01.172Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 99.665856\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 136.220285960083\r\n# view:sun_elevation: 65.540377719519\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.284614\r\n# s2:vegetation_percentage: 0.047356\r\n# s2:not_vegetated_percentage: 0.001267\r\n# s2:water_percentage: 9e-05\r\n# s2:unclassified_percentage: 0.000717\r\n# s2:medium_proba_clouds_percentage: 38.336566\r\n# s2:high_proba_clouds_percentage: 46.122238\r\n# s2:thin_cirrus_percentage: 15.207046\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240805T155819_N0511_R097_T17SPV_20240805T220539.SAFE\r\n# s2:generation_time: 2024-08-05T22:05:39.000000Z\r\n# s2:datatake_id: GS2B_20240805T155819_038733_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240805T220539_S20240805T160928_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240805T220539_A038733_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.971045325145953\r\n# datetime: 2024-08-05T16:13:28.726000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240805_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/6e848c4fbd7ffd3b2d0ebcc5e7dc869f\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-06T00:48:01.172Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240731_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-31 16:13:28.790000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-01T01:43:45.085Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 6.139014\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 134.074011613079\r\n# view:sun_elevation: 66.5336008839282\r\n# s2:degraded_msi_data_percentage: 0.0076\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.290065\r\n# s2:vegetation_percentage: 85.660404\r\n# s2:not_vegetated_percentage: 5.215016\r\n# s2:water_percentage: 1.061476\r\n# s2:unclassified_percentage: 1.402832\r\n# s2:medium_proba_clouds_percentage: 2.665854\r\n# s2:high_proba_clouds_percentage: 2.517344\r\n# s2:thin_cirrus_percentage: 0.955816\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240731T155901_N0511_R097_T17SPV_20240731T232548.SAFE\r\n# s2:generation_time: 2024-07-31T23:25:48.000000Z\r\n# s2:datatake_id: GS2A_20240731T155901_047570_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240731T232548_S20240731T160830_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240731T232548_A047570_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.969868710676552\r\n# datetime: 2024-07-31T16:13:28.790000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240731_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9fe108dc54d302a143277cdbcdc84dc2\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-01T01:43:45.085Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240726_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-26 16:13:28.728000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-26T22:16:04.416Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 132.076476762934\r\n# view:sun_elevation: 67.4387284733629\r\n# s2:degraded_msi_data_percentage: 0.1426\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 33.155897\r\n# s2:high_proba_clouds_percentage: 66.819233\r\n# s2:thin_cirrus_percentage: 0.024871\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240726T155819_N0511_R097_T17SPV_20240726T202326.SAFE\r\n# s2:generation_time: 2024-07-26T20:23:26.000000Z\r\n# s2:datatake_id: GS2B_20240726T155819_038590_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240726T202326_S20240726T160234_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240726T202326_A038590_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.968911323301634\r\n# datetime: 2024-07-26T16:13:28.728000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240726_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9054bd8d847f9a5ba9932505cdfe3e50\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-26T22:16:04.416Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240721_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-21 16:13:27.745000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-22T00:56:43.023Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 77.323008\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 130.27037090188\r\n# view:sun_elevation: 68.2536811806891\r\n# s2:degraded_msi_data_percentage: 0.0105\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.012784\r\n# s2:cloud_shadow_percentage: 4.486402\r\n# s2:vegetation_percentage: 15.218596\r\n# s2:not_vegetated_percentage: 1.484813\r\n# s2:water_percentage: 0.175991\r\n# s2:unclassified_percentage: 1.298403\r\n# s2:medium_proba_clouds_percentage: 22.264542\r\n# s2:high_proba_clouds_percentage: 43.291837\r\n# s2:thin_cirrus_percentage: 11.766633\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240721T155901_N0510_R097_T17SPV_20240721T231400.SAFE\r\n# s2:generation_time: 2024-07-21T23:14:00.000000Z\r\n# s2:datatake_id: GS2A_20240721T155901_047427_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240721T231400_S20240721T160453_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240721T231400_A047427_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968179627481255\r\n# datetime: 2024-07-21T16:13:27.745000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240721_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/32191ae26b50556b13a773c6452c7941\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-22T00:56:43.023Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240716_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-16 16:13:29.371000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-16T22:18:32.931Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 78.20453\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 128.734434158607\r\n# view:sun_elevation: 68.9891018368731\r\n# s2:degraded_msi_data_percentage: 0.0026\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.033102\r\n# s2:cloud_shadow_percentage: 0.164402\r\n# s2:vegetation_percentage: 18.160766\r\n# s2:not_vegetated_percentage: 1.747406\r\n# s2:water_percentage: 0.451936\r\n# s2:unclassified_percentage: 1.237853\r\n# s2:medium_proba_clouds_percentage: 19.404654\r\n# s2:high_proba_clouds_percentage: 12.049545\r\n# s2:thin_cirrus_percentage: 46.750337\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240716T155819_N0510_R097_T17SPV_20240716T202001.SAFE\r\n# s2:generation_time: 2024-07-16T20:20:01.000000Z\r\n# s2:datatake_id: GS2B_20240716T155819_038447_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240716T202001_S20240716T161237_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240716T202001_A038447_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967677976818957\r\n# datetime: 2024-07-16T16:13:29.371000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240716_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/07c56abbfc01f177bd74634d269b8100\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-16T22:18:32.931Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240711_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-11 16:13:29.033000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-12T01:47:22.047Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 72.374904\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 127.483087684314\r\n# view:sun_elevation: 69.6335585134829\r\n# s2:degraded_msi_data_percentage: 0.0072\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.04\r\n# s2:cloud_shadow_percentage: 0.182614\r\n# s2:vegetation_percentage: 25.206134\r\n# s2:not_vegetated_percentage: 1.669835\r\n# s2:water_percentage: 0.141035\r\n# s2:unclassified_percentage: 0.385476\r\n# s2:medium_proba_clouds_percentage: 30.507737\r\n# s2:high_proba_clouds_percentage: 10.228427\r\n# s2:thin_cirrus_percentage: 31.638741\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240711T160011_N0510_R097_T17SPV_20240711T234558.SAFE\r\n# s2:generation_time: 2024-07-11T23:45:58.000000Z\r\n# s2:datatake_id: GS2A_20240711T160011_047284_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240711T234558_S20240711T160820_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240711T234558_A047284_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967409759353159\r\n# datetime: 2024-07-11T16:13:29.033000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240711_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/0737ce995f5c9509fa285305cacab31a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-12T01:47:22.047Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240706_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-06 16:13:29.422000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-07T09:36:12.736Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 38.748205\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.580975941463\r\n# view:sun_elevation: 70.19159002112289\r\n# s2:degraded_msi_data_percentage: 0.0053\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.055285\r\n# s2:cloud_shadow_percentage: 9.143251\r\n# s2:vegetation_percentage: 44.116038\r\n# s2:not_vegetated_percentage: 5.823249\r\n# s2:water_percentage: 0.664427\r\n# s2:unclassified_percentage: 1.449544\r\n# s2:medium_proba_clouds_percentage: 14.156002\r\n# s2:high_proba_clouds_percentage: 14.943799\r\n# s2:thin_cirrus_percentage: 9.648405\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240706T155819_N0510_R097_T17SPV_20240706T202406.SAFE\r\n# s2:generation_time: 2024-07-06T20:24:06.000000Z\r\n# s2:datatake_id: GS2B_20240706T155819_038304_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240706T202406_S20240706T160600_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240706T202406_A038304_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967376489081156\r\n# datetime: 2024-07-06T16:13:29.422000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240706_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/6259182c18e06c31cc7a2350f92f9057\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-07T09:36:12.736Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240701_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-01 16:13:29.590000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-02T02:21:19.638Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 16.917542\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.053936716402\r\n# view:sun_elevation: 70.6557251617978\r\n# s2:degraded_msi_data_percentage: 0.0086\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.129565\r\n# s2:cloud_shadow_percentage: 0.36972\r\n# s2:vegetation_percentage: 69.68329\r\n# s2:not_vegetated_percentage: 9.322461\r\n# s2:water_percentage: 1.036865\r\n# s2:unclassified_percentage: 2.540556\r\n# s2:medium_proba_clouds_percentage: 7.906951\r\n# s2:high_proba_clouds_percentage: 8.986523\r\n# s2:thin_cirrus_percentage: 0.024068\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240701T160031_N0510_R097_T17SPV_20240701T232649.SAFE\r\n# s2:generation_time: 2024-07-01T23:26:49.000000Z\r\n# s2:datatake_id: GS2A_20240701T160031_047141_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240701T232649_S20240701T161115_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240701T232649_A047141_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967578395203064\r\n# datetime: 2024-07-01T16:13:29.590000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240701_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/2b0784568fcfb38124c53190dac11199\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-02T02:21:19.638Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240626_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-26 16:13:29.788000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-29T13:15:14.245Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 10.012253\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 125.923957043673\r\n# view:sun_elevation: 71.0188921222716\r\n# s2:degraded_msi_data_percentage: 0.0048\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.102893\r\n# s2:cloud_shadow_percentage: 6.122985\r\n# s2:vegetation_percentage: 73.424119\r\n# s2:not_vegetated_percentage: 8.814509\r\n# s2:water_percentage: 0.988826\r\n# s2:unclassified_percentage: 0.534418\r\n# s2:medium_proba_clouds_percentage: 5.260666\r\n# s2:high_proba_clouds_percentage: 4.487195\r\n# s2:thin_cirrus_percentage: 0.264392\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240626T155819_N0510_R097_T17SPV_20240626T212822.SAFE\r\n# s2:generation_time: 2024-06-26T21:28:22.000000Z\r\n# s2:datatake_id: GS2B_20240626T155819_038161_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240626T212822_S20240626T161215_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240626T212822_A038161_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968014458026667\r\n# datetime: 2024-06-26T16:13:29.788000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240626_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ae0489eb6939416a993e55b7aa8625b2\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-29T13:15:14.245Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240621_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-21 16:13:30.992000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-29T04:36:32.882Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 17.349365\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.208142864178\r\n# view:sun_elevation: 71.2758248636805\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.093971\r\n# s2:cloud_shadow_percentage: 9.346008\r\n# s2:vegetation_percentage: 64.006728\r\n# s2:not_vegetated_percentage: 7.618747\r\n# s2:water_percentage: 0.92731\r\n# s2:unclassified_percentage: 0.657874\r\n# s2:medium_proba_clouds_percentage: 9.875548\r\n# s2:high_proba_clouds_percentage: 7.4591\r\n# s2:thin_cirrus_percentage: 0.014718\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240621T155911_N0510_R097_T17SPV_20240621T231455.SAFE\r\n# s2:generation_time: 2024-06-21T23:14:55.000000Z\r\n# s2:datatake_id: GS2A_20240621T155911_046998_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240621T231455_S20240621T161238_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240621T231455_A046998_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968681538412137\r\n# datetime: 2024-06-21T16:13:30.992000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240621_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ed5e5cdc774640ad2704993616e9d2e8\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-29T04:36:32.882Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240616_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-16 16:13:29.024000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-16T22:51:32.182Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 73.366141\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.865884136959\r\n# view:sun_elevation: 71.406462479674\r\n# s2:degraded_msi_data_percentage: 0.1339\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.013427\r\n# s2:cloud_shadow_percentage: 0.143341\r\n# s2:vegetation_percentage: 15.970431\r\n# s2:not_vegetated_percentage: 3.915322\r\n# s2:water_percentage: 0.331518\r\n# s2:unclassified_percentage: 6.259824\r\n# s2:medium_proba_clouds_percentage: 14.412378\r\n# s2:high_proba_clouds_percentage: 57.853109\r\n# s2:thin_cirrus_percentage: 1.100653\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240616T155819_N0510_R097_T17SPV_20240616T202250.SAFE\r\n# s2:generation_time: 2024-06-16T20:22:50.000000Z\r\n# s2:datatake_id: GS2B_20240616T155819_038018_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240616T202250_S20240616T160603_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240616T202250_A038018_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.969575792148144\r\n# datetime: 2024-06-16T16:13:29.024000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240616_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/90beed69f2befca5316b1c5a4fe82e3b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-16T22:51:32.182Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240611_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-11 16:13:32.315000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-14T13:59:11.695Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.938623\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 127.945267074602\r\n# view:sun_elevation: 71.4232664435802\r\n# s2:degraded_msi_data_percentage: 0.0105\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.148682\r\n# s2:cloud_shadow_percentage: 0.722682\r\n# s2:vegetation_percentage: 89.033872\r\n# s2:not_vegetated_percentage: 7.696587\r\n# s2:water_percentage: 1.064084\r\n# s2:unclassified_percentage: 0.39547\r\n# s2:medium_proba_clouds_percentage: 0.56256\r\n# s2:high_proba_clouds_percentage: 0.182654\r\n# s2:thin_cirrus_percentage: 0.19341\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240611T155911_N0510_R097_T17SPV_20240611T232245.SAFE\r\n# s2:generation_time: 2024-06-11T23:22:45.000000Z\r\n# s2:datatake_id: GS2A_20240611T155911_046855_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240611T232245_S20240611T161203_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240611T232245_A046855_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.970691106136318\r\n# datetime: 2024-06-11T16:13:32.315000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240611_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/82e2ec0a5a83e826cefe6026f5033d0a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-14T13:59:11.695Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240606_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-06 16:13:28.893000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-06T22:48:20.074Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 77.982742\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 129.296103755427\r\n# view:sun_elevation: 71.2821734391056\r\n# s2:degraded_msi_data_percentage: 0.0027\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.008733\r\n# s2:cloud_shadow_percentage: 2.853182\r\n# s2:vegetation_percentage: 15.96137\r\n# s2:not_vegetated_percentage: 1.689308\r\n# s2:water_percentage: 0.11633\r\n# s2:unclassified_percentage: 1.388333\r\n# s2:medium_proba_clouds_percentage: 26.524428\r\n# s2:high_proba_clouds_percentage: 36.947376\r\n# s2:thin_cirrus_percentage: 14.51094\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240606T155819_N0510_R097_T17SPV_20240606T202543.SAFE\r\n# s2:generation_time: 2024-06-06T20:25:43.000000Z\r\n# s2:datatake_id: GS2B_20240606T155819_037875_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240606T202543_S20240606T160443_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240606T202543_A037875_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.972020889918827\r\n# datetime: 2024-06-06T16:13:28.893000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240606_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d9f218a487aeb8d45683d92bbcf5846e\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-06T22:48:20.074Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240601_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.67014958475484, 36.07641102292845], [-78.89932213540139, 36.12646435015929], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.67014958475484, 36.1397316133374]\r\nDatetime: 2024-06-01 16:13:29.990000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-02T00:51:08.508Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 61.180001\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 130.946781150617\r\n# view:sun_elevation: 71.0015186669718\r\n# s2:degraded_msi_data_percentage: 0.0088\r\n# s2:nodata_pixel_percentage: 0.420466\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.053686\r\n# s2:cloud_shadow_percentage: 0.000816\r\n# s2:vegetation_percentage: 34.452215\r\n# s2:not_vegetated_percentage: 3.453467\r\n# s2:water_percentage: 0.713965\r\n# s2:unclassified_percentage: 0.145845\r\n# s2:medium_proba_clouds_percentage: 8.304962\r\n# s2:high_proba_clouds_percentage: 0.103281\r\n# s2:thin_cirrus_percentage: 52.771759\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240601T155911_N0510_R097_T17SPV_20240601T231654.SAFE\r\n# s2:generation_time: 2024-06-01T23:16:54.000000Z\r\n# s2:datatake_id: GS2A_20240601T155911_046712_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240601T231654_S20240601T161316_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240601T231654_A046712_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.973555957393978\r\n# datetime: 2024-06-01T16:13:29.990000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240601_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/8c742dccb0f8081f0ba5a51630199164\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-02T00:51:08.508Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240527_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-27 16:13:26.067000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-28T19:09:19.013Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 132.731921876307\r\n# view:sun_elevation: 70.5473572027452\r\n# s2:degraded_msi_data_percentage: 0.0025\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 56.10559\r\n# s2:high_proba_clouds_percentage: 43.417314\r\n# s2:thin_cirrus_percentage: 0.477099\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240527T155819_N0510_R097_T17SPV_20240527T211926.SAFE\r\n# s2:generation_time: 2024-05-27T21:19:26.000000Z\r\n# s2:datatake_id: GS2B_20240527T155819_037732_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240527T211926_S20240527T161150_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240527T211926_A037732_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.975287105815228\r\n# datetime: 2024-05-27T16:13:26.067000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240527_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d1cf1f1ae57d1a860d5d5b6e69f0c5fd\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-28T19:09:19.013Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240522_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-22 16:13:25.575000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-28T16:20:14.246Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 4.839775\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 134.645221678048\r\n# view:sun_elevation: 69.9363455605075\r\n# s2:degraded_msi_data_percentage: 0.0077\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.181847\r\n# s2:cloud_shadow_percentage: 1.121513\r\n# s2:vegetation_percentage: 84.700739\r\n# s2:not_vegetated_percentage: 7.666176\r\n# s2:water_percentage: 1.091128\r\n# s2:unclassified_percentage: 0.398824\r\n# s2:medium_proba_clouds_percentage: 0.857655\r\n# s2:high_proba_clouds_percentage: 0.408592\r\n# s2:thin_cirrus_percentage: 3.573528\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240522T155901_N0510_R097_T17SPV_20240522T231852.SAFE\r\n# s2:generation_time: 2024-05-22T23:18:52.000000Z\r\n# s2:datatake_id: GS2A_20240522T155901_046569_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240522T231852_S20240522T161308_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240522T231852_A046569_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.977202250922301\r\n# datetime: 2024-05-22T16:13:25.575000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240522_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/7901d23e9b4391b2832cd9bff01bf974\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-28T16:20:14.246Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240517_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-17 16:13:24.329000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-17T22:32:30.781Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 136.576661946823\r\n# view:sun_elevation: 69.15705955550101\r\n# s2:degraded_msi_data_percentage: 0.002\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 48.435068\r\n# s2:high_proba_clouds_percentage: 51.179594\r\n# s2:thin_cirrus_percentage: 0.38534\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240517T155819_N0510_R097_T17SPV_20240517T202125.SAFE\r\n# s2:generation_time: 2024-05-17T20:21:25.000000Z\r\n# s2:datatake_id: GS2B_20240517T155819_037589_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240517T202125_S20240517T160403_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240517T202125_A037589_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.979289557698501\r\n# datetime: 2024-05-17T16:13:24.329000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240517_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4da61ed5e43dbcd35a04e08c23263999\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-17T22:32:30.781Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240512_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-12 16:13:29.367000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-13T01:49:24.604Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 30.864275\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 138.526178970296\r\n# view:sun_elevation: 68.227931936218\r\n# s2:degraded_msi_data_percentage: 0.0128\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.092133\r\n# s2:cloud_shadow_percentage: 11.112269\r\n# s2:vegetation_percentage: 51.770526\r\n# s2:not_vegetated_percentage: 5.036924\r\n# s2:water_percentage: 0.764085\r\n# s2:unclassified_percentage: 0.35979\r\n# s2:medium_proba_clouds_percentage: 10.227607\r\n# s2:high_proba_clouds_percentage: 12.326884\r\n# s2:thin_cirrus_percentage: 8.309783\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240512T155901_N0510_R097_T17SPV_20240512T235052.SAFE\r\n# s2:generation_time: 2024-05-12T23:50:52.000000Z\r\n# s2:datatake_id: GS2A_20240512T155901_046426_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240512T235052_S20240512T160758_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240512T235052_A046426_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.981534332906898\r\n# datetime: 2024-05-12T16:13:29.367000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240512_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/501525a637edcea72022281f96c1aaec\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-13T01:49:24.604Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240507_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-07 16:13:27.007000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-08T10:59:32.738Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 40.339398\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 140.320609605445\r\n# view:sun_elevation: 67.123155396654\r\n# s2:degraded_msi_data_percentage: 0.0029\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.069442\r\n# s2:cloud_shadow_percentage: 4.545121\r\n# s2:vegetation_percentage: 45.809352\r\n# s2:not_vegetated_percentage: 5.489328\r\n# s2:water_percentage: 0.723339\r\n# s2:unclassified_percentage: 3.024018\r\n# s2:medium_proba_clouds_percentage: 13.259926\r\n# s2:high_proba_clouds_percentage: 24.973664\r\n# s2:thin_cirrus_percentage: 2.105809\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240507T155819_N0510_R097_T17SPV_20240507T202416.SAFE\r\n# s2:generation_time: 2024-05-07T20:24:16.000000Z\r\n# s2:datatake_id: GS2B_20240507T155819_037446_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240507T202416_S20240507T160601_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240507T202416_A037446_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.983922355524309\r\n# datetime: 2024-05-07T16:13:27.007000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240507_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/3095dd5fc0c1adab27a9206150e8fa7e\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-08T10:59:32.738Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240502_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-02 16:13:29.052000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-03T02:07:12.458Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 1.724347\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 142.024405942536\r\n# view:sun_elevation: 65.8776811943126\r\n# s2:degraded_msi_data_percentage: 0.0086\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.180713\r\n# s2:cloud_shadow_percentage: 1.65954\r\n# s2:vegetation_percentage: 85.410345\r\n# s2:not_vegetated_percentage: 9.435526\r\n# s2:water_percentage: 1.201897\r\n# s2:unclassified_percentage: 0.387633\r\n# s2:medium_proba_clouds_percentage: 1.068898\r\n# s2:high_proba_clouds_percentage: 0.654713\r\n# s2:thin_cirrus_percentage: 0.000737\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240502T155901_N0510_R097_T17SPV_20240502T231600.SAFE\r\n# s2:generation_time: 2024-05-02T23:16:00.000000Z\r\n# s2:datatake_id: GS2A_20240502T155901_046283_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240502T231600_S20240502T161232_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240502T231600_A046283_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.986436466402915\r\n# datetime: 2024-05-02T16:13:29.052000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240502_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9833836355fede44aaf0a3680ddeaa2b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-03T02:07:12.458Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240427_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-27 16:13:25.302000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-27T23:18:26.463Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 41.492322\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 143.528792725087\r\n# view:sun_elevation: 64.4810365146954\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.087266\r\n# s2:cloud_shadow_percentage: 0.200142\r\n# s2:vegetation_percentage: 43.908963\r\n# s2:not_vegetated_percentage: 7.898109\r\n# s2:water_percentage: 0.717951\r\n# s2:unclassified_percentage: 5.69525\r\n# s2:medium_proba_clouds_percentage: 13.414925\r\n# s2:high_proba_clouds_percentage: 22.153059\r\n# s2:thin_cirrus_percentage: 5.924337\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240427T155819_N0510_R097_T17SPV_20240427T202325.SAFE\r\n# s2:generation_time: 2024-04-27T20:23:25.000000Z\r\n# s2:datatake_id: GS2B_20240427T155819_037303_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240427T202325_S20240427T160556_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240427T202325_A037303_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.989060346411274\r\n# datetime: 2024-04-27T16:13:25.302000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240427_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/12a1ab645fb39239090f5f2212c7996a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-27T23:18:26.463Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240422_1_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-22 16:13:29.231000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-23T16:20:44.531Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.595498\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 144.941641921427\r\n# view:sun_elevation: 62.9745747205139\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.171015\r\n# s2:cloud_shadow_percentage: 2.525065\r\n# s2:vegetation_percentage: 57.915175\r\n# s2:not_vegetated_percentage: 6.323496\r\n# s2:water_percentage: 0.923321\r\n# s2:unclassified_percentage: 0.546269\r\n# s2:medium_proba_clouds_percentage: 9.353081\r\n# s2:high_proba_clouds_percentage: 16.427176\r\n# s2:thin_cirrus_percentage: 5.815243\r\n# s2:snow_ice_percentage: 0.000163\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240422T155821_N0510_R097_T17SPV_20240423T140451.SAFE\r\n# s2:generation_time: 2024-04-23T14:04:51.000000Z\r\n# s2:datatake_id: GS2A_20240422T155821_046140_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240423T140451_S20240422T161127_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240423T140451_A046140_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.991774965335244\r\n# datetime: 2024-04-22T16:13:29.231000Z\r\n# s2:sequence: 1\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240422_1_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/71a1ecfdb0ff99a1aa9839048bfc78dc\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-23T16:20:44.531Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240422_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-22 16:13:29.231000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-23T02:23:43.837Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.594869\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 144.941641921427\r\n# view:sun_elevation: 62.9745747205139\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.171031\r\n# s2:cloud_shadow_percentage: 2.524043\r\n# s2:vegetation_percentage: 57.916528\r\n# s2:not_vegetated_percentage: 6.324564\r\n# s2:water_percentage: 0.923441\r\n# s2:unclassified_percentage: 0.545357\r\n# s2:medium_proba_clouds_percentage: 9.353479\r\n# s2:high_proba_clouds_percentage: 16.427162\r\n# s2:thin_cirrus_percentage: 5.814227\r\n# s2:snow_ice_percentage: 0.000163\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240422T155821_N0510_R097_T17SPV_20240422T232000.SAFE\r\n# s2:generation_time: 2024-04-22T23:20:00.000000Z\r\n# s2:datatake_id: GS2A_20240422T155821_046140_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240422T232000_S20240422T161127_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240422T232000_A046140_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.991774965335244\r\n# datetime: 2024-04-22T16:13:29.231000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240422_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/a3721b4f648e818920dfaa833bbf6064\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-23T02:23:43.837Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240417_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-17 16:13:27.286000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-18T00:51:42.539Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 146.162190051164\r\n# view:sun_elevation: 61.3455453771872\r\n# s2:degraded_msi_data_percentage: 0.0031\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 69.701403\r\n# s2:high_proba_clouds_percentage: 30.298603\r\n# s2:thin_cirrus_percentage: 0\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240417T155819_N0510_R097_T17SPV_20240417T221800.SAFE\r\n# s2:generation_time: 2024-04-17T22:18:00.000000Z\r\n# s2:datatake_id: GS2B_20240417T155819_037160_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240417T221800_S20240417T160258_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240417T221800_A037160_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.994561472482675\r\n# datetime: 2024-04-17T16:13:27.286000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240417_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/b9a7bc6c7c275dd79172b8effca89461\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-18T00:51:42.539Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240412_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-12 16:13:27.651000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-13T01:42:56.472Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.715456\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 147.269940196506\r\n# view:sun_elevation: 59.625132343664\r\n# s2:degraded_msi_data_percentage: 0.0104\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.153453\r\n# s2:cloud_shadow_percentage: 12.679228\r\n# s2:vegetation_percentage: 49.264008\r\n# s2:not_vegetated_percentage: 4.988225\r\n# s2:water_percentage: 0.656567\r\n# s2:unclassified_percentage: 0.542805\r\n# s2:medium_proba_clouds_percentage: 11.25274\r\n# s2:high_proba_clouds_percentage: 17.18483\r\n# s2:thin_cirrus_percentage: 3.277886\r\n# s2:snow_ice_percentage: 0.000259\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240412T155901_N0510_R097_T17SPV_20240412T235553.SAFE\r\n# s2:generation_time: 2024-04-12T23:55:53.000000Z\r\n# s2:datatake_id: GS2A_20240412T155901_045997_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240412T235553_S20240412T160211_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240412T235553_A045997_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.997399653732186\r\n# datetime: 2024-04-12T16:13:27.651000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240412_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ba25771a14d9292a3ef8f260e24c8ce5\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-13T01:42:56.472Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240407_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-07 16:13:25.177000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-07T22:51:18.053Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.007223\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 148.241587595963\r\n# view:sun_elevation: 57.8193021287102\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.393997\r\n# s2:cloud_shadow_percentage: 1e-05\r\n# s2:vegetation_percentage: 84.631485\r\n# s2:not_vegetated_percentage: 13.122594\r\n# s2:water_percentage: 1.402112\r\n# s2:unclassified_percentage: 0.442009\r\n# s2:medium_proba_clouds_percentage: 0.000368\r\n# s2:high_proba_clouds_percentage: 7.6e-05\r\n# s2:thin_cirrus_percentage: 0.006778\r\n# s2:snow_ice_percentage: 0.000571\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240407T155819_N0510_R097_T17SPV_20240407T202406.SAFE\r\n# s2:generation_time: 2024-04-07T20:24:06.000000Z\r\n# s2:datatake_id: GS2B_20240407T155819_037017_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240407T202406_S20240407T160426_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240407T202406_A037017_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 1.00026982268816\r\n# datetime: 2024-04-07T16:13:25.177000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240407_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d9ae6b9fc4520f5ae2a33ffbab89ac25\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-07T22:51:18.053Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240402_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-02 16:13:24.212000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-03T02:43:18.525Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 52.194571\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 149.123391641051\r\n# view:sun_elevation: 55.9520519703372\r\n# s2:degraded_msi_data_percentage: 0.0067\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.222265\r\n# s2:cloud_shadow_percentage: 0.681242\r\n# s2:vegetation_percentage: 32.632047\r\n# s2:not_vegetated_percentage: 13.082658\r\n# s2:water_percentage: 0.269024\r\n# s2:unclassified_percentage: 0.918192\r\n# s2:medium_proba_clouds_percentage: 14.986324\r\n# s2:high_proba_clouds_percentage: 16.081516\r\n# s2:thin_cirrus_percentage: 21.126732\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240402T155821_N0510_R097_T17SPV_20240402T235145.SAFE\r\n# s2:generation_time: 2024-04-02T23:51:45.000000Z\r\n# s2:datatake_id: GS2A_20240402T155821_045854_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240402T235145_S20240402T160459_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240402T235145_A045854_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 1.00315010154664\r\n# datetime: 2024-04-02T16:13:24.212000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240402_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/3dac5288c179d121cc299fcd6cffcc5b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-03T02:43:18.525Z\r\n# proj:code: EPSG:32617\r\n```\n:::\n:::\n\n\n:::\n\n::: {#59004456 .cell execution_count=13}\n\n::: {.cell-output .cell-output-stdout}\n```\nThere are 38 Sentinel 2 items found in our computational region.\n```\n:::\n:::\n\n\nLet's look closer at the properties of item id `S2A_17SPV_20240919_0_L2A`.\n\n::: {#0b59f448 .cell execution_count=14}\n``` {.python .cell-code}\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\ndf_properties = df_item[\"properties\"].apply(pd.Series)\ndf_item = pd.concat([df_item, df_properties], axis=1)\ndf_item = df_item.drop(\"properties\", axis=1)\ndisplay(df_item.T)\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
2
typeFeature
stac_version1.1.0
stac_extensions[https://stac-extensions.github.io/view/v1.0.0...
idS2A_17SPV_20240919_0_L2A
geometry{'type': 'Polygon', 'coordinates': [[[-79.8885...
bbox[-79.9021350633042, 35.13301555004904, -78.668...
links[{'rel': 'self', 'href': 'https://earth-search...
assets{'aot': {'href': 'https://sentinel-cogs.s3.us-...
collectionsentinel-2-l2a
created2024-09-20T01:57:52.703Z
platformsentinel-2a
constellationsentinel-2
instruments[msi]
eo:cloud_cover72.722346
mgrs:utm_zone17
mgrs:latitude_bandS
mgrs:grid_squarePV
grid:codeMGRS-17SPV
view:sun_azimuth155.767672
view:sun_elevation52.998454
s2:degraded_msi_data_percentage0.0622
s2:nodata_pixel_percentage0
s2:saturated_defective_pixel_percentage0
s2:cloud_shadow_percentage2.901951
s2:vegetation_percentage17.622864
s2:not_vegetated_percentage2.652742
s2:water_percentage0.198822
s2:unclassified_percentage3.66454
s2:medium_proba_clouds_percentage19.171326
s2:high_proba_clouds_percentage53.275347
s2:thin_cirrus_percentage0.275673
s2:snow_ice_percentage0
s2:product_typeS2MSI2A
s2:processing_baseline05.11
s2:product_uriS2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_2...
s2:generation_time2024-09-19T23:53:48.000000Z
s2:datatake_idGS2A_20240919T155931_048285_N05.11
s2:datatake_typeINS-NOBS
s2:datastrip_idS2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S2024...
s2:granule_idS2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A0482...
s2:reflectance_conversion_factor0.989819
datetime2024-09-19T16:13:27.093000Z
s2:sequence0
earthsearch:s3_paths3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/P...
earthsearch:payload_idroda-sentinel2/workflow-sentinel2-to-stac/15f0...
earthsearch:boa_offset_appliedTrue
processing:software{'sentinel2-to-stac': '0.1.1'}
updated2024-09-20T01:57:52.703Z
proj:codeEPSG:32617
\n
\n```\n:::\n:::\n\n\nLet's look at the items properties\n\n::: {#57673dce .cell execution_count=15}\n``` {.python .cell-code}\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\ndf_properties = df_item[\"properties\"].apply(pd.Series)\ndisplay(df_properties.T)\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
2
created2024-09-20T01:57:52.703Z
platformsentinel-2a
constellationsentinel-2
instruments[msi]
eo:cloud_cover72.722346
mgrs:utm_zone17
mgrs:latitude_bandS
mgrs:grid_squarePV
grid:codeMGRS-17SPV
view:sun_azimuth155.767672
view:sun_elevation52.998454
s2:degraded_msi_data_percentage0.0622
s2:nodata_pixel_percentage0
s2:saturated_defective_pixel_percentage0
s2:cloud_shadow_percentage2.901951
s2:vegetation_percentage17.622864
s2:not_vegetated_percentage2.652742
s2:water_percentage0.198822
s2:unclassified_percentage3.66454
s2:medium_proba_clouds_percentage19.171326
s2:high_proba_clouds_percentage53.275347
s2:thin_cirrus_percentage0.275673
s2:snow_ice_percentage0
s2:product_typeS2MSI2A
s2:processing_baseline05.11
s2:product_uriS2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_2...
s2:generation_time2024-09-19T23:53:48.000000Z
s2:datatake_idGS2A_20240919T155931_048285_N05.11
s2:datatake_typeINS-NOBS
s2:datastrip_idS2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S2024...
s2:granule_idS2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A0482...
s2:reflectance_conversion_factor0.989819
datetime2024-09-19T16:13:27.093000Z
s2:sequence0
earthsearch:s3_paths3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/P...
earthsearch:payload_idroda-sentinel2/workflow-sentinel2-to-stac/15f0...
earthsearch:boa_offset_appliedTrue
processing:software{'sentinel2-to-stac': '0.1.1'}
updated2024-09-20T01:57:52.703Z
proj:codeEPSG:32617
\n
\n```\n:::\n:::\n\n\nNow we let's look at the items assets.\n\n::: {#c64d7087 .cell execution_count=16}\n``` {.python .cell-code}\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\ndf_assets = df_item[\"assets\"].apply(pd.Series)\ndisplay(df_assets.T.reset_index())\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
index2
0aot{'href': 'https://sentinel-cogs.s3.us-west-2.a...
1blue{'href': 'https://sentinel-cogs.s3.us-west-2.a...
2coastal{'href': 'https://sentinel-cogs.s3.us-west-2.a...
3granule_metadata{'href': 'https://sentinel-cogs.s3.us-west-2.a...
4green{'href': 'https://sentinel-cogs.s3.us-west-2.a...
5nir{'href': 'https://sentinel-cogs.s3.us-west-2.a...
6nir08{'href': 'https://sentinel-cogs.s3.us-west-2.a...
7nir09{'href': 'https://sentinel-cogs.s3.us-west-2.a...
8red{'href': 'https://sentinel-cogs.s3.us-west-2.a...
9rededge1{'href': 'https://sentinel-cogs.s3.us-west-2.a...
10rededge2{'href': 'https://sentinel-cogs.s3.us-west-2.a...
11rededge3{'href': 'https://sentinel-cogs.s3.us-west-2.a...
12scl{'href': 'https://sentinel-cogs.s3.us-west-2.a...
13swir16{'href': 'https://sentinel-cogs.s3.us-west-2.a...
14swir22{'href': 'https://sentinel-cogs.s3.us-west-2.a...
15thumbnail{'href': 'https://sentinel-cogs.s3.us-west-2.a...
16tileinfo_metadata{'href': 'https://sentinel-cogs.s3.us-west-2.a...
17visual{'href': 'https://sentinel-cogs.s3.us-west-2.a...
18wvp{'href': 'https://sentinel-cogs.s3.us-west-2.a...
19aot-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
20blue-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
21coastal-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
22green-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
23nir-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
24nir08-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
25nir09-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
26red-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
27rededge1-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
28rededge2-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
29rededge3-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
30scl-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
31swir16-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
32swir22-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
33visual-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
34wvp-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
\n
\n```\n:::\n:::\n\n\n#### Assets\n\n::: {#tbl-items-assets .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=17}\n``` {.python .cell-code}\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\nassets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n query=json.dumps(stac_query),\n format=\"json\",\n)\n\ndf_items_assets = pd.json_normalize(assets_json, max_level=0)\ndisplay(df_items_assets.head(10))\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
hreftypetitleeo:bandsgsdproj:shapeproj:transformraster:bandsrolescollection_iditem_idfile_namedatetime
0https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir2024-09-09T16:13:25.358000Z
1https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red2024-09-09T16:13:25.358000Z
2https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir2024-08-25T16:13:26.986000Z
3https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red2024-08-25T16:13:26.986000Z
4https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240731_0_L2Asentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir2024-07-31T16:13:28.790000Z
5https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240731_0_L2Asentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red2024-07-31T16:13:28.790000Z
6https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240611_0_L2Asentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir2024-06-11T16:13:32.315000Z
7https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240611_0_L2Asentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red2024-06-11T16:13:32.315000Z
8https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240522_0_L2Asentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir2024-05-22T16:13:25.575000Z
9https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240522_0_L2Asentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red2024-05-22T16:13:25.575000Z
\n
\n```\n:::\n:::\n\n\n::: {#ee7ddb12 .cell execution_count=18}\n``` {.python .cell-code}\ndisplay(assets_json)\n```\n:::\n\n\n::: {#22d6a02e .cell execution_count=19}\n\n::: {.cell-output .cell-output-stdout}\n```\nThere are 14 Sentinel 2 assets found in our computational region.\n```\n:::\n:::\n\n\n#### EO Parameters\n\n### Create Metadata Vector\n\n::: {#cell-assets-metadata-vector .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=20}\n``` {.python .cell-code}\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\nassets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n query=json.dumps(stac_query),\n items_vector=\"sentinel_2_items\",\n format=\"json\",\n)\n\n\ndf_items_assets = pd.json_normalize(assets_json, max_level=0)\ndisplay(df_items_assets.head(5))\n```\n\n::: {#assets-metadata-vector .cell-output .cell-output-display}\n```{=html}\n
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
hreftypetitleeo:bandsgsdproj:shapeproj:transformraster:bandsrolescollection_iditem_idfile_namedatetime
0https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir2024-09-09T16:13:25.358000Z
1https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red2024-09-09T16:13:25.358000Z
2https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir2024-08-25T16:13:26.986000Z
3https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red2024-08-25T16:13:26.986000Z
4https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240731_0_L2Asentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir2024-07-31T16:13:28.790000Z
\n
\n```\n:::\n:::\n\n\n#### View the items with iPyleaflet\n\n::: {#fafbb380 .cell execution_count=21}\n``` {.python .cell-code}\nimport random\n\nm = gj.InteractiveMap(use_region=False)\nm.add_vector(\n \"sentinel_2_items\",\n style={\"opacity\": 1, \"dashArray\": \"9\", \"fillOpacity\": 0.1, \"weight\": 1},\n hover_style={\"color\": \"white\", \"dashArray\": \"0\", \"fillOpacity\": 0.5},\n style_callback=lambda f: {\n \"color\": \"black\",\n \"fillColor\": random.choice([\"red\", \"yellow\", \"green\", \"orange\"]),\n }\n)\ndisplay(m.show())\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n### Download and Import Rasters\n\n### Register STRDS\n\n::: {.panel-tabset}\n\n## Python\n\n::: {#tbl-collection-items-assets .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=22}\n``` {.python .cell-code}\nimport grass.script as gs\nimport grass.jupyter as gj\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\nitems_assets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n format=\"json\",\n query=json.dumps(stac_query)\n)\n```\n:::\n\n\n## Terminal\n\n::: {#tbl-collection-items-assets-terminal .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=23}\n``` {.python .cell-code}\n!t.stac.item url=\"https://earth-search.aws.element84.com/v1/\" collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" asset_keys=\"red,nir\" format=\"json\" query='{\"eo:cloud_cover\": {\"lt\": 10}}'\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\nSearch Matched: 7 items\r\n{\"count\": 14, \"bytes\": 3303941772}\r\n```\n:::\n:::\n\n\n:::\n\n::: {#download-estimate .cell execution_count=24}\n``` {.python .cell-code}\nprint(f\"\"\"\nDownload Estimate\n \nFiles: {items_assets_json[\"count\"]}\nTotal Download Size: {items_assets_json[\"bytes\"] / 1e9:.2f} GB\n\"\"\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n\nDownload Estimate\n\nFiles: 14\nTotal Download Size: 3.30 GB\n\n```\n:::\n:::\n\n\n::: {#tbl-collection-items-assets-strds .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=25}\n``` {.python .cell-code}\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\ncollection_items_assets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,green,blue,nir\",\n query=json.dumps(stac_query),\n strds_output=\"outputs/s2_red_nir.txt\",\n format=\"json\",\n)\n```\n:::\n\n\n::: {#a47ad7e8 .cell execution_count=26}\n``` {.python .cell-code}\nprint(Path(\"outputs/s2_red.txt\").read_text())\n```\n:::\n\n\n::: {#1ec7479a .cell execution_count=27}\n``` {.python .cell-code}\nstartdate = df_items_assets[\"datetime\"].min()\nenddate = df_items_assets[\"datetime\"].max()\nprint(f\"Start Date: {startdate}\\nEnd Date: {enddate}\")\n```\n:::\n\n\nCreate STRDS\n\n::: {#create-strds .cell execution_count=28}\n``` {.python .cell-code}\n# Create the space time dataset\ngs.run_command(\n \"t.create\",\n output=\"sentinel_2\",\n type=\"strds\",\n temporaltype=\"absolute\",\n title=\"Sentinel 2 Red/NIR Bands\",\n description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\",\n overwrite=True,\n)\n```\n:::\n\n\nDownload the data\n\n::: {#download-assets .cell execution_count=29}\n``` {.python .cell-code}\nprint(gs.run_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,green,blue,nir\",\n query=json.dumps(stac_query),\n strds_output=\"outputs/s2_red_nir.txt\",\n format=\"json\",\n method=\"nearest\",\n resolution=\"value\",\n resolution_value=\"10\",\n extent=\"region\",\n nprocs=12,\n memory=1024 * 7,\n flags=\"d\",\n))\n```\n:::\n\n\nRegister the data\n\n::: {#register-strds .cell execution_count=30}\n``` {.python .cell-code}\n# Register the output maps into a space time dataset\ngs.run_command(\n \"t.register\",\n input=\"sentinel_2\",\n file=\"outputs/s2_red_nir.txt\",\n type=\"raster\"\n)\n```\n:::\n\n\n::: {#855840dd .cell execution_count=31}\n``` {.python .cell-code}\ngs.run_command(\"t.info\", type=\"strds\", input=\"sentinel_2\")\n```\n:::\n\n\n::: {#cell-display-composite .cell execution_count=32}\n``` {.python .cell-code}\nm = gj.Map(use_region=True)\nm.d_rgb(\n red=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red\",\n blue=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue\",\n green=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green\",\n)\nm.d_barscale()\nm.show()\n```\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-composite-output-1.png){#display-composite}\n:::\n:::\n\n\n#### Calculate NDVI\n\n::: {#c0dfb1b5 .cell execution_count=33}\n``` {.python .cell-code}\ngs.run_command(\n \"t.rast.mapcalc\",\n inputs=[\"sentinel_2.nir\", \"sentinel_2.red\"],\n output=\"ndvi\",\n basename=\"ndvi\",\n method=\"follows\",\n expression=(\n \"float(if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') - if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red')) / (if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') + if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red'))\"\n ),\n overwrite=True,\n flags=\"n\",\n)\n```\n:::\n\n\n::: {#aae17cbc .cell execution_count=34}\n``` {.python .cell-code}\ngs.run_command(\"t.list\", type=\"strds\")\n```\n:::\n\n\nPlot the NDVI\n\n::: {#d261410c .cell execution_count=35}\n``` {.python .cell-code}\nstrds_df = pd.DataFrame(\n gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n format=\"csv\",\n )\n)\n\n# Convert start_time to datetime for better formatting\nstrds_df[\"start_time\"] = pd.to_datetime(strds_df[\"start_time\"])\n\nsns.lineplot(\n x=\"start_time\", y=\"max\", data=strds_df\n)\n\n# Format x-axis labels for better readability\nimport matplotlib.dates as mdates\nimport matplotlib.pyplot as plt\n\nplt.gca().xaxis.set_major_formatter(mdates.DateFormatter('%Y-%m-%d'))\nplt.gcf().autofmt_xdate() # Auto-rotate date labels\nplt.show()\n```\n:::\n\n\n::: {#8b7dd7ea .cell layout-ncol='3' execution_count=36}\n``` {.python .cell-code}\nndvi_list = gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n format=\"csv\",\n)\ngs.run_command(\"t.rast.colors\", input=\"ndvi\", color=\"ndvi\")\n\nfor ndvi in ndvi_list:\n map_name = ndvi.get(\"name\")\n m = gj.Map(use_region=True, width=500)\n m.d_rast(map=map_name)\n m.d_barscale()\n m.d_legend(raster=map_name, flags=\"b\")\n m.show()\n```\n:::\n\n\n::: {#cell-display-time-series .cell execution_count=37}\n``` {.python .cell-code}\nndvi_rasters = [\n i.get(\"name\")\n for i in gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\"],\n format=\"csv\",\n )\n]\n\n# Create Time Series Map\nm = gj.SeriesMap(use_region=True)\nm.add_rasters(\n rasters=ndvi_rasters\n)\nm.d_barscale()\nm.render()\nm.show()\n```\n\n::: {#display-time-series .cell-output .cell-output-display execution_count=24}\n```{=html}\n\n```\n:::\n:::\n\n\n::: {#cell-display-ndvi-maps .cell layout-ncol='3' execution_count=38}\n``` {.python .cell-code}\nimport matplotlib.pyplot as plt\nimport matplotlib.gridspec as gridspec\nfrom PIL import Image\n\n\ndef generate_map(map_name):\n m = gj.Map(use_region=True)\n m.d_rast(map=map_name)\n m.d_legend(raster=map_name, flags=\"b\")\n m.d_barscale()\n return m\n\n\nfor raster in ndvi_rasters:\n ndvi_map = generate_map(raster)\n ndvi_map.show()\n```\n\n::: {.cell-output .cell-output-display}\n![Day 1](t_stac_tutorial_files/figure-html/display-ndvi-maps-output-1.png){#display-ndvi-maps}\n:::\n\n::: {.cell-output .cell-output-display}\n![Day 2](t_stac_tutorial_files/figure-html/display-ndvi-maps-output-2.png){#display-ndvi-maps}\n:::\n\n::: {.cell-output .cell-output-display}\n![Day 3](t_stac_tutorial_files/figure-html/display-ndvi-maps-output-3.png){#display-ndvi-maps}\n:::\n\n::: {.cell-output .cell-output-display}\n![Day 4](t_stac_tutorial_files/figure-html/display-ndvi-maps-output-4.png){#display-ndvi-maps}\n:::\n\n::: {.cell-output .cell-output-display}\n![Day 5](t_stac_tutorial_files/figure-html/display-ndvi-maps-output-5.png){#display-ndvi-maps}\n:::\n\n::: {.cell-output .cell-output-display}\n![Day 6](t_stac_tutorial_files/figure-html/display-ndvi-maps-output-6.png){#display-ndvi-maps}\n:::\n\n::: {.cell-output .cell-output-display}\n![Day 7](t_stac_tutorial_files/figure-html/display-ndvi-maps-output-7.png){#display-ndvi-maps}\n:::\n:::\n\n\n## References\n\n- [pystac Documentation](https://pystac.readthedocs.io/)\n- [pystac_client Documentation](https://pystac-client.readthedocs.io/)\n\n", + "markdown": "---\ntitle: \"STAC Tutorial\"\ndescription: \"Learn how to use the GRASS addon t.stac to search and import STAC API data into a GRASS project.\"\nimage: images/stac-to-the-future.png\nauthor: Corey T. White\ndate: '2025-03-01'\ncategories: [stac, grass-addon, tutorial]\ndate-modified: today\n\npage-layout: full\ntitle-block-banner: true\ndraft: false\n\nformat:\n html:\n toc: true\n toc-depth: 4\n tabsets: true\n code-copy: true\n code-fold: false\n code-tools: true\n mermaid: \n theme: forest\n other-links:\n - text: grass\n href: https://grass.osgeo.org\n - text: STAC\n href: https://stacspec.org/en\n lightbox: true\n canonical-url: true\n notebook-links: true\t\n\nengine: jupyter\njupyter: python3\n\n\nexecute:\n enabled: true\n keep-ipynb: true\n eval: true\n freeze: auto\n cache: true\n\n---\n\nIn this tutorial we will learn about the [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) suite of tools for [GRASS](https://grass.osgeo.org).\n\n* [t.stac.catalog](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.catalog.html) - is a tool for exploring SpatioTemporal Asset Catalogs metadata from a STAC API.\n* [t.stac.collection](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.collection.html) - is a tool for exploring SpatioTemporal Asset Catalog (STAC) collection metadata.\n* [t.stac.item](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.item.html) - is a tool for exploring and importing SpatioTemporal Asset Catalog item metadata and assets into GRASS.\n\n## Introduction\n\nSpatioTemporal Asset Catalog (STAC)...\n\n\nThe tutorial assumes you already have GRASS installed on your machine. If not please [download and install GRASS](https://grass.osgeo.org/download/) before continuing the tutorial.\n\n\n## Getting Started\n\n### Start GRASS Session\n\n::: {#config-grass .cell execution_count=1}\n``` {.python .cell-code}\n# Import standard python packages\nimport sys\nimport subprocess\nfrom IPython.display import display, JSON, HTML\nimport json\nimport pandas as pd\nfrom pathlib import Path\nimport seaborn as sns\n# import polars as pl\n\n# Ask GRASS where its Python packages are and add them to the path\nsys.path.append(\n subprocess.check_output([\"grass\", \"--config\", \"python_path\"], text=True).strip()\n)\n\n# Import the GRASS python packages we need\nimport grass.script as gs\nimport grass.jupyter as gj\n```\n:::\n\n\nCreate a GRASS project\n\n::: {#create-project .cell execution_count=2}\n``` {.python .cell-code}\ngs.create_project(\"stac\", epsg=\"32119\", overwrite=True)\n```\n:::\n\n\nand start a GRASS session.\n\n::: {#start-grass-session .cell execution_count=3}\n``` {.python .cell-code}\nsession = gj.init(\"stac\")\n```\n:::\n\n\n### Install Addon\n\nThe [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) addons require the following Python packages.\n\n* [pystac (>=1.12)](https://pystac.readthedocs.io/en/latest/installation.html)\n* [pystac_client (>=0.8)](https://pystac-client.readthedocs.io/en/stable/)\n* [tqdm (>=4.67)](https://tqdm.github.io/)\n\nYou can install them using pip or the Python package manager of your choice. \n\n```bash\npip install pystac pystac_client tqdm\n```\n\nNow you can install the *t.stac* extensions.\n\n::: {#install-t-stac .cell execution_count=4}\n``` {.python .cell-code}\ngs.run_command(\"g.extension\", extension=\"t.stac\")\n```\n:::\n\n\n### Define computational region\n\n::: {#grass-set-region .cell execution_count=5}\n``` {.python .cell-code}\n# | include: true\n# | output: true\ngs.run_command(\n \"g.region\", n=236687, s=210391, e=616042, w=598921, nsres=10, ewres=10, flags=\"pa\"\n)\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nprojection: 99 (NAD83 / North Carolina)\nzone: 0\ndatum: nad83\nellipsoid: grs80\nnorth: 236690\nsouth: 210390\nwest: 598920\neast: 616050\nnsres: 10\newres: 10\nrows: 2630\ncols: 1713\ncells: 4505190\n```\n:::\n:::\n\n\n## STAC API\n\n::: {#set-stac-catalog-url .cell execution_count=6}\n``` {.python .cell-code}\nstac_url = \"https://earth-search.aws.element84.com/v1/\"\n```\n:::\n\n\n### Searching STAC Catalogs\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-stac-catalog .cell execution_count=7}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\ncatalogs_json = gs.parse_command(\n \"t.stac.catalog\", url=stac_url, format=\"json\"\n)\n\ndf_catalogs = pd.json_normalize(catalogs_json)\ndf_catalogs.head()\n```\n\n::: {.cell-output .cell-output-display execution_count=5}\n```{=html}\n
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typeidstac_versiondescriptionlinksconformsTotitle
0Catalogearth-search-aws1.1.0A STAC API of public datasets on AWS[{'rel': 'self', 'href': 'https://earth-search...[https://api.stacspec.org/v1.0.0/core, https:/...Earth Search by Element 84
\n
\n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-catalog-shell .cell execution_count=8}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\n!t.stac.catalog url={stac_url} format=plain -b\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\n---------------------------------------------------------------------------\r\nCatalog: Earth Search by Element 84\r\n---------------------------------------------------------------------------\r\nClient Id: earth-search-aws\r\nClient Description: A STAC API of public datasets on AWS\r\nClient STAC Extensions: []\r\nClient catalog_type: ABSOLUTE_PUBLISHED\r\n---------------------------------------------------------------------------\r\nCollections: 9\r\n---------------------------------------------------------------------------\r\nCollection Id | Collection Title\r\n---------------------------------------------------------------------------\r\nsentinel-2-pre-c1-l2a: Sentinel-2 Pre-Collection 1 Level-2A \r\ncop-dem-glo-30: Copernicus DEM GLO-30\r\nnaip: NAIP: National Agriculture Imagery Program\r\ncop-dem-glo-90: Copernicus DEM GLO-90\r\nlandsat-c2-l2: Landsat Collection 2 Level-2\r\nsentinel-2-l2a: Sentinel-2 Level-2A\r\nsentinel-2-l1c: Sentinel-2 Level-1C\r\nsentinel-2-c1-l2a: Sentinel-2 Collection 1 Level-2A\r\nsentinel-1-grd: Sentinel-1 Level-1C Ground Range Detected (GRD)\r\n---------------------------------------------------------------------------\r\n```\n:::\n:::\n\n\n:::\n\n#### Collection Metadata\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-stac-items .cell execution_count=9}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\nitems_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"m\",\n format=\"json\",\n)\n\ndf_items = pd.json_normalize(items_json, max_level=0)\ndisplay(df_items.T.head(5))\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
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0
typeCollection
idsentinel-2-l2a
stac_version1.1.0
descriptionGlobal Sentinel-2 data from the Multispectral ...
links[{'rel': 'self', 'href': 'https://earth-search...
\n
\n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-items-m-shell .cell execution_count=10}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" format=plain -m\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\n---------------------------------------------------------------------------\r\n\r\nCollection Id: sentinel-2-l2a\r\nTitle: Sentinel-2 Level-2A\r\nDescription: Global Sentinel-2 data from the Multispectral Instrument (MSI) onboard Sentinel-2\r\nbbox: [[-180, -90, 180, 90]]\r\nTemporal Interval: [['2015-06-27T10:25:31.456000Z', None]]\r\nLicense: proprietary\r\nKeywords: ['sentinel', 'earth observation', 'esa']\r\nLinks: [{'rel': 'self', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a', 'type': 'application/json'}, {'rel': 'cite-as', 'href': 'https://doi.org/10.5270/S2_-742ikth', 'title': 'Copernicus Sentinel-2 MSI Level-2A (L2A) Bottom-of-Atmosphere Radiance'}, {'rel': 'license', 'href': 'https://sentinel.esa.int/documents/247904/690755/Sentinel_Data_Legal_Notice', 'title': 'proprietary'}, {'rel': 'parent', 'href': 'https://earth-search.aws.element84.com/v1', 'type': 'application/json'}, {'rel': 'root', 'href': 'https://earth-search.aws.element84.com/v1/', 'type': 'application/json', 'title': 'Earth Search by Element 84'}, {'rel': 'items', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/items', 'type': 'application/geo+json'}, {'rel': 'http://www.opengis.net/def/rel/ogc/1.0/queryables', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/queryables', 'type': 'application/schema+json'}, {'rel': 'aggregate', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/aggregate', 'type': 'application/json', 'method': 'GET'}, {'rel': 'aggregations', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/aggregations', 'type': 'application/json'}]\r\nStac Extensions: ['https://stac-extensions.github.io/item-assets/v1.0.0/schema.json', 'https://stac-extensions.github.io/view/v1.0.0/schema.json', 'https://stac-extensions.github.io/scientific/v1.0.0/schema.json', 'https://stac-extensions.github.io/raster/v1.1.0/schema.json', 'https://stac-extensions.github.io/eo/v1.0.0/schema.json']\r\n\r\n# Summaries:\r\n---------------------------------------------------------------------------\r\n platform:\r\n---------------------------------------------------------------------------\r\n constellation:\r\n---------------------------------------------------------------------------\r\n instruments:\r\n---------------------------------------------------------------------------\r\n gsd:\r\n---------------------------------------------------------------------------\r\n view:off_nadir:\r\n---------------------------------------------------------------------------\r\n sci:doi:\r\n---------------------------------------------------------------------------\r\n eo:bands:\r\n# name: coastal\r\n# common_name: coastal\r\n# description: Coastal aerosol (band 1)\r\n# center_wavelength: 0.443\r\n# full_width_half_max: 0.027\r\n# name: blue\r\n# common_name: blue\r\n# description: Blue (band 2)\r\n# center_wavelength: 0.49\r\n# full_width_half_max: 0.098\r\n# name: green\r\n# common_name: green\r\n# description: Green (band 3)\r\n# center_wavelength: 0.56\r\n# full_width_half_max: 0.045\r\n# name: red\r\n# common_name: red\r\n# description: Red (band 4)\r\n# center_wavelength: 0.665\r\n# full_width_half_max: 0.038\r\n# name: rededge1\r\n# common_name: rededge\r\n# description: Red edge 1 (band 5)\r\n# center_wavelength: 0.704\r\n# full_width_half_max: 0.019\r\n# name: rededge2\r\n# common_name: rededge\r\n# description: Red edge 2 (band 6)\r\n# center_wavelength: 0.74\r\n# full_width_half_max: 0.018\r\n# name: rededge3\r\n# common_name: rededge\r\n# description: Red edge 3 (band 7)\r\n# center_wavelength: 0.783\r\n# full_width_half_max: 0.028\r\n# name: nir\r\n# common_name: nir\r\n# description: NIR 1 (band 8)\r\n# center_wavelength: 0.842\r\n# full_width_half_max: 0.145\r\n# name: nir08\r\n# common_name: nir08\r\n# description: NIR 2 (band 8A)\r\n# center_wavelength: 0.865\r\n# full_width_half_max: 0.033\r\n# name: nir09\r\n# common_name: nir09\r\n# description: NIR 3 (band 9)\r\n# center_wavelength: 0.945\r\n# full_width_half_max: 0.026\r\n# name: cirrus\r\n# common_name: cirrus\r\n# description: Cirrus (band 10)\r\n# center_wavelength: 1.3735\r\n# full_width_half_max: 0.075\r\n# name: swir16\r\n# common_name: swir16\r\n# description: SWIR 1 (band 11)\r\n# center_wavelength: 1.61\r\n# full_width_half_max: 0.143\r\n# name: swir22\r\n# common_name: swir22\r\n# description: SWIR 2 (band 12)\r\n# center_wavelength: 2.19\r\n# full_width_half_max: 0.242\r\n\r\n# Extra Fields:\r\n# Extra Fields not found.\r\n---------------------------------------------------------------------------\r\n\r\n```\n:::\n:::\n\n\n:::\n\n#### Query Items by datetime and display table\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-items .cell tbl-cap='Sentinel 2 Items' execution_count=11}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\nitems_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"i\",\n datetime=\"2024-04-01/2024-09-30\",\n format=\"json\",\n)\nnum_items = len(df_items)\ndf_items = pd.json_normalize(items_json, max_level=0)\ndisplay(df_items.head(5))\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
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typestac_versionstac_extensionsidgeometrybboxpropertieslinksassetscollection
0Feature1.1.0[https://stac-extensions.github.io/processing/...S2A_17SPV_20240929_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-29T23:18:47.401Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
1Feature1.1.0[https://stac-extensions.github.io/eo/v1.1.0/s...S2B_17SPV_20240924_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-25T06:45:08.923Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
2Feature1.1.0[https://stac-extensions.github.io/view/v1.0.0...S2A_17SPV_20240919_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-20T01:57:52.703Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
3Feature1.1.0[https://stac-extensions.github.io/grid/v1.1.0...S2B_17SPV_20240914_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-15T00:07:17.726Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
4Feature1.1.0[https://stac-extensions.github.io/grid/v1.1.0...S2A_17SPV_20240909_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-10T01:00:11.150Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
\n
\n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-items-i-shell .cell execution_count=12}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" format=plain -i\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\nSearch Matched: 38 items\r\nbbox: [-79.11829907, 35.64652526, -78.92857699, 35.88363678]\r\nItems Found: 38\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240929_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-29 16:13:28.352000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-29T23:18:47.401Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 74.087\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 159.030812026265\r\n# view:sun_elevation: 49.5733673337649\r\n# s2:degraded_msi_data_percentage: 0.0133\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 1.035474\r\n# s2:vegetation_percentage: 17.151682\r\n# s2:not_vegetated_percentage: 2.54457\r\n# s2:water_percentage: 0.531116\r\n# s2:unclassified_percentage: 4.430241\r\n# s2:medium_proba_clouds_percentage: 14.835113\r\n# s2:high_proba_clouds_percentage: 59.251028\r\n# s2:thin_cirrus_percentage: 0.000859\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240929T160051_N0511_R097_T17SPV_20240929T214148.SAFE\r\n# s2:generation_time: 2024-09-29T21:41:48.000000Z\r\n# s2:datatake_id: GS2A_20240929T160051_048428_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240929T214148_S20240929T160935_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240929T214148_A048428_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.99535952936181\r\n# datetime: 2024-09-29T16:13:28.352000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240929_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4358322d6f3b7cc6a1345f1e4582a193\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-29T23:18:47.401Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240924_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-24 16:13:24.693000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-25T06:45:08.923Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 99.348462\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 157.455076519409\r\n# view:sun_elevation: 51.2968775702621\r\n# s2:degraded_msi_data_percentage: 0.0052\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.600874\r\n# s2:vegetation_percentage: 0.012064\r\n# s2:not_vegetated_percentage: 0.00723\r\n# s2:water_percentage: 0.001035\r\n# s2:unclassified_percentage: 0.030182\r\n# s2:medium_proba_clouds_percentage: 1.05707\r\n# s2:high_proba_clouds_percentage: 98.291391\r\n# s2:thin_cirrus_percentage: 0\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240924T155909_N0511_R097_T17SPV_20240924T215647.SAFE\r\n# s2:generation_time: 2024-09-24T21:56:47.000000Z\r\n# s2:datatake_id: GS2B_20240924T155909_039448_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240924T215647_S20240924T161235_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240924T215647_A039448_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.992555642055685\r\n# datetime: 2024-09-24T16:13:24.693000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240924_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/5da8ad2203ff3aeeb1380ac4891c6811\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-25T06:45:08.923Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240919_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-19 16:13:27.093000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-20T01:57:52.703Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 72.722346\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 155.767671819208\r\n# view:sun_elevation: 52.9984536527629\r\n# s2:degraded_msi_data_percentage: 0.0622\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 2.901951\r\n# s2:vegetation_percentage: 17.622864\r\n# s2:not_vegetated_percentage: 2.652742\r\n# s2:water_percentage: 0.198822\r\n# s2:unclassified_percentage: 3.66454\r\n# s2:medium_proba_clouds_percentage: 19.171326\r\n# s2:high_proba_clouds_percentage: 53.275347\r\n# s2:thin_cirrus_percentage: 0.275673\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_20240919T235348.SAFE\r\n# s2:generation_time: 2024-09-19T23:53:48.000000Z\r\n# s2:datatake_id: GS2A_20240919T155931_048285_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S20240919T160354_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A048285_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.989818874139801\r\n# datetime: 2024-09-19T16:13:27.093000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240919_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/15f081a7f9bdd87cc5f4cabfb05f981d\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-20T01:57:52.703Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240914_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-14 16:13:25.669000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-15T00:07:17.726Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 79.828173\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 153.914058363041\r\n# view:sun_elevation: 54.654514165176\r\n# s2:degraded_msi_data_percentage: 0.007\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 3.506305\r\n# s2:vegetation_percentage: 15.025803\r\n# s2:not_vegetated_percentage: 0.845717\r\n# s2:water_percentage: 0.04352\r\n# s2:unclassified_percentage: 0.7308\r\n# s2:medium_proba_clouds_percentage: 25.53083\r\n# s2:high_proba_clouds_percentage: 41.27472\r\n# s2:thin_cirrus_percentage: 13.022627\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240914T155819_N0511_R097_T17SPV_20240914T213957.SAFE\r\n# s2:generation_time: 2024-09-14T21:39:57.000000Z\r\n# s2:datatake_id: GS2B_20240914T155819_039305_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240914T213957_S20240914T160632_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240914T213957_A039305_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.987167209559927\r\n# datetime: 2024-09-14T16:13:25.669000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240914_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/f6a2326175b22d8a18f9cfdcf10d61a6\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-15T00:07:17.726Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240909_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-09 16:13:25.358000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-10T01:00:11.150Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.583943\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 151.939335784169\r\n# view:sun_elevation: 56.2633790627923\r\n# s2:degraded_msi_data_percentage: 0.0076\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.282156\r\n# s2:vegetation_percentage: 90.927249\r\n# s2:not_vegetated_percentage: 5.989857\r\n# s2:water_percentage: 1.08207\r\n# s2:unclassified_percentage: 0.802021\r\n# s2:medium_proba_clouds_percentage: 0.458496\r\n# s2:high_proba_clouds_percentage: 0.11125\r\n# s2:thin_cirrus_percentage: 0.014197\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240909T155901_N0511_R097_T17SPV_20240909T230449.SAFE\r\n# s2:generation_time: 2024-09-09T23:04:49.000000Z\r\n# s2:datatake_id: GS2A_20240909T155901_048142_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240909T230449_S20240909T161131_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240909T230449_A048142_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.984620442079431\r\n# datetime: 2024-09-09T16:13:25.358000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240909_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4d9c572c80f8d121e13f58841e96ab3f\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-10T01:00:11.150Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240904_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-04 16:13:28.898000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-04T23:56:25.240Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 85.910875\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 149.877490350857\r\n# view:sun_elevation: 57.820905383914\r\n# s2:degraded_msi_data_percentage: 0.0027\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.144353\r\n# s2:vegetation_percentage: 11.959764\r\n# s2:not_vegetated_percentage: 0.834155\r\n# s2:water_percentage: 0.120812\r\n# s2:unclassified_percentage: 1.003573\r\n# s2:medium_proba_clouds_percentage: 31.174442\r\n# s2:high_proba_clouds_percentage: 35.781747\r\n# s2:thin_cirrus_percentage: 18.954691\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240904T155819_N0511_R097_T17SPV_20240904T214205.SAFE\r\n# s2:generation_time: 2024-09-04T21:42:05.000000Z\r\n# s2:datatake_id: GS2B_20240904T155819_039162_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240904T214205_S20240904T160310_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240904T214205_A039162_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.982194975113435\r\n# datetime: 2024-09-04T16:13:28.898000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240904_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/a34722af06ac7f7dc3a6579ff0c804bc\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-04T23:56:25.240Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240830_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-30 16:13:25.079000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-31T00:58:00.459Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 29.260489\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 147.666056006198\r\n# view:sun_elevation: 59.2994603957414\r\n# s2:degraded_msi_data_percentage: 0.0075\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 2.806995\r\n# s2:vegetation_percentage: 60.253859\r\n# s2:not_vegetated_percentage: 4.589577\r\n# s2:water_percentage: 0.798839\r\n# s2:unclassified_percentage: 2.123901\r\n# s2:medium_proba_clouds_percentage: 8.565114\r\n# s2:high_proba_clouds_percentage: 7.006772\r\n# s2:thin_cirrus_percentage: 13.688605\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240830T155901_N0511_R097_T17SPV_20240830T230248.SAFE\r\n# s2:generation_time: 2024-08-30T23:02:48.000000Z\r\n# s2:datatake_id: GS2A_20240830T155901_047999_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240830T230248_S20240830T161243_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240830T230248_A047999_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.979908290720517\r\n# datetime: 2024-08-30T16:13:25.079000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240830_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/f5abdfe94133d858b559236189785d38\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-31T00:58:00.459Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240825_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-25 16:13:26.986000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-25T22:19:02.797Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.286147\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 145.418027258291\r\n# view:sun_elevation: 60.713849205893\r\n# s2:degraded_msi_data_percentage: 0.0023\r\n# s2:nodata_pixel_percentage: 3e-06\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 92.048389\r\n# s2:not_vegetated_percentage: 5.863727\r\n# s2:water_percentage: 1.157126\r\n# s2:unclassified_percentage: 0.414823\r\n# s2:medium_proba_clouds_percentage: 0.003242\r\n# s2:high_proba_clouds_percentage: 0.000468\r\n# s2:thin_cirrus_percentage: 0.282438\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240825T155819_N0511_R097_T17SPV_20240825T202603.SAFE\r\n# s2:generation_time: 2024-08-25T20:26:03.000000Z\r\n# s2:datatake_id: GS2B_20240825T155819_039019_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240825T202603_S20240825T160630_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240825T202603_A039019_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.977774923159322\r\n# datetime: 2024-08-25T16:13:26.986000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240825_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/490f60d682670e67d01ecaf4f98b5414\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-25T22:19:02.797Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240820_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.89776456996923, 35.4726933643254], [-79.7346782097742, 35.44129757021934], [-79.46139918173544, 35.385649910895935], [-79.23391161679794, 35.33655731103751], [-78.94048445982517, 35.27132975873579], [-78.7314235910276, 35.22160262927839], [-78.69517200414566, 35.210288765815775], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.89776456996923, 35.210288765815775, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-20 16:13:23.109000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-20T23:56:23.997Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 33.311394\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 143.08785356748\r\n# view:sun_elevation: 62.0401806921953\r\n# s2:degraded_msi_data_percentage: 0.0068\r\n# s2:nodata_pixel_percentage: 20.467882\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 4.145628\r\n# s2:vegetation_percentage: 57.034469\r\n# s2:not_vegetated_percentage: 2.759165\r\n# s2:water_percentage: 0.557756\r\n# s2:unclassified_percentage: 2.062658\r\n# s2:medium_proba_clouds_percentage: 7.864375\r\n# s2:high_proba_clouds_percentage: 25.44643\r\n# s2:thin_cirrus_percentage: 0.000588\r\n# s2:snow_ice_percentage: 0.000125\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240820T155901_N0511_R097_T17SPV_20240820T215950.SAFE\r\n# s2:generation_time: 2024-08-20T21:59:50.000000Z\r\n# s2:datatake_id: GS2A_20240820T155901_047856_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240820T215950_S20240820T160059_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240820T215950_A047856_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.975809931278449\r\n# datetime: 2024-08-20T16:13:23.109000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240820_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/411bee81baeb1568b5776fdf0d347f44\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-20T23:56:23.997Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240815_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-15 16:13:29.698000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-15T22:26:20.635Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 21.623282\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 140.792281631354\r\n# view:sun_elevation: 63.298438697450905\r\n# s2:degraded_msi_data_percentage: 0.0026\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 6.605214\r\n# s2:vegetation_percentage: 66.837502\r\n# s2:not_vegetated_percentage: 3.310321\r\n# s2:water_percentage: 0.95207\r\n# s2:unclassified_percentage: 0.522533\r\n# s2:medium_proba_clouds_percentage: 5.018556\r\n# s2:high_proba_clouds_percentage: 3.960375\r\n# s2:thin_cirrus_percentage: 12.644351\r\n# s2:snow_ice_percentage: 1.7e-05\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240815T155819_N0511_R097_T17SPV_20240815T202258.SAFE\r\n# s2:generation_time: 2024-08-15T20:22:58.000000Z\r\n# s2:datatake_id: GS2B_20240815T155819_038876_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240815T202258_S20240815T160633_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240815T202258_A038876_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.974025531957526\r\n# datetime: 2024-08-15T16:13:29.698000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240815_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4db99d501d990bde2470478e44214d57\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-15T22:26:20.635Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240810_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-10 16:13:27.506000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-11T00:56:27.595Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 22.071692\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 138.46260954534\r\n# view:sun_elevation: 64.4582094622163\r\n# s2:degraded_msi_data_percentage: 0.0072\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 1.194054\r\n# s2:vegetation_percentage: 68.353802\r\n# s2:not_vegetated_percentage: 4.528956\r\n# s2:water_percentage: 1.116045\r\n# s2:unclassified_percentage: 2.540801\r\n# s2:medium_proba_clouds_percentage: 6.852651\r\n# s2:high_proba_clouds_percentage: 5.531524\r\n# s2:thin_cirrus_percentage: 9.687516\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240810T155901_N0511_R097_T17SPV_20240810T230917.SAFE\r\n# s2:generation_time: 2024-08-10T23:09:17.000000Z\r\n# s2:datatake_id: GS2A_20240810T155901_047713_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240810T230917_S20240810T161216_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240810T230917_A047713_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.972434093148653\r\n# datetime: 2024-08-10T16:13:27.506000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240810_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/871900f36df7cfaebe5c438ade928c06\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-11T00:56:27.595Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240805_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-05 16:13:28.726000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-06T00:48:01.172Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 99.665856\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 136.220285960083\r\n# view:sun_elevation: 65.540377719519\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.284614\r\n# s2:vegetation_percentage: 0.047356\r\n# s2:not_vegetated_percentage: 0.001267\r\n# s2:water_percentage: 9e-05\r\n# s2:unclassified_percentage: 0.000717\r\n# s2:medium_proba_clouds_percentage: 38.336566\r\n# s2:high_proba_clouds_percentage: 46.122238\r\n# s2:thin_cirrus_percentage: 15.207046\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240805T155819_N0511_R097_T17SPV_20240805T220539.SAFE\r\n# s2:generation_time: 2024-08-05T22:05:39.000000Z\r\n# s2:datatake_id: GS2B_20240805T155819_038733_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240805T220539_S20240805T160928_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240805T220539_A038733_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.971045325145953\r\n# datetime: 2024-08-05T16:13:28.726000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240805_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/6e848c4fbd7ffd3b2d0ebcc5e7dc869f\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-06T00:48:01.172Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240731_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-31 16:13:28.790000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-01T01:43:45.085Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 6.139014\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 134.074011613079\r\n# view:sun_elevation: 66.5336008839282\r\n# s2:degraded_msi_data_percentage: 0.0076\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.290065\r\n# s2:vegetation_percentage: 85.660404\r\n# s2:not_vegetated_percentage: 5.215016\r\n# s2:water_percentage: 1.061476\r\n# s2:unclassified_percentage: 1.402832\r\n# s2:medium_proba_clouds_percentage: 2.665854\r\n# s2:high_proba_clouds_percentage: 2.517344\r\n# s2:thin_cirrus_percentage: 0.955816\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240731T155901_N0511_R097_T17SPV_20240731T232548.SAFE\r\n# s2:generation_time: 2024-07-31T23:25:48.000000Z\r\n# s2:datatake_id: GS2A_20240731T155901_047570_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240731T232548_S20240731T160830_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240731T232548_A047570_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.969868710676552\r\n# datetime: 2024-07-31T16:13:28.790000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240731_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9fe108dc54d302a143277cdbcdc84dc2\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-01T01:43:45.085Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240726_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-26 16:13:28.728000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-26T22:16:04.416Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 132.076476762934\r\n# view:sun_elevation: 67.4387284733629\r\n# s2:degraded_msi_data_percentage: 0.1426\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 33.155897\r\n# s2:high_proba_clouds_percentage: 66.819233\r\n# s2:thin_cirrus_percentage: 0.024871\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240726T155819_N0511_R097_T17SPV_20240726T202326.SAFE\r\n# s2:generation_time: 2024-07-26T20:23:26.000000Z\r\n# s2:datatake_id: GS2B_20240726T155819_038590_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240726T202326_S20240726T160234_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240726T202326_A038590_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.968911323301634\r\n# datetime: 2024-07-26T16:13:28.728000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240726_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9054bd8d847f9a5ba9932505cdfe3e50\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-26T22:16:04.416Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240721_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-21 16:13:27.745000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-22T00:56:43.023Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 77.323008\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 130.27037090188\r\n# view:sun_elevation: 68.2536811806891\r\n# s2:degraded_msi_data_percentage: 0.0105\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.012784\r\n# s2:cloud_shadow_percentage: 4.486402\r\n# s2:vegetation_percentage: 15.218596\r\n# s2:not_vegetated_percentage: 1.484813\r\n# s2:water_percentage: 0.175991\r\n# s2:unclassified_percentage: 1.298403\r\n# s2:medium_proba_clouds_percentage: 22.264542\r\n# s2:high_proba_clouds_percentage: 43.291837\r\n# s2:thin_cirrus_percentage: 11.766633\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240721T155901_N0510_R097_T17SPV_20240721T231400.SAFE\r\n# s2:generation_time: 2024-07-21T23:14:00.000000Z\r\n# s2:datatake_id: GS2A_20240721T155901_047427_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240721T231400_S20240721T160453_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240721T231400_A047427_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968179627481255\r\n# datetime: 2024-07-21T16:13:27.745000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240721_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/32191ae26b50556b13a773c6452c7941\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-22T00:56:43.023Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240716_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-16 16:13:29.371000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-16T22:18:32.931Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 78.20453\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 128.734434158607\r\n# view:sun_elevation: 68.9891018368731\r\n# s2:degraded_msi_data_percentage: 0.0026\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.033102\r\n# s2:cloud_shadow_percentage: 0.164402\r\n# s2:vegetation_percentage: 18.160766\r\n# s2:not_vegetated_percentage: 1.747406\r\n# s2:water_percentage: 0.451936\r\n# s2:unclassified_percentage: 1.237853\r\n# s2:medium_proba_clouds_percentage: 19.404654\r\n# s2:high_proba_clouds_percentage: 12.049545\r\n# s2:thin_cirrus_percentage: 46.750337\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240716T155819_N0510_R097_T17SPV_20240716T202001.SAFE\r\n# s2:generation_time: 2024-07-16T20:20:01.000000Z\r\n# s2:datatake_id: GS2B_20240716T155819_038447_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240716T202001_S20240716T161237_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240716T202001_A038447_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967677976818957\r\n# datetime: 2024-07-16T16:13:29.371000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240716_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/07c56abbfc01f177bd74634d269b8100\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-16T22:18:32.931Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240711_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-11 16:13:29.033000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-12T01:47:22.047Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 72.374904\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 127.483087684314\r\n# view:sun_elevation: 69.6335585134829\r\n# s2:degraded_msi_data_percentage: 0.0072\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.04\r\n# s2:cloud_shadow_percentage: 0.182614\r\n# s2:vegetation_percentage: 25.206134\r\n# s2:not_vegetated_percentage: 1.669835\r\n# s2:water_percentage: 0.141035\r\n# s2:unclassified_percentage: 0.385476\r\n# s2:medium_proba_clouds_percentage: 30.507737\r\n# s2:high_proba_clouds_percentage: 10.228427\r\n# s2:thin_cirrus_percentage: 31.638741\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240711T160011_N0510_R097_T17SPV_20240711T234558.SAFE\r\n# s2:generation_time: 2024-07-11T23:45:58.000000Z\r\n# s2:datatake_id: GS2A_20240711T160011_047284_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240711T234558_S20240711T160820_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240711T234558_A047284_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967409759353159\r\n# datetime: 2024-07-11T16:13:29.033000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240711_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/0737ce995f5c9509fa285305cacab31a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-12T01:47:22.047Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240706_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-06 16:13:29.422000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-07T09:36:12.736Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 38.748205\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.580975941463\r\n# view:sun_elevation: 70.19159002112289\r\n# s2:degraded_msi_data_percentage: 0.0053\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.055285\r\n# s2:cloud_shadow_percentage: 9.143251\r\n# s2:vegetation_percentage: 44.116038\r\n# s2:not_vegetated_percentage: 5.823249\r\n# s2:water_percentage: 0.664427\r\n# s2:unclassified_percentage: 1.449544\r\n# s2:medium_proba_clouds_percentage: 14.156002\r\n# s2:high_proba_clouds_percentage: 14.943799\r\n# s2:thin_cirrus_percentage: 9.648405\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240706T155819_N0510_R097_T17SPV_20240706T202406.SAFE\r\n# s2:generation_time: 2024-07-06T20:24:06.000000Z\r\n# s2:datatake_id: GS2B_20240706T155819_038304_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240706T202406_S20240706T160600_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240706T202406_A038304_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967376489081156\r\n# datetime: 2024-07-06T16:13:29.422000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240706_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/6259182c18e06c31cc7a2350f92f9057\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-07T09:36:12.736Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240701_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-01 16:13:29.590000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-02T02:21:19.638Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 16.917542\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.053936716402\r\n# view:sun_elevation: 70.6557251617978\r\n# s2:degraded_msi_data_percentage: 0.0086\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.129565\r\n# s2:cloud_shadow_percentage: 0.36972\r\n# s2:vegetation_percentage: 69.68329\r\n# s2:not_vegetated_percentage: 9.322461\r\n# s2:water_percentage: 1.036865\r\n# s2:unclassified_percentage: 2.540556\r\n# s2:medium_proba_clouds_percentage: 7.906951\r\n# s2:high_proba_clouds_percentage: 8.986523\r\n# s2:thin_cirrus_percentage: 0.024068\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240701T160031_N0510_R097_T17SPV_20240701T232649.SAFE\r\n# s2:generation_time: 2024-07-01T23:26:49.000000Z\r\n# s2:datatake_id: GS2A_20240701T160031_047141_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240701T232649_S20240701T161115_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240701T232649_A047141_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967578395203064\r\n# datetime: 2024-07-01T16:13:29.590000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240701_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/2b0784568fcfb38124c53190dac11199\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-02T02:21:19.638Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240626_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-26 16:13:29.788000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-29T13:15:14.245Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 10.012253\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 125.923957043673\r\n# view:sun_elevation: 71.0188921222716\r\n# s2:degraded_msi_data_percentage: 0.0048\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.102893\r\n# s2:cloud_shadow_percentage: 6.122985\r\n# s2:vegetation_percentage: 73.424119\r\n# s2:not_vegetated_percentage: 8.814509\r\n# s2:water_percentage: 0.988826\r\n# s2:unclassified_percentage: 0.534418\r\n# s2:medium_proba_clouds_percentage: 5.260666\r\n# s2:high_proba_clouds_percentage: 4.487195\r\n# s2:thin_cirrus_percentage: 0.264392\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240626T155819_N0510_R097_T17SPV_20240626T212822.SAFE\r\n# s2:generation_time: 2024-06-26T21:28:22.000000Z\r\n# s2:datatake_id: GS2B_20240626T155819_038161_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240626T212822_S20240626T161215_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240626T212822_A038161_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968014458026667\r\n# datetime: 2024-06-26T16:13:29.788000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240626_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ae0489eb6939416a993e55b7aa8625b2\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-29T13:15:14.245Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240621_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-21 16:13:30.992000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-29T04:36:32.882Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 17.349365\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.208142864178\r\n# view:sun_elevation: 71.2758248636805\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.093971\r\n# s2:cloud_shadow_percentage: 9.346008\r\n# s2:vegetation_percentage: 64.006728\r\n# s2:not_vegetated_percentage: 7.618747\r\n# s2:water_percentage: 0.92731\r\n# s2:unclassified_percentage: 0.657874\r\n# s2:medium_proba_clouds_percentage: 9.875548\r\n# s2:high_proba_clouds_percentage: 7.4591\r\n# s2:thin_cirrus_percentage: 0.014718\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240621T155911_N0510_R097_T17SPV_20240621T231455.SAFE\r\n# s2:generation_time: 2024-06-21T23:14:55.000000Z\r\n# s2:datatake_id: GS2A_20240621T155911_046998_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240621T231455_S20240621T161238_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240621T231455_A046998_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968681538412137\r\n# datetime: 2024-06-21T16:13:30.992000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240621_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ed5e5cdc774640ad2704993616e9d2e8\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-29T04:36:32.882Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240616_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-16 16:13:29.024000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-16T22:51:32.182Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 73.366141\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.865884136959\r\n# view:sun_elevation: 71.406462479674\r\n# s2:degraded_msi_data_percentage: 0.1339\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.013427\r\n# s2:cloud_shadow_percentage: 0.143341\r\n# s2:vegetation_percentage: 15.970431\r\n# s2:not_vegetated_percentage: 3.915322\r\n# s2:water_percentage: 0.331518\r\n# s2:unclassified_percentage: 6.259824\r\n# s2:medium_proba_clouds_percentage: 14.412378\r\n# s2:high_proba_clouds_percentage: 57.853109\r\n# s2:thin_cirrus_percentage: 1.100653\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240616T155819_N0510_R097_T17SPV_20240616T202250.SAFE\r\n# s2:generation_time: 2024-06-16T20:22:50.000000Z\r\n# s2:datatake_id: GS2B_20240616T155819_038018_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240616T202250_S20240616T160603_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240616T202250_A038018_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.969575792148144\r\n# datetime: 2024-06-16T16:13:29.024000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240616_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/90beed69f2befca5316b1c5a4fe82e3b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-16T22:51:32.182Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240611_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-11 16:13:32.315000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-14T13:59:11.695Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.938623\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 127.945267074602\r\n# view:sun_elevation: 71.4232664435802\r\n# s2:degraded_msi_data_percentage: 0.0105\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.148682\r\n# s2:cloud_shadow_percentage: 0.722682\r\n# s2:vegetation_percentage: 89.033872\r\n# s2:not_vegetated_percentage: 7.696587\r\n# s2:water_percentage: 1.064084\r\n# s2:unclassified_percentage: 0.39547\r\n# s2:medium_proba_clouds_percentage: 0.56256\r\n# s2:high_proba_clouds_percentage: 0.182654\r\n# s2:thin_cirrus_percentage: 0.19341\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240611T155911_N0510_R097_T17SPV_20240611T232245.SAFE\r\n# s2:generation_time: 2024-06-11T23:22:45.000000Z\r\n# s2:datatake_id: GS2A_20240611T155911_046855_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240611T232245_S20240611T161203_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240611T232245_A046855_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.970691106136318\r\n# datetime: 2024-06-11T16:13:32.315000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240611_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/82e2ec0a5a83e826cefe6026f5033d0a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-14T13:59:11.695Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240606_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-06 16:13:28.893000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-06T22:48:20.074Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 77.982742\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 129.296103755427\r\n# view:sun_elevation: 71.2821734391056\r\n# s2:degraded_msi_data_percentage: 0.0027\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.008733\r\n# s2:cloud_shadow_percentage: 2.853182\r\n# s2:vegetation_percentage: 15.96137\r\n# s2:not_vegetated_percentage: 1.689308\r\n# s2:water_percentage: 0.11633\r\n# s2:unclassified_percentage: 1.388333\r\n# s2:medium_proba_clouds_percentage: 26.524428\r\n# s2:high_proba_clouds_percentage: 36.947376\r\n# s2:thin_cirrus_percentage: 14.51094\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240606T155819_N0510_R097_T17SPV_20240606T202543.SAFE\r\n# s2:generation_time: 2024-06-06T20:25:43.000000Z\r\n# s2:datatake_id: GS2B_20240606T155819_037875_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240606T202543_S20240606T160443_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240606T202543_A037875_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.972020889918827\r\n# datetime: 2024-06-06T16:13:28.893000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240606_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d9f218a487aeb8d45683d92bbcf5846e\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-06T22:48:20.074Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240601_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.67014958475484, 36.07641102292845], [-78.89932213540139, 36.12646435015929], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.67014958475484, 36.1397316133374]\r\nDatetime: 2024-06-01 16:13:29.990000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-02T00:51:08.508Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 61.180001\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 130.946781150617\r\n# view:sun_elevation: 71.0015186669718\r\n# s2:degraded_msi_data_percentage: 0.0088\r\n# s2:nodata_pixel_percentage: 0.420466\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.053686\r\n# s2:cloud_shadow_percentage: 0.000816\r\n# s2:vegetation_percentage: 34.452215\r\n# s2:not_vegetated_percentage: 3.453467\r\n# s2:water_percentage: 0.713965\r\n# s2:unclassified_percentage: 0.145845\r\n# s2:medium_proba_clouds_percentage: 8.304962\r\n# s2:high_proba_clouds_percentage: 0.103281\r\n# s2:thin_cirrus_percentage: 52.771759\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240601T155911_N0510_R097_T17SPV_20240601T231654.SAFE\r\n# s2:generation_time: 2024-06-01T23:16:54.000000Z\r\n# s2:datatake_id: GS2A_20240601T155911_046712_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240601T231654_S20240601T161316_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240601T231654_A046712_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.973555957393978\r\n# datetime: 2024-06-01T16:13:29.990000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240601_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/8c742dccb0f8081f0ba5a51630199164\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-02T00:51:08.508Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240527_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-27 16:13:26.067000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-28T19:09:19.013Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 132.731921876307\r\n# view:sun_elevation: 70.5473572027452\r\n# s2:degraded_msi_data_percentage: 0.0025\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 56.10559\r\n# s2:high_proba_clouds_percentage: 43.417314\r\n# s2:thin_cirrus_percentage: 0.477099\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240527T155819_N0510_R097_T17SPV_20240527T211926.SAFE\r\n# s2:generation_time: 2024-05-27T21:19:26.000000Z\r\n# s2:datatake_id: GS2B_20240527T155819_037732_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240527T211926_S20240527T161150_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240527T211926_A037732_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.975287105815228\r\n# datetime: 2024-05-27T16:13:26.067000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240527_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d1cf1f1ae57d1a860d5d5b6e69f0c5fd\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-28T19:09:19.013Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240522_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-22 16:13:25.575000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-28T16:20:14.246Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 4.839775\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 134.645221678048\r\n# view:sun_elevation: 69.9363455605075\r\n# s2:degraded_msi_data_percentage: 0.0077\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.181847\r\n# s2:cloud_shadow_percentage: 1.121513\r\n# s2:vegetation_percentage: 84.700739\r\n# s2:not_vegetated_percentage: 7.666176\r\n# s2:water_percentage: 1.091128\r\n# s2:unclassified_percentage: 0.398824\r\n# s2:medium_proba_clouds_percentage: 0.857655\r\n# s2:high_proba_clouds_percentage: 0.408592\r\n# s2:thin_cirrus_percentage: 3.573528\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240522T155901_N0510_R097_T17SPV_20240522T231852.SAFE\r\n# s2:generation_time: 2024-05-22T23:18:52.000000Z\r\n# s2:datatake_id: GS2A_20240522T155901_046569_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240522T231852_S20240522T161308_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240522T231852_A046569_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.977202250922301\r\n# datetime: 2024-05-22T16:13:25.575000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240522_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/7901d23e9b4391b2832cd9bff01bf974\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-28T16:20:14.246Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240517_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-17 16:13:24.329000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-17T22:32:30.781Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 136.576661946823\r\n# view:sun_elevation: 69.15705955550101\r\n# s2:degraded_msi_data_percentage: 0.002\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 48.435068\r\n# s2:high_proba_clouds_percentage: 51.179594\r\n# s2:thin_cirrus_percentage: 0.38534\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240517T155819_N0510_R097_T17SPV_20240517T202125.SAFE\r\n# s2:generation_time: 2024-05-17T20:21:25.000000Z\r\n# s2:datatake_id: GS2B_20240517T155819_037589_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240517T202125_S20240517T160403_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240517T202125_A037589_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.979289557698501\r\n# datetime: 2024-05-17T16:13:24.329000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240517_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4da61ed5e43dbcd35a04e08c23263999\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-17T22:32:30.781Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240512_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-12 16:13:29.367000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-13T01:49:24.604Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 30.864275\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 138.526178970296\r\n# view:sun_elevation: 68.227931936218\r\n# s2:degraded_msi_data_percentage: 0.0128\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.092133\r\n# s2:cloud_shadow_percentage: 11.112269\r\n# s2:vegetation_percentage: 51.770526\r\n# s2:not_vegetated_percentage: 5.036924\r\n# s2:water_percentage: 0.764085\r\n# s2:unclassified_percentage: 0.35979\r\n# s2:medium_proba_clouds_percentage: 10.227607\r\n# s2:high_proba_clouds_percentage: 12.326884\r\n# s2:thin_cirrus_percentage: 8.309783\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240512T155901_N0510_R097_T17SPV_20240512T235052.SAFE\r\n# s2:generation_time: 2024-05-12T23:50:52.000000Z\r\n# s2:datatake_id: GS2A_20240512T155901_046426_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240512T235052_S20240512T160758_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240512T235052_A046426_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.981534332906898\r\n# datetime: 2024-05-12T16:13:29.367000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240512_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/501525a637edcea72022281f96c1aaec\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-13T01:49:24.604Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240507_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-07 16:13:27.007000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-08T10:59:32.738Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 40.339398\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 140.320609605445\r\n# view:sun_elevation: 67.123155396654\r\n# s2:degraded_msi_data_percentage: 0.0029\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.069442\r\n# s2:cloud_shadow_percentage: 4.545121\r\n# s2:vegetation_percentage: 45.809352\r\n# s2:not_vegetated_percentage: 5.489328\r\n# s2:water_percentage: 0.723339\r\n# s2:unclassified_percentage: 3.024018\r\n# s2:medium_proba_clouds_percentage: 13.259926\r\n# s2:high_proba_clouds_percentage: 24.973664\r\n# s2:thin_cirrus_percentage: 2.105809\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240507T155819_N0510_R097_T17SPV_20240507T202416.SAFE\r\n# s2:generation_time: 2024-05-07T20:24:16.000000Z\r\n# s2:datatake_id: GS2B_20240507T155819_037446_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240507T202416_S20240507T160601_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240507T202416_A037446_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.983922355524309\r\n# datetime: 2024-05-07T16:13:27.007000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240507_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/3095dd5fc0c1adab27a9206150e8fa7e\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-08T10:59:32.738Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240502_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-02 16:13:29.052000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-03T02:07:12.458Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 1.724347\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 142.024405942536\r\n# view:sun_elevation: 65.8776811943126\r\n# s2:degraded_msi_data_percentage: 0.0086\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.180713\r\n# s2:cloud_shadow_percentage: 1.65954\r\n# s2:vegetation_percentage: 85.410345\r\n# s2:not_vegetated_percentage: 9.435526\r\n# s2:water_percentage: 1.201897\r\n# s2:unclassified_percentage: 0.387633\r\n# s2:medium_proba_clouds_percentage: 1.068898\r\n# s2:high_proba_clouds_percentage: 0.654713\r\n# s2:thin_cirrus_percentage: 0.000737\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240502T155901_N0510_R097_T17SPV_20240502T231600.SAFE\r\n# s2:generation_time: 2024-05-02T23:16:00.000000Z\r\n# s2:datatake_id: GS2A_20240502T155901_046283_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240502T231600_S20240502T161232_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240502T231600_A046283_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.986436466402915\r\n# datetime: 2024-05-02T16:13:29.052000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240502_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9833836355fede44aaf0a3680ddeaa2b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-03T02:07:12.458Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240427_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-27 16:13:25.302000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-27T23:18:26.463Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 41.492322\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 143.528792725087\r\n# view:sun_elevation: 64.4810365146954\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.087266\r\n# s2:cloud_shadow_percentage: 0.200142\r\n# s2:vegetation_percentage: 43.908963\r\n# s2:not_vegetated_percentage: 7.898109\r\n# s2:water_percentage: 0.717951\r\n# s2:unclassified_percentage: 5.69525\r\n# s2:medium_proba_clouds_percentage: 13.414925\r\n# s2:high_proba_clouds_percentage: 22.153059\r\n# s2:thin_cirrus_percentage: 5.924337\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240427T155819_N0510_R097_T17SPV_20240427T202325.SAFE\r\n# s2:generation_time: 2024-04-27T20:23:25.000000Z\r\n# s2:datatake_id: GS2B_20240427T155819_037303_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240427T202325_S20240427T160556_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240427T202325_A037303_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.989060346411274\r\n# datetime: 2024-04-27T16:13:25.302000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240427_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/12a1ab645fb39239090f5f2212c7996a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-27T23:18:26.463Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240422_1_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-22 16:13:29.231000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-23T16:20:44.531Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.595498\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 144.941641921427\r\n# view:sun_elevation: 62.9745747205139\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.171015\r\n# s2:cloud_shadow_percentage: 2.525065\r\n# s2:vegetation_percentage: 57.915175\r\n# s2:not_vegetated_percentage: 6.323496\r\n# s2:water_percentage: 0.923321\r\n# s2:unclassified_percentage: 0.546269\r\n# s2:medium_proba_clouds_percentage: 9.353081\r\n# s2:high_proba_clouds_percentage: 16.427176\r\n# s2:thin_cirrus_percentage: 5.815243\r\n# s2:snow_ice_percentage: 0.000163\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240422T155821_N0510_R097_T17SPV_20240423T140451.SAFE\r\n# s2:generation_time: 2024-04-23T14:04:51.000000Z\r\n# s2:datatake_id: GS2A_20240422T155821_046140_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240423T140451_S20240422T161127_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240423T140451_A046140_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.991774965335244\r\n# datetime: 2024-04-22T16:13:29.231000Z\r\n# s2:sequence: 1\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240422_1_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/71a1ecfdb0ff99a1aa9839048bfc78dc\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-23T16:20:44.531Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240422_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-22 16:13:29.231000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-23T02:23:43.837Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.594869\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 144.941641921427\r\n# view:sun_elevation: 62.9745747205139\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.171031\r\n# s2:cloud_shadow_percentage: 2.524043\r\n# s2:vegetation_percentage: 57.916528\r\n# s2:not_vegetated_percentage: 6.324564\r\n# s2:water_percentage: 0.923441\r\n# s2:unclassified_percentage: 0.545357\r\n# s2:medium_proba_clouds_percentage: 9.353479\r\n# s2:high_proba_clouds_percentage: 16.427162\r\n# s2:thin_cirrus_percentage: 5.814227\r\n# s2:snow_ice_percentage: 0.000163\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240422T155821_N0510_R097_T17SPV_20240422T232000.SAFE\r\n# s2:generation_time: 2024-04-22T23:20:00.000000Z\r\n# s2:datatake_id: GS2A_20240422T155821_046140_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240422T232000_S20240422T161127_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240422T232000_A046140_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.991774965335244\r\n# datetime: 2024-04-22T16:13:29.231000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240422_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/a3721b4f648e818920dfaa833bbf6064\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-23T02:23:43.837Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240417_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-17 16:13:27.286000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-18T00:51:42.539Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 146.162190051164\r\n# view:sun_elevation: 61.3455453771872\r\n# s2:degraded_msi_data_percentage: 0.0031\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 69.701403\r\n# s2:high_proba_clouds_percentage: 30.298603\r\n# s2:thin_cirrus_percentage: 0\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240417T155819_N0510_R097_T17SPV_20240417T221800.SAFE\r\n# s2:generation_time: 2024-04-17T22:18:00.000000Z\r\n# s2:datatake_id: GS2B_20240417T155819_037160_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240417T221800_S20240417T160258_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240417T221800_A037160_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.994561472482675\r\n# datetime: 2024-04-17T16:13:27.286000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240417_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/b9a7bc6c7c275dd79172b8effca89461\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-18T00:51:42.539Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240412_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-12 16:13:27.651000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-13T01:42:56.472Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.715456\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 147.269940196506\r\n# view:sun_elevation: 59.625132343664\r\n# s2:degraded_msi_data_percentage: 0.0104\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.153453\r\n# s2:cloud_shadow_percentage: 12.679228\r\n# s2:vegetation_percentage: 49.264008\r\n# s2:not_vegetated_percentage: 4.988225\r\n# s2:water_percentage: 0.656567\r\n# s2:unclassified_percentage: 0.542805\r\n# s2:medium_proba_clouds_percentage: 11.25274\r\n# s2:high_proba_clouds_percentage: 17.18483\r\n# s2:thin_cirrus_percentage: 3.277886\r\n# s2:snow_ice_percentage: 0.000259\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240412T155901_N0510_R097_T17SPV_20240412T235553.SAFE\r\n# s2:generation_time: 2024-04-12T23:55:53.000000Z\r\n# s2:datatake_id: GS2A_20240412T155901_045997_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240412T235553_S20240412T160211_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240412T235553_A045997_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.997399653732186\r\n# datetime: 2024-04-12T16:13:27.651000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240412_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ba25771a14d9292a3ef8f260e24c8ce5\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-13T01:42:56.472Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240407_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-07 16:13:25.177000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-07T22:51:18.053Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.007223\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 148.241587595963\r\n# view:sun_elevation: 57.8193021287102\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.393997\r\n# s2:cloud_shadow_percentage: 1e-05\r\n# s2:vegetation_percentage: 84.631485\r\n# s2:not_vegetated_percentage: 13.122594\r\n# s2:water_percentage: 1.402112\r\n# s2:unclassified_percentage: 0.442009\r\n# s2:medium_proba_clouds_percentage: 0.000368\r\n# s2:high_proba_clouds_percentage: 7.6e-05\r\n# s2:thin_cirrus_percentage: 0.006778\r\n# s2:snow_ice_percentage: 0.000571\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240407T155819_N0510_R097_T17SPV_20240407T202406.SAFE\r\n# s2:generation_time: 2024-04-07T20:24:06.000000Z\r\n# s2:datatake_id: GS2B_20240407T155819_037017_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240407T202406_S20240407T160426_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240407T202406_A037017_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 1.00026982268816\r\n# datetime: 2024-04-07T16:13:25.177000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240407_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d9ae6b9fc4520f5ae2a33ffbab89ac25\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-07T22:51:18.053Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240402_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-02 16:13:24.212000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-03T02:43:18.525Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 52.194571\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 149.123391641051\r\n# view:sun_elevation: 55.9520519703372\r\n# s2:degraded_msi_data_percentage: 0.0067\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.222265\r\n# s2:cloud_shadow_percentage: 0.681242\r\n# s2:vegetation_percentage: 32.632047\r\n# s2:not_vegetated_percentage: 13.082658\r\n# s2:water_percentage: 0.269024\r\n# s2:unclassified_percentage: 0.918192\r\n# s2:medium_proba_clouds_percentage: 14.986324\r\n# s2:high_proba_clouds_percentage: 16.081516\r\n# s2:thin_cirrus_percentage: 21.126732\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240402T155821_N0510_R097_T17SPV_20240402T235145.SAFE\r\n# s2:generation_time: 2024-04-02T23:51:45.000000Z\r\n# s2:datatake_id: GS2A_20240402T155821_045854_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240402T235145_S20240402T160459_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240402T235145_A045854_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 1.00315010154664\r\n# datetime: 2024-04-02T16:13:24.212000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240402_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/3dac5288c179d121cc299fcd6cffcc5b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-03T02:43:18.525Z\r\n# proj:code: EPSG:32617\r\n```\n:::\n:::\n\n\n:::\n\n::: {#40fe1e2c .cell execution_count=13}\n\n::: {.cell-output .cell-output-stdout}\n```\nThere are 38 Sentinel 2 items found in our computational region.\n```\n:::\n:::\n\n\nLet's look closer at the properties of item id `S2A_17SPV_20240919_0_L2A`.\n\n::: {#3f66d10b .cell execution_count=14}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\ndf_properties = df_item[\"properties\"].apply(pd.Series)\ndf_item = pd.concat([df_item, df_properties], axis=1)\ndf_item = df_item.drop(\"properties\", axis=1)\ndisplay(df_item.T)\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
2
typeFeature
stac_version1.1.0
stac_extensions[https://stac-extensions.github.io/view/v1.0.0...
idS2A_17SPV_20240919_0_L2A
geometry{'type': 'Polygon', 'coordinates': [[[-79.8885...
bbox[-79.9021350633042, 35.13301555004904, -78.668...
links[{'rel': 'self', 'href': 'https://earth-search...
assets{'aot': {'href': 'https://sentinel-cogs.s3.us-...
collectionsentinel-2-l2a
created2024-09-20T01:57:52.703Z
platformsentinel-2a
constellationsentinel-2
instruments[msi]
eo:cloud_cover72.722346
mgrs:utm_zone17
mgrs:latitude_bandS
mgrs:grid_squarePV
grid:codeMGRS-17SPV
view:sun_azimuth155.767672
view:sun_elevation52.998454
s2:degraded_msi_data_percentage0.0622
s2:nodata_pixel_percentage0
s2:saturated_defective_pixel_percentage0
s2:cloud_shadow_percentage2.901951
s2:vegetation_percentage17.622864
s2:not_vegetated_percentage2.652742
s2:water_percentage0.198822
s2:unclassified_percentage3.66454
s2:medium_proba_clouds_percentage19.171326
s2:high_proba_clouds_percentage53.275347
s2:thin_cirrus_percentage0.275673
s2:snow_ice_percentage0
s2:product_typeS2MSI2A
s2:processing_baseline05.11
s2:product_uriS2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_2...
s2:generation_time2024-09-19T23:53:48.000000Z
s2:datatake_idGS2A_20240919T155931_048285_N05.11
s2:datatake_typeINS-NOBS
s2:datastrip_idS2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S2024...
s2:granule_idS2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A0482...
s2:reflectance_conversion_factor0.989819
datetime2024-09-19T16:13:27.093000Z
s2:sequence0
earthsearch:s3_paths3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/P...
earthsearch:payload_idroda-sentinel2/workflow-sentinel2-to-stac/15f0...
earthsearch:boa_offset_appliedTrue
processing:software{'sentinel2-to-stac': '0.1.1'}
updated2024-09-20T01:57:52.703Z
proj:codeEPSG:32617
\n
\n```\n:::\n:::\n\n\nLet's look at the items properties\n\n::: {#7e37a201 .cell execution_count=15}\n``` {.python .cell-code}\n# | include: true\n# | output: true\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\ndf_properties = df_item[\"properties\"].apply(pd.Series)\ndisplay(df_properties.T)\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
2
created2024-09-20T01:57:52.703Z
platformsentinel-2a
constellationsentinel-2
instruments[msi]
eo:cloud_cover72.722346
mgrs:utm_zone17
mgrs:latitude_bandS
mgrs:grid_squarePV
grid:codeMGRS-17SPV
view:sun_azimuth155.767672
view:sun_elevation52.998454
s2:degraded_msi_data_percentage0.0622
s2:nodata_pixel_percentage0
s2:saturated_defective_pixel_percentage0
s2:cloud_shadow_percentage2.901951
s2:vegetation_percentage17.622864
s2:not_vegetated_percentage2.652742
s2:water_percentage0.198822
s2:unclassified_percentage3.66454
s2:medium_proba_clouds_percentage19.171326
s2:high_proba_clouds_percentage53.275347
s2:thin_cirrus_percentage0.275673
s2:snow_ice_percentage0
s2:product_typeS2MSI2A
s2:processing_baseline05.11
s2:product_uriS2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_2...
s2:generation_time2024-09-19T23:53:48.000000Z
s2:datatake_idGS2A_20240919T155931_048285_N05.11
s2:datatake_typeINS-NOBS
s2:datastrip_idS2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S2024...
s2:granule_idS2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A0482...
s2:reflectance_conversion_factor0.989819
datetime2024-09-19T16:13:27.093000Z
s2:sequence0
earthsearch:s3_paths3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/P...
earthsearch:payload_idroda-sentinel2/workflow-sentinel2-to-stac/15f0...
earthsearch:boa_offset_appliedTrue
processing:software{'sentinel2-to-stac': '0.1.1'}
updated2024-09-20T01:57:52.703Z
proj:codeEPSG:32617
\n
\n```\n:::\n:::\n\n\nNow we let's look at the items assets.\n\n::: {#b2d5c0a2 .cell execution_count=16}\n``` {.python .cell-code}\n# | include: true\n# | output: true\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\ndf_assets = df_item[\"assets\"].apply(pd.Series)\ndisplay(df_assets.T.reset_index())\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
index2
0aot{'href': 'https://sentinel-cogs.s3.us-west-2.a...
1blue{'href': 'https://sentinel-cogs.s3.us-west-2.a...
2coastal{'href': 'https://sentinel-cogs.s3.us-west-2.a...
3granule_metadata{'href': 'https://sentinel-cogs.s3.us-west-2.a...
4green{'href': 'https://sentinel-cogs.s3.us-west-2.a...
5nir{'href': 'https://sentinel-cogs.s3.us-west-2.a...
6nir08{'href': 'https://sentinel-cogs.s3.us-west-2.a...
7nir09{'href': 'https://sentinel-cogs.s3.us-west-2.a...
8red{'href': 'https://sentinel-cogs.s3.us-west-2.a...
9rededge1{'href': 'https://sentinel-cogs.s3.us-west-2.a...
10rededge2{'href': 'https://sentinel-cogs.s3.us-west-2.a...
11rededge3{'href': 'https://sentinel-cogs.s3.us-west-2.a...
12scl{'href': 'https://sentinel-cogs.s3.us-west-2.a...
13swir16{'href': 'https://sentinel-cogs.s3.us-west-2.a...
14swir22{'href': 'https://sentinel-cogs.s3.us-west-2.a...
15thumbnail{'href': 'https://sentinel-cogs.s3.us-west-2.a...
16tileinfo_metadata{'href': 'https://sentinel-cogs.s3.us-west-2.a...
17visual{'href': 'https://sentinel-cogs.s3.us-west-2.a...
18wvp{'href': 'https://sentinel-cogs.s3.us-west-2.a...
19aot-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
20blue-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
21coastal-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
22green-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
23nir-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
24nir08-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
25nir09-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
26red-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
27rededge1-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
28rededge2-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
29rededge3-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
30scl-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
31swir16-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
32swir22-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
33visual-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
34wvp-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
\n
\n```\n:::\n:::\n\n\n#### Assets\n\nEach STAC Item may contain multiple asset types (e.g. red, nir, thumbnail). The snippet below\nenumerates assets across items, shows per-item asset rows, and prints simple summaries.\n\n::: {#3b0c1d76 .cell execution_count=17}\n``` {.python .cell-code}\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n```\n:::\n\n\n::: {#tbl-items-assets .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=18}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\nassets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n query=json.dumps(stac_query),\n format=\"json\",\n)\n\ndf_items_assets = pd.json_normalize(assets_json, max_level=0)\ndisplay(df_items_assets.head(10))\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
hreftypetitleeo:bandsgsdproj:shapeproj:transformraster:bandsrolescollection_iditem_idfile_namedatetime
0https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir2024-09-09T16:13:25.358000Z
1https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red2024-09-09T16:13:25.358000Z
2https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir2024-08-25T16:13:26.986000Z
3https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red2024-08-25T16:13:26.986000Z
4https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240731_0_L2Asentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir2024-07-31T16:13:28.790000Z
5https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240731_0_L2Asentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red2024-07-31T16:13:28.790000Z
6https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240611_0_L2Asentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir2024-06-11T16:13:32.315000Z
7https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240611_0_L2Asentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red2024-06-11T16:13:32.315000Z
8https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240522_0_L2Asentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir2024-05-22T16:13:25.575000Z
9https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240522_0_L2Asentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red2024-05-22T16:13:25.575000Z
\n
\n```\n:::\n:::\n\n\n::: {#f55e48ae .cell execution_count=19}\n``` {.python .cell-code}\ndisplay(assets_json)\n```\n\n::: {.cell-output .cell-output-display}\n```\n[{'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240909_0_L2A/B08.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'NIR 1 (band 8) - 10m',\n 'eo:bands': [{'name': 'nir',\n 'common_name': 'nir',\n 'description': 'NIR 1 (band 8)',\n 'center_wavelength': 0.842,\n 'full_width_half_max': 0.145}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2A_17SPV_20240909_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir',\n 'datetime': '2024-09-09T16:13:25.358000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240909_0_L2A/B04.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'Red (band 4) - 10m',\n 'eo:bands': [{'name': 'red',\n 'common_name': 'red',\n 'description': 'Red (band 4)',\n 'center_wavelength': 0.665,\n 'full_width_half_max': 0.038}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2A_17SPV_20240909_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red',\n 'datetime': '2024-09-09T16:13:25.358000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240825_0_L2A/B08.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'NIR 1 (band 8) - 10m',\n 'eo:bands': [{'name': 'nir',\n 'common_name': 'nir',\n 'description': 'NIR 1 (band 8)',\n 'center_wavelength': 0.842,\n 'full_width_half_max': 0.145}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2B_17SPV_20240825_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir',\n 'datetime': '2024-08-25T16:13:26.986000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240825_0_L2A/B04.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'Red (band 4) - 10m',\n 'eo:bands': [{'name': 'red',\n 'common_name': 'red',\n 'description': 'Red (band 4)',\n 'center_wavelength': 0.665,\n 'full_width_half_max': 0.038}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2B_17SPV_20240825_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red',\n 'datetime': '2024-08-25T16:13:26.986000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240731_0_L2A/B08.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'NIR 1 (band 8) - 10m',\n 'eo:bands': [{'name': 'nir',\n 'common_name': 'nir',\n 'description': 'NIR 1 (band 8)',\n 'center_wavelength': 0.842,\n 'full_width_half_max': 0.145}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2A_17SPV_20240731_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir',\n 'datetime': '2024-07-31T16:13:28.790000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240731_0_L2A/B04.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'Red (band 4) - 10m',\n 'eo:bands': [{'name': 'red',\n 'common_name': 'red',\n 'description': 'Red (band 4)',\n 'center_wavelength': 0.665,\n 'full_width_half_max': 0.038}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2A_17SPV_20240731_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red',\n 'datetime': '2024-07-31T16:13:28.790000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240611_0_L2A/B08.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'NIR 1 (band 8) - 10m',\n 'eo:bands': [{'name': 'nir',\n 'common_name': 'nir',\n 'description': 'NIR 1 (band 8)',\n 'center_wavelength': 0.842,\n 'full_width_half_max': 0.145}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2A_17SPV_20240611_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir',\n 'datetime': '2024-06-11T16:13:32.315000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240611_0_L2A/B04.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'Red (band 4) - 10m',\n 'eo:bands': [{'name': 'red',\n 'common_name': 'red',\n 'description': 'Red (band 4)',\n 'center_wavelength': 0.665,\n 'full_width_half_max': 0.038}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2A_17SPV_20240611_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red',\n 'datetime': '2024-06-11T16:13:32.315000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240522_0_L2A/B08.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'NIR 1 (band 8) - 10m',\n 'eo:bands': [{'name': 'nir',\n 'common_name': 'nir',\n 'description': 'NIR 1 (band 8)',\n 'center_wavelength': 0.842,\n 'full_width_half_max': 0.145}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2A_17SPV_20240522_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir',\n 'datetime': '2024-05-22T16:13:25.575000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240522_0_L2A/B04.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'Red (band 4) - 10m',\n 'eo:bands': [{'name': 'red',\n 'common_name': 'red',\n 'description': 'Red (band 4)',\n 'center_wavelength': 0.665,\n 'full_width_half_max': 0.038}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2A_17SPV_20240522_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red',\n 'datetime': '2024-05-22T16:13:25.575000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240502_0_L2A/B08.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'NIR 1 (band 8) - 10m',\n 'eo:bands': [{'name': 'nir',\n 'common_name': 'nir',\n 'description': 'NIR 1 (band 8)',\n 'center_wavelength': 0.842,\n 'full_width_half_max': 0.145}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2A_17SPV_20240502_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.nir',\n 'datetime': '2024-05-02T16:13:29.052000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240502_0_L2A/B04.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'Red (band 4) - 10m',\n 'eo:bands': [{'name': 'red',\n 'common_name': 'red',\n 'description': 'Red (band 4)',\n 'center_wavelength': 0.665,\n 'full_width_half_max': 0.038}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2A_17SPV_20240502_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.red',\n 'datetime': '2024-05-02T16:13:29.052000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240407_0_L2A/B08.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'NIR 1 (band 8) - 10m',\n 'eo:bands': [{'name': 'nir',\n 'common_name': 'nir',\n 'description': 'NIR 1 (band 8)',\n 'center_wavelength': 0.842,\n 'full_width_half_max': 0.145}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2B_17SPV_20240407_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.nir',\n 'datetime': '2024-04-07T16:13:25.177000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240407_0_L2A/B04.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'Red (band 4) - 10m',\n 'eo:bands': [{'name': 'red',\n 'common_name': 'red',\n 'description': 'Red (band 4)',\n 'center_wavelength': 0.665,\n 'full_width_half_max': 0.038}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2B_17SPV_20240407_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.red',\n 'datetime': '2024-04-07T16:13:25.177000Z'}]\n```\n:::\n:::\n\n\n::: {#ff276c9b .cell execution_count=20}\n\n::: {.cell-output .cell-output-stdout}\n```\nThere are 14 Sentinel 2 assets found in our computational region.\n```\n:::\n:::\n\n\n#### EO Parameters\n\n#### EO Parameters\n\nSTAC item properties expose a number of Earth Observation (EO) parameters that are useful for filtering and selecting scenes. Common properties you will see in Sentinel-2 and other EO STAC records include:\n\n- `datetime` — acquisition time (ISO 8601)\n- `eo:cloud_cover` — percent cloud cover (0–100)\n- `eo:gsd` — ground sample distance / native resolution (meters)\n- `view:sun_azimuth`, `view:sun_elevation` — sun geometry\n- `proj:epsg` — EPSG code (when the projection extension is present)\n- collection / platform / instrument fields — identify sensor and mission\n\nHow to use them:\n- Use the `datetime` argument on t.stac.item to constrain time ranges (e.g. `2024-04-01/2024-09-30`).\n- Use the `query` argument to pass a JSON object of property filters. Comparison operators follow the STAC filtering convention (e.g. `lt`, `lte`, `gt`, `gte`).\n\nExample query (Python):\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}, \"eo:gsd\": {\"lte\": 10}, \"view:sun_elevation\": {\"gte\": 30}}\n\nPass this to t.stac.item (serialize with json.dumps) to fetch only low-cloud, high-sun-elevation, high-resolution items. Combine `asset_keys` to limit returned assets (e.g. `asset_keys=\"red,nir\"`), and use flags (`-a`, `-m`, `-i`) to control output detail (assets, metadata, item list).\n\nTip: Always inspect a few returned items (`format=\"json\"` or flags=\"m\" / flags=\"a\"`) to see the exact property names used by the catalog you query — naming can vary between providers and extension support.\n\n### Create Metadata Vector\n\n::: {#cell-assets-metadata-vector .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=21}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\nassets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n query=json.dumps(stac_query),\n items_vector=\"sentinel_2_items\",\n format=\"json\",\n)\n\n\ndf_items_assets = pd.json_normalize(assets_json, max_level=0)\ndisplay(df_items_assets.head(5))\n```\n\n::: {#assets-metadata-vector .cell-output .cell-output-display}\n```{=html}\n
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
hreftypetitleeo:bandsgsdproj:shapeproj:transformraster:bandsrolescollection_iditem_idfile_namedatetime
0https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir2024-09-09T16:13:25.358000Z
1https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red2024-09-09T16:13:25.358000Z
2https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir2024-08-25T16:13:26.986000Z
3https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red2024-08-25T16:13:26.986000Z
4https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240731_0_L2Asentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir2024-07-31T16:13:28.790000Z
\n
\n```\n:::\n:::\n\n\n#### View the items with iPyleaflet\n\nView STAC items with ipyleaflet (install with `pip install ipyleaflet` if needed) from ipyleaflet use `gj.Interactive` and add the sentinel_2_items bounding boxes.\n\n::: {#a7a46431 .cell execution_count=22}\n``` {.python .cell-code}\n# | include: true\n# | output: true\nimport random\n\nm = gj.InteractiveMap(use_region=False)\nm.add_vector(\n \"sentinel_2_items\",\n style={\"opacity\": 1, \"dashArray\": \"9\", \"fillOpacity\": 0.1, \"weight\": 1},\n hover_style={\"color\": \"white\", \"dashArray\": \"0\", \"fillOpacity\": 0.5},\n style_callback=lambda f: {\n \"color\": \"black\",\n \"fillColor\": random.choice([\"red\", \"yellow\", \"green\", \"orange\"]),\n }\n)\ndisplay(m.show())\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n### Download and Import Rasters\n\n### Register STRDS\n\n::: {.panel-tabset}\n\n## Python\n\n::: {#tbl-collection-items-assets .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=23}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\nimport grass.script as gs\nimport grass.jupyter as gj\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\nitems_assets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n format=\"json\",\n query=json.dumps(stac_query)\n)\n```\n:::\n\n\n## Terminal\n\n::: {#tbl-collection-items-assets-terminal .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=24}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n!t.stac.item url=\"https://earth-search.aws.element84.com/v1/\" collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" asset_keys=\"red,nir\" format=\"json\" query='{\"eo:cloud_cover\": {\"lt\": 10}}'\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\nSearch Matched: 7 items\r\n{\"count\": 14, \"bytes\": 3303941772}\r\n```\n:::\n:::\n\n\n:::\n\n::: {#download-estimate .cell execution_count=25}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\nprint(f\"\"\"\nDownload Estimate\n \nFiles: {items_assets_json[\"count\"]}\nTotal Download Size: {items_assets_json[\"bytes\"] / 1e9:.2f} GB\n\"\"\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n\nDownload Estimate\n\nFiles: 14\nTotal Download Size: 3.30 GB\n\n```\n:::\n:::\n\n\n::: {#tbl-collection-items-assets-strds .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=26}\n``` {.python .cell-code}\n# | include: true\n# | output: true\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\ngs.run_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,green,blue,nir\",\n query=json.dumps(stac_query),\n strds_output=\"outputs/s2_red_nir.txt\",\n format=\"json\"\n)\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n{\"count\": 28, \"bytes\": 6326320535}\n```\n:::\n:::\n\n\n::: {#0d1baf80 .cell execution_count=27}\n``` {.python .cell-code}\nprint(Path(\"outputs/s2_red.txt\").read_text())\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir|2024-09-09 16:13:25|nir\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red|2024-09-09 16:13:25|red\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir|2024-08-25 16:13:26|nir\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red|2024-08-25 16:13:26|red\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir|2024-07-31 16:13:28|nir\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red|2024-07-31 16:13:28|red\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir|2024-06-11 16:13:32|nir\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red|2024-06-11 16:13:32|red\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir|2024-05-22 16:13:25|nir\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red|2024-05-22 16:13:25|red\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.nir|2024-05-02 16:13:29|nir\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.red|2024-05-02 16:13:29|red\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.nir|2024-04-07 16:13:25|nir\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.red|2024-04-07 16:13:25|red\n\n```\n:::\n:::\n\n\n::: {#beb53d6d .cell execution_count=28}\n``` {.python .cell-code}\nstartdate = df_items_assets[\"datetime\"].min()\nenddate = df_items_assets[\"datetime\"].max()\nprint(f\"Start Date: {startdate}\\nEnd Date: {enddate}\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nStart Date: 2024-04-07T16:13:25.177000Z\nEnd Date: 2024-09-09T16:13:25.358000Z\n```\n:::\n:::\n\n\nCreate STRDS (spatio-temporal raster dataset) to manage the Sentiel data you want to analyze with GRASS.\n\n::: {#create-strds .cell execution_count=29}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\n# Create the space time dataset\ngs.run_command(\n \"t.create\",\n output=\"sentinel_2\",\n type=\"strds\",\n temporaltype=\"absolute\",\n title=\"Sentinel 2 Red/NIR Bands\",\n description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\",\n overwrite=True,\n)\n```\n:::\n\n\nDownload the data\n\n::: {#download-assets .cell execution_count=30}\n``` {.python .cell-code}\ngs.run_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,green,blue,nir\",\n query=json.dumps(stac_query),\n strds_output=\"outputs/s2_rgbn.txt\",\n format=\"json\",\n method=\"nearest\",\n resolution=\"value\",\n resolution_value=\"10\",\n extent=\"region\",\n nprocs=1,\n # memory=1024 * 7,\n flags=\"d\",\n)\n```\n:::\n\n\n\nRegister the data\n\n::: {#register-strds .cell execution_count=32}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\n# Register the output maps into a space time dataset\ngs.run_command(\n \"t.register\", input=\"sentinel_2\", file=\"outputs/s2_rgbn.txt\", type=\"raster\"\n)\n```\n:::\n\n\n::: {#1f2141fe .cell execution_count=33}\n``` {.python .cell-code}\ngs.run_command(\"t.info\", type=\"strds\", input=\"sentinel_2\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n +-------------------- Space Time Raster Dataset -----------------------------+\n | |\n +-------------------- Basic information -------------------------------------+\n | Id: ........................ sentinel_2@PERMANENT\n | Name: ...................... sentinel_2\n | Mapset: .................... PERMANENT\n | Creator: ................... coreywhite\n | Temporal type: ............. absolute\n | Creation time: ............. 2026-01-25 18:32:02\n | Modification time:.......... 2026-01-25 18:32:04\n | Semantic type:.............. mean\n +-------------------- Absolute time -----------------------------------------+\n | Start time:................. 2024-04-07 16:13:25\n | End time:................... 2024-09-09 16:13:25\n | Granularity:................ 1 second\n | Temporal type of maps:...... point\n +-------------------- Spatial extent ----------------------------------------+\n | North:...................... 236690.0\n | South:...................... 210390.0\n | East:.. .................... 616050.0\n | West:....................... 598920.0\n | Top:........................ 0.0\n | Bottom:..................... 0.0\n +-------------------- Metadata information ----------------------------------+\n | Raster register table:...... raster_map_register_6692de0a4fa84058a73748f96394d79c\n | North-South resolution min:. 10.0\n | North-South resolution max:. 10.0\n | East-west resolution min:... 10.0\n | East-west resolution max:... 10.0\n | Minimum value min:.......... 1.0\n | Minimum value max:.......... 147.0\n | Maximum value min:.......... 8128.0\n | Maximum value max:.......... 18216.0\n | Aggregation type:........... None\n | Number of semantic labels:.. 4\n | Semantic labels:............ blue,green,nir,red\n | Number of registered maps:.. 28\n |\n | Title:\n | Sentinel 2 Red/NIR Bands\n | Description:\n | Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\n | Command history:\n | # 2026-01-25 18:32:02 \n | t.create --o output=\"sentinel_2\" type=\"strds\"\n | temporaltype=\"absolute\" title=\"Sentinel 2 Red/NIR Bands\"\n | description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\"\n | # 2026-01-25 18:32:04 \n | t.register input=\"sentinel_2\"\n | file=\"outputs/s2_rgbn.txt\" type=\"raster\"\n | \n +----------------------------------------------------------------------------+\n```\n:::\n:::\n\n\nNow let's view a RGB composite of one of our tiles\n\n::: {#234cde17 .cell execution_count=34}\n``` {.python .cell-code}\ns2_rgb_maps = [\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green\",\n]\n\ns2_json = gs.parse_command(\n \"r.univar\",\n map=s2_rgb_maps,\n format=\"json\",\n)\nprint(f\"Max value: {s2_json['max']}\")\n# gs.run_command(\"g.extension\", extension=\"i.histo.match\")\ngs.run_command(\n \"i.histo.match\",\n input=s2_rgb_maps,\n suffix=\"255\",\n max=18000, # s2_json[\"max\"],\n output=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A\",\n)\ngs.run_command(\n \"r.colors\",\n map=[\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n ],\n color=\"grey\",\n)\n\ngs.run_command(\n \"i.colors.enhance\",\n r=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n b=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n g=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\"\n)\n\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nMax value: 8400\n```\n:::\n:::\n\n\n::: {#cell-display-composite .cell execution_count=35}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\ns2_rgb_maps = [\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green\",\n]\n\ns2_json = gs.parse_command(\n \"r.univar\",\n map=s2_rgb_maps,\n format=\"json\",\n)\nprint(f\"Max value: {s2_json['max']}\")\n# gs.run_command(\"g.extension\", extension=\"i.histo.match\")\ngs.run_command(\n \"i.histo.match\",\n input=s2_rgb_maps,\n suffix=\"255\",\n max=s2_json[\"max\"],\n output=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A\",\n)\ngs.run_command(\n \"r.colors\",\n map=[\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n ],\n color=\"grey\",\n)\n\ngs.run_command(\n \"i.colors.enhance\",\n r=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n b=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n g=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n)\n\nm = gj.Map(use_region=True, filename=\"images/sentinel2_rgb.png\")\nm.d_rgb(\n red=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n blue=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n green=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n)\nm.d_barscale()\nm.show()\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nMax value: 8400\n```\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-composite-output-2.png){#display-composite}\n:::\n:::\n\n\n#### Temporal Map Calculations\n\nRun a temporal map calculation on your entire STRDS to generate an NDVI layer.\n\n::: {#8d82ca3a .cell execution_count=36}\n``` {.python .cell-code}\ngs.run_command(\n \"t.rast.mapcalc\",\n inputs=[\"sentinel_2.nir\", \"sentinel_2.red\"],\n output=\"ndvi\",\n basename=\"ndvi\",\n method=\"follows\",\n expression=(\n \"float(if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') - if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red')) / (if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') + if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red'))\"\n ),\n overwrite=True,\n flags=\"n\",\n)\n```\n:::\n\n\nCheck to see it worked.\n\n::: {#b5b24b2d .cell execution_count=37}\n``` {.python .cell-code}\ngs.run_command(\"t.list\", type=\"strds\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nndvi@PERMANENT\nsentinel_2@PERMANENT\n```\n:::\n:::\n\n\nand plot the NDVI\n\n::: {#4f2ec3b9 .cell execution_count=38}\n``` {.python .cell-code}\nstrds_df = pd.DataFrame(\n gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n format=\"csv\",\n )\n)\n\n# Convert start_time to datetime for better formatting\nstrds_df[\"start_time\"] = pd.to_datetime(strds_df[\"start_time\"])\n\nsns.lineplot(\n x=\"start_time\", y=\"max\", data=strds_df\n)\n\n# Format x-axis labels for better readability\nimport matplotlib.dates as mdates\nimport matplotlib.pyplot as plt\n\nplt.gca().xaxis.set_major_formatter(mdates.DateFormatter('%Y-%m-%d'))\nplt.gcf().autofmt_xdate() # Auto-rotate date labels\nplt.show()\n```\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/cell-39-output-1.png){width=631 height=423}\n:::\n:::\n\n\n::: {#958a214e .cell layout-ncol='3' execution_count=39}\n``` {.python .cell-code}\nndvi_list = gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n format=\"csv\",\n)\ngs.run_command(\"t.rast.colors\", input=\"ndvi\", color=\"ndvi\")\n\nfor ndvi in ndvi_list:\n map_name = ndvi.get(\"name\")\n m = gj.Map(use_region=True, width=500)\n m.d_rast(map=map_name)\n m.d_barscale()\n m.d_legend(raster=map_name, flags=\"b\")\n m.show()\n```\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/cell-40-output-1.png){}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/cell-40-output-2.png){}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/cell-40-output-3.png){}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/cell-40-output-4.png){}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/cell-40-output-5.png){}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/cell-40-output-6.png){}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/cell-40-output-7.png){}\n:::\n:::\n\n\n::: {#cell-display-time-series .cell execution_count=40}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\nndvi_rasters = [\n i.get(\"name\")\n for i in gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\"],\n format=\"csv\",\n )\n]\n\n# Create Time Series Map\nm = gj.SeriesMap(use_region=True)\nm.add_rasters(\n rasters=ndvi_rasters\n)\nm.d_barscale()\nm.render()\nm.show()\n```\n\n::: {#display-time-series .cell-output .cell-output-display execution_count=36}\n```{=html}\n\n```\n:::\n:::\n\n\n::: {#display-ndvi-maps .cell execution_count=41}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n# | layout-ncol: 3\n# | fig-cap:\n# | - Day 1\n# | - Day 2\n# | - Day 3\n# | - Day 4\n# | - Day 5\n# | - Day 6\n# | - Day 7\n\nimport matplotlib.pyplot as plt\nimport matplotlib.gridspec as gridspec\nfrom PIL import Image\n\n\ndef generate_map(map_name):\n m = gj.Map(use_region=True)\n m.d_rast(map=map_name)\n m.d_legend(raster=map_name, flags=\"b\")\n m.d_barscale()\n return m\n\n\nfor raster in ndvi_rasters:\n ndvi_map = generate_map(raster)\n ndvi_map.show()\n```\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-output-1.png){#display-ndvi-maps-1}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-output-2.png){#display-ndvi-maps-2}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-output-3.png){#display-ndvi-maps-3}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-output-4.png){#display-ndvi-maps-4}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-output-5.png){#display-ndvi-maps-5}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-output-6.png){#display-ndvi-maps-6}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-output-7.png){#display-ndvi-maps-7}\n:::\n:::\n\n\n## References\n\n- [pystac Documentation](https://pystac.readthedocs.io/)\n- [pystac_client Documentation](https://pystac-client.readthedocs.io/)\n\n", "supporting": [ - "t_stac_tutorial_files" + "t_stac_tutorial_files/figure-html" ], "filters": [], "includes": { "include-in-header": [ - "\n\n\n\n" + "\n\n\n\n" ], "include-after-body": [ - "\n" + "\n" ] } } diff --git a/_freeze/content/notebooks/stac_tutorial/t_stac_tutorial/figure-html/cell-39-output-1.png b/_freeze/content/notebooks/stac_tutorial/t_stac_tutorial/figure-html/cell-39-output-1.png new file mode 100644 index 0000000000000000000000000000000000000000..edab98091baab3be797fd399940f9786514dc42d GIT binary patch literal 69739 zcmd43cT|*Fx;AKJ`Z@Y%m+$bLE@l@7BYOLW z{G+g`UV9sP{A%T#{)MxLj{0GukKKG8wMcV`k^aeTnd0A{M4e*@H?DZ%?lng6`u*;a zv=_hG38l5jB>PL>Jn)Aq=J8YcyXI_Vg7dZNo;G3^&h|H|su*9Nz-wyFK>Xe-*lR+k$laug7owU-_Yq`Q%>r?^pQwHBPc<`qLE@ z6jU3~O`?OrU^;{EUC=0V)xgTf2p{U~?suIMwjdq)_Wkp#WR0TS)b8zfq5smEr9V74 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So können wir verstehen, wie wir unsere Website für Sie verbessern können.","pc_trck_text_4":"Die durch diese Tracking- und Performance-Cookies gesammelten Informationen identifizieren keinen einzelnen Besucher.","pc_trgt_text_1":"Targeting und Werbung Cookies","pc_trgt_text_2":"Diese Cookies werden genutzt, um Werbung anzuzeigen, die Sie aufgrund Ihrer Surfgewohnheiten wahrscheinlich interessieren wird.","pc_trgt_text_3":"Diese Cookies, die von unseren Inhalten und / oder Werbeanbietern bereitgestellt werden, können Informationen, die sie von unserer Website gesammelt haben, mit anderen Informationen kombinieren, welche sie durch Aktivitäten Ihres Webbrowsers in Ihrem Netzwerk von Websites gesammelt haben.","pc_trgt_text_4":"Wenn Sie diese Targeting- oder Werbe-Cookies entfernen oder deaktivieren, werden weiterhin Anzeigen angezeigt. Diese sind für Sie jedoch möglicherweise nicht relevant.","pc_yprivacy_text_1":"Ihre Privatsphäre ist uns wichtig","pc_yprivacy_text_2":"Cookies sind sehr kleine Textdateien, die auf Ihrem Rechner gespeichert werden, wenn Sie eine Website besuchen. Wir verwenden Cookies für eine Reihe von Auswertungen, um damit Ihren Besuch auf unserer Website kontinuierlich verbessern zu können (z. B. damit Ihnen Ihre Login-Daten erhalten bleiben).","pc_yprivacy_text_3":"Sie können Ihre Einstellungen ändern und verschiedenen Arten von Cookies erlauben, auf Ihrem Rechner gespeichert zu werden, während Sie unsere Webseite besuchen. Sie können auf Ihrem Rechner gespeicherte Cookies ebenso weitgehend wieder entfernen. Bitte bedenken Sie aber, dass dadurch Teile unserer Website möglicherweise nicht mehr in der gedachten Art und Weise nutzbar sind.","pc_yprivacy_title":"Ihre Privatsphäre","privacy_policy":"Datenschutzrichtlinie"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Actif","always_active":"Toujours activé","impressum":"Impressum","inactive":"Inactif","nb_agree":"J\'accepte","nb_changep":"Changer mes préférences","nb_ok":"OK","nb_reject":"Je refuse","nb_text":"Nous utilisons des cookies et d\'autres technologies de suivi pour améliorer votre expérience de navigation sur notre site, pour vous montrer un contenu personnalisé et des publicités ciblées, pour analyser le trafic de notre site et pour comprendre la provenance de nos visiteurs.","nb_title":"Nous utilisons des cookies","pc_fnct_text_1":"Cookies de Fonctionnalité","pc_fnct_text_2":"Ces cookies servent à vous offrir une expérience plus personnalisée sur notre site Web et à mémoriser les choix que vous faites lorsque vous utilisez notre site Web.","pc_fnct_text_3":"Par exemple, nous pouvons utiliser des cookies de fonctionnalité pour mémoriser vos préférences de langue ou vos identifiants de connexion.","pc_minfo_text_1":"Plus d\'information","pc_minfo_text_2":"Pour toute question relative à notre politique en matière de cookies et à vos choix, veuillez nous contacter.","pc_minfo_text_3":"Pour en savoir plus, merci de consulter notre Politique de confidentialité.","pc_save":"Sauvegarder mes préférences","pc_sncssr_text_1":"Cookies strictement nécessaires","pc_sncssr_text_2":"Ces cookies sont essentiels pour vous fournir les services disponibles sur notre site Web et vous permettre d’utiliser certaines fonctionnalités de notre site Web.","pc_sncssr_text_3":"Sans ces cookies, nous ne pouvons pas vous fournir certains services sur notre site Web.","pc_title":"Espace de Préférences des Cookies","pc_trck_text_1":"Cookies de suivi et de performance","pc_trck_text_2":"Ces cookies sont utilisés pour collecter des informations permettant d\'analyser le trafic sur notre site et la manière dont les visiteurs utilisent notre site.","pc_trck_text_3":"Par exemple, ces cookies peuvent suivre des choses telles que le temps que vous passez sur le site Web ou les pages que vous visitez, ce qui nous aide à comprendre comment nous pouvons améliorer notre site Web pour vous.","pc_trck_text_4":"Les informations collectées via ces cookies de suivi et de performance n\' identifient aucun visiteur en particulier.","pc_trgt_text_1":"Cookies de ciblage et de publicité","pc_trgt_text_2":"Ces cookies sont utilisés pour afficher des publicités susceptibles de vous intéresser en fonction de vos habitudes de navigation.","pc_trgt_text_3":"Ces cookies, tels que servis par nos fournisseurs de contenu et / ou de publicité, peuvent associer des informations qu\'ils ont collectées sur notre site Web à d\'autres informations qu\'ils ont collectées de manière indépendante et concernant les activités du votre navigateur Web sur son réseau de sites Web.","pc_trgt_text_4":"Si vous choisissez de supprimer ou de désactiver ces cookies de ciblage ou de publicité, vous verrez toujours des annonces, mais elles risquent de ne pas être pertinentes.","pc_yprivacy_text_1":"Votre confidentialité est importante pour nous","pc_yprivacy_text_2":"Les cookies sont de très petits fichiers texte qui sont stockés sur votre ordinateur lorsque vous visitez un site Web. Nous utilisons des cookies à diverses fins et pour améliorer votre expérience en ligne sur notre site Web (par exemple, pour mémoriser les informations de connexion de votre compte).","pc_yprivacy_text_3":"Vous pouvez modifier vos préférences et refuser l\'enregistrement de certains types de cookies sur votre ordinateur lors de la navigation sur notre site. Vous pouvez également supprimer les cookies déjà stockés sur votre ordinateur, mais gardez à l\'esprit que leur suppression peut vous empêcher d\'utiliser des éléments de notre site Web.","pc_yprivacy_title":"Votre confidentialité","privacy_policy":"Politique de confidentialité"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Activo","always_active":"Siempre activo","impressum":"Impressum","inactive":"Inactivo","nb_agree":"Aceptar","nb_changep":"Configurar","nb_ok":"OK","nb_reject":"Renuncio","nb_text":"Usamos cookies y otras técnicas de rastreo para mejorar tu experiencia de navegación en nuestra web, para mostrarte contenidos personalizados y anuncios adecuados, para analizar el tráfico en nuestra web y para comprender de donde llegan nuestros visitantes.","nb_title":"Utilizamos cookies","pc_fnct_text_1":"Cookies de funcionalidad","pc_fnct_text_2":"Estas cookies son utilizadas para proveerte una experiencia más personalizada y recordar tus elecciones en nuestra web.","pc_fnct_text_3":"Por ejemplo, podemos utilizar cookies de funcionalidad para recordar tus preferencias de idioma o tus detalles de acceso.","pc_minfo_text_1":"Más información","pc_minfo_text_2":"Para cualquier pregunta en relación con nuestra política de cookies y tus preferencias, contacta con nosotros, por favor.","pc_minfo_text_3":"Para saber más, visita nuestra página sobre la Política de privacidad.","pc_save":"Guardar mis preferencias","pc_sncssr_text_1":"Cookies estrictamente necesarias","pc_sncssr_text_2":"Estos cookies son esenciales para proveerte los servicios disponibles en nuestra web y para permitirte utilizar algunas características de nuestra web.","pc_sncssr_text_3":"Sin estas cookies, no podemos proveer algunos servicios de nuestro sitio web.","pc_title":"Centro de Preferencias de Cookies","pc_trck_text_1":"Cookies de rastreo y rendimiento","pc_trck_text_2":"Estas cookies son utilizadas para recopilar información, para analizar el tráfico y la forma en que los usuarios utilizan nuestra web.","pc_trck_text_3":"Por ejemplo, estas cookies pueden recopilar datos como cuánto tiempo llevas navegado en nuestro sitio web o qué páginas visitas, cosa que nos ayuda a comprender cómo podemos mejorar nuestra web para ti.","pc_trck_text_4":"La información recopilada con estas cookies de rastreo y rendimiento no identifican a ningún visitante individual.","pc_trgt_text_1":"Cookies de seguimiento y publicidad","pc_trgt_text_2":"Estas cookies son utilizadas para enseñarte anuncios que pueden ser interesantes basados en tus costumbres de navegación.","pc_trgt_text_3":"Estas cookies, servidas por nuestros proveedores de contenido y/o de publicidad, pueden combinar la información que ellos recogieron de nuestro sitio web con otra información recopilada por ellos en relación con las actividades de su navegador a través de su red de sitios web.","pc_trgt_text_4":"Si eliges cancelar o inhabilitar las cookies de seguimiento y publicidad, seguirás viendo anuncios pero estos podrían no ser de tu interés.","pc_yprivacy_text_1":"Tu privacidad es importante para nosotros","pc_yprivacy_text_2":"Las cookies son pequeños archivos de texto que se almacenan en tu navegador cuando visitas nuestra web. Utilizamos cookies para diferentes objetivos y para mejorar tu experiencia en nuestro sitio web (por ejemplo, para recordar tus detalles de acceso).","pc_yprivacy_text_3":"Puedes cambiar tus preferencias y rechazar que algunos tipos de cookies sean almacenados mientras estás navegando en nuestra web. También puedes cancelar cualquier cookie ya almacenada en tu navegador, pero recuerda que cancelar las cookies puede impedirte utilizar algunas partes de nuestra web.","pc_yprivacy_title":"Tu privacidad","privacy_policy":"Política de privacidad"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Actiu","always_active":"Sempre actiu","impressum":"Impressum","inactive":"Inactiu","nb_agree":"Estic d’acord","nb_changep":"Canviar preferències","nb_ok":"OK","nb_reject":"Declino","nb_text":"Fem servir cookies i altres tecnologies de seguiment per millorar la teva experiència de navegació al nostre lloc web, per mostrar-te contingut personalitzat i anuncis interessants per a tu, per analitzar el nostre tràfic i entendre d’on venen els nostres visitants.","nb_title":"Fem servir cookies","pc_fnct_text_1":"Cookies de funcionalitat","pc_fnct_text_2":"Aquestes cookies ens permeten oferir-vos una experiència personalitzada i recordar la vostra configuració quan feu servir el nostre lloc web.","pc_fnct_text_3":"Per exemple, podem fer servir funcionalitat per recordar el vostre idioma o les vostres credencials.","pc_minfo_text_1":"Més informació","pc_minfo_text_2":"Per qualsevol pregunta relacionada amb la nostra política de cookies i les vostres opcions, si us plau contacti’ns.","pc_minfo_text_3":"Per saber més, si us plau visiti la nostra Política de privacitat.","pc_save":"Guarda les meves preferències","pc_sncssr_text_1":"Cookies estrictament necessàries","pc_sncssr_text_2":"Aquestes cookies són essencials per oferir-vos el nostres serveis i funcionalitats al nostre lloc web.","pc_sncssr_text_3":"Sense aquestes cookies, no us podem oferir alguns serveis.","pc_title":"Centre de Preferències de Cookies","pc_trck_text_1":"Cookies de seguiment i rendiment","pc_trck_text_2":"Aquestes cookies es fan servir per recollir informació, analitzar el tràfic i veure com es fa servir el nostre lloc web.","pc_trck_text_3":"Per exemple, aquestes cookies podrien fer el seguiment de quant de temps visiteu el nostre web o quines pàgines visiteu les quals ens poden ajudar a entendre com millorar el lloc web per vosaltres.","pc_trck_text_4":"La informació recollida gràcies a aquestes cookies de seguiment i rendiment no us identifiquen de forma individual.","pc_trgt_text_1":"Cookies de publicitat i focalització","pc_trgt_text_2":"Aquestes cookies es fan servir per mostrar anuncis que poden ser del vostre interès basats en els vostres hàbits d’us.","pc_trgt_text_3":"Aquestes cookies, servides tal i com ho fan els nostres proveïdors de publicitat i contingut, poden combinar informació recollida al nostre lloc web amb altra informació que hagin recollit independentment relacionada amb activitat a la seva xarxa de llocs web.","pc_trgt_text_4":"Si vostè decideix eliminar o deshabilitat aquestes cookies, encara veurà publicitat però aquesta pot no ser rellevant per vostè.","pc_yprivacy_text_1":"La vostra privacitat és important per nosaltres","pc_yprivacy_text_2":"Les cookies són uns arxius de text molt petits que es guarden al vostre ordinador quan visiteu un lloc web. Fem servir cookies per una varietat de finalitats i millorar la vostra experiència al nostre lloc web (per exemple, per recordar les vostres credencials).","pc_yprivacy_text_3":"Pot canviar les vostres preferències i rebutjar l’emmagatzematge al vostre ordinador de certs tipus de cookies mentres navega pel nostre. Pot eliminar qualsevol cookie ja emmagatzemada al vostre ordinador, però tingui en compte que eliminar cookies pot impedir que faci servir parts del nostre lloc web.","pc_yprivacy_title":"La vostra privacitat","privacy_policy":"Política de privacitat"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Attivo","always_active":"Sempre attivo","impressum":"Impressum","inactive":"Inattivo","nb_agree":"Accetto","nb_changep":"Cambia le mie impostazioni","nb_ok":"OK","nb_reject":"Rifiuto","nb_text":"Noi usiamo i cookies e altre tecniche di tracciamento per migliorare la tua esperienza di navigazione nel nostro sito, per mostrarti contenuti personalizzati e annunci mirati, per analizzare il traffico sul nostro sito, e per capire da dove arrivano i nostri visitatori.","nb_title":"Noi usiamo i cookies","pc_fnct_text_1":"Cookies funzionali","pc_fnct_text_2":"Questi cookies sono utilizzati per offrirti un’esperienza più personalizzata nel nostro sito e per ricordare le scelte che hai fatto mentre usavi il nostro sito.","pc_fnct_text_3":"Per esempio, possiamo usare cookies funzionali per memorizzare le tue preferenze sulla lingua o i tuoi dettagli di accesso.","pc_minfo_text_1":"Più informazioni","pc_minfo_text_2":"Per qualsiasi domanda relativa alla nostra politica sui cookies e le tue scelte, per favore contattaci.","pc_minfo_text_3":"Per saperne di più, visita per favore la nostra pagina sulla Politica sulla riservatezza.","pc_save":"Salva le mie impostazioni","pc_sncssr_text_1":"Cookies strettamente necessari","pc_sncssr_text_2":"Questi cookies sono essenziali per fornirti i servizi disponibili nel nostro sito e per renderti disponibili alcune funzionalità del nostro sito web.","pc_sncssr_text_3":"Senza questi cookies, non possiamo fornirti alcuni servizi del nostro sito.","pc_title":"Centro Preferenze sui Cookies","pc_trck_text_1":"Cookies di tracciamento e prestazione","pc_trck_text_2":"Questi cookies sono utilizzati per raccogliere informazioni per analizzare il traffico verso il nostro sito e il modo in cui i visitatori utilizzano il nostro sito.","pc_trck_text_3":"Per esempio, questi cookies possono tracciare cose come quanto a lungo ti fermi nel nostro sito o le pagine che visiti, cosa che ci aiuta a capire come possiamo migliorare il nostro sito per te.","pc_trck_text_4":"Le informazioni raccolte attraverso questi cookies di tracciamento e performance non identificano alcun visitatore individuale.","pc_trgt_text_1":"Cookies di targeting e pubblicità","pc_trgt_text_2":"Questi cookies sono usati per mostrare annunci pubblicitari che possano verosimilmente essere di tuo interesse in base alle tue abitudini di navigazione.","pc_trgt_text_3":"Questi cookies, cosí come forniti dai nostri fornitori di contenuti o annunci pubblicitari, possono combinare le informazioni che raccolgono dal nostro sito web con quelle che hanno indipendentemente raccolto in relazione all’attività del tuo browser attraverso la loro rete di siti web.","pc_trgt_text_4":"Se scegli di rimuovere o disabilitare questo tipo di cookies di targeting e pubblicità, vedrai ancora annunci pubblicitari ma potrebbero essere irrilevanti per te.","pc_yprivacy_text_1":"La tua privacy è importante per noi","pc_yprivacy_text_2":"I cookies sono dei piccolissimi file di testo che vengono memorizzati nel tuo computer quando visiti un sito web. Noi usiamo i cookies per una varietà di scopi e per migliorare la tua esperienza online nel nostro sito web (per esempio, per ricordare i tuoi dettagli di accesso).","pc_yprivacy_text_3":"Tu puoi cambiare le tue impostazioni e rifiutare che alcuni tipi di cookies vengano memorizzati sul tuo computer mentre stai navigando nel nostro sito web. Puoi anche rimuovere qualsiasi cookie già memorizzato nel tuo computer, ma ricorda che cancellare i cookies può impedirti di utilizzare alcune parti del nostro sito.","pc_yprivacy_title":"La tua privacy","privacy_policy":"Politica sulla riservatezza"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktiv","always_active":"Alltid aktiv","impressum":"Impressum","inactive":"Inaktiv","nb_agree":"Jag accepterar","nb_changep":"Ändra mina inställningar","nb_ok":"OK","nb_reject":"Jag avböjer","nb_text":"Vi använder cookies och andra spårningsteknologier för att förbättra din surfupplevelse på vår webbplats, för att visa dig personligt innehåll och riktade annonser, för att analysera vår webbplatstrafik och för att förstå var våra besökare kommer ifrån.","nb_title":"Vi använder oss av cookies","pc_fnct_text_1":"Funktionella cookies","pc_fnct_text_2":"Dessa cookies används för att ge dig en mer personlig upplevelse på vår webbplats och för att komma ihåg val du gör när du använder vår webbplats.","pc_fnct_text_3":"Vi kan till exempel använda funktions cookies för att komma ihåg dina språkinställningar eller dina inloggningsuppgifter.","pc_minfo_text_1":"Mer information","pc_minfo_text_2":"Kontakta oss om du har frågor angående vår policy om cookies och dina val.","pc_minfo_text_3":"För att ta reda på mer, läs vår integritetspolicy.","pc_save":"Spara mina inställningar","pc_sncssr_text_1":"Absolut nödvändiga cookies","pc_sncssr_text_2":"Dessa cookies är viktiga för att förse dig med tjänster som är tillgängliga via vår webbplats och för att du ska kunna använda vissa funktioner på vår webbplats.","pc_sncssr_text_3":"Utan dessa cookies kan vi inte tillhandahålla vissa tjänster på vår webbplats.","pc_title":"Cookies Inställningar","pc_trck_text_1":"Spårnings- och prestanda cookies","pc_trck_text_2":"Dessa cookies används för att samla in information för att analysera trafiken på vår webbplats och hur våra besökare använder den.","pc_trck_text_3":"Dessa cookies kan till exempel spåra hur länge du spenderar på webbplatsen eller vilka sidor du besöker vilket hjälper oss att förstå hur vi kan förbättra vår webbplats för dig.","pc_trck_text_4":"Informationen som samlas in genom dessa spårnings- och prestanda cookies identifierar ingen enskild besökare.","pc_trgt_text_1":"Inriktnings- och reklamcookies","pc_trgt_text_2":"Dessa cookies används för att visa reklam som sannolikt kommer att vara av intresse för dig baserat på dina surfvanor.","pc_trgt_text_3":"Dessa kakor, som betjänas av vårt innehåll och / eller reklamleverantörer, kan kombinera information som de samlat in från vår webbplats med annan information som de har samlat in oberoende om din webbläsares aktiviteter i deras nätverk av webbplatser.","pc_trgt_text_4":"Om du väljer att ta bort eller inaktivera dessa inriktnings- och reklamcookies kommer du fortfarande att se annonser men de kanske inte är relevanta för dig.","pc_yprivacy_text_1":"Din integritet är viktig för oss","pc_yprivacy_text_2":"Cookies är mycket små textfiler som lagras på din dator när du besöker en webbplats. Vi använder cookies till olika ändamål och för att kunna förbättra din onlineupplevelse på vår webbplats (till exempel som att komma ihåg dina inloggningsuppgifter).","pc_yprivacy_text_3":"Du kan ändra dina inställningar och avaktivera vissa typer av cookies som ska lagras på din dator när du surfar på vår webbplats. Du kan också ta bort alla cookies som redan är lagrade på din dator, men kom ihåg att radering av cookies kan hindra dig från att använda delar av vår webbplats.","pc_yprivacy_title":"Din integritet","privacy_policy":"Integritetspolicy"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Actief","always_active":"Altijd actief","impressum":"Impressum","inactive":"Inactief","nb_agree":"Ik ga akkoord","nb_changep":"Wijzig mijn voorkeuren","nb_ok":"OK","nb_reject":"Ik weiger","nb_text":"Wij maken gebruik van cookies en andere tracking-technologieën om uw surfervaring op onze website te verbeteren, om gepersonaliseerde inhoud en advertenties te tonen, om ons websiteverkeer te analyseren en om te begrijpen waar onze bezoekers vandaan komen.","nb_title":"Wij gebruiken cookies","pc_fnct_text_1":"Functionele cookies","pc_fnct_text_2":"Deze cookies worden gebruikt om u een persoonlijkere ervaring op onze website te bieden en om keuzes te onthouden die u maakt wanneer u onze website gebruikt.","pc_fnct_text_3":"Functionele cookies worden bijvoorbeeld gebruikt om uw taalvoorkeuren of inloggegevens te onthouden.","pc_minfo_text_1":"Meer informatie","pc_minfo_text_2":"Voor vragen in verband met ons cookiebeleid en uw keuzes kan u ons contacteren.","pc_minfo_text_3":"Voor meer informatie, bezoek ons Privacybeleid.","pc_save":"Sla mijn voorkeuren op","pc_sncssr_text_1":"Strikt noodzakelijke cookies","pc_sncssr_text_2":"Deze cookies zijn essentieel om u de diensten aan te bieden die beschikbaar zijn via onze website en om u in staat te stellen bepaalde functies van onze website te gebruiken.","pc_sncssr_text_3":"Zonder deze cookies kunnen we u bepaalde diensten op onze website niet aanbieden.","pc_title":"Cookie instellingen","pc_trck_text_1":"Tracking- en prestatie cookies","pc_trck_text_2":"Deze cookies worden gebruikt om informatie te verzamelen om het verkeer naar onze website te analyseren en hoe bezoekers onze website gebruiken.","pc_trck_text_3":"Deze cookies kunnen gegevens zoals hoe lang u op de website doorbrengt of de pagina\'s die u bezoekt, bijhouden. Dit helpt ons te begrijpen hoe we onze website voor u kunnen verbeteren.","pc_trck_text_4":"Individuele bezoekers kunnen niet geïdentificeerd worden aan hand van de informatie in deze cookies.","pc_trgt_text_1":"Targeting- en advertentie cookies","pc_trgt_text_2":"Deze cookies worden gebruikt om advertenties weer te geven die u waarschijnlijk interesseren op basis van uw surfgedrag.","pc_trgt_text_3":"Deze cookies, zoals aangeboden op basis van de inhoud van onze site en/of reclame aanbieders, kunnen informatie die ze van onze website hebben verzameld combineren met andere informatie die ze onafhankelijk hebben verzameld met betrekking tot de activiteiten van uw webbrowser via hun netwerk van websites.","pc_trgt_text_4":"Als u ervoor kiest deze targeting- of advertentiecookies te verwijderen of uit te schakelen, ziet u nog steeds advertenties, maar deze zijn mogelijk niet relevant voor u.","pc_yprivacy_text_1":"Uw privacy is belangrijk voor ons","pc_yprivacy_text_2":"Cookies zijn kleine tekstbestanden die bij het bezoeken van een website op uw computer worden opgeslagen. We gebruiken cookies voor verschillende doeleinden en om uw online ervaring op onze website te verbeteren (bijvoorbeeld om de inloggegevens voor uw account te onthouden).","pc_yprivacy_text_3":"U kunt uw voorkeuren wijzigen en bepaalde soorten cookies weigeren die op uw computer worden opgeslagen tijdens het browsen op onze website. U kunt ook alle cookies verwijderen die al op uw computer zijn opgeslagen, maar houd er rekening mee dat het verwijderen van cookies ertoe kan leiden dat u delen van onze website niet kunt gebruiken.","pc_yprivacy_title":"Jouw privacy","privacy_policy":"Privacybeleid"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Ativo","always_active":"Sempre ativo","impressum":"Impressum","inactive":"Inativo","nb_agree":"Concordo","nb_changep":"Alterar as minhas preferências","nb_ok":"OK","nb_reject":"Eu recuso","nb_text":"Utilizamos cookies e outras tecnologias de medição para melhorar a sua experiência de navegação no nosso site, de forma a mostrar conteúdo personalizado, anúncios direcionados, analisar o tráfego do site e entender de onde vêm os visitantes.","nb_title":"O nosso site usa cookies","pc_fnct_text_1":"Cookies de funcionalidade","pc_fnct_text_2":"Estes cookies são usados ​​para fornecer uma experiência mais personalizada no nosso site e para lembrar as escolhas que faz ao usar o nosso site.","pc_fnct_text_3":"Por exemplo, podemos usar cookies de funcionalidade para se lembrar das suas preferências de idioma e/ ou os seus detalhes de login.","pc_minfo_text_1":"Mais Informações","pc_minfo_text_2":"Para qualquer dúvida sobre a nossa política de cookies e as suas opções, entre em contato connosco.","pc_minfo_text_3":"Para obter mais detalhes, por favor consulte a nossa Política de Privacidade.","pc_save":"Guardar as minhas preferências","pc_sncssr_text_1":"Cookies estritamente necessários","pc_sncssr_text_2":"Estes cookies são essenciais para fornecer serviços disponíveis no nosso site e permitir que possa usar determinados recursos no nosso site.","pc_sncssr_text_3":"Sem estes cookies, não podemos fornecer certos serviços no nosso site.","pc_title":"Centro de preferências de cookies","pc_trck_text_1":"Cookies de medição e desempenho","pc_trck_text_2":"Estes cookies são usados ​​para coletar informações para analisar o tráfego no nosso site e entender como é que os visitantes estão a usar o nosso site.","pc_trck_text_3":"Por exemplo, estes cookies podem medir fatores como o tempo despendido no site ou as páginas visitadas, isto vai permitir entender como podemos melhorar o nosso site para os utilizadores.","pc_trck_text_4":"As informações coletadas por meio destes cookies de medição e desempenho não identificam nenhum visitante individual.","pc_trgt_text_1":"Cookies de segmentação e publicidade","pc_trgt_text_2":"Estes cookies são usados ​​para mostrar publicidade que provavelmente lhe pode interessar com base nos seus hábitos e comportamentos de navegação.","pc_trgt_text_3":"Estes cookies, servidos pelo nosso conteúdo e/ ou fornecedores de publicidade, podem combinar as informações coletadas no nosso site com outras informações coletadas independentemente relacionadas com as atividades na rede de sites do seu navegador.","pc_trgt_text_4":"Se optar por remover ou desativar estes cookies de segmentação ou publicidade, ainda verá anúncios, mas estes poderão não ser relevantes para si.","pc_yprivacy_text_1":"A sua privacidade é importante para nós","pc_yprivacy_text_2":"Cookies são pequenos arquivos de texto que são armazenados no seu computador quando visita um site. Utilizamos cookies para diversos fins e para aprimorar sua experiência no nosso site (por exemplo, para se lembrar dos detalhes de login da sua conta).","pc_yprivacy_text_3":"Pode alterar as suas preferências e recusar o armazenamento de certos tipos de cookies no seu computador enquanto navega no nosso site. Pode também remover todos os cookies já armazenados no seu computador, mas lembre-se de que a exclusão de cookies pode impedir o uso de determinadas áreas no nosso site.","pc_yprivacy_title":"A sua privacidade","privacy_policy":"Política de Privacidade"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Päällä","always_active":"Aina päällä","impressum":"Impressum","inactive":"Pois päältä","nb_agree":"Hyväksyn","nb_changep":"Muuta asetuksiani","nb_ok":"OK","nb_reject":"Kieltäydyn","nb_text":"Käytämme evästeitä ja muita seurantateknologioita parantaaksemme käyttäjäkokemusta verkkosivustollamme, näyttääksemme sinulle personoituja sisältöjä ja mainoksia, analysoidaksemme verkkoliikennettä sekä lisätäksemme ymmärrystämme käyttäjiemme sijainnista.","nb_title":"Käytämme evästeitä","pc_fnct_text_1":"Toiminnallisuusevästeet","pc_fnct_text_2":"Näitä evästeitä käytetään personoidumman käyttäjäkokemuksen luomiseksi sekä valintojesi tallentamiseksi sivustollamme.","pc_fnct_text_3":"Esim. voimme käyttää toiminnallisuusevästeitä muistaaksemme kielivalintasi sekä kirjautumistietosi.","pc_minfo_text_1":"Lisätietoa","pc_minfo_text_2":"Evästeisiin liittyvissä kysymyksissä ole hyvä ja ota meihin yhteyttä.","pc_minfo_text_3":"Lue lisää Tietosuojakäytäntö.","pc_save":"Tallenna asetukseni","pc_sncssr_text_1":"Tärkeät evästeet","pc_sncssr_text_2":"Nämä evästeet mahdollistavat verkkosivustomme palveluiden sekä tiettyjen ominaisuuksien käyttämisen.","pc_sncssr_text_3":"Ilman näitä evästeitä emme voi tarjota sinulle tiettyjä palveluita sivustollamme.","pc_title":"Evästeasetukset","pc_trck_text_1":"Seuranta- ja tehokkuusevästeet","pc_trck_text_2":"Näiden evästeiden avulla kerätään tietoa sivustomme liikenteestä sekä käyttötavoista.","pc_trck_text_3":"Esim. nämä evästeet voivat seurata sitä, paljonko aikaa vietät sivustollamme, mikä auttaa meitä parantamaan sivustomme käyttökokemusta jatkossa.","pc_trck_text_4":"Näiden evästeiden avulla kerätty tietoa ei voida yhdistää yksittäiseen käyttäjään.","pc_trgt_text_1":"Kohdennus- ja mainosevästeet","pc_trgt_text_2":"Näitä evästeitä käytetään näyttämään mainoksia, jotka selauskäytöksesi perusteella todennäköisesti kiinnostavat sinua.","pc_trgt_text_3":"Nämä sisältö- ja/tai mainoskumppanimme tarjoamat evästeet voivat yhdistää sivustoltamme kerättyä tietoa muilta heidän verkostoonsa kuuluvilta sivustoilta kerättyihin tietoihin.","pc_trgt_text_4":"Jos päätät poistaa tai kytkeä pois päältä nämä kohdennus- ja mainosevästeet, näet yhä mainoksia, mutta ne eivät välttämättä ole sinulle oleellisia.","pc_yprivacy_text_1":"Yksityisyytesi on meille tärkeää","pc_yprivacy_text_2":"Evästeet ovat pieniä tekstitiedostoja, jotka tallennetaan laitteeseesi verkkosivulla vieraillessasi. Käytämme evästeitä useaan tarkoitukseen ja parantaaksesi käyttökokemustasi verkkosivustollamme (esim. muistaaksemme kirjautumistietosi).","pc_yprivacy_text_3":"Voit muuttaa asetuksiasi ja kieltää sivustoltamme tiettyjen evästetyyppien tallentamisen laitteellesi. Voit myös poistaa minkä tahansa jo tallennetun evästeen laitteeltasi, mutta huomaathan, että evästeiden poistaminen saattaa estää sinua käyttämästä osaa sivustomme sisällöstä.","pc_yprivacy_title":"Yksityisyytesi","privacy_policy":"Tietosuojakäytäntö"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktív","always_active":"Mindig aktív","impressum":"Impressum","inactive":"Inaktív","nb_agree":"Elfogadom","nb_changep":"Beállítások megváltoztatása","nb_ok":"OK","nb_reject":"Elutasítom","nb_text":"Az oldal sütiket és egyéb nyomkövető technológiákat alkalmaz, hogy javítsa a böngészési élményét, azzal hogy személyre szabott tartalmakat és célzott hirdetéseket jelenít meg, és elemzi a weboldalunk forgalmát, hogy megtudjuk honnan érkeztek a látogatóink.","nb_title":"Az oldal sütiket használ","pc_fnct_text_1":"Funkcionális sütik","pc_fnct_text_2":"Ezeket a sütiket arra használjuk, hogy személyre szabottabb élményt nyújtsunk weboldalunkon, és hogy az oldal rögzítse a webhelyünk használata során tett döntéseket.","pc_fnct_text_3":"Például arra használhatunk funkcionális sütiket, hogy emlékezzünk a nyelvi beállításokra, vagy a bejelentkezési adataira.","pc_minfo_text_1":"Egyéb információk","pc_minfo_text_2":"A sütikre vonatkozó irányelveinkkel és az Ön választásával kapcsolatosan felmerülő bármilyen kérdésével keressen meg bennünket.","pc_minfo_text_3":"Ha többet szeretne megtudni, kérjük, keresse fel a Adatvédelmi irányelvek.","pc_save":"Beállítások mentése","pc_sncssr_text_1":"Feltétlenül szükséges sütik","pc_sncssr_text_2":"Ezek a sütik elengedhetetlenek a weboldalunkon elérhető szolgáltatások nyújtásához, valamint weboldalunk bizonyos funkcióinak használatához.","pc_sncssr_text_3":"A feltétlenül szükséges sütik használata nélkül weboldalunkon nem tudunk bizonyos szolgáltatásokat nyújtani Önnek.","pc_title":"Sütikre beállítási központ","pc_trck_text_1":"Követési és teljesítménnyel kapcsolatos sütik","pc_trck_text_2":"Ezeket a sütiket arra használjuk, hogy információkat gyűjtsünk weboldalunk forgalmáról és látogatóiról, webhelyünk használatának elemzéséhez.","pc_trck_text_3":"Például ezek a sütik nyomon követhetik a webhelyen töltött időt vagy a meglátogatott oldalakat, amely segít megérteni, hogyan javíthatjuk webhelyünket az Ön nagyobb megelégedettségére.","pc_trck_text_4":"Ezekkel a nyomkövető és teljesítménnyel kapcsolatos sütikkel összegyűjtött információk egyetlen személyt sem azonosítanak.","pc_trgt_text_1":"Célirányos és hirdetési sütik","pc_trgt_text_2":"Ezeket a sütiket olyan hirdetések megjelenítésére használjuk, amelyek valószínűleg érdekli Önt a böngészési szokásai alapján.","pc_trgt_text_3":"Ezek a sütik, amelyeket a tartalom és / vagy a reklámszolgáltatók szolgáltatnak, egyesíthetik a weboldalunktól gyűjtött információkat más információkkal, amelyeket önállóan összegyűjtöttek az Ön böngészőjének tevékenységeivel kapcsolatban a webhely-hálózaton keresztül.","pc_trgt_text_4":"Ha Ön úgy dönt, hogy eltávolítja vagy letiltja ezeket a célirányos vagy hirdetési sütiket, akkor is látni fogja a hirdetéseket, de lehet, hogy nem lesznek relevánsak az Ön számára.","pc_yprivacy_text_1":"Az ön adatainak védelem fontos számunkra","pc_yprivacy_text_2":"A sütik egészen kicsi szöveges fájlok, amelyeket a számítógépén tárolnak, amikor meglátogat egy weboldalt. Sütiket használunk különféle célokra, és weboldalunkon az online élmény fokozása érdekében (például a fiókjának bejelentkezési adatainak megjegyzésére).","pc_yprivacy_text_3":"Webhelyünk böngészése közben megváltoztathatja a beállításait, és elutasíthatja a számítógépén tárolni kívánt bizonyos típusú sütik használatát. A számítógépen már tárolt sütiket eltávolíthatja, de ne feledje, hogy a sütik törlése megakadályozhatja weboldalunk egyes részeinek használatát.","pc_yprivacy_title":"Az ön adatai védelme","privacy_policy":"Adatvédelmi irányelvek"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktivno","always_active":"Uvijek aktivno","impressum":"Impressum","inactive":"Neaktivno","nb_agree":"Slažem se","nb_changep":"Promjeni moje postavke","nb_ok":"OK","nb_reject":"Odbijam","nb_text":"Koristimo kolačiće i druge tehnologije praćenja da bismo poboljšali vaše korisničko iskustvo na našoj web stranici, kako bismo vam prikazali personalizirani sadržaj i ciljane oglase, analizirali promet na našoj web stranici i razumjeli odakle dolaze naši posjetitelji.","nb_title":"Mi koristimo kolačiće","pc_fnct_text_1":"Kolačići funkcionalnosti","pc_fnct_text_2":"Ovi se kolačići koriste kako bi vam pružili personalizirano korisničko iskustvo na našoj web stranici i za pamćenje izbora koje napravite kada koristite našu web stranicu.","pc_fnct_text_3":"Na primjer, možemo koristiti kolačiće funkcionalnosti da bismo zapamtili vaše jezične postavke ili upamtili vaše podatke za prijavu.","pc_minfo_text_1":"Više informacija","pc_minfo_text_2":"Za sve upite vezane uz naša pravila o kolačićima i vašim izborima, molimo da nas kontaktirate.","pc_minfo_text_3":"Da bi saznali više, posjetite naša Pravila o privatnosti.","pc_save":"Spremi moje postavke","pc_sncssr_text_1":"Strogo potrebni kolačići","pc_sncssr_text_2":"Ovi su kolačići neophodni za pružanje usluga dostupnih putem naše web stranice i omogućavanje korištenja određenih značajki naše web stranice.","pc_sncssr_text_3":"Bez ovih kolačića ne možemo vam pružiti određene usluge na našoj web stranici.","pc_title":"Centar za postavke kolačića","pc_trck_text_1":"Kolačići za praćenje i performanse","pc_trck_text_2":"Ovi se kolačići koriste za prikupljanje podataka za analizu prometa na našoj web stranici i za informaciju kako posjetitelji koriste našu web stranicu.","pc_trck_text_3":"Na primjer, ti kolačići mogu pratiti stvari poput dugovanja na web stranici ili stranicama koje posjetite što nam pomaže da shvatimo kako možemo poboljšati vaše korisničko iskustvo na našoj web stranici.","pc_trck_text_4":"Informacije prikupljene ovim praćenjem i kolačići izvedbe ne identificiraju nijednog pojedinačnog posjetitelja.","pc_trgt_text_1":"Kolačići za ciljano oglašavanje","pc_trgt_text_2":"Ovi se kolačići koriste za prikazivanje oglasa koji bi vas mogli zanimati na temelju vaših navika pregledavanja web stranica.","pc_trgt_text_3":"Ovi kolačići, posluženi od naših pružatelja sadržaja i / ili oglašavanja, mogu kombinirati podatke koje su prikupili s naše web stranice s drugim podacima koje su neovisno prikupili, a odnose se na aktivnosti vašeg web preglednika kroz njihovu mrežu web stranica.","pc_trgt_text_4":"Ako odlučite ukloniti ili onemogućiti ove kolačiće za ciljano oglašavanje, i dalje ćete vidjeti oglase, ali oni možda nisu relevantni za vas.","pc_yprivacy_text_1":"Vaša privatnost nam je važna","pc_yprivacy_text_2":"Kolačići su vrlo male tekstualne datoteke koje se pohranjuju na vašem računalu kada posjetite web stranicu. Mi koristimo kolačiće za različite svrhe i za poboljšanje vašeg mrežnog iskustva na našoj web stranici (na primjer, za pamćenje podataka za prijavu na vaš korisnički račun).","pc_yprivacy_text_3":"Možete promijeniti svoje postavke i odbiti određene vrste kolačića koji će se pohraniti na vašem računalu tijekom pregledavanja naše web stranice. Također možete ukloniti sve kolačiće koji su već pohranjeni na vašem računalu, ali imajte na umu da vas brisanje kolačića može spriječiti da koristite dijelove naše web stranice.","pc_yprivacy_title":"Vaša privatnost","privacy_policy":"Pravila o privatnosti"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktivní","always_active":"Vždy aktivní","impressum":"Impressum","inactive":"Neaktivní","nb_agree":"Souhlasím","nb_changep":"Upravit mé předvolby","nb_ok":"OK","nb_reject":"Odmítám","nb_text":"Tyto webové stránky používají soubory cookies a další sledovací nástroje s cílem vylepšení uživatelského prostředí, zobrazení přizpůsobeného obsahu a reklam, analýzy návštěvnosti webových stránek a zjištění zdroje návštěvnosti.","nb_title":"Používáme soubory cookies","pc_fnct_text_1":"Cookies pro funkcionality","pc_fnct_text_2":"Tyto soubory cookie se používají k tomu, aby vám na našich webových stránkách poskytovaly personalizovaný uživatelský zážitek a aby si pamatovaly vaše volby, které jste použili při používání našich webových stránek.","pc_fnct_text_3":"Můžeme například používat soubory cookie k zapamatování vašeho jazyka nebo k zapamatování vašich přihlašovacích údajů.","pc_minfo_text_1":"Další informace","pc_minfo_text_2":"V případě jakýchkoliv dotazů ohledně našich zásad týkajících se souborů cookie a vašich možností nás prosím kontaktujte.","pc_minfo_text_3":"Pro více informací navštivte naši stránku Zásady ochrany osobních údajů.","pc_save":"Uložit mé předvolby","pc_sncssr_text_1":"Bezpodmínečně nutné soubory cookies","pc_sncssr_text_2":"Tyto soubory cookies jsou nezbytné k tomu, abychom vám mohli poskytovat služby dostupné prostřednictvím našeho webu a abychom vám umožnili používat určité funkce našeho webu.","pc_sncssr_text_3":"Bez těchto cookies vám nemůžeme na naší webové stránce poskytovat určité služby.","pc_title":"Centrum předvoleb souborů Cookies","pc_trck_text_1":"Sledovací a výkonnostní soubory cookies","pc_trck_text_2":"Tyto soubory cookies se používají ke shromažďování informací pro analýzu provozu na našich webových stránkách a sledování používání našich webových stránek uživateli.","pc_trck_text_3":"Tyto soubory cookies mohou například sledovat věci jako je doba kterou na webu trávíte, nebo stránky, které navštěvujete, což nám pomáhá pochopit, jak pro vás můžeme vylepšit náš web.","pc_trck_text_4":"Informace shromážděné prostřednictvím těchto sledovacích a výkonnostních cookies neidentifikují žádné osoby.","pc_trgt_text_1":"Cookies pro cílení a reklamu","pc_trgt_text_2":"Tyto soubory cookie se používají k zobrazování reklamy, která vás pravděpodobně bude zajímat na základě vašich zvyků při procházení.","pc_trgt_text_3":"Tyto soubory cookie, jsou požadovány námi/nebo poskytovateli reklam, mohou kombinovat informace shromážděné z našich webových stránek s dalšími informacemi, které nezávisle shromáždily z jiných webových stránek, týkající se činností vašeho internetového prohlížeče v rámci jejich reklamní sítě webových stránek.","pc_trgt_text_4":"Pokud se rozhodnete tyto soubory cookies pro cílení nebo reklamu odstranit nebo deaktivovat, budou se vám reklamy stále zobrazovat, ale nemusí pro vás být nadále personalizované a relevantní.","pc_yprivacy_text_1":"Vaše soukromí je pro nás důležité","pc_yprivacy_text_2":"Soubory cookies jsou velmi malé textové soubory, které se ukládají do vašeho zařízení při navštěvování webových stránek. Soubory Cookies používáme pro různé účely a pro vylepšení vašeho online zážitku na webové stránce (například pro zapamatování přihlašovacích údajů k vašemu účtu).","pc_yprivacy_text_3":"Při procházení našich webových stránek můžete změnit své předvolby a odmítnout určité typy cookies, které se mají ukládat do vašeho počítače. Můžete také odstranit všechny soubory cookie, které jsou již uloženy ve vašem počítači, ale mějte na paměti, že odstranění souborů cookie vám může zabránit v používání částí našeho webu.","pc_yprivacy_title":"Vaše soukromí","privacy_policy":"Zásady ochrany osobních údajů"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktiv","always_active":"Altid aktiv","impressum":"Impressum","inactive":"Inaktiv","nb_agree":"Jeg accepterer","nb_changep":"Skift indstillinger","nb_ok":"OK","nb_reject":"Jeg nægter","nb_text":"Vi bruger cookies og andre tracking teknologier for at forbedre din oplevelse på vores website, til at vise personaliseret indhold, målrettede annoncer og til at forstå hvor vores besøgende kommer fra.","nb_title":"Vi bruger cookies","pc_fnct_text_1":"Funktions cookies","pc_fnct_text_2":"Disse cookies anvendes for at kunne give dig en personaliseret oplevelse af vores hjemmeside, og for at kunne huske valg du har truffet.","pc_fnct_text_3":"Eksempelvis kan vi bruge funktions cookies til at huske sprog-indstillinger eller dine login informationer.","pc_minfo_text_1":"Mere information","pc_minfo_text_2":"Har du spørgsmål vedr. vores cookiepolitik og dine valgmuligheder, så kontakt os venligst.","pc_minfo_text_3":"For at finde ud af mere, så læs venligst vores Fortrolighedspolitik.","pc_save":"Gem mine indstillinger","pc_sncssr_text_1":"Nødvendige cookies","pc_sncssr_text_2":"Disse Cookies er essentielle for at du kan bruge vores hjemmeside.","pc_sncssr_text_3":"Uden disse cookies kan vi ikke garantere vores hjemmeside virker ordentligt.","pc_title":"Cookie indstillinger","pc_trck_text_1":"Tracking og performance cookies","pc_trck_text_2":"Disse cookies anvendes til at analysere besøg på vores hjemmeside, og hvordan du bruger vores hjemmeside.","pc_trck_text_3":"Eksempelvis kan vi tracke hvor lang tid du bruger hjemmesiden, eller hvilke sider du kigger på. Det hjælper os til at forstå hvordan vi kan forbedre hjemmesiden.","pc_trck_text_4":"Informationerne kan ikke identificere dig som individ og er derfor anonyme.","pc_trgt_text_1":"Målretning og annoncecookies","pc_trgt_text_2":"Disse cookies anvendes for at kunne vise annoncer, som sandsynligvis er interessante for dig, baseret på dine browser profil.","pc_trgt_text_3":"Disse cookies, som sættes af vores indhold og/eller annoncepartnere, kan kombinere information fra flere hjemmesider i hele det netværk som partnerne styrer.","pc_trgt_text_4":"Hvis du deaktiverer denne indstilling vil du fortsat se reklamer, men de vil ikke længere være målrettet til dig.","pc_yprivacy_text_1":"Dit privatliv er vigtigt for os","pc_yprivacy_text_2":"Cookies er en lille tekstfil, som gemmes på din computer, når du besøger et website. Vi bruger cookies til en række formål, og for at forbedre din oplevelse på vores website (eksempelvis for at huske dine login oplysninger).","pc_yprivacy_text_3":"Du kan ændre dine indstillinger og afvise forskellige typer cookies, som gemmes på din computer, når du besøger vores website. Du kan også fjerne cookies som allerede er gemt på din computer, men bemærk venligst at sletning af cookies kan betyde der er dele af hjemmesiden som ikke virker.","pc_yprivacy_title":"Dit privatliv","privacy_policy":"Fortrolighedspolitik"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Active","always_active":"Întotdeauna active","impressum":"Impressum","inactive":"Inactive","nb_agree":"Sunt de acord","nb_changep":"Vreau să schimb setările","nb_ok":"OK","nb_reject":"Refuz","nb_text":"Folosim cookie-uri și alte tehnologii de urmărire pentru a îmbunătăți experiența ta de navigare pe website-ul nostru, pentru afișa conținut și reclame personalizate, pentru a analiza traficul de pe website-ul nostru și pentru a înțelege de unde vin vizitatorii noștri.","nb_title":"Folosim cookie-uri","pc_fnct_text_1":"Cookie-uri funcționale","pc_fnct_text_2":"Aceste cookie-uri sunt folosite pentru a-ți asigura o experiență personalizată pe website-ul nostru și pentru salvarea alegerilor pe care le faci când folosești website-ul nostru.","pc_fnct_text_3":"De exemplu, putem folosi cookie-uri funcționale pentru a salva preferințele tale legate de limba website-ului nostru sau datele de logare.","pc_minfo_text_1":"Mai multe informații","pc_minfo_text_2":"Pentru mai multe informații cu privire la politica noastră de cookie-uri și preferințele tale, te rugăm să ne contactezi.","pc_minfo_text_3":"Pentru a afla mai multe, te rugăm să citești Politica noastră de confidențialitate.","pc_save":"Salvează","pc_sncssr_text_1":"Cookie-uri strict necesare","pc_sncssr_text_2":"Aceste cookie-uri sunt esențiale pentru a putea beneficia de serviciile disponibile pe website-ul nostru.","pc_sncssr_text_3":"Fără aceste cookie-uri nu poți folosi anumite funcționalități ale website-ului nostru.","pc_title":"Preferințe pentru Cookie-uri","pc_trck_text_1":"Cookie-uri de analiză și performanță","pc_trck_text_2":"Acest tip de cookie-uri sunt folosite pentru a colecta informații în vederea analizării traficului pe website-ul nostru și modul în care vizitatorii noștri folosesc website-ul.","pc_trck_text_3":"De exemplu, aceste cookie-uri pot urmări cât timp petreci pe website sau paginile pe care le vizitezi, ceea ce ne ajută să înțelegem cum putem îmbunătăți website-ul pentru tine.","pc_trck_text_4":"Informațiile astfel colectate nu identifică individual vizitatorii.","pc_trgt_text_1":"Cookie-uri pentru marketing și publicitate","pc_trgt_text_2":"Aceste cookie-uri sunt folosite pentru a-ți afișa reclame cât mai pe interesul tău, în funcție de obiceiurile tale de navigare.","pc_trgt_text_3":"Aceste cookie-uri, așa cum sunt afișate de furnizori noștri de conținut și/sau publicitate, pot combina informații de pe website-ul nostru cu alte informații pe care furnizori noștri le-au colectat în mod independent cu privire la activitatea ta în rețeaua lor de website-uri.","pc_trgt_text_4":"Dacă alegi să ștergi sau să dezactivezi aceste cookie-uri tot vei vedea reclame, dar se poate ca aceste reclame să nu fie relevante pentru tine.","pc_yprivacy_text_1":"Confidențialitatea ta este importantă pentru noi","pc_yprivacy_text_2":"Cookie-urile sunt fișiere text foarte mici ce sunt salvate în browser-ul tău atunci când vizitezi un website. Folosim cookie-uri pentru mai multe scopuri, dar și pentru a îți oferi cea mai bună experiență de utilizare posibilă (de exemplu, să reținem datele tale de logare în cont).","pc_yprivacy_text_3":"Îți poți modifica preferințele și poți refuza ca anumite tipuri de cookie-uri să nu fie salvate în browser în timp ce navigezi pe website-ul nostru. Deasemenea poți șterge cookie-urile salvate deja în browser, dar reține că este posibil să nu poți folosi anumite părți ale website-ul nostru în acest caz.","pc_yprivacy_title":"Confidențialitatea ta","privacy_policy":"Politica noastră de confidențialitate"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktívne","always_active":"Vždy aktívne","impressum":"Impressum","inactive":"Neaktívne","nb_agree":"Súhlasím","nb_changep":"Zmeniť moje nastavenia","nb_ok":"OK","nb_reject":"Odmietam","nb_text":"Súbory cookie a ďalšie technológie sledovania používame na zlepšenie vášho zážitku z prehliadania našich webových stránok, na to, aby sme vám zobrazovali prispôsobený obsah a cielené reklamy, na analýzu návštevnosti našich webových stránok a na pochopenie toho, odkiaľ naši návštevníci prichádzajú.","nb_title":"Používame cookies","pc_fnct_text_1":"Funkčné cookies","pc_fnct_text_2":"Tieto súbory cookie sa používajú na to, aby vám poskytli osobnejšie prostredie na našej webovej stránke, a na zapamätanie si rozhodnutí, ktoré urobíte pri používaní našej webovej stránky.","pc_fnct_text_3":"Napríklad môžeme použiť funkčné cookies na zapamätanie vašich jazykových preferencií alebo na zapamätanie vašich prihlasovacích údajov.","pc_minfo_text_1":"Viac informácií","pc_minfo_text_2":"Ak máte akékoľvek otázky týkajúce sa našich zásad týkajúcich sa súborov cookie a vašich možností, kontaktujte nás.","pc_minfo_text_3":"Ak sa chcete dozvedieť viac, navštívte Zásady ochrany osobných údajov.","pc_save":"Ulož moje predvoľby","pc_sncssr_text_1":"Nevyhnutne potrebné cookies","pc_sncssr_text_2":"Tieto súbory cookie sú nevyhnutné na to, aby sme vám mohli poskytovať služby dostupné prostredníctvom našej webovej stránky a aby ste mohli používať určité funkcie našej webovej stránky.","pc_sncssr_text_3":"Bez týchto súborov cookie vám nemôžeme poskytnúť určité služby na našom webe.","pc_title":"Centrum predvolieb cookies","pc_trck_text_1":"Sledovacie a výkonnostné cookies","pc_trck_text_2":"Tieto súbory cookie sa používajú na zhromažďovanie informácií na analýzu prenosu na našom webe a toho, ako návštevníci používajú náš web.","pc_trck_text_3":"Tieto súbory cookie môžu napríklad sledovať napríklad to, koľko času strávite na webových stránkach alebo navštívených stránkach, čo nám pomáha pochopiť, ako môžeme pre vás vylepšiť naše webové stránky.","pc_trck_text_4":"Informácie zhromaždené prostredníctvom týchto súborov cookie na sledovanie a výkonnosť neidentifikujú žiadneho jednotlivého návštevníka.","pc_trgt_text_1":"Zacielenie a reklamné cookies","pc_trgt_text_2":"Tieto súbory cookie sa používajú na zobrazovanie reklám, ktoré by vás mohli pravdepodobne zaujímať na základe vašich zvykov pri prehliadaní.","pc_trgt_text_3":"Tieto súbory cookie, ktoré slúžia pre náš obsah a/alebo poskytovateľov reklám, môžu kombinovať informácie zhromaždené z našej webovej stránky s ďalšími informáciami, ktoré nezávisle zhromaždili, týkajúce sa aktivít vášho webového prehliadača v rámci ich siete webových stránok.","pc_trgt_text_4":"Ak sa rozhodnete odstrániť alebo zakázať tieto súbory cookie pre zacielenie alebo reklamu, stále sa vám budú zobrazovať reklamy, ktoré však pre vás nemusia byť relevantné.","pc_yprivacy_text_1":"Vaše súkromie je pre nás dôležité","pc_yprivacy_text_2":"Súbory cookie sú veľmi malé textové súbory, ktoré sa ukladajú do vášho počítača pri návšteve webovej stránky. Súbory cookie používame na rôzne účely a na zlepšenie vášho online zážitku z našej webovej stránky (napríklad na zapamätanie prihlasovacích údajov vášho účtu).","pc_yprivacy_text_3":"Môžete zmeniť svoje predvoľby a odmietnuť určité typy súborov cookie, ktoré sa majú ukladať vo vašom počítači pri prehliadaní našich webových stránok. Môžete tiež odstrániť všetky súbory cookie, ktoré sú už uložené vo vašom počítači, ale nezabudnite, že vymazanie súborov cookie vám môže zabrániť v používaní častí našej webovej stránky.","pc_yprivacy_title":"Vaše súkromie","privacy_policy":"Zásady ochrany osobných údajov"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktivni","always_active":"Vedno aktivni","impressum":"Impressum","inactive":"Neaktivni","nb_agree":"Se strinjam","nb_changep":"Spremeni moje nastavitve","nb_ok":"V redu","nb_reject":"Zavračam","nb_text":"Piškotke in druge sledilne tehnologije uporabljamo za izboljšanje vaše uporabniške izkušnje med brskanjem po naši spletni strani, za prikazovanje personaliziranih vsebin oz. targetiranih oglasov, za analizo obiskov naše spletne strani in za vpogled v to, iz kje prihajajo naši gostje.","nb_title":"Uporabljamo piškotke","pc_fnct_text_1":"Funkcionalni piškotki (ang. functionality cookies)","pc_fnct_text_2":"Ti piškotki se uporabljajo za zagotavljanje bolj personalizirane izkušnje na naši spletni strani in za shranjevanje vaših odločitev ob uporabi naše spletne strani.","pc_fnct_text_3":"Funkcionalne piškotke lahko, na primer, uporabljamo za to, da si zapomnimo vaše jezikovne nastavitve oz. podatke za vpis v vaš račun.","pc_minfo_text_1":"Več informacij","pc_minfo_text_2":"Če imate kakršnakoli vprašanja v zvezi z našim pravilnikom o piškotkih in vaših izbirah, nas prosim kontaktirajte.","pc_minfo_text_3":"Za več informacij si prosim oglejte naš Politika zasebnosti.","pc_save":"Shrani moje nastavitve","pc_sncssr_text_1":"Nujno potrebni piškotki (ang. strictly necessary cookies)","pc_sncssr_text_2":"Ti piškotki so ključnega pomena pri zagotavljanju storitev, ki so na voljo na naši spletni strani, in pri omogočanju določenih funkcionalnosti naše spletne strani.","pc_sncssr_text_3":"Brez teh piškotkov vam ne moremo zagotoviti določenih storitev na naši spletni strani.","pc_title":"Nastavitve piškotkov","pc_trck_text_1":"Sledilni in izvedbeni piškotki (ang. tracking and performance cookies)","pc_trck_text_2":"Ti piškotki se uporabljajo za zbiranje podatkov za analizo obiskov naše spletne strani in vpogled v to, kako gostje uporabljajo našo spletno stran.","pc_trck_text_3":"Ti piškotki lahko, na primer, spremljajo stvari kot so to, koliko časa preživite na naši spletni strani oz. katere strani obiščete, kar nam pomaga pri razumevanju, kako lahko za vas izboljšamo spletno stran.","pc_trck_text_4":"Podatki, ki jih zbirajo ti piškotki, ne identificirajo nobenega posameznega uporabnika.","pc_trgt_text_1":"Ciljni in oglaševalski piškotki (ang. targeting and advertising cookies)","pc_trgt_text_2":"Ti piškotki se uporabljajo za prikazovanje spletnih oglasov, ki vas bodo na podlagi vaših navad pri brskanju verjetno zanimali.","pc_trgt_text_3":"Ti piškotki, ki jih uporabljajo naši oglaševalski ponudniki oz. ponudniki vsebine, lahko združujejo podatke, ki so jih zbrali na naši spletni strani, z drugimi podatki, ki so jih zbrali neodvisno v povezavi z dejavnostmi vašega spletnega brskalnika na njihovi mreži spletnih mest.","pc_trgt_text_4":"Če se odločite izbrisati oz. onemogočiti te ciljne in oglaševalske piškotke, boste še vedno videvali oglase, vendar ti morda ne bodo relevantni za vas.","pc_yprivacy_text_1":"Cenimo vašo zasebnost","pc_yprivacy_text_2":"Piškotki so majhne besedilne datoteke, ki se shranijo na vašo napravo ob obisku spletne strani. Piškotke uporabljamo v več namenov, predvsem pa za izboljšanje vaše spletne izkušnje na naši strani (na primer za shranjevanje podatkov ob vpisu v vaš račun).","pc_yprivacy_text_3":"Vaše nastavitve lahko spremenite in onemogočite določenim vrstam piškotkov, da bi se shranili na vašo napravo med brskanjem po naši spletni strani. Poleg tega lahko odstranite katerekoli piškotke, ki so že shranjeni v vaši napravi, a upoštevajte, da vam bo po izbrisu piškotkov morda onemogočeno uporabljati dele naše spletne strani.","pc_yprivacy_title":"Vaša zasebnost","privacy_policy":"Politika zasebnosti"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktywne","always_active":"Zawsze aktywne","impressum":"Impressum","inactive":"Nieaktywne","nb_agree":"Zgoda","nb_changep":"Zmiana ustawień","nb_ok":"OK","nb_reject":"Odmawiam","nb_text":"Używamy plików cookie i innych technologii śledzenia, aby poprawić jakość przeglądania naszej witryny, wyświetlać spersonalizowane treści i reklamy, analizować ruch w naszej witrynie i wiedzieć, skąd pochodzą nasi użytkownicy.","nb_title":"Używamy plików cookie","pc_fnct_text_1":"Funkcjonalne","pc_fnct_text_2":"Te pliki cookie służą do bardziej spersonalizowanego korzystania z naszej strony internetowej i do zapamiętywania wyborów dokonywanych podczas korzystania z naszej strony internetowej.","pc_fnct_text_3":"Na przykład możemy używać funkcjonalnych plików cookie do zapamiętywania preferencji językowych lub zapamiętywania danych logowania.","pc_minfo_text_1":"Więcej informacji","pc_minfo_text_2":"W przypadku jakichkolwiek pytań dotyczących naszej polityki dotyczącej plików cookie i Twoich wyborów, skontaktuj się z nami.","pc_minfo_text_3":"Aby dowiedzieć się więcej, odwiedź naszą Polityka prywatności.","pc_save":"Zapisz ustawienia","pc_sncssr_text_1":"Niezbędne","pc_sncssr_text_2":"Te pliki cookie są niezbędne do świadczenia usług dostępnych za pośrednictwem naszej strony internetowej i umożliwienia korzystania z niektórych funkcji naszej strony internetowej.","pc_sncssr_text_3":"Bez tych plików cookie nie możemy zapewnić usług na naszej stronie internetowej.","pc_title":"Centrum ustawień cookie","pc_trck_text_1":"Śledzenie i wydajność","pc_trck_text_2":"Te pliki cookie służą do zbierania informacji w celu analizy ruchu na naszej stronie internetowej i sposobu, w jaki użytkownicy korzystają z naszej strony internetowej.","pc_trck_text_3":"Na przykład te pliki cookie mogą śledzić takie rzeczy, jak czas spędzony na stronie lub odwiedzane strony, co pomaga nam zrozumieć, w jaki sposób możemy ulepszyć naszą witrynę internetową.","pc_trck_text_4":"Informacje zebrane przez te pliki nie identyfikują żadnego konkretnego użytkownika.","pc_trgt_text_1":"Targeting i reklama","pc_trgt_text_2":"Te pliki cookie służą do wyświetlania reklam, które mogą Cię zainteresować na podstawie Twoich zwyczajów przeglądania.","pc_trgt_text_3":"Pliki te tworzone przez naszych dostawców treści i/lub reklam, mogą łączyć informacje zebrane z naszej strony z innymi informacjami, które gromadzili niezależnie w związku z działaniami przeglądarki internetowej w ich sieci witryn.","pc_trgt_text_4":"Jeśli zdecydujesz się usunąć lub wyłączyć te pliki cookie, reklamy nadal będą wyświetlane, ale mogą one nie być odpowiednie dla Ciebie.","pc_yprivacy_text_1":"Twoja prywatność jest dla nas ważna","pc_yprivacy_text_2":"Pliki cookie to bardzo małe pliki tekstowe, które są tworzone i przechowywane na komputerze użytkownika podczas odwiedzania strony internetowej. Używamy plików cookie do różnych celów, w tym do ulepszania obsługi online na naszej stronie internetowej (na przykład, aby zapamiętać dane logowania do konta).","pc_yprivacy_text_3":"Możesz zmienić swoje ustawienia i odrzucić niektóre rodzaje plików cookie, które mają być przechowywane na twoim komputerze podczas przeglądania naszej strony. Możesz również usunąć wszystkie pliki cookie już zapisane na komputerze, ale pamiętaj, że usunięcie plików cookie może uniemożliwić korzystanie z części naszej strony internetowej.","pc_yprivacy_title":"Twoja prywatność","privacy_policy":"Polityka prywatności"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktivno","always_active":"Uvek aktivno","impressum":"Impressum","inactive":"Neaktivno","nb_agree":"Slažem se","nb_changep":"Promeni moja podešavanja","nb_ok":"OK","nb_reject":"Odbijam","nb_text":"Mi koristimo kolačiće i ostale tehnologije za praćenje kako bismo unapredili vašu pretragu na našem veb sajtu, prikazali personalizovani sadržaj i ciljane reklame, analizirali posete na našem sajtu i razumeli odakle dolaze naši posetioci sajta.","nb_title":"Mi koristimo kolačiće","pc_fnct_text_1":"Funkcionalni kolačići","pc_fnct_text_2":"Ovi kolačići koriste se za pružanje personalizovanijeg iskustva na našem veb sajtu i za pamćenje izbora koje pravite kada koristite naš veb sajt.","pc_fnct_text_3":"Na primer, možemo da koristimo funkcionalne kolačiće da bismo zapamtili vaše jezičke postavke ili vaše podatke za prijavu.","pc_minfo_text_1":"Više informacija","pc_minfo_text_2":"Za bilo koja pitanja vezana za našu politiku o kolačićma i vašim izborima, molimo vas kontaktirajte nas.","pc_minfo_text_3":"Da saznate više, pogledajte našu Pravila o privatnosti.","pc_save":"Sačuvaj moja podešavanja","pc_sncssr_text_1":"Obavezni kolačići","pc_sncssr_text_2":"Ovi kolačići su neophodni za pružanje usluga dostupnih putem našeg veb sajta i za omogućavanje korišćenja određenih funkcija našeg veb sajta.","pc_sncssr_text_3":"Bez ovih kolačića ne možemo vam pružiti određene usluge na našem veb sajtu.","pc_title":"Centar za podešavanje kolačića","pc_trck_text_1":"Kolačići za praćenje i performanse","pc_trck_text_2":"Ovi kolačići koriste se za prikupljanje informacija za analizu saobraćaja na našem veb sajtu i kako posetioci koriste naš veb sajt.","pc_trck_text_3":"Na primer, ovi kolačići mogu pratiti stvari poput vremena koliko provodite na veb stranici ili stranicama koje posećujete što nam pomaže da shvatimo kako možemo da poboljšamo naš veb sajt.","pc_trck_text_4":"Informacije prikupljene ovim kolačićima za praćenje i performanse ne identifikuju nijednog pojedinačnog posetioca.","pc_trgt_text_1":"Kolačići za ciljanje i oglašavanje","pc_trgt_text_2":"Ovi kolačići koriste se za prikazivanje reklama koje će vas verovatno zanimati na osnovu vaših navika pregledanja.","pc_trgt_text_3":"Ovi kolačići, opsluženi od strane naših dobavljača sadržaja i / ili oglašavanja, mogu kombinovati informacije koje su sakupili sa našeg veb sajta sa drugim informacijama koje su nezavisno prikupili u vezi sa aktivnostima vašeg veb pretraživača kroz mrežu njihovih veb sajtova.","pc_trgt_text_4":"Ako odlučite da uklonite ili onemogućite ove ciljane ili reklamne kolačiće i dalje ćete videti reklame, ali one možda neće biti relevantne za vas.","pc_yprivacy_text_1":"Vaša privatnost je važna za nas","pc_yprivacy_text_2":"Kolačići su veoma mali tekstualni fajlovi koji su sačuvani na vašem računaru kada posetite veb sajt. Mi koristimo kolačiće za različite svrhe i kako bi unapredili vaše onlajn iskustvo na našem veb sajtu (na primer, kako bi zapamtili vaše pristupne podatke).","pc_yprivacy_text_3":"Vi možete promeniti vaša podešavanja i odbiti određenu vrstu kolačića koji će biti sačuvani na vašem računaru dok pregledate naš veb sajt. Takođe možete izbrisati bilo koje kolačiće koji su već sačuvani u vašem računaru, ali imajte na umu da brisanjem kolačića možete onemogućiti pristup nekim delovima našeg veb sajta.","pc_yprivacy_title":"Vaša privatnost","privacy_policy":"Pravila o privatnosti"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Įjungta","always_active":"Visada įjungta","impressum":"Impressum","inactive":"Išjungta","nb_agree":"Sutinku","nb_changep":"Keisti mano pasirinkimus","nb_ok":"Gerai","nb_reject":"Aš atsisakau","nb_text":"Mes naudojame slapukus ir kitas stebėjimo technologijas, siekdami pagerinti jūsų naršymo mūsų svetainėje patirtį, parodyti jums pritaikytą turinį ir tikslinius skelbimus, išanalizuoti mūsų svetainės srautą ir suprasti, iš kur ateina mūsų lankytojai.","nb_title":"Mes naudojame slapukus","pc_fnct_text_1":"Funkcionalumo slapukai","pc_fnct_text_2":"Šie slapukai naudojami siekiant suteikti jums asmeniškesnę patirtį mūsų svetainėje ir prisiminti pasirinkimus, kuriuos atlikote, kai naudojatės mūsų svetaine.","pc_fnct_text_3":"Pvz., Mes galime naudoti funkcinius slapukus, kad prisimintume jūsų kalbos nustatymus arba prisimintume jūsų prisijungimo duomenis.","pc_minfo_text_1":"Daugiau informacijos","pc_minfo_text_2":"Dėl bet kokių klausimų, susijusių su mūsų slapukų politika ir jūsų pasirinkimais, susisiekite su mumis.","pc_minfo_text_3":"Norėdami sužinoti daugiau, susipažinkite su mūsų Privatumo politika.","pc_save":"Išsaugoti mano pasirinkimus","pc_sncssr_text_1":"Privalomi slapukai","pc_sncssr_text_2":"Šie slapukai yra būtini norint suteikti jums paslaugas, pasiekiamas mūsų svetainėje, ir leisti naudotis tam tikromis mūsų svetainės funkcijomis.","pc_sncssr_text_3":"Be šių slapukų mes negalime jums suteikti tam tikrų paslaugų mūsų svetainėje.","pc_title":"Slapukų Pasirinkimo Centras","pc_trck_text_1":"Stebėjimo ir našumo slapukai","pc_trck_text_2":"Šie slapukai naudojami rinkti informaciją, siekiant analizuoti srautą į mūsų svetainę ir tai, kaip lankytojai naudojasi mūsų svetaine.","pc_trck_text_3":"Pavyzdžiui, šie slapukai gali sekti kiek laiko praleidžiate svetainėje ar lankomuose puslapiuose, o tai padeda mums suprasti, kaip galime patobulinti savo svetainę.","pc_trck_text_4":"Informacija, surinkta naudojant šiuos stebėjimo ir našumo slapukus, neatpažįsta konkretaus lankytojo.","pc_trgt_text_1":"Tiksliniai ir reklaminiai slapukai","pc_trgt_text_2":"Šie slapukai naudojami rodyti reklamą, kuri greičiausiai jus domina, atsižvelgiant į jūsų naršymo įpročius.","pc_trgt_text_3":"Šie slapukai, kuriuos teikia mūsų turinio ir (arba) reklamos teikėjai, gali apjungti informaciją, kurią jie surinko iš mūsų svetainės, su kita informacija, kurią jie rinko nepriklausomai, apie jūsų interneto naršyklės veiklą jų svetainių tinkle.","pc_trgt_text_4":"Jei nuspręsite pašalinti arba išjungti šiuos tikslinius ar reklamavimo slapukus, vis tiek pamatysite skelbimus, tačiau jie gali būti jums neaktualūs.","pc_yprivacy_text_1":"Mums rūpi jūsų privatumas","pc_yprivacy_text_2":"Slapukai yra labai maži tekstiniai failai, kurie saugomi jūsų kompiuteryje, kai apsilankote svetainėje. Mes naudojame slapukus įvairiais tikslais ir siekdami pagerinti jūsų internetinę patirtį mūsų svetainėje (pavyzdžiui, jei norite, kad būtu įsimenami jūsų prisijungimo duomenys).","pc_yprivacy_text_3":"Naršydami mūsų svetainėje galite pakeisti savo nustatymus ir atsisakyti tam tikrų tipų slapukų, kurie bus saugomi jūsų kompiuteryje. Taip pat galite pašalinti visus slapukus, jau saugomus jūsų kompiuteryje, tačiau nepamirškite, kad ištrynę slapukus galite nepilnai naudotis mūsų svetaine.","pc_yprivacy_title":"Jūsų privatumas","privacy_policy":"Privatumo politika"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktīvs","always_active":"Vienmēr aktīvs","impressum":"Impressum","inactive":"Neaktīvs","nb_agree":"Es piekrītu","nb_changep":"Mainīt manas preferences","nb_ok":"OK","nb_reject":"Es noraidu","nb_text":"Mēs izmantojam sīkdatnes un citas izsekošanas tehnoloģijas, lai uzlabotu Jūsu pārlūkošanas pieredzi mūsu vietnē, parādītu Jums personalizētu saturu un mērķētas reklāmas, analizētu mūsu vietnes datplūsmu un saprastu, no kurienes nāk mūsu apmeklētāji.","nb_title":"Mēs izmantojam sīkdatnes","pc_fnct_text_1":"Funkcionalitātes sīkdatnes","pc_fnct_text_2":"Šīs sīkdatnes tiek izmantotas, lai Jūs nodrošinātu ar personalizētu pieredzi mūsu mājaslapā un lai atcerētos izvēles, kuras veicat izmantojot mūsu mājaslapu.","pc_fnct_text_3":"Piemēram, mēs varam izmantot funkcionalitātes sīkdatnes, lai atcerētos Jūsu valodas preferences vai konta pieteikšanās datus.","pc_minfo_text_1":"Vairāk informācijas","pc_minfo_text_2":"Par jautājumiem saistītiem ar mūsu sīkdatņu politiku un Jūsu izvēlēm, lūdzu, sazinieties ar mums.","pc_minfo_text_3":"Lai uzzinātu vairāk, lūdzu apmeklējiet mūsu Privacy Policy.","pc_save":"Saglabāt manas preferences","pc_sncssr_text_1":"Strikti nepieciešamās sīkdatnes","pc_sncssr_text_2":"Šīs sīkdatnes ir nepieciešamas, lai nodrošinātu Jums pakalpojumus, kas pieejami caur mūsu mājaslapu un ļautu Jums izmantot noteiktas mūsu vietnes funkcijas.","pc_sncssr_text_3":"Bez šīm sīkdatnēm, mēs nevaram Jums nodrošināt noteiktus pakalpojumus mūsu mājaslapā.","pc_title":"Sīkdatņu Preferenču Centrs","pc_trck_text_1":"Izsekošanas sīkdatnes","pc_trck_text_2":"Šīs sīkdatnes tiek izmantotas informācijas apkopošanai, lai analizētu mūsu mājaslapas datplūsmu, un kā apmeklētāji izmanto mūsu mājaslapu.","pc_trck_text_3":"Piemēram, šīs sīkdatnes var izsekot cik daudz laika Jūs pavadāt mājaslapā vai Jūsu apmeklētās lapas, kas mums palīdz saprast, kā mēs Jums varam uzlabot mūsu mājaslapu.","pc_trck_text_4":"Informācija, kas savākta, izmantojot šīs izsekošanas un veiktspējas sīkdatnes, neidentificē nevienu atsevišķu apmeklētāju.","pc_trgt_text_1":"Mērķauditorijas atlases un reklāmas sīkdatnes","pc_trgt_text_2":"Šīs sīkdatnes tiek izmantotas, lai rādītu reklāmas, kas iespējams, Jūs interesēs, pamatojoties uz Jūsu pārlūkošanas paradumiem.","pc_trgt_text_3":"Šīs sīkdatnes, ko apkalpo mūsu satura un/vai reklāmas nodrošinātāji, var apvienot informāciju , kas savākta no mūsu mājaslapas ar citu viņu rīcībā esošo informāciju, ko viņi ir neatkarīgi apkopojuši, kas saistīta ar Jūsu tīmekļa pārlūkprogrammas darbību viņu vietņu tīklā.","pc_trgt_text_4":"Ja Jūs izvēlaties noņemt vai atspējot šīs mērķauditorijas atlases vai reklāmas sīkdatnes, Jūs joprojām redzēsiet reklāmas, bet tās var nebūt Jums aktuālas.","pc_yprivacy_text_1":"Mums ir svarīgs Jūsu privātums","pc_yprivacy_text_2":"Sīkdatnes ir ļoti mazi teksta faili, kas tiek saglabāti Jūsu datorā, kad apmeklējat mājaslapu. Mēs izmantojam sīkdatnes dažādiem mērķiem, un lai uzlabotu Jūsu tiešsaistes pieredzi mūsu mājaslapā (piemēram, lai atcerētos Jūsu konta pieteikšanās datus).","pc_yprivacy_text_3":"Jūs varat mainīt savas preferences un noraidīt noteiktus sīkfailu veidus, kas saglabātos Jūsu datorā, pārlūkojot mūsu mājaslapu. Jūs varat arī noņemt sīkfailus, kas jau ir saglabāti Jūsu datorā, taču paturiet prātā, ka sīkdatņu dzēšana var liegt Jums izmantot atsevišķas daļas no mūsu mājaslapas.","pc_yprivacy_title":"Jūsu privātums","privacy_policy":"Privacy Policy"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Активно","always_active":"Всегда активно","impressum":"Impressum","inactive":"Неактивно","nb_agree":"Я согласен","nb_changep":"Изменить мои предпочтения","nb_ok":"Ок","nb_reject":"Я отказываюсь","nb_text":"Мы используем файлы куки и другие технологии отслеживания для улучшения вашего просмотра на нашем веб-сайте, чтобы показывать вам персонализированный контент и таргетированную рекламу, анализировать трафик нашего веб-сайта и понимать, откуда приходят наши посетители.","nb_title":"Мы используем куки","pc_fnct_text_1":"Функциональные куки","pc_fnct_text_2":"Файлы куки используются, чтобы предоставить вам более персонализированный опыт на нашем веб-сайте и запомнить выбор, который вы делаете при использовании нашего веб-сайта.","pc_fnct_text_3":"Например, мы можем использовать функциональные файлы куки, чтобы запомнить ваши языковые предпочтения или данные для входа.","pc_minfo_text_1":"Больше информации.","pc_minfo_text_2":"По любым вопросам, касающимся нашей политики в отношении файлов куки и вашего выбора, свяжитесь с нами.","pc_minfo_text_3":"Чтобы узнать больше, посетите наш сайт Privacy Policy.","pc_save":"Сохранить мои предпочтения","pc_sncssr_text_1":"Необходимые куки","pc_sncssr_text_2":"Файлы куки необходимы для предоставления вам услуг, доступных через наш веб-сайт, и для того, чтобы вы могли использовать определенные функции нашего веб-сайта.","pc_sncssr_text_3":"Без этих файлов куки мы не можем предоставлять вам определенные функции на нашем веб-сайте.","pc_title":"Центр настроек файлов куки","pc_trck_text_1":"Отслеживание куки","pc_trck_text_2":"Файлы куки используются для сбора информации для анализа трафика на наш веб-сайт и того, как посетители используют наш веб-сайт.","pc_trck_text_3":"Например, эти файлы куки могут отслеживать такие вещи, как время, которое вы проводите на веб-сайте или посещаемые вами страницы, что помогает нам понять, как мы можем улучшить наш веб-сайт для вас.","pc_trck_text_4":"Информация, собранная с помощью файлов куки для отслеживания и производительности, не идентифицирует отдельного посетителя.","pc_trgt_text_1":"Целевые и рекламные файлы куки","pc_trgt_text_2":"Эти файлы куки используются для показа рекламы, которая может быть вам интересна в зависимости от ваших привычек просмотра.","pc_trgt_text_3":"Эти файлы куки, обслуживаемые нашими поставщиками контента и / или рекламы, могут объединять информацию, собранную ими с нашего веб-сайта, с другой информацией, которую они независимо собирали относительно действий вашего браузера в их сети веб-сайтов.","pc_trgt_text_4":"Если вы решите удалить или отключить эти целевые или рекламные файлы куки, вы все равно будете видеть рекламу, но она может не иметь отношения к вам.","pc_yprivacy_text_1":"Ваша конфиденциальность важна для нас","pc_yprivacy_text_2":"Куки - это небольшие текстовые файлы, которые сохраняются на вашем компьютере, когда Вы посещаете веб-сайт. Мы используем куки для различных целей, в том числе для того, чтобы улучшить ваше пребывание на нашем веб-сайте (например, чтобы запомнить данные для входа в вашу учетную запись).","pc_yprivacy_text_3":"Вы можете изменить свои предпочтения и отказаться от сохранения определенных типов файлов cookie на вашем компьютере во время просмотра нашего веб-сайта. Вы также можете удалить любые файлы куки, уже хранящиеся на вашем компьютере, но имейте в виду, что удаление файлов cookie может помешать вам использовать некоторые части нашего веб-сайта.","pc_yprivacy_title":"Ваша конфиденциальность","privacy_policy":"Privacy Policy"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktiv","always_active":"Alltid aktiv","impressum":"Impressum","inactive":"Inaktiv","nb_agree":"Godta alle","nb_changep":"Endre innstillinger","nb_ok":"OK","nb_reject":"Avvis alle","nb_text":"Vi bruker informasjonskapsler og andre sporingsteknologier for å forbedre din nettleseropplevelse på nettstedet vårt, for å vise deg personlig tilpasset innhold og målrettede annonser, for å analysere nettstedstrafikken vår og for å forstå hvor våre besøkende kommer fra.","nb_title":"Vi bruker informasjonskapsler","pc_fnct_text_1":"Funksjonalitetscookies","pc_fnct_text_2":"Disse informasjonskapslene brukes til å gi deg en mer personlig opplevelse på nettstedet vårt og til å huske valg du tar når du bruker nettstedet vårt.","pc_fnct_text_3":"For eksempel kan vi bruke funksjonalitetscookies for å huske språkinnstillingene dine eller huske påloggingsinformasjonen din.","pc_minfo_text_1":"Mer informasjon","pc_minfo_text_2":"For spørsmål angående våre retningslinjer for informasjonskapsler og dine valg, vennligst kontakt oss.","pc_minfo_text_3":"For å finne ut mer, besøk vår personvernpolicy.","pc_save":"Lagre mine preferanser","pc_sncssr_text_1":"Strengt nødvendige informasjonskapsler","pc_sncssr_text_2":"Disse informasjonskapslene er viktige for å gi deg tjenester tilgjengelig via nettstedet vårt og for å gjøre det mulig for deg å bruke visse funksjoner på nettstedet vårt.","pc_sncssr_text_3":"Uten disse informasjonskapslene kan vi ikke tilby deg visse tjenester på nettstedet vårt.","pc_title":"Informasjonssenter for informasjonskapsler","pc_trck_text_1":"Sporings- og ytelses-informasjonskapsler","pc_trck_text_2":"Disse informasjonskapslene brukes til å samle inn informasjon for å analysere trafikken til nettstedet vårt og hvordan besøkende bruker nettstedet vårt","pc_trck_text_3":"Disse informasjonskapslene kan for eksempel spore ting som hvor lang tid du bruker på nettstedet eller sidene du besøker, noe som hjelper oss å forstå hvordan vi kan forbedre nettstedet vårt for deg.","pc_trck_text_4":"Informasjonen som samles inn gjennom disse sporings- og ytelseskapslene, identifiserer ikke noen individuell besøkende.","pc_trgt_text_1":"Målretting og annonsering av informasjonskapsler","pc_trgt_text_2":"Disse informasjonskapslene brukes til å vise reklame som sannsynligvis vil være av interesse for deg basert på nettleservaner.","pc_trgt_text_3":"Disse informasjonskapslene, som serveres av innholds- og / eller reklameleverandører, kan kombinere informasjon de har samlet inn fra nettstedet vårt med annen informasjon de har samlet uavhengig av nettleserens aktiviteter på tvers av nettverket av nettsteder.","pc_trgt_text_4":"Hvis du velger å fjerne eller deaktivere disse målrettings- eller annonseringskapslene, vil du fremdeles se annonser, men de er kanskje ikke relevante for deg.","pc_yprivacy_text_1":"Ditt personvern er viktig for oss","pc_yprivacy_text_2":"Informasjonskapsler er veldig små tekstfiler som lagres på datamaskinen din når du besøker et nettsted. Vi bruker informasjonskapsler for en rekke formål og for å forbedre din online opplevelse på nettstedet vårt (for eksempel for å huske påloggingsinformasjonen din).","pc_yprivacy_text_3":"Du kan endre innstillingene dine og avvise visse typer informasjonskapsler som skal lagres på datamaskinen din mens du surfer på nettstedet vårt. Du kan også fjerne alle informasjonskapsler som allerede er lagret på datamaskinen din, men husk at sletting av informasjonskapsler kan forhindre deg i å bruke deler av nettstedet vårt.","pc_yprivacy_title":"Ditt personvern","privacy_policy":"Personvernpolicy"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"В действие са бисквитките","always_active":"Винаги в действие са бисквитките","impressum":"Impressum","inactive":"Неактивни бисквитки","nb_agree":"Съгласен съм","nb_changep":"Промяна на предпочитанията ми","nb_ok":"Добре","nb_reject":"Аз отказвам","nb_text":"Ние използваме бисквитки и други, проследяващи, технологии, за да подобрим сърфирането ви в нашия сайт, като ви покажем персонализирано съдържание и реклами, да анализираме трафика на нашия сайт и да разберем откъде идват нашите посетители.","nb_title":"Ние използваме бисквитки","pc_fnct_text_1":"Функционални бисквитки","pc_fnct_text_2":"Тези бисквитки се използват, за да ви осигурят още по-персонализирано изживяване на нашия уебсайт и да бъдат запомнени изборите, които сте направили, когато използвахте нашия уебсайт.","pc_fnct_text_3":"Например: може да използваме функционални бисквитки, за да запомним предпочитания ви език или да запомним детайли по влизането ви в уебсайта.","pc_minfo_text_1":"Още информация","pc_minfo_text_2":"За всякакви въпроси във връзка с нашата политика за бисквитките и вашите избори, моля, свържете се с нас.","pc_minfo_text_3":"За да научите повече, моля, посетете нашата Страница за поверителност.","pc_save":"Запази предпочитанията ми","pc_sncssr_text_1":"Строго задължителни бисквитки","pc_sncssr_text_2":"Тези бисквитки са съществен елемент, който осигурява услуги, достъпни чрез нашия уебсайт и дават възможност за използване на определени функции на нашия уебсайт.","pc_sncssr_text_3":"Без тези бисквитки не можем да ви доставим определени услуги на нашия уебсайт.","pc_title":"Център за настройка на бисквитки","pc_trck_text_1":"Бисквитки за проследяване и за производителност","pc_trck_text_2":"Тези бисквитки се използват за събиране на информация за анализ на трафика към нашия уебсайт и как посетителите използват нашия уебсайт.","pc_trck_text_3":"Например, тези бисквитки могат да проследяват неща като колко време прекарвате на уебсайта или на посещаваните от вас страници, което ни помага да разберем как можем да подобрим нашия сайт за вас.","pc_trck_text_4":"Информацията, събрана чрез тези бисквитки за проследяване и производителност, не идентифицира всеки отделен посетител.","pc_trgt_text_1":"Насочване и рекламни бисквитки","pc_trgt_text_2":"Тези бисквитки се използват за показване на реклама, която вероятно ще ви заинтересова въз основа на навиците ви за сърфиране.","pc_trgt_text_3":"Тези бисквитки, обслужвани от нашите доставчици на съдържание и / или реклама, могат да комбинират информацията, която са събрали от нашия уебсайт, с друга информация, която са събрали независимо, свързана с дейностите на вашия уеб браузър в тяхната мрежа от уебсайтове.","pc_trgt_text_4":"Ако решите да премахнете или деактивирате тези бисквитки за определени потребителски групи или реклама, пак ще видите реклами, но те може да не са от подходящи за вас.","pc_yprivacy_text_1":"Вашата поверителност е важна за нас","pc_yprivacy_text_2":"Бисквитките са много малки текстови файлове, които се съхраняват на вашия компютър, когато посетите уебсайт. Ние използваме бисквитки за множество от цели и да подобрим сърфирането ви из нашия сайт (например: за да запомним детайлите на вашия акаунт за влизане).","pc_yprivacy_text_3":"Можете да промените предпочитанията си и да откажете определени видове бисквитки, които да се съхраняват на вашия компютър, докато сърфирате в нашия уебсайт. Можете също да премахнете някои бисквитки, които вече са запазени на вашия компютър, но имайте предвид, че изтриването на бисквитки може да ви попречи да използвате части от нашия уебсайт.","pc_yprivacy_title":"Вашата поверителност","privacy_policy":"Страница за поверителност"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Ενεργό","always_active":"Πάντα ενεργό","impressum":"Impressum","inactive":"Ανενεργό","nb_agree":"Συμφωνώ","nb_changep":"Αλλαγή των προτιμήσεών μου","nb_ok":"OK","nb_reject":"Αρνούμαι","nb_text":"Χρησιμοποιούμε cookies και άλλες τεχνολογίες εντοπισμού για την βελτίωση της εμπειρίας περιήγησης στην ιστοσελίδα μας, για την εξατομίκευση περιεχομένου και διαφημίσεων, την παροχή λειτουργιών κοινωνικών μέσων και την ανάλυση της επισκεψιμότητάς μας.","nb_title":"Αυτή η ιστοσελίδα χρησιμοποιεί cookies","pc_fnct_text_1":"Cookies Λειτουργικότητας","pc_fnct_text_2":"Αυτά τα cookies χρησιμοποιούνται για να σας παρέχουν μία πιο προσωποποιημένη εμπειρία στην ιστοσελίδα μας και για να θυμούνται επιλογές που κάνετε όταν χρησιμοποιείτε την ιστοσελίδα μας.","pc_fnct_text_3":"Για παράδειγμα, μπορεί να χρησιμοποιήσουμε cookies λειτουργικότητας για να θυμόμαστε την επιλογή γλώσσας ή τα στοιχεία εισόδου σας.","pc_minfo_text_1":"Περισσότερες πληροφορίες","pc_minfo_text_2":"Για οποιαδήποτε απορία σε σχέση με την πολιτική μας σχετικά με τα cookies και τις επιλογές σας, παρακαλούμε να έρθετε σε επαφή μαζί μας.","pc_minfo_text_3":"Για να μάθετε περισσότερα, παρακαλούμε επισκεφθείτε την σελίδα περί Πολιτική απορρήτου.","pc_save":"Αποθήκευση των προτιμήσεών μου","pc_sncssr_text_1":"Άκρως απαραίτητα cookies","pc_sncssr_text_2":"Τα απαραίτητα cookies βοηθούν στο να γίνει χρηστική μία ιστοσελίδα, επιτρέποντας βασικές λειτουργίες όπως την πλοήγηση και την πρόσβαση σε ασφαλείς περιοχές της ιστοσελίδας.","pc_sncssr_text_3":"Η ιστοσελίδα δεν μπορεί να λειτουργήσει σωστά χωρίς αυτά τα cookies.","pc_title":"Κέντρο Προτιμήσεων Cookies","pc_trck_text_1":"Cookies εντοπισμού και αποδοτικότητας","pc_trck_text_2":"Αυτά τα cookies χρησιμοποιούνται για να συλλέγουν πληροφορίες σχετικές με την ανάλυση της επισκεψιμότητας της ιστοσελίδας μας και με το πώς οι χρήστες την χρησιμοποιούν.","pc_trck_text_3":"Για παράδειγμα, αυτά τα cookies μπορεί να εντοπίσουν πόσο χρόνο αφιερώνετε στην ιστοσελίδα μας ή ποιες σελίδες της επισκέπτεστε, πράγμα που μας βοηθάει να καταλάβουμε πώς να βελτιώσουμε την ιστοσελίδα μας.","pc_trck_text_4":"Οι πληροφορίες που συλλέγονται μέσω αυτών των cookies δεν αναγνωρίζουν μεμονωμένους χρήστες.","pc_trgt_text_1":"Cookies εξατομικευμένου περιεχομένου και διαφημίσεων","pc_trgt_text_2":"Αυτά τα cookies χρησιμοποιούνται για να δείχνουν διαφημίσεις που μπορεί να σας ενδιαφέρουν με βάση τις συνήθειες περιήγησής σας στο Διαδίκτυο.","pc_trgt_text_3":"Αυτά τα cookies, παρέχονται από τους παρόχους περιεχομένου ή/και διαφημίσεων, μπορεί να συνδυάζουν πληροφορίες που συλλέγουν από την ιστοσελίδα μας με άλλες που έχουν ανεξάρτητα συλλέξει από άλλα δίκτυα ή ιστοσελίδες σχετικά με τις δραστηριότητές σας στον φυλλομετρητή σας.","pc_trgt_text_4":"Εάν επιλέξετε να αφαιρέσετε ή να απενεργοποιήσετε αυτά τα cookies, θα συνεχίσετε να βλέπετε διαφημίσεις, αλλά αυτές μπορεί να μην είναι πλέον σχετικές με τα ενδιαφέροντά σας.","pc_yprivacy_text_1":"Η ιδιωτικότητά σας είναι σημαντική για εμάς","pc_yprivacy_text_2":"Τα cookies είναι πολύ μικρά αρχεία κειμένου που αποθηκεύονται στον υπολογιστή σας όταν επισκέπτεστε μια ιστοσελίδα. Χρησιμοποιούμε cookies για διάφορους λόγους και για να βελτιώσουμε την διαδικτυακή σας εμπειρία στην ιστοσελίδα μας (π.χ., για υπενθύμιση των στοιχείων πρόσβασής σας στην ιστοσελίδα).","pc_yprivacy_text_3":"Μπορείτε να αλλάξετε τις προτιμήσεις σας και να μην επιτρέψετε σε κάποιους τύπους cookies να αποθηκευτούν στον υπολογιστή σας όσο περιηγείστε στην ιστοσελίδα μας. Μπορείτε επίσης να διαγράψετε οποιαδήποτε cookies είναι ήδη αποθηκευμένα στον υπολογιστή σας, αλλά να έχετε υπόψιν ότι διαγράφοντας cookies μπορεί να σας αποτρέψει από το να χρησιμοποιήσετε μέρη της ιστοσελίδας μας.","pc_yprivacy_title":"Η ιδιωτικότητά σας","privacy_policy":"Πολιτική απορρήτου"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"פעיל","always_active":"תמיד פעיל","impressum":"רושם","inactive":"לא פעיל","nb_agree":"אני מסכים/ה","nb_changep":"שנה את ההגדרות שלי","nb_ok":"אוקיי","nb_reject":"אני מסרב/ת","nb_text":"אנו משתמשים בעוגיות ובטכנולוגיות מעקב אחרות כדי לשפר את חווית הגלישה שלך באתר האינטרנט שלנו, כדי להציג לך תוכן מותאם אישית ומודעות ממוקדות, לנתח את התנועה באתר שלנו ולהבין מהיכן מגיעים המבקרים שלנו.","nb_title":"אנו משתמשים בעוגיות","pc_fnct_text_1":"עוגיות פונקציונליות","pc_fnct_text_2":"עוגיות אלה משמשות כדי לספק לך חוויה מותאמת אישית יותר באתר האינטרנט שלנו וכדי לזכור בחירות שאתה עושה כשאתה משתמש באתר שלנו.","pc_fnct_text_3":"לדוגמה, אנו עשויים להשתמש בעוגיות פונקציונליות כדי לזכור את העדפות השפה שלך או לזכור את פרטי ההתחברות שלך.","pc_minfo_text_1":"מידע נוסף","pc_minfo_text_2":"לכל שאלה בנוגע למדיניות שלנו בנושא קובצי עוגיות והבחירות שלך, אנא צור איתנו קשר.","pc_minfo_text_3":"למידע נוסף, בקר במדיניות הפרטיות שלנו.","pc_save":"שמור את ההעדפות שלי","pc_sncssr_text_1":"עוגיות נחוצות בלבד","pc_sncssr_text_2":"עוגיות אלו חיוניות כדי לספק לך שירותים הזמינים דרך האתר שלנו וכדי לאפשר לך להשתמש בתכונות מסוימות של האתר שלנו.","pc_sncssr_text_3":"ללא עוגיות אלה, איננו יכולים לספק לך שירותים מסוימים באתר שלנו.","pc_title":"מרכז העדפות עוגיות","pc_trck_text_1":"עוגיות מעקב","pc_trck_text_2":"עוגיות אלו משמשות לאיסוף מידע כדי לנתח את התנועה לאתר שלנו וכיצד המבקרים משתמשים באתר שלנו.","pc_trck_text_3":"לדוגמה, קובצי עוגיות אלה עשויים לעקוב אחר דברים כגון משך הזמן שאתה מבלה באתר או הדפים שבהם אתה מבקר, מה שעוזר לנו להבין כיצד אנו יכולים לשפר עבורך את אתר האינטרנט שלנו.","pc_trck_text_4":"המידע שנאסף באמצעות עוגיות מעקב וביצועים אלה אינו מזהה אף מבקר בודד.","pc_trgt_text_1":"עוגיות מיקוד ופרסום","pc_trgt_text_2":"עוגיות אלו משמשות להצגת פרסומות שסביר להניח שיעניינו אותך בהתבסס על הרגלי הגלישה שלך.","pc_trgt_text_3":"קובצי עוגיות אלה, כפי שמוצגים על ידי ספקי התוכן ו/או הפרסום שלנו, עשויים לשלב מידע שהם אספו מהאתר שלנו עם מידע אחר שהם אספו באופן עצמאי הקשור לפעילויות של דפדפן האינטרנט שלך ברחבי רשת האתרים שלהם.","pc_trgt_text_4":"אם תבחר להסיר או להשבית את קובצי המיקוד או קובצי הפרסום הללו, עדיין תראה פרסומות אך ייתכן שהן לא יהיו רלוונטיות עבורך.","pc_yprivacy_text_1":"הפרטיות שלך חשובה לנו","pc_yprivacy_text_2":"קובצי עוגיות הם קבצי טקסט קטנים מאוד המאוחסנים במחשב שלך כאשר אתה מבקר באתר. אנו משתמשים בקובצי עוגיות למגוון מטרות וכדי לשפר את החוויה המקוונת שלך באתר האינטרנט שלנו (לדוגמה, כדי לזכור את פרטי הכניסה לחשבון שלך).","pc_yprivacy_text_3":"אתה יכול לשנות את ההעדפות שלך ולדחות סוגים מסוימים של עוגיות שישמרו במחשב שלך בזמן הגלישה באתר שלנו. אתה יכול גם להסיר קובצי עוגיות שכבר מאוחסנים במחשב שלך, אך זכור שמחיקת קובצי עוגיות עלולה למנוע ממך להשתמש בחלקים מהאתר שלנו.","pc_yprivacy_title":"הפרטיות שלך","privacy_policy":"מדיניות פרטיות"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Активно","always_active":"Секогаш активно","impressum":"Impressum","inactive":"Неактивно","nb_agree":"Се согласувам","nb_changep":"Промени ги моите преференции","nb_ok":"Се согласувам","nb_reject":"Одбивам","nb_text":"Ние користиме колачиња и други технологии за следење за да го подобриме вашето искуство со прелистувањето на нашата веб страна, за да ви прикажеме персонализирана содржина и таргетирани реклами, да го анализираме сообраќајот на нашата веб страна и да разбереме од каде доаѓаат нашите посетители.","nb_title":"Ние користиме колачиња","pc_fnct_text_1":"Колачиња за функционалност","pc_fnct_text_2":"Овие колачиња се користат за да ви овозможат поперсонализирано искуство на нашата веб страна и да ги запомнат изборите што ги правите кога ја користите нашата веб страна.","pc_fnct_text_3":"На пример, може да користиме функционални колачиња за да ги запомниме вашите јазични преференции или да ги запомниме вашите детали за најавување.","pc_minfo_text_1":"Повеќе информации","pc_minfo_text_2":"За било какви прашања во врска со нашата политика за колачиња и вашиот избор, ве молиме контактирајте не.","pc_minfo_text_3":"За да дознаете повеќе, ве молиме посетете ја нашата Политика за Приватност.","pc_save":"Зачувај ги моите преференции","pc_sncssr_text_1":"Строго неопходни колачиња","pc_sncssr_text_2":"Овие колачиња се од суштинско значење за да ви овозможат услуги достапни преку нашата веб страна, и да ви овозможат да користите одредени функции на нашата веб страна.","pc_sncssr_text_3":"Без овие колачиња, ние не можеме да ви обезбедиме одредени услуги на нашата веб страна.","pc_title":"Центар за преференци за колачиња","pc_trck_text_1":"Колачиња за следење","pc_trck_text_2":"Овие колачиња се користат за собирање информации за анализа на сообраќајот кон нашата веб страна, и за тоа како посетителите ја користат нашата веб страна.","pc_trck_text_3":"Овие колачиња може да следат работи како на пример, колку време поминувате на веб страната, или страниците што ги посетувате што ни помага да разбереме како можеме да ја подобриме нашата веб страна за вас.","pc_trck_text_4":"Информациите собрани преку овие колачиња за следење и перформанси не идентификуваат поединечни посетители.","pc_trgt_text_1":"Колачиња за таргетирање и рекламирање","pc_trgt_text_2":"Овие колачиња се користат за прикажување реклами што најверојатно ќе ве интересираат врз основа на вашите навики на прелистување.","pc_trgt_text_3":"Овие колачиња, сервирани од нашата содржина и/или провајдери за рекламирање, може да ги комбинираат информациите што ги собрале од нашата веб страна со други информации што независно ги собрале во врска со активностите на вашиот веб-прелистувач низ нивната мрежа на веб страни.","pc_trgt_text_4":"Ако изберете да ги отстраните или оневозможите овие колачиња за таргетирање или рекламирање, сè уште ќе гледате реклами, но тие можеби нема да бидат релевантни за вас.","pc_yprivacy_text_1":"Вашата приватност е важна за нас","pc_yprivacy_text_2":"Колачињата се многу мали текстуални датотеки што се складираат на вашиот компјутер кога посетувате веб страна. Ние користиме колачиња за различни цели и за да го подобриме вашето онлајн искуство на нашата веб страна (на пример, за да ги запомниме деталите за најавување на вашата сметка).","pc_yprivacy_text_3":"Можете да ги промените вашите параметри и да одбиете одредени видови колачиња да се складираат на вашиот компјутер додека ја прелистувате нашата веб страна. Можете исто така да ги отстраните сите колачиња што се веќе зачувани на вашиот компјутер, но имајте во предвид дека бришењето колачиња може да ве спречи да користите делови од нашата веб страна.","pc_yprivacy_title":"Вашата приватност","privacy_policy":"Политика за Приватност"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Gweithredol","always_active":"Yn weithredol bob tro","impressum":"Impressum","inactive":"Anweithredol","nb_agree":"Rwy\'n cytuno","nb_changep":"Newid fy newisiadau","nb_ok":"Iawn","nb_reject":"Rwy\'n gwrthod","nb_text":"Rydym yn defnyddio cwcis a thechnolegau tracio eraill i wella eich profiad o bori ar ein gwefan, i ddangos cynnwys wedi ei bersonoli a hysbysebion wedi\'u targedu, i ddadansoddi traffig ar ein gwefan ac i ddeall o ble daw ein hymwelwyr.","nb_title":"Rydym yn defnyddio cwcis","pc_fnct_text_1":"Cwcis swyddogaeth","pc_fnct_text_2":"Mae\'r cwcis yma yn cael eu defnyddio i ddarparu profiad mwy personol ichi ar ein gwefan, ac i gofio dewisiadau a wnewch wrth ddefnyddio ein gwefan.","pc_fnct_text_3":"Er enghraifft, gallem ddefnyddio cwcis swyddogaeth i gofio\'ch dewis iaith neu gofio\'ch manylion mewngofnodi.","pc_minfo_text_1":"Rhagor o wybodaeth","pc_minfo_text_2":"Os oes gennych chi unrhyw ymholiadau yn ymwneud â\'n polisi cwcis a\'ch dewisiadau, a wnewch chi gysylltu â ni.","pc_minfo_text_3":"I ganfod mwy, ewch at ein Polasaí Príobháideachta.","pc_save":"Cadw fy newisiadau","pc_sncssr_text_1":"Cwcis hollol hanfodol","pc_sncssr_text_2":"Mae\'r cwcis yma yn hanfodol er mwyn ichi dderbyn gwasanaethau drwy ein gwefan a\'ch galluogi i ddefnyddio nodweddion penodol ar ein gwefan.","pc_sncssr_text_3":"Heb y cwcis yma, ni fedrwn ddarparu rhai gwasanaethau penodol ichi ar ein gwefan.","pc_title":"Canolfan Dewisiadau Cwcis","pc_trck_text_1":"Cwcis tracio a pherfformiad","pc_trck_text_2":"Mae\'r cwcis yma yn cael eu defnyddio i gasglu gwybodaeth a dadansoddi traffig i\'n gwefan a sut mae ymwelwyr yn defnyddio\'n gwefan.","pc_trck_text_3":"Er enghraifft, gall y cwcis yma dracio faint o amser rydych yn ei dreulio ar y wefan neu\'r tudalennau rydych yn ymweld â hwy a\'n cynorthwyo i ddeall sut y gallwn wella ein gwefan ar eich cyfer.","pc_trck_text_4":"Nid yw\'r wybodaeth a gesglir drwy\'r cwcis tracio a pherfformiad yn adnabod unrhyw ymwelydd unigol.","pc_trgt_text_1":"Cwcis targedu a hysbysebu","pc_trgt_text_2":"Mae\'r cwcis yma yn cael eu defnyddio i ddangos hysbysebion sydd yn debygol o fod o ddiddordeb i chi yn seiliedig ar eich arferion pori.","pc_trgt_text_3":"Gall y cwcis yma, fel y\'u gweinyddir gan ein darparwyr cynnwys a/neu hysbysebion, gyfuno gwybodaeth a gasglwyd ganddynt o\'n gwefan gyda gwybodaeth arall maent wedi ei chasglu\'n annibynnol yn seiliedig ar eich gweithgareddau pori ar y rhyngrwyd ar draws eu rhwydweithiau o wefannau.","pc_trgt_text_4":"Os byddwch yn dewis tynnu neu atal y cwcis targedu neu hysbysebu yma, byddwch yn parhau i weld hysbysebion ond mae\'n bosib na fyddant yn berthnasol i chi.","pc_yprivacy_text_1":"Mae eich preifatrwydd yn bwysig i ni","pc_yprivacy_text_2":"Ffeiliau testun bach eu maint yw cwcis sydd yn cael eu storio ar eich cyfrifiadur wrth ichi ymweld â gwefan. Rydym yn defnyddio cwcis i sawl diben ac i wella eich profiad ar-lein ar ein gwefan (er enghraifft, cofio eich manylion mewngofnodi i\'ch cyfrif).","pc_yprivacy_text_3":"Gallwch newid eich dewisiadau ac atal rhai mathau o gwcis rhag cael eu storio ar eich cyfrifiadur. Gallwch hefyd dynnu unrhyw gwcis sydd eisoes wedi eu storio ar eich cyfrifiadur, ond cofiwch y gall.","pc_yprivacy_title":"Eich preifatrwydd","privacy_policy":"Polasaí Príobháideachta"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"アクティブ","always_active":"常にアクティブ","impressum":"Impressum","inactive":"停止中","nb_agree":"同意","nb_changep":"設定変更","nb_ok":"承諾","nb_reject":"拒否","nb_text":"訪問者の当ウェブサイトの閲覧体験を向上させるため、パーソナライズされたコンテンツやターゲット広告を表示するため、当ウェブサイトのトラフィックを分析するため、および当ウェブサイトへの訪問者がどこから来ているかを理解するために、Cookieおよびその他の追跡技術を使用しています。","nb_title":"クッキーの使用","pc_fnct_text_1":"機能性クッキー","pc_fnct_text_2":"これらのクッキーは、当ウェブサイトでよりカスタマイズされた体験を提供するため、および当ウェブサイトを利用する際に行った選択を記憶するために使用されます。","pc_fnct_text_3":"例えば、訪問者の言語設定を記憶したり、ログイン情報を記憶するために、機能性クッキーを使用することがあります。","pc_minfo_text_1":"詳細情報","pc_minfo_text_2":"クッキーに関する方針や訪問者の選択に関連したご質問については、当方までお問い合わせください。","pc_minfo_text_3":"詳しくは、プライバシーポリシー をご覧ください。","pc_save":"設定を保存","pc_sncssr_text_1":"ウェブサイトの動作に必要不可欠なクッキー","pc_sncssr_text_2":"これらのクッキーは、訪問者が当ウェブサイトを通じて利用可能なサービスを提供したり、当ウェブサイトの特定の機能を利用したりするために不可欠なものです。","pc_sncssr_text_3":"これらのクッキーをブロックした場合、当ウェブサイトでの特定のサービスを提供できません。","pc_title":"クッキー設定センター","pc_trck_text_1":"トラッキングクッキー","pc_trck_text_2":"これらのクッキーは、当ウェブサイトへのトラフィックや訪問者がどのように当ウェブサイトを利用しているかを分析するための情報を収集するために使用されます。","pc_trck_text_3":"例えば、これらのクッキーは、訪問者が当ウェブサイトに滞在した時間や訪問したページなどを追跡することがあり、これは、訪問者のために当ウェブサイトの利便性向上に役立てます。","pc_trck_text_4":"これらのトラッキングおよびパフォーマンスクッキーによって収集された情報は、特定の個人を特定することはありません。","pc_trgt_text_1":"ターゲティングおよび広告用クッキー","pc_trgt_text_2":"これらのクッキーは、訪問者の閲覧習慣に基づいて、訪問者が興味を持ちそうな広告を表示するために使用されます。","pc_trgt_text_3":"これらのクッキーは、コンテンツプロバイダーおよび/または広告プロバイダーによって提供され、当ウェブサイトから収集した情報と、そのネットワーク上での訪問者のウェブブラウザの活動に関連して独自に収集した他の情報とを組み合わせることがあります。","pc_trgt_text_4":"訪問者がこれらのターゲティングクッキーや広告用クッキーを削除または無効を選択した場合でも、広告は表示されますが、訪問者に関連したものではない可能性があります。","pc_yprivacy_text_1":"お客様のプライバシーを尊重します","pc_yprivacy_text_2":"クッキーとは、訪問者がウェブサイトにアクセスした際に訪問者のコンピュータに保存される非常に小さなテキストファイルです。当ウェブサイトは、さまざまな目的でクッキーを使用し、当ウェブサイトでの訪問者のオンライン利便性を向上させています。（例えば、訪問者のアカウントのログイン情報を記憶するためなど。）","pc_yprivacy_text_3":"訪問者は、設定を変更して、当ウェブサイトを閲覧中のコンピュータに保存される特定の種類のクッキーを拒否することができます。また、すでに訪問者のコンピュータに保存されているクッキーを削除することもできますが、クッキーを削除すると、当ウェブサイト機能の一部が利用できなくなる可能性がありますので、ご注意ください。","pc_yprivacy_title":"プライバシー","privacy_policy":"プライバシーポリシー"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"تغيير تفضيلاتي","always_active":"مفعل دائمًا","impressum":"Impressum","inactive":"غير مفعل","nb_agree":"موافق","nb_changep":"تغيير تفضيلاتي","nb_ok":"فهمت","nb_reject":"أرفض","nb_text":"نحن نستخدم ملفات تعريف الارتباط وتقنيات التتبع الأخرى لتحسين تجربة التصفح الخاصة بك على موقعنا الإلكتروني ، ولإظهار المحتوى المخصص والإعلانات المستهدفة لك ، وتحليل حركة المرور على موقعنا ، وفهم من أين يأتي زوارنا.","nb_title":"نحنُ نستخدم ملفات تعريف الارتباط","pc_fnct_text_1":"ملفات تعريف الارتباط الوظيفية","pc_fnct_text_2":"تُستخدم ملفات تعريف الارتباط هذه لتزويدك بتجربة أكثر تخصيصًا على موقعنا الإلكتروني ولتذكر الخيارات التي تتخذها عند استخدامك لموقعنا.","pc_fnct_text_3":"على سبيل المثال ، قد نستخدم ملفات تعريف الارتباط الوظيفية لتذكر تفضيلات اللغة الخاصة بك أو تذكر تفاصيل تسجيل الدخول الخاصة بك.","pc_minfo_text_1":"معلومات أكثر.","pc_minfo_text_2":"لأي استفسارات تتعلق بسياستنا الخاصة بملفات تعريف الارتباط ، وخياراتك، يرجى التواصل معنا.","pc_minfo_text_3":"\\nالخاصة بنا لمعرفة المزيد ، يرجى زيارةسياسة الخصوصية .\\n","pc_save":"حفظ تفضيلاتي","pc_sncssr_text_1":"ملفات تعريف الارتباط الضرورية للغاية","pc_sncssr_text_2":"تعد ملفات تعريف الارتباط هذه ضرورية لتزويدك بالخدمات المتاحة عبر موقعنا على الويب ولتمكينك من استخدام ميزات معينة في موقعنا .","pc_sncssr_text_3":"بدون ملفات تعريف الارتباط هذه ، لا يمكننا تقديم خدمات معينة لك على موقعنا.","pc_title":"مركز تفضيلات ملفات تعريف الارتباط","pc_trck_text_1":"ملفات تعريف الارتباط للتتبع والأداء","pc_trck_text_2":"\\nتُستخدم ملفات تعريف الارتباط هذه لجمع المعلومات لتحليل حركة المرور إلى موقعنا الإلكتروني وكيفية استخدام الزوار لموقعنا.","pc_trck_text_3":"\\nعلى سبيل المثال ، قد تتعقب ملفات تعريف الارتباط هذه أشياء مثل المدة التي تقضيها على موقع الويب أو الصفحات التي تزورها مما يساعدنا على فهم كيف يمكننا تحسين موقعنا على الويب من أجلك.","pc_trck_text_4":"\\nالمعلومات التي يتم جمعها من خلال ملفات تعريف الارتباط الخاصة بالتتبع والأداء هذه لا تحدد أي زائر فردي.\\n","pc_trgt_text_1":"ملفات تعريف الارتباط الخاصة بالاستهداف والإعلان","pc_trgt_text_2":"تُستخدم ملفات تعريف الارتباط هذه لإظهار الإعلانات التي من المحتمل أن تهمك بناءً على عاداتك في التصفح.","pc_trgt_text_3":"\\nقد تدمج ملفات تعريف الارتباط هذه ، كما يقدمها المحتوى و / أو موفرو الإعلانات لدينا ، المعلومات التي جمعوها من موقعنا الإلكتروني مع المعلومات الأخرى التي جمعوها بشكل مستقل فيما يتعلق بأنشطة متصفح الويب الخاص بك عبر شبكة مواقعهم الإلكترونية.\\n","pc_trgt_text_4":"إذا اخترت إزالة أو تعطيل ملفات تعريف الارتباط الخاصة بالاستهداف أو الإعلانات ، فستظل تشاهد إعلانات ولكنها قد لا تكون ذات صلة بك.","pc_yprivacy_text_1":"خصوصيتك مهمة بالنسبة لنا","pc_yprivacy_text_2":"من الأغراض ولتعزيز تجربتك عبر الإنترنت على موقعنا (على سبيل المثال ، لتذكر تفاصيل تسجيل الدخول إلى حسابك).","pc_yprivacy_text_3":"يمكنك تغيير تفضيلاتك ورفض أنواع معينة من ملفات تعريف الارتباط ليتم تخزينها على جهاز الكمبيوتر الخاص بك أثناء تصفح موقعنا على الويب. يمكنك أيضًا إزالة أي ملفات تعريف ارتباط مخزنة بالفعل على جهاز الكمبيوتر الخاص بك ، ولكن ضع في اعتبارك أن حذف ملفات تعريف الارتباط قد يمنعك من استخدام أجزاء من موقعنا.","pc_yprivacy_title":"خصوصيتك","privacy_policy":"\\nةسياسة الخصوصية\\n"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Etkin","always_active":"Her zaman etkin","impressum":"Impressum","inactive":"Etkin değil","nb_agree":"Kabul et","nb_changep":"Tercihleri değiştir","nb_ok":"Tamam","nb_reject":"Reddet","nb_text":"Web sitemizde gezinme deneyiminizi geliştirmek, size kişiselleştirilmiş içerik ve hedefli reklamlar göstermek, web sitesi trafiğimizi analiz etmek ve ziyaretçilerimizin nereden geldiğini anlamak için çerezleri ve diğer izleme teknolojilerini kullanıyoruz.","nb_title":"Çerezleri kullanıyoruz","pc_fnct_text_1":"İşlevsellik çerezleri","pc_fnct_text_2":"Bu çerezler, web sitemizde size daha kişiselleştirilmiş bir deneyim sağlamak ve web sitemizi kullanırken yaptığınız seçimleri hatırlamak için kullanılır.","pc_fnct_text_3":"Örneğin, dil tercihlerinizi veya oturum açma bilgilerinizi hatırlamak için işlevsellik tanımlama bilgilerini kullanabiliriz.","pc_minfo_text_1":"Daha fazla bilgi","pc_minfo_text_2":"Çerezlere ilişkin politikamız ve seçimlerinizle ilgili herhangi bir sorunuz için lütfen bizimle iletişime geçin","pc_minfo_text_3":"Daha fazlasını öğrenmek için lütfen Gizlilik Politikası ziyaret edin.","pc_save":"Tercihleri Kaydet","pc_sncssr_text_1":"Kesinlikle gerekli çerezler","pc_sncssr_text_2":"Bu çerezler, size web sitemiz aracılığıyla sunulan hizmetleri sağlamak ve web sitemizin belirli özelliklerini kullanmanızı sağlamak için gereklidir.","pc_sncssr_text_3":"Bu çerezler olmadan, web sitemizde size belirli hizmetleri sağlayamayız.","pc_title":"Çerez Tercihleri Merkezi","pc_trck_text_1":"İzleme ve performans çerezleri","pc_trck_text_2":"Bu çerezler, web sitemize gelen trafiği ve ziyaretçilerin web sitemizi nasıl kullandığını analiz etmek için bilgi toplamak amacıyla kullanılır.","pc_trck_text_3":"Örneğin, çerezler, web sitesinde ne kadar zaman geçirdiğiniz veya ziyaret ettiğiniz sayfalar gibi şeyleri izleyebilir ve bu da web sitemizi sizin için nasıl iyileştirebileceğimizi anlamamıza yardımcı olur.","pc_trck_text_4":"Bu izleme ve performans çerezleri aracılığıyla toplanan bilgiler anonim olup herhangi bir bireysel ziyaretçiyi tanımlamaz.","pc_trgt_text_1":"Hedefleme ve reklam çerezleri","pc_trgt_text_2":"Bu çerezler, arama/gezinme alışkanlıklarınıza göre ilginizi çekebilecek reklamları göstermek için kullanılır.","pc_trgt_text_3":"Bu çerezler, içerik ve/veya reklam sağlayıcılarımız tarafından, web sitemizden topladıkları bilgileri, web tarayıcınızın kendi web siteleri ağlarındaki faaliyetleriyle ilgili olarak bağımsız olarak topladıkları diğer bilgilerle birleştirilebilir.","pc_trgt_text_4":"Bu hedefleme veya reklam çerezlerini kaldırmayı veya devre dışı bırakmayı seçerseniz, reklamları görmeye devam edersiniz, ancak bunlar sizinle alakalı olmayabilir.","pc_yprivacy_text_1":"Gizliliğiniz bizim için önemlidir","pc_yprivacy_text_2":"Çerezler, bir web sitesini ziyaret ettiğinizde bilgisayarınızda depolanan çok küçük metin dosyalarıdır. Çerezleri çeşitli amaçlarla ve web sitemizdeki çevrimiçi deneyiminizi geliştirmek için (örneğin, hesap giriş bilgilerinizi hatırlamak için) kullanıyoruz.","pc_yprivacy_text_3":"Web sitemizde gezinirken tercihlerinizi değiştirebilir ve bilgisayarınızda saklanacak belirli çerez türlerini reddedebilirsiniz. Ayrıca, bilgisayarınızda depolanmış olan çerezleri de kaldırabilirsiniz, ancak çerezleri silmenin web sitemizin bölümlerini kullanmanızı engelleyebileceğini unutmayın.","pc_yprivacy_title":"Gizliliğiniz","privacy_policy":"Gizlilik Politikası"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"啟用","always_active":"永遠啟用","impressum":"Impressum","inactive":"停用","nb_agree":"我同意","nb_changep":"更改我的偏好","nb_ok":"確定","nb_reject":"我拒絕","nb_text":"我們使用cookies和其他追蹤技術來改善您在我們網站上的瀏覽體驗，對您顯示個性化的內容和有針對性的廣告，分析我們的網站流量，並了解我們的訪客來自哪裡。","nb_title":"我們使用cookies","pc_fnct_text_1":"功能性cookies","pc_fnct_text_2":"這些cookies用於在我們的網站上為您提供更加個人化的體驗，並記住您在使用我們網站時做出的選擇。","pc_fnct_text_3":"例如，我們可能使用功能性cookies來記住您的語言偏好或記住您的登入資訊。","pc_minfo_text_1":"更多資訊","pc_minfo_text_2":"如果對我們的cookies政策或您的選擇有任何疑問，請聯繫我們。","pc_minfo_text_3":"想了解更多資訊，請前往我們的隱私權政策.","pc_save":"儲存我的偏好","pc_sncssr_text_1":"必要的cookies","pc_sncssr_text_2":"這些cookies對於向您提供透過我們網站的服務以及使您能夠使用我們網站的某些功能是不可或缺的。","pc_sncssr_text_3":"沒有這些cookies，我們就不能在我們的網站上為您提供某些服務。","pc_title":"Cookies偏好中心","pc_trck_text_1":"追蹤cookies","pc_trck_text_2":"這些cookies用於收集資訊，以分析我們網站的流量以及訪客如何使用我們的網站。","pc_trck_text_3":"例如，這些cookies可能會跟追蹤如您在網站上花費的時間或您造訪的頁面，這有助於我們了解如何為您改進我們的網站。","pc_trck_text_4":"透過這些追蹤和性能cookies收集的資訊不會識別任何個人訪客。","pc_trgt_text_1":"定位和廣告cookies","pc_trgt_text_2":"這些cookies被用來根據您的瀏覽習慣顯示您可能感興趣的廣告。","pc_trgt_text_3":"由我們的內容或廣告供應商提供的這些cookies，可能會將他們從我們的網站上收集的資訊和他們獨立收集的與您的瀏覽器在其網站中的活動有關的其他資訊結合起來。","pc_trgt_text_4":"如果您選擇刪除或禁用這些定位或廣告cookies，您仍然會看到廣告，但它們可能與您無關。","pc_yprivacy_text_1":"您的隱私對我們很重要","pc_yprivacy_text_2":"Cookies是非常小的文本文件，當您造訪網站時存儲在您的裝置上。我們將cookies用於各種目的，並提高您在我們網站的使用體驗（例如，記住您帳號的登入資訊）。","pc_yprivacy_text_3":"在瀏覽我們的網站時，您可以改變您的偏好，拒絕某些類型的cookies儲存在您的裝置上。您也可以刪除已經儲存在您裝置上的任何cookies，但請記住，刪除cookies可能會導致您無法使用我們網站的部分內容。","pc_yprivacy_title":"您的隱私","privacy_policy":"隱私權政策"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Activats","always_active":"Totjorn activats","inactive":"Desactivats","nb_agree":"Accèpti","nb_changep":"Cambiar mas preferéncias","nb_ok":"D\'acòrdi","nb_reject":"Regèti","nb_text":"Utilizam de cookies e d’autras tecnologias de seguiment per melhorar vòstra experiéncia de navegacion sus nòstre site web, per vos afichar de contenguts personalizats, de publicitats cibladas, per analisar nòstra audiéncia e per comprendre d’ont venon nòstres visitaires.","nb_title":"Utilizam de cookies","pc_fnct_text_1":"Cookies foncionals","pc_fnct_text_2":"Aquestes cookies servisson per vos fornir una experiéncia mai personalizada sus nòstre site web e per memorizar vòstras causidas quand navegatz sus nòstre site web.","pc_fnct_text_3":"Per exemple, podèm utilizar de cookies foncionals per memorizar vòstras preferéncias lingüisticas o nos remembrar de vòstre identificant de connexion.","pc_minfo_text_1":"Mai d\'informacions","pc_minfo_text_2":"Per quina question que siá tocant nòstra politica de cookies e vòstras causidas, contactat-nos.","pc_minfo_text_3":"Per ne saber mai, consultatz nòstra Politica de confidencialitat.","pc_save":"Enregistrar mas preferéncias","pc_sncssr_text_1":"Cookies formalament necessaris","pc_sncssr_text_2":"Aquestes cookies son essencials per vos fornir los servicis disponibles via nòstre site web e per vos permetre d’utilizar d’unas foncionalitats de nòstre site web.","pc_sncssr_text_3":"Sens aquestes cookies podèm pas vos provesir certans servicis sus nòstre site web.","pc_title":"Centre de preferéncias dels cookies","pc_trck_text_1":"Cookies de seguiment","pc_trck_text_2":"Aquestes cookies s’emplegan per collectar d’informacions per analisar lo trafic de nòstre site web e coma los visitaires l’utilizan.","pc_trck_text_3":"Per exemple, aquestes cookies poirián pistar las causas coma quant de temps passatz sus un site web o las paginas que consultatz, çò que nos permet de comprendre coma podèm melhorar nòstre site web per vos.","pc_trck_text_4":"Las informacions collectadas via aqueles cookies de seguiment e de performància identifican pas individualament cap de visitaire.","pc_trgt_text_1":"Cookies de ciblatge e publicitat","pc_trgt_text_2":"Aquestes cookies servisson per afichar de publicitats que vos interessaràn probablament basadas sus vòstras costumas de navegacion.","pc_trgt_text_3":"Aquestes cookies, servits per nòstres provesidors de contenguts e/o publicitats, pòdon combinar d’informacions que collèctan de nòstre site web amb d’autras informacions qu’an collectadas independentament en relacion amb las activitats de vòstre navegador a travèrs lor malhum de sites web.","pc_trgt_text_4":"Se causissètz de suprimir o desactivar aquestes cookies publicitaris o de ciblatge, veiretz totjorn de reclamas mas seràn pas pertinentas per vos.","pc_yprivacy_text_1":"Vòstra vida privada nos impòrta","pc_yprivacy_text_2":"Los cookies son de plan pichons fichièrs tèxt que son gardas dins vòstre ordenador quand visitatz un site. Utilizam los cookies per mantuna tòca e per melhorar vòstra experiéncia en linha sus nòstre site web (per exemple, per memorizar vòstre identificant de connexion).","pc_yprivacy_text_3":"Podètz modificar vòstras preferéncias e regetar certans tipes de cookies de gardar dins vòstre ordenador en navegant sus nòstre site web. Podètz tanben suprimir quin cookie que siá ja gardat dins vòstre ordenador, mas tenètz a l\'esperit que la supression de cookies pòt empachar d’utilizar nòstre site web.","pc_yprivacy_title":"Vòstra confidencialitat"}}')},function(e,t,i){var n=i(37);"string"==typeof n&&(n=[[e.i,n,""]]);var o={hmr:!0,transform:void 0,insertInto:void 0};i(1)(n,o);n.locals&&(e.exports=n.locals)},function(e,t,i){(e.exports=i(0)(!1)).push([e.i,"",""])},function(e,t){e.exports=function(e){var t="undefined"!=typeof window&&window.location;if(!t)throw new Error("fixUrls requires window.location");if(!e||"string"!=typeof e)return e;var i=t.protocol+"//"+t.host,n=i+t.pathname.replace(/\/[^\/]*$/,"/");return e.replace(/url\s*\(((?:[^)(]|\((?:[^)(]+|\([^)(]*\))*\))*)\)/gi,(function(e,t){var o,a=t.trim().replace(/^"(.*)"$/,(function(e,t){return t})).replace(/^'(.*)'$/,(function(e,t){return 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n=t.scripts[e][i],o=F(n.attributes),r=document.createElement("script");r.setAttribute("type","text/javascript"),r.setAttribute("initial-cookie-consent",n.getAttribute("cookie-consent")),null!==n.getAttribute("src")&&r.setAttribute("src",n.getAttribute("src")),o.reduce((function(e,t){"cookie-consent"!==t.name&&"type"!==t.name&&r.setAttribute(t.name,t.value)}),{}),r.text=n.innerHTML,a.appendChild("head",r),n.parentNode.removeChild(n)}catch(e){t.cookieConsent.log("Error while trying to enable a JavaScript script: "+e.message.toString(),"log")}delete t.scripts[e][i]};for(var n in t.scripts[e])i(n)},e}(),H=function(){function e(e){this.cookieConsent=e,this.cc_noticeBannerShown(),this.cc_noticeBannerOkOrAgreePressed(),this.cc_preferencesCenterClosePressed(),this.cc_noticeBannerRejectPressed(),this.cc_noticeBannerChangePreferencesPressed(),this.cc_userLanguageChanged(),this.cc_preferencesCenterSavePressed(),this.cc_freshUser(),this.cc_userChangedConsent()}return e.prototype.cc_noticeBannerShown=function(){var e=this;window.addEventListener("cc_noticeBannerShown",(function(){e.cookieConsent.log("cc_noticeBannerShown triggered","event")}))},e.prototype.cc_noticeBannerOkOrAgreePressed=function(){var e=this;document.addEventListener("cc_noticeBannerOkOrAgreePressed",(function(){this.userConsentTokenClass=new ce(e.cookieConsent),e.cookieConsent.log("cc_noticeBannerOkOrAgreePressed triggered","event"),e.cookieConsent.userConsent.acceptAllCookieLevels(),e.cookieConsent.userConsent.markUserAccepted(),e.cookieConsent.userConsent.loadAcceptedCookies(),e.cookieConsent.noticeBannerContainer.hideNoticeBanner(),e.cookieConsent.pageRefreshConfirmationButtons&&window.location.reload()}))},e.prototype.cc_noticeBannerRejectPressed=function(){var e=this;window.addEventListener("cc_noticeBannerRejectPressed",(function(){this.userTokenClass=new ce(e.cookieConsent),e.cookieConsent.log("cc_noticeBannerRejectPressed triggered","event"),e.cookieConsent.userConsent.rejectAllCookieLevels(),e.cookieConsent.userConsent.markUserAccepted(),e.cookieConsent.noticeBannerContainer.hideNoticeBanner(),e.cookieConsent.pageRefreshConfirmationButtons&&window.location.reload()}))},e.prototype.cc_noticeBannerChangePreferencesPressed=function(){var e=this;window.addEventListener("cc_noticeBannerChangePreferencesPressed",(function(){e.cookieConsent.log("cc_noticeBannerChangePreferencesPressed triggered","event"),e.cookieConsent.preferencesCenterContainer.showPreferencesCenter()}))},e.prototype.cc_userLanguageChanged=function(){var e=this;window.addEventListener("cc_userLanguageChanged",(function(){e.cookieConsent.log("cc_userLanguageChanged triggered","event")}))},e.prototype.cc_preferencesCenterClosePressed=function(){var e=this;document.addEventListener("cc_preferencesCenterClosePressed",(function(){e.cookieConsent.log("cc_preferencesCenterClosePressed triggered","event"),e.cookieConsent.preferencesCenterContainer.hidePreferencesCenter()}))},e.prototype.cc_preferencesCenterSavePressed=function(){var e=this;window.addEventListener("cc_preferencesCenterSavePressed",(function(){this.userConsentTokenClass=new ce(e.cookieConsent),e.cookieConsent.log("cc_preferencesCenterSavePressed triggered","event"),e.cookieConsent.userConsent.markUserAccepted(),e.cookieConsent.userConsent.saveCookie(),e.cookieConsent.userConsent.loadAcceptedCookies(),e.cookieConsent.preferencesCenterContainer.hidePreferencesCenter(),e.cookieConsent.noticeBannerContainer.hideNoticeBanner(),e.cookieConsent.pageRefreshConfirmationButtons&&window.location.reload()}))},e.prototype.cc_freshUser=function(){var e=this;window.addEventListener("cc_freshUser",(function(){e.cookieConsent.log("cc_freshUser triggered","event")}))},e.prototype.cc_userChangedConsent=function(){var e=this;window.addEventListener("cc_userChangedConsent",(function(){e.cookieConsent.log("cc_userChangedConsent triggered","event")}))},e}(),G=function(){function e(e){this.cookieConsent=e,this.initPreferenceItems()}return e.prototype.languageChanged=function(){this.initPreferenceItems()},e.prototype.initPreferenceItems=function(){var e,t;this.preferenceItems=[{title:this.cookieConsent.i18n.$t("i18n","pc_yprivacy_title"),title_container:"title_your_privacy",content_container:"content_your_privacy",content:"

        "+this.cookieConsent.i18n.$t("i18n","pc_yprivacy_text_1")+"

        "+this.cookieConsent.i18n.$t("i18n","pc_yprivacy_text_2")+"

        "+this.cookieConsent.i18n.$t("i18n","pc_yprivacy_text_3")+"

        "}],this.cookieLevels=[{id:"strictly-necessary",title:this.cookieConsent.i18n.$t("i18n","pc_sncssr_text_1"),content:"

        "+this.cookieConsent.i18n.$t("i18n","pc_sncssr_text_1")+"

        "+this.cookieConsent.i18n.$t("i18n","pc_sncssr_text_2")+"

        "+this.cookieConsent.i18n.$t("i18n","pc_sncssr_text_3")+"

        "},{id:"functionality",title:this.cookieConsent.i18n.$t("i18n","pc_fnct_text_1"),content:"

        "+this.cookieConsent.i18n.$t("i18n","pc_fnct_text_1")+"

        "+this.cookieConsent.i18n.$t("i18n","pc_fnct_text_2")+"

        "+this.cookieConsent.i18n.$t("i18n","pc_fnct_text_3")+"

        "},{id:"tracking",title:this.cookieConsent.i18n.$t("i18n","pc_trck_text_1"),content:"

        "+this.cookieConsent.i18n.$t("i18n","pc_trck_text_1")+"

        "+this.cookieConsent.i18n.$t("i18n","pc_trck_text_2")+"

        "+this.cookieConsent.i18n.$t("i18n","pc_trck_text_3")+"

        "+this.cookieConsent.i18n.$t("i18n","pc_trck_text_4")+"

        "},{id:"targeting",title:this.cookieConsent.i18n.$t("i18n","pc_trgt_text_1"),content:"

        "+this.cookieConsent.i18n.$t("i18n","pc_trgt_text_1")+"

        "+this.cookieConsent.i18n.$t("i18n","pc_trgt_text_2")+"

        "+this.cookieConsent.i18n.$t("i18n","pc_trgt_text_3")+"

        "+this.cookieConsent.i18n.$t("i18n","pc_trgt_text_4")+"

        "}];try{for(var i=R(this.cookieLevels),n=i.next();!n.done;n=i.next()){var o=n.value;this.preferenceItems.push({id:o.id,title:o.title,title_container:"title_"+o.id,content_container:"content_"+o.id,content:o.content})}}catch(t){e={error:t}}finally{try{n&&!n.done&&(t=i.return)&&t.call(i)}finally{if(e)throw e.error}}this.preferenceItems.push({title:this.cookieConsent.i18n.$t("i18n","pc_minfo_text_1"),title_container:"title_more_information",content_container:"content_more_information",content:"

        "+this.cookieConsent.i18n.$t("i18n","pc_minfo_text_1")+"

        "+this.cookieConsent.i18n.$t("i18n","pc_minfo_text_2")+"

        "}),null!==this.cookieConsent.ownerWebsitePrivacyPolicyUrl&&a.isValidUrl(this.cookieConsent.ownerWebsitePrivacyPolicyUrl)&&(this.preferenceItems[this.preferenceItems.length-1].content=this.preferenceItems[this.preferenceItems.length-1].content+"

        "+this.cookieConsent.i18n.$t("i18n","pc_minfo_text_3",this.cookieConsent.ownerWebsitePrivacyPolicyUrl)+"

        ")},e}(),Z=function(){function e(e){this.preferencesCenterOverlay=null,this.cookieConsent=e}return e.prototype.listenToUserButtonToOpenPreferences=function(e){var t=this,i=document.querySelectorAll(e);t.cookieConsent.log("userButton detected:","info"),t.cookieConsent.log(i,"info","table"),i&&i.forEach((function(e){e.addEventListener("click",(function(){document.dispatchEvent(t.cookieConsent.events.cc_noticeBannerChangePreferencesPressed),t.showPreferencesCenter()}))}))},e.prototype.showPreferencesCenter=function(){var e,t=this;null===this.preferencesCenterOverlay&&(this.preferencesCenterOverlay=this.createPreferencesCenterOverlayAndDialog(),a.appendChild("body",this.preferencesCenterOverlay)),this.preferencesCenterOverlay.classList.add("termsfeed-com---is-visible"),t.cookieConsent.log("Preferences Center shown","info"),this.preferencesCenterOverlay.setAttribute("role","dialog"),this.preferencesCenterOverlay.setAttribute("aria-labelledby","cc-pc-head-title-headline"),this.preferencesCenterOverlay.setAttribute("tabindex","-1"),this.preferencesCenterOverlay.focus();var i=document.querySelector("#termsfeed-com---preferences-center"),n=i.querySelectorAll('button, [href], input, select, textarea, [tabindex]:not([tabindex="-1"])')[0],o=i.querySelectorAll('button, [href], input, select, textarea, [tabindex]:not([tabindex="-1"])'),r=o[o.length-1];t.cookieConsent.log("preferencesCenterOverlayModal_firstFocusableElement: "+n,"info"),t.cookieConsent.log("preferencesCenterOverlayModal_focusableContent: "+o,"info"),t.cookieConsent.log("preferencesCenterOverlayModal_lastFocusableElement: "+r,"info"),document.addEventListener("keydown",(function(e){var i,o;("Tab"===e.key||9===e.keyCode)&&(e.shiftKey?document.activeElement===n&&(t.cookieConsent.log("preferencesCenterOverlayModal_lastFocusableElement before focus: "+r,"info"),null===(i=r)||void 0===i||i.focus(),e.preventDefault()):document.activeElement===r&&(t.cookieConsent.log("preferencesCenterOverlayModal_firstFocusableElement before focus: "+n,"info"),null===(o=n)||void 0===o||o.focus(),e.preventDefault()))})),t.cookieConsent.log("preferencesCenterOverlayModal_firstFocusableElement before focus: "+n,"info"),null===(e=n)||void 0===e||e.focus(),this.preferencesCenterOverlay.classList.add("termsfeed-com---lang-"+t.cookieConsent.i18n.userLang)},e.prototype.hidePreferencesCenter=function(){this.preferencesCenterOverlay.classList.remove("termsfeed-com---is-visible"),this.cookieConsent.log("Preferences Center hidden","info")},e.prototype.refreshPreferencesCenter=function(){if(null!==this.preferencesCenterOverlay)return this.preferencesCenterOverlay.parentNode.removeChild(this.preferencesCenterOverlay),this.preferencesCenterOverlay=null,this.showPreferencesCenter()},e.prototype.createPreferencesCenterOverlayAndDialog=function(){var e=this,t=document.createElement("div");t.classList.add("termsfeed-com---pc-overlay"),t.classList.add(e.cookieConsent.colorPalette.getClass()),t.classList.add("termsfeed-com---reset"),t.id="termsfeed-com---preferences-center",t.setAttribute("id","termsfeed-com---preferences-center");var i=document.createElement("div");i.classList.add("termsfeed-com---pc-dialog");var n=document.createElement("div");n.classList.add("cc-pc-container");var o=document.createElement("div");o.classList.add("cc-pc-head");var r=document.createElement("div");if(r.classList.add("cc-pc-head-title"),e.cookieConsent.ownerWebsiteName.length>2){var s=document.createElement("p");s.classList.add("cc-pc-head-title-text"),s.innerText=e.cookieConsent.ownerWebsiteName,a.appendChild(r,s)}var c=document.createElement("p");c.classList.add("cc-pc-head-title-headline"),c.setAttribute("id","cc-pc-head-title-headline"),c.innerHTML=e.cookieConsent.i18n.$t("i18n","pc_title"),a.appendChild(r,c);var l=document.createElement("div");l.classList.add("cc-pc-head-lang");var p=this.obtainLanguageSelector();a.appendChild(l,p);var d=document.createElement("button");d.classList.add("cc-pc-head-close"),d.innerHTML="✕",d.addEventListener("click",(function(){document.dispatchEvent(e.cookieConsent.events.cc_preferencesCenterClosePressed)})),a.appendChild(o,r),a.appendChild(o,l),!1===e.cookieConsent.ownerPreferencesCenterCloseButtonHide&&a.appendChild(l,d,"afterbegin");var u=document.createElement("div");u.classList.add("cc-cp-body");var m=this.getMenuContainer(),_=this.getContentContainer();a.appendChild(u,m),a.appendChild(u,_);var k=this.getFooterContainer();return a.appendChild(n,o),a.appendChild(n,u),a.appendChild(n,k),a.appendChild(i,n),a.appendChild(t,i),t},e.prototype.obtainLanguageSelector=function(){var e=this,t=document.createElement("select");return t.classList.add("cc-pc-head-lang-select"),[].forEach.call(e.cookieConsent.i18n.availableLanguages,(function(i){var n=document.createElement("option");n.text=i.title,n.value=i.value,e.cookieConsent.i18n.userLang===n.value&&n.setAttribute("selected","selected"),t.add(n)})),t.addEventListener("change",(function(){e.cookieConsent.i18n.userLang=t.value,e.cookieConsent.cookieLevels.languageChanged(),e.refreshPreferencesCenter(),document.dispatchEvent(e.cookieConsent.events.cc_userLanguageChanged)})),t},e.prototype.getContentContainer=function(){var e=this,t=document.createElement("div");t.classList.add("cc-cp-body-content");var i=0;return e.cookieConsent.cookieLevels.preferenceItems.forEach((function(n){var o=document.createElement("div");if(o.classList.add("cc-cp-body-content-entry"),o.setAttribute("id",n.content_container),o.setAttribute("role","tabpanel"),o.setAttribute("aria-labelledby",n.title_container),o.setAttribute("hidden",""),o.setAttribute("tabindex","0"),o.setAttribute("content_layout",n.content_container),o.setAttribute("active","false"),o.innerHTML=n.content,0===i&&(o.setAttribute("active","true"),o.removeAttribute("hidden")),i++,n.id){var r=e._getLevelCheckbox(n);a.appendChild(o,r)}a.appendChild(t,o)})),t},e.prototype.getMenuContainer=function(){var e=this,t=document.createElement("ul");t.classList.add("cc-cp-body-tabs"),t.setAttribute("role","tablist"),t.setAttribute("aria-label","Menu");var i=0;return e.cookieConsent.cookieLevels.preferenceItems.forEach((function(n){var o=document.createElement("li");o.classList.add("cc-cp-body-tabs-item");var r=document.createElement("button");r.classList.add("cc-cp-body-tabs-item-link"),r.setAttribute("id",n.title_container),r.setAttribute("role","tab"),r.setAttribute("aria-selected","false"),r.setAttribute("aria-controls",n.content_container),r.setAttribute("tabindex","-1"),r.setAttribute("t",n.content_container),r.innerHTML=n.title,0===i&&(o.setAttribute("active","true"),r.setAttribute("aria-selected","true"),r.setAttribute("tabindex","0")),i++,r.addEventListener("click",(function(t){t.preventDefault(),e.cookieConsent.log("Preferences Center tab item clicked: "+n.title,"info");var i=document.querySelectorAll('li[active="true"]');[].forEach.call(i,(function(e){e.setAttribute("active","false"),e.firstElementChild.setAttribute("aria-selected","false"),e.firstElementChild.setAttribute("tabindex","-1")})),o.setAttribute("active","true"),o.firstElementChild.setAttribute("aria-selected","true"),o.firstElementChild.setAttribute("tabindex","0");try{var a=document.querySelectorAll("div[content_layout]");[].forEach.call(a,(function(e){e.setAttribute("active","false"),e.setAttribute("hidden","")}));var r=document.querySelector('div[content_layout="'+n.content_container+'"]');r.setAttribute("active","true"),r.removeAttribute("hidden")}catch(t){}}));var s=0,c=document.getElementsByClassName("cc-cp-body-tabs-item-link");t.addEventListener("keydown",(function(e){"ArrowDown"!==e.key&&"ArrowUp"!==e.key&&"ArrowLeft"!==e.key&&"ArrowRight"!==e.key||(c[s].setAttribute("tabindex","-1"),"ArrowDown"===e.key||"ArrowRight"===e.key?++s>=c.length&&(s=0):"ArrowUp"!==e.key&&"ArrowLeft"!==e.key||--s<0&&(s=c.length-1),c[s].setAttribute("tabindex","0"),c[s].focus())})),a.appendChild(o,r),a.appendChild(t,o)})),t},e.prototype.getFooterContainer=function(){var e=this,t=document.createElement("div");t.classList.add("cc-cp-foot");var i=document.createElement("div");i.classList.add("cc-cp-foot-byline"),i.innerHTML=a.magicTransform("Q29va2llIENvbnNlbnQgYnkgPGEgaHJlZj0iaHR0cHM6Ly93d3cudGVybXNmZWVkLmNvbS9jb29raWUtY29uc2VudC8iIHRhcmdldD0iX2JsYW5rIj5UZXJtc0ZlZWQ8L2E+");var n=document.createElement("div");n.classList.add("cc-cp-foot-button");var o=document.createElement("button");return o.classList.add("cc-cp-foot-save"),o.innerHTML=e.cookieConsent.i18n.$t("i18n","pc_save"),o.addEventListener("click",(function(){document.dispatchEvent(e.cookieConsent.events.cc_preferencesCenterSavePressed)})),a.appendChild(n,o),a.appendChild(t,i),a.appendChild(t,n),t},e.prototype._getLevelCheckbox=function(e){var t=this,i=document.createElement("div");if(i.classList.add("cc-custom-checkbox"),"strictly-necessary"!==e.id){var n=t.cookieConsent.userConsent.acceptedLevels,o=document.createElement("input");o.setAttribute("cookie_consent_toggler","true"),o.setAttribute("type","checkbox"),o.setAttribute("class","cc-custom-checkbox"),o.setAttribute("id",e.id),o.setAttribute("name",e.id),o.setAttribute("aria-labelledby",e.id+"_label"),(r=document.createElement("label")).setAttribute("for",e.id),r.setAttribute("id",e.id+"_label"),n[e.id]?(o.setAttribute("checked","checked"),o.setAttribute("aria-checked","true"),r.setAttribute("class","is-active"),r.innerHTML=t.cookieConsent.i18n.$t("i18n","active")):(o.setAttribute("aria-checked","false"),r.setAttribute("class","is-inactive"),r.innerHTML=t.cookieConsent.i18n.$t("i18n","inactive")),o.addEventListener("change",(function(){var i=o.checked,n=e.id,a=document.querySelector('label[for="'+n+'"]');t.cookieConsent.log("User changed cookie level ["+n+"], new status: "+i,"info"),document.dispatchEvent(t.cookieConsent.events.cc_userChangedConsent),!0===i?(t.cookieConsent.userConsent.acceptLevel(n),a.innerHTML=t.cookieConsent.i18n.$t("i18n","active")):(t.cookieConsent.userConsent.rejectLevel(n),a.innerHTML=t.cookieConsent.i18n.$t("i18n","inactive"))})),o.addEventListener("keypress",(function(e){if(" "===e.key||"Spacebar"===e.key)switch(o.getAttribute("aria-checked")){case"true":o.setAttribute("aria-checked","false");break;case"false":o.setAttribute("aria-checked","true")}})),a.appendChild(i,o),a.appendChild(i,r)}else{var r,s=document.createElement("input");s.setAttribute("cookie_consent_toggler","true"),s.setAttribute("type","checkbox"),s.setAttribute("checked","checked"),s.setAttribute("aria-checked","true"),s.setAttribute("disabled","disabled"),s.setAttribute("class","cc-custom-checkbox"),s.setAttribute("id",e.id),s.setAttribute("name",e.id),s.setAttribute("aria-labelledby",e.id+"_label"),s.setAttribute("tabindex","0"),(r=document.createElement("label")).setAttribute("for",e.id),r.setAttribute("id",e.id+"_label"),r.innerHTML=t.cookieConsent.i18n.$t("i18n","always_active"),a.appendChild(i,s),a.appendChild(i,r)}return i},e}(),Y=function(){function e(e){this.noticeBanner=null,this.noticeBannerOverlay=null,this.noticeBannerExtraCss=[],this.cookieConsent=e,this.noticeBannerExtraCss.push(e.colorPalette.getClass())}return e.prototype.initNoticeBanner=function(){var e,t;if(null===this.noticeBanner&&(this.noticeBanner=this.createNoticeBanner()),t="afterbegin"===this.cookieConsent.ownerNoticeBannerAppendContentPosition||"beforeend"===this.cookieConsent.ownerNoticeBannerAppendContentPosition?this.cookieConsent.ownerNoticeBannerAppendContentPosition:"afterbegin",a.appendChild("body",this.noticeBanner,t),this.cookieConsent.log("Notice Banner shown "+t,"info"),document.dispatchEvent(this.cookieConsent.events.cc_noticeBannerShown),"interstitial"===this.cookieConsent.ownerNoticeBannerType||"standalone"===this.cookieConsent.ownerNoticeBannerType){var i=document.querySelector("#termsfeed-com---nb"),n=i.querySelectorAll('button, [href], input, select, textarea, [tabindex]:not([tabindex="-1"])')[0],o=i.querySelectorAll('button, [href], input, select, textarea, [tabindex]:not([tabindex="-1"])'),r=o[o.length-1];document.addEventListener("keydown",(function(e){var t,i;("Tab"===e.key||9===e.keyCode)&&(e.shiftKey?document.activeElement===n&&(null===(t=r)||void 0===t||t.focus(),e.preventDefault()):document.activeElement===r&&(null===(i=n)||void 0===i||i.focus(),e.preventDefault()))})),null===(e=n)||void 0===e||e.focus()}return!0},e.prototype.hideNoticeBanner=function(){try{this.noticeBanner.classList.add("termsfeed-com---is-hidden"),this.cookieConsent.log("Notice Banner hidden","info")}catch(e){}},e.prototype.createNoticeBanner=function(){var e,t,i=document.createElement("div");if(i.classList.add("termsfeed-com---reset"),i.classList.add("termsfeed-com---nb"),i.setAttribute("id","termsfeed-com---nb"),i.setAttribute("role","dialog"),i.setAttribute("aria-modal","true"),i.setAttribute("aria-labelledby","cc-nb-title"),i.setAttribute("aria-describedby","cc-nb-text"),this.noticeBannerExtraCss.length)try{for(var n=R(this.noticeBannerExtraCss),o=n.next();!o.done;o=n.next()){var r=o.value;i.classList.add(r)}}catch(t){e={error:t}}finally{try{o&&!o.done&&(t=n.return)&&t.call(n)}finally{if(e)throw e.error}}if(i.classList.add("termsfeed-com---lang-"+this.cookieConsent.i18n.userLang),a.appendChild(i,this.createNoticeBannerContent()),"interstitial"===this.cookieConsent.ownerNoticeBannerType){var s=document.createElement("div");return s.classList.add("termsfeed-com---nb-interstitial-overlay"),a.appendChild(s,i),s}return i},e.prototype.createNoticeBannerContent=function(){var e=this,t=document.createElement("div");t.classList.add("cc-nb-main-container");var i=document.createElement("div");i.classList.add("cc-nb-title-container");var n=document.createElement("p");n.classList.add("cc-nb-title"),n.setAttribute("id","cc-nb-title"),n.innerText=e.cookieConsent.i18n.$t("i18n","nb_title"),a.appendChild(i,n);var o=document.createElement("div");o.classList.add("cc-nb-text-container");var r=document.createElement("p");r.classList.add("cc-nb-text"),r.setAttribute("id","cc-nb-text"),r.innerHTML=e.cookieConsent.i18n.$t("i18n","nb_text");var 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So können wir verstehen, wie wir unsere Website für Sie verbessern können.","pc_trck_text_4":"Die durch diese Tracking- und Performance-Cookies gesammelten Informationen identifizieren keinen einzelnen Besucher.","pc_trgt_text_1":"Targeting und Werbung Cookies","pc_trgt_text_2":"Diese Cookies werden genutzt, um Werbung anzuzeigen, die Sie aufgrund Ihrer Surfgewohnheiten wahrscheinlich interessieren wird.","pc_trgt_text_3":"Diese Cookies, die von unseren Inhalten und / oder Werbeanbietern bereitgestellt werden, können Informationen, die sie von unserer Website gesammelt haben, mit anderen Informationen kombinieren, welche sie durch Aktivitäten Ihres Webbrowsers in Ihrem Netzwerk von Websites gesammelt haben.","pc_trgt_text_4":"Wenn Sie diese Targeting- oder Werbe-Cookies entfernen oder deaktivieren, werden weiterhin Anzeigen angezeigt. Diese sind für Sie jedoch möglicherweise nicht relevant.","pc_yprivacy_text_1":"Ihre Privatsphäre ist uns wichtig","pc_yprivacy_text_2":"Cookies sind sehr kleine Textdateien, die auf Ihrem Rechner gespeichert werden, wenn Sie eine Website besuchen. Wir verwenden Cookies für eine Reihe von Auswertungen, um damit Ihren Besuch auf unserer Website kontinuierlich verbessern zu können (z. B. damit Ihnen Ihre Login-Daten erhalten bleiben).","pc_yprivacy_text_3":"Sie können Ihre Einstellungen ändern und verschiedenen Arten von Cookies erlauben, auf Ihrem Rechner gespeichert zu werden, während Sie unsere Webseite besuchen. Sie können auf Ihrem Rechner gespeicherte Cookies ebenso weitgehend wieder entfernen. Bitte bedenken Sie aber, dass dadurch Teile unserer Website möglicherweise nicht mehr in der gedachten Art und Weise nutzbar sind.","pc_yprivacy_title":"Ihre Privatsphäre","privacy_policy":"Datenschutzrichtlinie"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Actif","always_active":"Toujours activé","impressum":"Impressum","inactive":"Inactif","nb_agree":"J\'accepte","nb_changep":"Changer mes préférences","nb_ok":"OK","nb_reject":"Je refuse","nb_text":"Nous utilisons des cookies et d\'autres technologies de suivi pour améliorer votre expérience de navigation sur notre site, pour vous montrer un contenu personnalisé et des publicités ciblées, pour analyser le trafic de notre site et pour comprendre la provenance de nos visiteurs.","nb_title":"Nous utilisons des cookies","pc_fnct_text_1":"Cookies de Fonctionnalité","pc_fnct_text_2":"Ces cookies servent à vous offrir une expérience plus personnalisée sur notre site Web et à mémoriser les choix que vous faites lorsque vous utilisez notre site Web.","pc_fnct_text_3":"Par exemple, nous pouvons utiliser des cookies de fonctionnalité pour mémoriser vos préférences de langue ou vos identifiants de connexion.","pc_minfo_text_1":"Plus d\'information","pc_minfo_text_2":"Pour toute question relative à notre politique en matière de cookies et à vos choix, veuillez nous contacter.","pc_minfo_text_3":"Pour en savoir plus, merci de consulter notre Politique de confidentialité.","pc_save":"Sauvegarder mes préférences","pc_sncssr_text_1":"Cookies strictement nécessaires","pc_sncssr_text_2":"Ces cookies sont essentiels pour vous fournir les services disponibles sur notre site Web et vous permettre d’utiliser certaines fonctionnalités de notre site Web.","pc_sncssr_text_3":"Sans ces cookies, nous ne pouvons pas vous fournir certains services sur notre site Web.","pc_title":"Espace de Préférences des Cookies","pc_trck_text_1":"Cookies de suivi et de performance","pc_trck_text_2":"Ces cookies sont utilisés pour collecter des informations permettant d\'analyser le trafic sur notre site et la manière dont les visiteurs utilisent notre site.","pc_trck_text_3":"Par exemple, ces cookies peuvent suivre des choses telles que le temps que vous passez sur le site Web ou les pages que vous visitez, ce qui nous aide à comprendre comment nous pouvons améliorer notre site Web pour vous.","pc_trck_text_4":"Les informations collectées via ces cookies de suivi et de performance n\' identifient aucun visiteur en particulier.","pc_trgt_text_1":"Cookies de ciblage et de publicité","pc_trgt_text_2":"Ces cookies sont utilisés pour afficher des publicités susceptibles de vous intéresser en fonction de vos habitudes de navigation.","pc_trgt_text_3":"Ces cookies, tels que servis par nos fournisseurs de contenu et / ou de publicité, peuvent associer des informations qu\'ils ont collectées sur notre site Web à d\'autres informations qu\'ils ont collectées de manière indépendante et concernant les activités du votre navigateur Web sur son réseau de sites Web.","pc_trgt_text_4":"Si vous choisissez de supprimer ou de désactiver ces cookies de ciblage ou de publicité, vous verrez toujours des annonces, mais elles risquent de ne pas être pertinentes.","pc_yprivacy_text_1":"Votre confidentialité est importante pour nous","pc_yprivacy_text_2":"Les cookies sont de très petits fichiers texte qui sont stockés sur votre ordinateur lorsque vous visitez un site Web. Nous utilisons des cookies à diverses fins et pour améliorer votre expérience en ligne sur notre site Web (par exemple, pour mémoriser les informations de connexion de votre compte).","pc_yprivacy_text_3":"Vous pouvez modifier vos préférences et refuser l\'enregistrement de certains types de cookies sur votre ordinateur lors de la navigation sur notre site. Vous pouvez également supprimer les cookies déjà stockés sur votre ordinateur, mais gardez à l\'esprit que leur suppression peut vous empêcher d\'utiliser des éléments de notre site Web.","pc_yprivacy_title":"Votre confidentialité","privacy_policy":"Politique de confidentialité"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Activo","always_active":"Siempre activo","impressum":"Impressum","inactive":"Inactivo","nb_agree":"Aceptar","nb_changep":"Configurar","nb_ok":"OK","nb_reject":"Rechazar","nb_text":"Usamos cookies y otras técnicas de rastreo para mejorar tu experiencia de navegación en nuestra web, para mostrarte contenidos personalizados y anuncios adecuados, para analizar el tráfico en nuestra web y para comprender de donde llegan nuestros visitantes.","nb_title":"Utilizamos cookies","pc_fnct_text_1":"Cookies de funcionalidad","pc_fnct_text_2":"Estas cookies son utilizadas para proveerte una experiencia más personalizada y recordar tus elecciones en nuestra web.","pc_fnct_text_3":"Por ejemplo, podemos utilizar cookies de funcionalidad para recordar tus preferencias de idioma o tus detalles de acceso.","pc_minfo_text_1":"Más información","pc_minfo_text_2":"Para cualquier pregunta en relación con nuestra política de cookies y tus preferencias, contacta con nosotros, por favor.","pc_minfo_text_3":"Para saber más, visita nuestra página sobre la Política de privacidad.","pc_save":"Guardar mis preferencias","pc_sncssr_text_1":"Cookies estrictamente necesarias","pc_sncssr_text_2":"Estos cookies son esenciales para proveerte los servicios disponibles en nuestra web y para permitirte utilizar algunas características de nuestra web.","pc_sncssr_text_3":"Sin estas cookies, no podemos proveer algunos servicios de nuestro sitio web.","pc_title":"Centro de Preferencias de Cookies","pc_trck_text_1":"Cookies de rastreo y rendimiento","pc_trck_text_2":"Estas cookies son utilizadas para recopilar información, para analizar el tráfico y la forma en que los usuarios utilizan nuestra web.","pc_trck_text_3":"Por ejemplo, estas cookies pueden recopilar datos como cuánto tiempo llevas navegado en nuestro sitio web o qué páginas visitas, cosa que nos ayuda a comprender cómo podemos mejorar nuestra web para ti.","pc_trck_text_4":"La información recopilada con estas cookies de rastreo y rendimiento no identifican a ningún visitante individual.","pc_trgt_text_1":"Cookies de seguimiento y publicidad","pc_trgt_text_2":"Estas cookies son utilizadas para enseñarte anuncios que pueden ser interesantes basados en tus costumbres de navegación.","pc_trgt_text_3":"Estas cookies, servidas por nuestros proveedores de contenido y/o de publicidad, pueden combinar la información que ellos recogieron de nuestro sitio web con otra información recopilada por ellos en relación con las actividades de su navegador a través de su red de sitios web.","pc_trgt_text_4":"Si eliges cancelar o inhabilitar las cookies de seguimiento y publicidad, seguirás viendo anuncios pero estos podrían no ser de tu interés.","pc_yprivacy_text_1":"Tu privacidad es importante para nosotros","pc_yprivacy_text_2":"Las cookies son pequeños archivos de texto que se almacenan en tu navegador cuando visitas nuestra web. Utilizamos cookies para diferentes objetivos y para mejorar tu experiencia en nuestro sitio web (por ejemplo, para recordar tus detalles de acceso).","pc_yprivacy_text_3":"Puedes cambiar tus preferencias y rechazar que algunos tipos de cookies sean almacenados mientras estás navegando en nuestra web. También puedes cancelar cualquier cookie ya almacenada en tu navegador, pero recuerda que cancelar las cookies puede impedirte utilizar algunas partes de nuestra web.","pc_yprivacy_title":"Tu privacidad","privacy_policy":"Política de privacidad"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Actiu","always_active":"Sempre actiu","impressum":"Impressum","inactive":"Inactiu","nb_agree":"Estic d’acord","nb_changep":"Canviar preferències","nb_ok":"OK","nb_reject":"Declino","nb_text":"Fem servir cookies i altres tecnologies de seguiment per millorar la teva experiència de navegació al nostre lloc web, per mostrar-te contingut personalitzat i anuncis interessants per a tu, per analitzar el nostre tràfic i entendre d’on venen els nostres visitants.","nb_title":"Fem servir cookies","pc_fnct_text_1":"Cookies de funcionalitat","pc_fnct_text_2":"Aquestes cookies ens permeten oferir-vos una experiència personalitzada i recordar la vostra configuració quan feu servir el nostre lloc web.","pc_fnct_text_3":"Per exemple, podem fer servir funcionalitat per recordar el vostre idioma o les vostres credencials.","pc_minfo_text_1":"Més informació","pc_minfo_text_2":"Per qualsevol pregunta relacionada amb la nostra política de cookies i les vostres opcions, si us plau contacti’ns.","pc_minfo_text_3":"Per saber més, si us plau visiti la nostra Política de privacitat.","pc_save":"Guarda les meves preferències","pc_sncssr_text_1":"Cookies estrictament necessàries","pc_sncssr_text_2":"Aquestes cookies són essencials per oferir-vos el nostres serveis i funcionalitats al nostre lloc web.","pc_sncssr_text_3":"Sense aquestes cookies, no us podem oferir alguns serveis.","pc_title":"Centre de Preferències de Cookies","pc_trck_text_1":"Cookies de seguiment i rendiment","pc_trck_text_2":"Aquestes cookies es fan servir per recollir informació, analitzar el tràfic i veure com es fa servir el nostre lloc web.","pc_trck_text_3":"Per exemple, aquestes cookies podrien fer el seguiment de quant de temps visiteu el nostre web o quines pàgines visiteu les quals ens poden ajudar a entendre com millorar el lloc web per vosaltres.","pc_trck_text_4":"La informació recollida gràcies a aquestes cookies de seguiment i rendiment no us identifiquen de forma individual.","pc_trgt_text_1":"Cookies de publicitat i focalització","pc_trgt_text_2":"Aquestes cookies es fan servir per mostrar anuncis que poden ser del vostre interès basats en els vostres hàbits d’us.","pc_trgt_text_3":"Aquestes cookies, servides tal i com ho fan els nostres proveïdors de publicitat i contingut, poden combinar informació recollida al nostre lloc web amb altra informació que hagin recollit independentment relacionada amb activitat a la seva xarxa de llocs web.","pc_trgt_text_4":"Si vostè decideix eliminar o deshabilitat aquestes cookies, encara veurà publicitat però aquesta pot no ser rellevant per vostè.","pc_yprivacy_text_1":"La vostra privacitat és important per nosaltres","pc_yprivacy_text_2":"Les cookies són uns arxius de text molt petits que es guarden al vostre ordinador quan visiteu un lloc web. Fem servir cookies per una varietat de finalitats i millorar la vostra experiència al nostre lloc web (per exemple, per recordar les vostres credencials).","pc_yprivacy_text_3":"Pot canviar les vostres preferències i rebutjar l’emmagatzematge al vostre ordinador de certs tipus de cookies mentres navega pel nostre. Pot eliminar qualsevol cookie ja emmagatzemada al vostre ordinador, però tingui en compte que eliminar cookies pot impedir que faci servir parts del nostre lloc web.","pc_yprivacy_title":"La vostra privacitat","privacy_policy":"Política de privacitat"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Attivo","always_active":"Sempre attivo","impressum":"Impressum","inactive":"Inattivo","nb_agree":"Accetto","nb_changep":"Cambia le mie impostazioni","nb_ok":"OK","nb_reject":"Rifiuto","nb_text":"Noi usiamo i cookies e altre tecniche di tracciamento per migliorare la tua esperienza di navigazione nel nostro sito, per mostrarti contenuti personalizzati e annunci mirati, per analizzare il traffico sul nostro sito, e per capire da dove arrivano i nostri visitatori.","nb_title":"Noi usiamo i cookies","pc_fnct_text_1":"Cookies funzionali","pc_fnct_text_2":"Questi cookies sono utilizzati per offrirti un’esperienza più personalizzata nel nostro sito e per ricordare le scelte che hai fatto mentre usavi il nostro sito.","pc_fnct_text_3":"Per esempio, possiamo usare cookies funzionali per memorizzare le tue preferenze sulla lingua o i tuoi dettagli di accesso.","pc_minfo_text_1":"Più informazioni","pc_minfo_text_2":"Per qualsiasi domanda relativa alla nostra politica sui cookies e le tue scelte, per favore contattaci.","pc_minfo_text_3":"Per saperne di più, visita per favore la nostra pagina sulla Politica sulla riservatezza.","pc_save":"Salva le mie impostazioni","pc_sncssr_text_1":"Cookies strettamente necessari","pc_sncssr_text_2":"Questi cookies sono essenziali per fornirti i servizi disponibili nel nostro sito e per renderti disponibili alcune funzionalità del nostro sito web.","pc_sncssr_text_3":"Senza questi cookies, non possiamo fornirti alcuni servizi del nostro sito.","pc_title":"Centro Preferenze sui Cookies","pc_trck_text_1":"Cookies di tracciamento e prestazione","pc_trck_text_2":"Questi cookies sono utilizzati per raccogliere informazioni per analizzare il traffico verso il nostro sito e il modo in cui i visitatori utilizzano il nostro sito.","pc_trck_text_3":"Per esempio, questi cookies possono tracciare cose come quanto a lungo ti fermi nel nostro sito o le pagine che visiti, cosa che ci aiuta a capire come possiamo migliorare il nostro sito per te.","pc_trck_text_4":"Le informazioni raccolte attraverso questi cookies di tracciamento e performance non identificano alcun visitatore individuale.","pc_trgt_text_1":"Cookies di targeting e pubblicità","pc_trgt_text_2":"Questi cookies sono usati per mostrare annunci pubblicitari che possano verosimilmente essere di tuo interesse in base alle tue abitudini di navigazione.","pc_trgt_text_3":"Questi cookies, cosí come forniti dai nostri fornitori di contenuti o annunci pubblicitari, possono combinare le informazioni che raccolgono dal nostro sito web con quelle che hanno indipendentemente raccolto in relazione all’attività del tuo browser attraverso la loro rete di siti web.","pc_trgt_text_4":"Se scegli di rimuovere o disabilitare questo tipo di cookies di targeting e pubblicità, vedrai ancora annunci pubblicitari ma potrebbero essere irrilevanti per te.","pc_yprivacy_text_1":"La tua privacy è importante per noi","pc_yprivacy_text_2":"I cookies sono dei piccolissimi file di testo che vengono memorizzati nel tuo computer quando visiti un sito web. Noi usiamo i cookies per una varietà di scopi e per migliorare la tua esperienza online nel nostro sito web (per esempio, per ricordare i tuoi dettagli di accesso).","pc_yprivacy_text_3":"Tu puoi cambiare le tue impostazioni e rifiutare che alcuni tipi di cookies vengano memorizzati sul tuo computer mentre stai navigando nel nostro sito web. Puoi anche rimuovere qualsiasi cookie già memorizzato nel tuo computer, ma ricorda che cancellare i cookies può impedirti di utilizzare alcune parti del nostro sito.","pc_yprivacy_title":"La tua privacy","privacy_policy":"Politica sulla riservatezza"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktiv","always_active":"Alltid aktiv","impressum":"Impressum","inactive":"Inaktiv","nb_agree":"Jag accepterar","nb_changep":"Ändra mina inställningar","nb_ok":"OK","nb_reject":"Jag avböjer","nb_text":"Vi använder cookies och andra spårningsteknologier för att förbättra din surfupplevelse på vår webbplats, för att visa dig personligt innehåll och riktade annonser, för att analysera vår webbplatstrafik och för att förstå var våra besökare kommer ifrån.","nb_title":"Vi använder oss av cookies","pc_fnct_text_1":"Funktionella cookies","pc_fnct_text_2":"Dessa cookies används för att ge dig en mer personlig upplevelse på vår webbplats och för att komma ihåg val du gör när du använder vår webbplats.","pc_fnct_text_3":"Vi kan till exempel använda funktions cookies för att komma ihåg dina språkinställningar eller dina inloggningsuppgifter.","pc_minfo_text_1":"Mer information","pc_minfo_text_2":"Kontakta oss om du har frågor angående vår policy om cookies och dina val.","pc_minfo_text_3":"För att ta reda på mer, läs vår integritetspolicy.","pc_save":"Spara mina inställningar","pc_sncssr_text_1":"Absolut nödvändiga cookies","pc_sncssr_text_2":"Dessa cookies är viktiga för att förse dig med tjänster som är tillgängliga via vår webbplats och för att du ska kunna använda vissa funktioner på vår webbplats.","pc_sncssr_text_3":"Utan dessa cookies kan vi inte tillhandahålla vissa tjänster på vår webbplats.","pc_title":"Cookies Inställningar","pc_trck_text_1":"Spårnings- och prestanda cookies","pc_trck_text_2":"Dessa cookies används för att samla in information för att analysera trafiken på vår webbplats och hur våra besökare använder den.","pc_trck_text_3":"Dessa cookies kan till exempel spåra hur länge du spenderar på webbplatsen eller vilka sidor du besöker vilket hjälper oss att förstå hur vi kan förbättra vår webbplats för dig.","pc_trck_text_4":"Informationen som samlas in genom dessa spårnings- och prestanda cookies identifierar ingen enskild besökare.","pc_trgt_text_1":"Inriktnings- och reklamcookies","pc_trgt_text_2":"Dessa cookies används för att visa reklam som sannolikt kommer att vara av intresse för dig baserat på dina surfvanor.","pc_trgt_text_3":"Dessa kakor, som betjänas av vårt innehåll och / eller reklamleverantörer, kan kombinera information som de samlat in från vår webbplats med annan information som de har samlat in oberoende om din webbläsares aktiviteter i deras nätverk av webbplatser.","pc_trgt_text_4":"Om du väljer att ta bort eller inaktivera dessa inriktnings- och reklamcookies kommer du fortfarande att se annonser men de kanske inte är relevanta för dig.","pc_yprivacy_text_1":"Din integritet är viktig för oss","pc_yprivacy_text_2":"Cookies är mycket små textfiler som lagras på din dator när du besöker en webbplats. Vi använder cookies till olika ändamål och för att kunna förbättra din onlineupplevelse på vår webbplats (till exempel som att komma ihåg dina inloggningsuppgifter).","pc_yprivacy_text_3":"Du kan ändra dina inställningar och avaktivera vissa typer av cookies som ska lagras på din dator när du surfar på vår webbplats. Du kan också ta bort alla cookies som redan är lagrade på din dator, men kom ihåg att radering av cookies kan hindra dig från att använda delar av vår webbplats.","pc_yprivacy_title":"Din integritet","privacy_policy":"Integritetspolicy"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Actief","always_active":"Altijd actief","impressum":"Impressum","inactive":"Inactief","nb_agree":"Ik ga akkoord","nb_changep":"Wijzig mijn voorkeuren","nb_ok":"OK","nb_reject":"Ik weiger","nb_text":"Wij maken gebruik van cookies en andere tracking-technologieën om uw surfervaring op onze website te verbeteren, om gepersonaliseerde inhoud en advertenties te tonen, om ons websiteverkeer te analyseren en om te begrijpen waar onze bezoekers vandaan komen.","nb_title":"Wij gebruiken cookies","pc_fnct_text_1":"Functionele cookies","pc_fnct_text_2":"Deze cookies worden gebruikt om u een persoonlijkere ervaring op onze website te bieden en om keuzes te onthouden die u maakt wanneer u onze website gebruikt.","pc_fnct_text_3":"Functionele cookies worden bijvoorbeeld gebruikt om uw taalvoorkeuren of inloggegevens te onthouden.","pc_minfo_text_1":"Meer informatie","pc_minfo_text_2":"Voor vragen in verband met ons cookiebeleid en uw keuzes kan u ons contacteren.","pc_minfo_text_3":"Voor meer informatie, bezoek ons Privacybeleid.","pc_save":"Sla mijn voorkeuren op","pc_sncssr_text_1":"Strikt noodzakelijke cookies","pc_sncssr_text_2":"Deze cookies zijn essentieel om u de diensten aan te bieden die beschikbaar zijn via onze website en om u in staat te stellen bepaalde functies van onze website te gebruiken.","pc_sncssr_text_3":"Zonder deze cookies kunnen we u bepaalde diensten op onze website niet aanbieden.","pc_title":"Cookie instellingen","pc_trck_text_1":"Tracking- en prestatie cookies","pc_trck_text_2":"Deze cookies worden gebruikt om informatie te verzamelen om het verkeer naar onze website te analyseren en hoe bezoekers onze website gebruiken.","pc_trck_text_3":"Deze cookies kunnen gegevens zoals hoe lang u op de website doorbrengt of de pagina\'s die u bezoekt, bijhouden. Dit helpt ons te begrijpen hoe we onze website voor u kunnen verbeteren.","pc_trck_text_4":"Individuele bezoekers kunnen niet geïdentificeerd worden aan hand van de informatie in deze cookies.","pc_trgt_text_1":"Targeting- en advertentie cookies","pc_trgt_text_2":"Deze cookies worden gebruikt om advertenties weer te geven die u waarschijnlijk interesseren op basis van uw surfgedrag.","pc_trgt_text_3":"Deze cookies, zoals aangeboden op basis van de inhoud van onze site en/of reclame aanbieders, kunnen informatie die ze van onze website hebben verzameld combineren met andere informatie die ze onafhankelijk hebben verzameld met betrekking tot de activiteiten van uw webbrowser via hun netwerk van websites.","pc_trgt_text_4":"Als u ervoor kiest deze targeting- of advertentiecookies te verwijderen of uit te schakelen, ziet u nog steeds advertenties, maar deze zijn mogelijk niet relevant voor u.","pc_yprivacy_text_1":"Uw privacy is belangrijk voor ons","pc_yprivacy_text_2":"Cookies zijn kleine tekstbestanden die bij het bezoeken van een website op uw computer worden opgeslagen. We gebruiken cookies voor verschillende doeleinden en om uw online ervaring op onze website te verbeteren (bijvoorbeeld om de inloggegevens voor uw account te onthouden).","pc_yprivacy_text_3":"U kunt uw voorkeuren wijzigen en bepaalde soorten cookies weigeren die op uw computer worden opgeslagen tijdens het browsen op onze website. U kunt ook alle cookies verwijderen die al op uw computer zijn opgeslagen, maar houd er rekening mee dat het verwijderen van cookies ertoe kan leiden dat u delen van onze website niet kunt gebruiken.","pc_yprivacy_title":"Jouw privacy","privacy_policy":"Privacybeleid"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Ativo","always_active":"Sempre ativo","impressum":"Impressum","inactive":"Inativo","nb_agree":"Concordo","nb_changep":"Alterar as minhas preferências","nb_ok":"OK","nb_reject":"Eu recuso","nb_text":"Utilizamos cookies e outras tecnologias de medição para melhorar a sua experiência de navegação no nosso site, de forma a mostrar conteúdo personalizado, anúncios direcionados, analisar o tráfego do site e entender de onde vêm os visitantes.","nb_title":"O nosso site usa cookies","pc_fnct_text_1":"Cookies de funcionalidade","pc_fnct_text_2":"Estes cookies são usados ​​para fornecer uma experiência mais personalizada no nosso site e para lembrar as escolhas que faz ao usar o nosso site.","pc_fnct_text_3":"Por exemplo, podemos usar cookies de funcionalidade para se lembrar das suas preferências de idioma e/ ou os seus detalhes de login.","pc_minfo_text_1":"Mais Informações","pc_minfo_text_2":"Para qualquer dúvida sobre a nossa política de cookies e as suas opções, entre em contato connosco.","pc_minfo_text_3":"Para obter mais detalhes, por favor consulte a nossa Política de Privacidade.","pc_save":"Guardar as minhas preferências","pc_sncssr_text_1":"Cookies estritamente necessários","pc_sncssr_text_2":"Estes cookies são essenciais para fornecer serviços disponíveis no nosso site e permitir que possa usar determinados recursos no nosso site.","pc_sncssr_text_3":"Sem estes cookies, não podemos fornecer certos serviços no nosso site.","pc_title":"Centro de preferências de cookies","pc_trck_text_1":"Cookies de medição e desempenho","pc_trck_text_2":"Estes cookies são usados ​​para coletar informações para analisar o tráfego no nosso site e entender como é que os visitantes estão a usar o nosso site.","pc_trck_text_3":"Por exemplo, estes cookies podem medir fatores como o tempo despendido no site ou as páginas visitadas, isto vai permitir entender como podemos melhorar o nosso site para os utilizadores.","pc_trck_text_4":"As informações coletadas por meio destes cookies de medição e desempenho não identificam nenhum visitante individual.","pc_trgt_text_1":"Cookies de segmentação e publicidade","pc_trgt_text_2":"Estes cookies são usados ​​para mostrar publicidade que provavelmente lhe pode interessar com base nos seus hábitos e comportamentos de navegação.","pc_trgt_text_3":"Estes cookies, servidos pelo nosso conteúdo e/ ou fornecedores de publicidade, podem combinar as informações coletadas no nosso site com outras informações coletadas independentemente relacionadas com as atividades na rede de sites do seu navegador.","pc_trgt_text_4":"Se optar por remover ou desativar estes cookies de segmentação ou publicidade, ainda verá anúncios, mas estes poderão não ser relevantes para si.","pc_yprivacy_text_1":"A sua privacidade é importante para nós","pc_yprivacy_text_2":"Cookies são pequenos arquivos de texto que são armazenados no seu computador quando visita um site. Utilizamos cookies para diversos fins e para aprimorar sua experiência no nosso site (por exemplo, para se lembrar dos detalhes de login da sua conta).","pc_yprivacy_text_3":"Pode alterar as suas preferências e recusar o armazenamento de certos tipos de cookies no seu computador enquanto navega no nosso site. Pode também remover todos os cookies já armazenados no seu computador, mas lembre-se de que a exclusão de cookies pode impedir o uso de determinadas áreas no nosso site.","pc_yprivacy_title":"A sua privacidade","privacy_policy":"Política de Privacidade"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Päällä","always_active":"Aina päällä","impressum":"Impressum","inactive":"Pois päältä","nb_agree":"Hyväksyn","nb_changep":"Muuta asetuksiani","nb_ok":"OK","nb_reject":"Kieltäydyn","nb_text":"Käytämme evästeitä ja muita seurantateknologioita parantaaksemme käyttäjäkokemusta verkkosivustollamme, näyttääksemme sinulle personoituja sisältöjä ja mainoksia, analysoidaksemme verkkoliikennettä sekä lisätäksemme ymmärrystämme käyttäjiemme sijainnista.","nb_title":"Käytämme evästeitä","pc_fnct_text_1":"Toiminnallisuusevästeet","pc_fnct_text_2":"Näitä evästeitä käytetään personoidumman käyttäjäkokemuksen luomiseksi sekä valintojesi tallentamiseksi sivustollamme.","pc_fnct_text_3":"Esim. voimme käyttää toiminnallisuusevästeitä muistaaksemme kielivalintasi sekä kirjautumistietosi.","pc_minfo_text_1":"Lisätietoa","pc_minfo_text_2":"Evästeisiin liittyvissä kysymyksissä ole hyvä ja ota meihin yhteyttä.","pc_minfo_text_3":"Lue lisää Tietosuojakäytäntö.","pc_save":"Tallenna asetukseni","pc_sncssr_text_1":"Tärkeät evästeet","pc_sncssr_text_2":"Nämä evästeet mahdollistavat verkkosivustomme palveluiden sekä tiettyjen ominaisuuksien käyttämisen.","pc_sncssr_text_3":"Ilman näitä evästeitä emme voi tarjota sinulle tiettyjä palveluita sivustollamme.","pc_title":"Evästeasetukset","pc_trck_text_1":"Seuranta- ja tehokkuusevästeet","pc_trck_text_2":"Näiden evästeiden avulla kerätään tietoa sivustomme liikenteestä sekä käyttötavoista.","pc_trck_text_3":"Esim. nämä evästeet voivat seurata sitä, paljonko aikaa vietät sivustollamme, mikä auttaa meitä parantamaan sivustomme käyttökokemusta jatkossa.","pc_trck_text_4":"Näiden evästeiden avulla kerätty tietoa ei voida yhdistää yksittäiseen käyttäjään.","pc_trgt_text_1":"Kohdennus- ja mainosevästeet","pc_trgt_text_2":"Näitä evästeitä käytetään näyttämään mainoksia, jotka selauskäytöksesi perusteella todennäköisesti kiinnostavat sinua.","pc_trgt_text_3":"Nämä sisältö- ja/tai mainoskumppanimme tarjoamat evästeet voivat yhdistää sivustoltamme kerättyä tietoa muilta heidän verkostoonsa kuuluvilta sivustoilta kerättyihin tietoihin.","pc_trgt_text_4":"Jos päätät poistaa tai kytkeä pois päältä nämä kohdennus- ja mainosevästeet, näet yhä mainoksia, mutta ne eivät välttämättä ole sinulle oleellisia.","pc_yprivacy_text_1":"Yksityisyytesi on meille tärkeää","pc_yprivacy_text_2":"Evästeet ovat pieniä tekstitiedostoja, jotka tallennetaan laitteeseesi verkkosivulla vieraillessasi. Käytämme evästeitä useaan tarkoitukseen ja parantaaksesi käyttökokemustasi verkkosivustollamme (esim. muistaaksemme kirjautumistietosi).","pc_yprivacy_text_3":"Voit muuttaa asetuksiasi ja kieltää sivustoltamme tiettyjen evästetyyppien tallentamisen laitteellesi. Voit myös poistaa minkä tahansa jo tallennetun evästeen laitteeltasi, mutta huomaathan, että evästeiden poistaminen saattaa estää sinua käyttämästä osaa sivustomme sisällöstä.","pc_yprivacy_title":"Yksityisyytesi","privacy_policy":"Tietosuojakäytäntö"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktív","always_active":"Mindig aktív","impressum":"Impressum","inactive":"Inaktív","nb_agree":"Elfogadom","nb_changep":"Beállítások megváltoztatása","nb_ok":"OK","nb_reject":"Elutasítom","nb_text":"Az oldal sütiket és egyéb nyomkövető technológiákat alkalmaz, hogy javítsa a böngészési élményét, azzal hogy személyre szabott tartalmakat és célzott hirdetéseket jelenít meg, és elemzi a weboldalunk forgalmát, hogy megtudjuk honnan érkeztek a látogatóink.","nb_title":"Az oldal sütiket használ","pc_fnct_text_1":"Funkcionális sütik","pc_fnct_text_2":"Ezeket a sütiket arra használjuk, hogy személyre szabottabb élményt nyújtsunk weboldalunkon, és hogy az oldal rögzítse a webhelyünk használata során tett döntéseket.","pc_fnct_text_3":"Például arra használhatunk funkcionális sütiket, hogy emlékezzünk a nyelvi beállításokra, vagy a bejelentkezési adataira.","pc_minfo_text_1":"Egyéb információk","pc_minfo_text_2":"A sütikre vonatkozó irányelveinkkel és az Ön választásával kapcsolatosan felmerülő bármilyen kérdésével keressen meg bennünket.","pc_minfo_text_3":"Ha többet szeretne megtudni, kérjük, keresse fel a Adatvédelmi irányelvek.","pc_save":"Beállítások mentése","pc_sncssr_text_1":"Feltétlenül szükséges sütik","pc_sncssr_text_2":"Ezek a sütik elengedhetetlenek a weboldalunkon elérhető szolgáltatások nyújtásához, valamint weboldalunk bizonyos funkcióinak használatához.","pc_sncssr_text_3":"A feltétlenül szükséges sütik használata nélkül weboldalunkon nem tudunk bizonyos szolgáltatásokat nyújtani Önnek.","pc_title":"Sütikre beállítási központ","pc_trck_text_1":"Követési és teljesítménnyel kapcsolatos sütik","pc_trck_text_2":"Ezeket a sütiket arra használjuk, hogy információkat gyűjtsünk weboldalunk forgalmáról és látogatóiról, webhelyünk használatának elemzéséhez.","pc_trck_text_3":"Például ezek a sütik nyomon követhetik a webhelyen töltött időt vagy a meglátogatott oldalakat, amely segít megérteni, hogyan javíthatjuk webhelyünket az Ön nagyobb megelégedettségére.","pc_trck_text_4":"Ezekkel a nyomkövető és teljesítménnyel kapcsolatos sütikkel összegyűjtött információk egyetlen személyt sem azonosítanak.","pc_trgt_text_1":"Célirányos és hirdetési sütik","pc_trgt_text_2":"Ezeket a sütiket olyan hirdetések megjelenítésére használjuk, amelyek valószínűleg érdekli Önt a böngészési szokásai alapján.","pc_trgt_text_3":"Ezek a sütik, amelyeket a tartalom és / vagy a reklámszolgáltatók szolgáltatnak, egyesíthetik a weboldalunktól gyűjtött információkat más információkkal, amelyeket önállóan összegyűjtöttek az Ön böngészőjének tevékenységeivel kapcsolatban a webhely-hálózaton keresztül.","pc_trgt_text_4":"Ha Ön úgy dönt, hogy eltávolítja vagy letiltja ezeket a célirányos vagy hirdetési sütiket, akkor is látni fogja a hirdetéseket, de lehet, hogy nem lesznek relevánsak az Ön számára.","pc_yprivacy_text_1":"Az ön adatainak védelem fontos számunkra","pc_yprivacy_text_2":"A sütik egészen kicsi szöveges fájlok, amelyeket a számítógépén tárolnak, amikor meglátogat egy weboldalt. Sütiket használunk különféle célokra, és weboldalunkon az online élmény fokozása érdekében (például a fiókjának bejelentkezési adatainak megjegyzésére).","pc_yprivacy_text_3":"Webhelyünk böngészése közben megváltoztathatja a beállításait, és elutasíthatja a számítógépén tárolni kívánt bizonyos típusú sütik használatát. A számítógépen már tárolt sütiket eltávolíthatja, de ne feledje, hogy a sütik törlése megakadályozhatja weboldalunk egyes részeinek használatát.","pc_yprivacy_title":"Az ön adatai védelme","privacy_policy":"Adatvédelmi irányelvek"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktivno","always_active":"Uvijek aktivno","impressum":"Impressum","inactive":"Neaktivno","nb_agree":"Slažem se","nb_changep":"Promjeni moje postavke","nb_ok":"OK","nb_reject":"Odbijam","nb_text":"Koristimo kolačiće i druge tehnologije praćenja da bismo poboljšali vaše korisničko iskustvo na našoj web stranici, kako bismo vam prikazali personalizirani sadržaj i ciljane oglase, analizirali promet na našoj web stranici i razumjeli odakle dolaze naši posjetitelji.","nb_title":"Mi koristimo kolačiće","pc_fnct_text_1":"Kolačići funkcionalnosti","pc_fnct_text_2":"Ovi se kolačići koriste kako bi vam pružili personalizirano korisničko iskustvo na našoj web stranici i za pamćenje izbora koje napravite kada koristite našu web stranicu.","pc_fnct_text_3":"Na primjer, možemo koristiti kolačiće funkcionalnosti da bismo zapamtili vaše jezične postavke ili upamtili vaše podatke za prijavu.","pc_minfo_text_1":"Više informacija","pc_minfo_text_2":"Za sve upite vezane uz naša pravila o kolačićima i vašim izborima, molimo da nas kontaktirate.","pc_minfo_text_3":"Da bi saznali više, posjetite naša Pravila o privatnosti.","pc_save":"Spremi moje postavke","pc_sncssr_text_1":"Strogo potrebni kolačići","pc_sncssr_text_2":"Ovi su kolačići neophodni za pružanje usluga dostupnih putem naše web stranice i omogućavanje korištenja određenih značajki naše web stranice.","pc_sncssr_text_3":"Bez ovih kolačića ne možemo vam pružiti određene usluge na našoj web stranici.","pc_title":"Centar za postavke kolačića","pc_trck_text_1":"Kolačići za praćenje i performanse","pc_trck_text_2":"Ovi se kolačići koriste za prikupljanje podataka za analizu prometa na našoj web stranici i za informaciju kako posjetitelji koriste našu web stranicu.","pc_trck_text_3":"Na primjer, ti kolačići mogu pratiti stvari poput dugovanja na web stranici ili stranicama koje posjetite što nam pomaže da shvatimo kako možemo poboljšati vaše korisničko iskustvo na našoj web stranici.","pc_trck_text_4":"Informacije prikupljene ovim praćenjem i kolačići izvedbe ne identificiraju nijednog pojedinačnog posjetitelja.","pc_trgt_text_1":"Kolačići za ciljano oglašavanje","pc_trgt_text_2":"Ovi se kolačići koriste za prikazivanje oglasa koji bi vas mogli zanimati na temelju vaših navika pregledavanja web stranica.","pc_trgt_text_3":"Ovi kolačići, posluženi od naših pružatelja sadržaja i / ili oglašavanja, mogu kombinirati podatke koje su prikupili s naše web stranice s drugim podacima koje su neovisno prikupili, a odnose se na aktivnosti vašeg web preglednika kroz njihovu mrežu web stranica.","pc_trgt_text_4":"Ako odlučite ukloniti ili onemogućiti ove kolačiće za ciljano oglašavanje, i dalje ćete vidjeti oglase, ali oni možda nisu relevantni za vas.","pc_yprivacy_text_1":"Vaša privatnost nam je važna","pc_yprivacy_text_2":"Kolačići su vrlo male tekstualne datoteke koje se pohranjuju na vašem računalu kada posjetite web stranicu. Mi koristimo kolačiće za različite svrhe i za poboljšanje vašeg mrežnog iskustva na našoj web stranici (na primjer, za pamćenje podataka za prijavu na vaš korisnički račun).","pc_yprivacy_text_3":"Možete promijeniti svoje postavke i odbiti određene vrste kolačića koji će se pohraniti na vašem računalu tijekom pregledavanja naše web stranice. Također možete ukloniti sve kolačiće koji su već pohranjeni na vašem računalu, ali imajte na umu da vas brisanje kolačića može spriječiti da koristite dijelove naše web stranice.","pc_yprivacy_title":"Vaša privatnost","privacy_policy":"Pravila o privatnosti"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktivní","always_active":"Vždy aktivní","impressum":"Impressum","inactive":"Neaktivní","nb_agree":"Souhlasím","nb_changep":"Upravit mé předvolby","nb_ok":"OK","nb_reject":"Odmítám","nb_text":"Tyto webové stránky používají soubory cookies a další sledovací nástroje s cílem vylepšení uživatelského prostředí, zobrazení přizpůsobeného obsahu a reklam, analýzy návštěvnosti webových stránek a zjištění zdroje návštěvnosti.","nb_title":"Používáme soubory cookies","pc_fnct_text_1":"Cookies pro funkcionality","pc_fnct_text_2":"Tyto soubory cookie se používají k tomu, aby vám na našich webových stránkách poskytovaly personalizovaný uživatelský zážitek a aby si pamatovaly vaše volby, které jste použili při používání našich webových stránek.","pc_fnct_text_3":"Můžeme například používat soubory cookie k zapamatování vašeho jazyka nebo k zapamatování vašich přihlašovacích údajů.","pc_minfo_text_1":"Další informace","pc_minfo_text_2":"V případě jakýchkoliv dotazů ohledně našich zásad týkajících se souborů cookie a vašich možností nás prosím kontaktujte.","pc_minfo_text_3":"Pro více informací navštivte naši stránku Zásady ochrany osobních údajů.","pc_save":"Uložit mé předvolby","pc_sncssr_text_1":"Bezpodmínečně nutné soubory cookies","pc_sncssr_text_2":"Tyto soubory cookies jsou nezbytné k tomu, abychom vám mohli poskytovat služby dostupné prostřednictvím našeho webu a abychom vám umožnili používat určité funkce našeho webu.","pc_sncssr_text_3":"Bez těchto cookies vám nemůžeme na naší webové stránce poskytovat určité služby.","pc_title":"Centrum předvoleb souborů Cookies","pc_trck_text_1":"Sledovací a výkonnostní soubory cookies","pc_trck_text_2":"Tyto soubory cookies se používají ke shromažďování informací pro analýzu provozu na našich webových stránkách a sledování používání našich webových stránek uživateli.","pc_trck_text_3":"Tyto soubory cookies mohou například sledovat věci jako je doba kterou na webu trávíte, nebo stránky, které navštěvujete, což nám pomáhá pochopit, jak pro vás můžeme vylepšit náš web.","pc_trck_text_4":"Informace shromážděné prostřednictvím těchto sledovacích a výkonnostních cookies neidentifikují žádné osoby.","pc_trgt_text_1":"Cookies pro cílení a reklamu","pc_trgt_text_2":"Tyto soubory cookie se používají k zobrazování reklamy, která vás pravděpodobně bude zajímat na základě vašich zvyků při procházení.","pc_trgt_text_3":"Tyto soubory cookie, jsou požadovány námi/nebo poskytovateli reklam, mohou kombinovat informace shromážděné z našich webových stránek s dalšími informacemi, které nezávisle shromáždily z jiných webových stránek, týkající se činností vašeho internetového prohlížeče v rámci jejich reklamní sítě webových stránek.","pc_trgt_text_4":"Pokud se rozhodnete tyto soubory cookies pro cílení nebo reklamu odstranit nebo deaktivovat, budou se vám reklamy stále zobrazovat, ale nemusí pro vás být nadále personalizované a relevantní.","pc_yprivacy_text_1":"Vaše soukromí je pro nás důležité","pc_yprivacy_text_2":"Soubory cookies jsou velmi malé textové soubory, které se ukládají do vašeho zařízení při navštěvování webových stránek. Soubory Cookies používáme pro různé účely a pro vylepšení vašeho online zážitku na webové stránce (například pro zapamatování přihlašovacích údajů k vašemu účtu).","pc_yprivacy_text_3":"Při procházení našich webových stránek můžete změnit své předvolby a odmítnout určité typy cookies, které se mají ukládat do vašeho počítače. Můžete také odstranit všechny soubory cookie, které jsou již uloženy ve vašem počítači, ale mějte na paměti, že odstranění souborů cookie vám může zabránit v používání částí našeho webu.","pc_yprivacy_title":"Vaše soukromí","privacy_policy":"Zásady ochrany osobních údajů"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktiv","always_active":"Altid aktiv","impressum":"Impressum","inactive":"Inaktiv","nb_agree":"Jeg accepterer","nb_changep":"Skift indstillinger","nb_ok":"OK","nb_reject":"Jeg nægter","nb_text":"Vi bruger cookies og andre tracking teknologier for at forbedre din oplevelse på vores website, til at vise personaliseret indhold, målrettede annoncer og til at forstå hvor vores besøgende kommer fra.","nb_title":"Vi bruger cookies","pc_fnct_text_1":"Funktions cookies","pc_fnct_text_2":"Disse cookies anvendes for at kunne give dig en personaliseret oplevelse af vores hjemmeside, og for at kunne huske valg du har truffet.","pc_fnct_text_3":"Eksempelvis kan vi bruge funktions cookies til at huske sprog-indstillinger eller dine login informationer.","pc_minfo_text_1":"Mere information","pc_minfo_text_2":"Har du spørgsmål vedr. vores cookiepolitik og dine valgmuligheder, så kontakt os venligst.","pc_minfo_text_3":"For at finde ud af mere, så læs venligst vores Fortrolighedspolitik.","pc_save":"Gem mine indstillinger","pc_sncssr_text_1":"Nødvendige cookies","pc_sncssr_text_2":"Disse Cookies er essentielle for at du kan bruge vores hjemmeside.","pc_sncssr_text_3":"Uden disse cookies kan vi ikke garantere vores hjemmeside virker ordentligt.","pc_title":"Cookie indstillinger","pc_trck_text_1":"Tracking og performance cookies","pc_trck_text_2":"Disse cookies anvendes til at analysere besøg på vores hjemmeside, og hvordan du bruger vores hjemmeside.","pc_trck_text_3":"Eksempelvis kan vi tracke hvor lang tid du bruger hjemmesiden, eller hvilke sider du kigger på. Det hjælper os til at forstå hvordan vi kan forbedre hjemmesiden.","pc_trck_text_4":"Informationerne kan ikke identificere dig som individ og er derfor anonyme.","pc_trgt_text_1":"Målretning og annoncecookies","pc_trgt_text_2":"Disse cookies anvendes for at kunne vise annoncer, som sandsynligvis er interessante for dig, baseret på dine browser profil.","pc_trgt_text_3":"Disse cookies, som sættes af vores indhold og/eller annoncepartnere, kan kombinere information fra flere hjemmesider i hele det netværk som partnerne styrer.","pc_trgt_text_4":"Hvis du deaktiverer denne indstilling vil du fortsat se reklamer, men de vil ikke længere være målrettet til dig.","pc_yprivacy_text_1":"Dit privatliv er vigtigt for os","pc_yprivacy_text_2":"Cookies er en lille tekstfil, som gemmes på din computer, når du besøger et website. Vi bruger cookies til en række formål, og for at forbedre din oplevelse på vores website (eksempelvis for at huske dine login oplysninger).","pc_yprivacy_text_3":"Du kan ændre dine indstillinger og afvise forskellige typer cookies, som gemmes på din computer, når du besøger vores website. Du kan også fjerne cookies som allerede er gemt på din computer, men bemærk venligst at sletning af cookies kan betyde der er dele af hjemmesiden som ikke virker.","pc_yprivacy_title":"Dit privatliv","privacy_policy":"Fortrolighedspolitik"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Active","always_active":"Întotdeauna active","impressum":"Impressum","inactive":"Inactive","nb_agree":"Sunt de acord","nb_changep":"Vreau să schimb setările","nb_ok":"OK","nb_reject":"Refuz","nb_text":"Folosim cookie-uri și alte tehnologii de urmărire pentru a îmbunătăți experiența ta de navigare pe website-ul nostru, pentru afișa conținut și reclame personalizate, pentru a analiza traficul de pe website-ul nostru și pentru a înțelege de unde vin vizitatorii noștri.","nb_title":"Folosim cookie-uri","pc_fnct_text_1":"Cookie-uri funcționale","pc_fnct_text_2":"Aceste cookie-uri sunt folosite pentru a-ți asigura o experiență personalizată pe website-ul nostru și pentru salvarea alegerilor pe care le faci când folosești website-ul nostru.","pc_fnct_text_3":"De exemplu, putem folosi cookie-uri funcționale pentru a salva preferințele tale legate de limba website-ului nostru sau datele de logare.","pc_minfo_text_1":"Mai multe informații","pc_minfo_text_2":"Pentru mai multe informații cu privire la politica noastră de cookie-uri și preferințele tale, te rugăm să ne contactezi.","pc_minfo_text_3":"Pentru a afla mai multe, te rugăm să citești Politica noastră de confidențialitate.","pc_save":"Salvează","pc_sncssr_text_1":"Cookie-uri strict necesare","pc_sncssr_text_2":"Aceste cookie-uri sunt esențiale pentru a putea beneficia de serviciile disponibile pe website-ul nostru.","pc_sncssr_text_3":"Fără aceste cookie-uri nu poți folosi anumite funcționalități ale website-ului nostru.","pc_title":"Preferințe pentru Cookie-uri","pc_trck_text_1":"Cookie-uri de analiză și performanță","pc_trck_text_2":"Acest tip de cookie-uri sunt folosite pentru a colecta informații în vederea analizării traficului pe website-ul nostru și modul în care vizitatorii noștri folosesc website-ul.","pc_trck_text_3":"De exemplu, aceste cookie-uri pot urmări cât timp petreci pe website sau paginile pe care le vizitezi, ceea ce ne ajută să înțelegem cum putem îmbunătăți website-ul pentru tine.","pc_trck_text_4":"Informațiile astfel colectate nu identifică individual vizitatorii.","pc_trgt_text_1":"Cookie-uri pentru marketing și publicitate","pc_trgt_text_2":"Aceste cookie-uri sunt folosite pentru a-ți afișa reclame cât mai pe interesul tău, în funcție de obiceiurile tale de navigare.","pc_trgt_text_3":"Aceste cookie-uri, așa cum sunt afișate de furnizori noștri de conținut și/sau publicitate, pot combina informații de pe website-ul nostru cu alte informații pe care furnizori noștri le-au colectat în mod independent cu privire la activitatea ta în rețeaua lor de website-uri.","pc_trgt_text_4":"Dacă alegi să ștergi sau să dezactivezi aceste cookie-uri tot vei vedea reclame, dar se poate ca aceste reclame să nu fie relevante pentru tine.","pc_yprivacy_text_1":"Confidențialitatea ta este importantă pentru noi","pc_yprivacy_text_2":"Cookie-urile sunt fișiere text foarte mici ce sunt salvate în browser-ul tău atunci când vizitezi un website. Folosim cookie-uri pentru mai multe scopuri, dar și pentru a îți oferi cea mai bună experiență de utilizare posibilă (de exemplu, să reținem datele tale de logare în cont).","pc_yprivacy_text_3":"Îți poți modifica preferințele și poți refuza ca anumite tipuri de cookie-uri să nu fie salvate în browser în timp ce navigezi pe website-ul nostru. Deasemenea poți șterge cookie-urile salvate deja în browser, dar reține că este posibil să nu poți folosi anumite părți ale website-ul nostru în acest caz.","pc_yprivacy_title":"Confidențialitatea ta","privacy_policy":"Politica noastră de confidențialitate"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktívne","always_active":"Vždy aktívne","impressum":"Impressum","inactive":"Neaktívne","nb_agree":"Súhlasím","nb_changep":"Zmeniť moje nastavenia","nb_ok":"OK","nb_reject":"Odmietam","nb_text":"Súbory cookie a ďalšie technológie sledovania používame na zlepšenie vášho zážitku z prehliadania našich webových stránok, na to, aby sme vám zobrazovali prispôsobený obsah a cielené reklamy, na analýzu návštevnosti našich webových stránok a na pochopenie toho, odkiaľ naši návštevníci prichádzajú.","nb_title":"Používame cookies","pc_fnct_text_1":"Funkčné cookies","pc_fnct_text_2":"Tieto súbory cookie sa používajú na to, aby vám poskytli osobnejšie prostredie na našej webovej stránke, a na zapamätanie si rozhodnutí, ktoré urobíte pri používaní našej webovej stránky.","pc_fnct_text_3":"Napríklad môžeme použiť funkčné cookies na zapamätanie vašich jazykových preferencií alebo na zapamätanie vašich prihlasovacích údajov.","pc_minfo_text_1":"Viac informácií","pc_minfo_text_2":"Ak máte akékoľvek otázky týkajúce sa našich zásad týkajúcich sa súborov cookie a vašich možností, kontaktujte nás.","pc_minfo_text_3":"Ak sa chcete dozvedieť viac, navštívte Zásady ochrany osobných údajov.","pc_save":"Ulož moje predvoľby","pc_sncssr_text_1":"Nevyhnutne potrebné cookies","pc_sncssr_text_2":"Tieto súbory cookie sú nevyhnutné na to, aby sme vám mohli poskytovať služby dostupné prostredníctvom našej webovej stránky a aby ste mohli používať určité funkcie našej webovej stránky.","pc_sncssr_text_3":"Bez týchto súborov cookie vám nemôžeme poskytnúť určité služby na našom webe.","pc_title":"Centrum predvolieb cookies","pc_trck_text_1":"Sledovacie a výkonnostné cookies","pc_trck_text_2":"Tieto súbory cookie sa používajú na zhromažďovanie informácií na analýzu prenosu na našom webe a toho, ako návštevníci používajú náš web.","pc_trck_text_3":"Tieto súbory cookie môžu napríklad sledovať napríklad to, koľko času strávite na webových stránkach alebo navštívených stránkach, čo nám pomáha pochopiť, ako môžeme pre vás vylepšiť naše webové stránky.","pc_trck_text_4":"Informácie zhromaždené prostredníctvom týchto súborov cookie na sledovanie a výkonnosť neidentifikujú žiadneho jednotlivého návštevníka.","pc_trgt_text_1":"Zacielenie a reklamné cookies","pc_trgt_text_2":"Tieto súbory cookie sa používajú na zobrazovanie reklám, ktoré by vás mohli pravdepodobne zaujímať na základe vašich zvykov pri prehliadaní.","pc_trgt_text_3":"Tieto súbory cookie, ktoré slúžia pre náš obsah a/alebo poskytovateľov reklám, môžu kombinovať informácie zhromaždené z našej webovej stránky s ďalšími informáciami, ktoré nezávisle zhromaždili, týkajúce sa aktivít vášho webového prehliadača v rámci ich siete webových stránok.","pc_trgt_text_4":"Ak sa rozhodnete odstrániť alebo zakázať tieto súbory cookie pre zacielenie alebo reklamu, stále sa vám budú zobrazovať reklamy, ktoré však pre vás nemusia byť relevantné.","pc_yprivacy_text_1":"Vaše súkromie je pre nás dôležité","pc_yprivacy_text_2":"Súbory cookie sú veľmi malé textové súbory, ktoré sa ukladajú do vášho počítača pri návšteve webovej stránky. Súbory cookie používame na rôzne účely a na zlepšenie vášho online zážitku z našej webovej stránky (napríklad na zapamätanie prihlasovacích údajov vášho účtu).","pc_yprivacy_text_3":"Môžete zmeniť svoje predvoľby a odmietnuť určité typy súborov cookie, ktoré sa majú ukladať vo vašom počítači pri prehliadaní našich webových stránok. Môžete tiež odstrániť všetky súbory cookie, ktoré sú už uložené vo vašom počítači, ale nezabudnite, že vymazanie súborov cookie vám môže zabrániť v používaní častí našej webovej stránky.","pc_yprivacy_title":"Vaše súkromie","privacy_policy":"Zásady ochrany osobných údajov"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktivni","always_active":"Vedno aktivni","impressum":"Impressum","inactive":"Neaktivni","nb_agree":"Se strinjam","nb_changep":"Spremeni moje nastavitve","nb_ok":"V redu","nb_reject":"Zavračam","nb_text":"Piškotke in druge sledilne tehnologije uporabljamo za izboljšanje vaše uporabniške izkušnje med brskanjem po naši spletni strani, za prikazovanje personaliziranih vsebin oz. targetiranih oglasov, za analizo obiskov naše spletne strani in za vpogled v to, iz kje prihajajo naši gostje.","nb_title":"Uporabljamo piškotke","pc_fnct_text_1":"Funkcionalni piškotki (ang. functionality cookies)","pc_fnct_text_2":"Ti piškotki se uporabljajo za zagotavljanje bolj personalizirane izkušnje na naši spletni strani in za shranjevanje vaših odločitev ob uporabi naše spletne strani.","pc_fnct_text_3":"Funkcionalne piškotke lahko, na primer, uporabljamo za to, da si zapomnimo vaše jezikovne nastavitve oz. podatke za vpis v vaš račun.","pc_minfo_text_1":"Več informacij","pc_minfo_text_2":"Če imate kakršnakoli vprašanja v zvezi z našim pravilnikom o piškotkih in vaših izbirah, nas prosim kontaktirajte.","pc_minfo_text_3":"Za več informacij si prosim oglejte naš Politika zasebnosti.","pc_save":"Shrani moje nastavitve","pc_sncssr_text_1":"Nujno potrebni piškotki (ang. strictly necessary cookies)","pc_sncssr_text_2":"Ti piškotki so ključnega pomena pri zagotavljanju storitev, ki so na voljo na naši spletni strani, in pri omogočanju določenih funkcionalnosti naše spletne strani.","pc_sncssr_text_3":"Brez teh piškotkov vam ne moremo zagotoviti določenih storitev na naši spletni strani.","pc_title":"Nastavitve piškotkov","pc_trck_text_1":"Sledilni in izvedbeni piškotki (ang. tracking and performance cookies)","pc_trck_text_2":"Ti piškotki se uporabljajo za zbiranje podatkov za analizo obiskov naše spletne strani in vpogled v to, kako gostje uporabljajo našo spletno stran.","pc_trck_text_3":"Ti piškotki lahko, na primer, spremljajo stvari kot so to, koliko časa preživite na naši spletni strani oz. katere strani obiščete, kar nam pomaga pri razumevanju, kako lahko za vas izboljšamo spletno stran.","pc_trck_text_4":"Podatki, ki jih zbirajo ti piškotki, ne identificirajo nobenega posameznega uporabnika.","pc_trgt_text_1":"Ciljni in oglaševalski piškotki (ang. targeting and advertising cookies)","pc_trgt_text_2":"Ti piškotki se uporabljajo za prikazovanje spletnih oglasov, ki vas bodo na podlagi vaših navad pri brskanju verjetno zanimali.","pc_trgt_text_3":"Ti piškotki, ki jih uporabljajo naši oglaševalski ponudniki oz. ponudniki vsebine, lahko združujejo podatke, ki so jih zbrali na naši spletni strani, z drugimi podatki, ki so jih zbrali neodvisno v povezavi z dejavnostmi vašega spletnega brskalnika na njihovi mreži spletnih mest.","pc_trgt_text_4":"Če se odločite izbrisati oz. onemogočiti te ciljne in oglaševalske piškotke, boste še vedno videvali oglase, vendar ti morda ne bodo relevantni za vas.","pc_yprivacy_text_1":"Cenimo vašo zasebnost","pc_yprivacy_text_2":"Piškotki so majhne besedilne datoteke, ki se shranijo na vašo napravo ob obisku spletne strani. Piškotke uporabljamo v več namenov, predvsem pa za izboljšanje vaše spletne izkušnje na naši strani (na primer za shranjevanje podatkov ob vpisu v vaš račun).","pc_yprivacy_text_3":"Vaše nastavitve lahko spremenite in onemogočite določenim vrstam piškotkov, da bi se shranili na vašo napravo med brskanjem po naši spletni strani. Poleg tega lahko odstranite katerekoli piškotke, ki so že shranjeni v vaši napravi, a upoštevajte, da vam bo po izbrisu piškotkov morda onemogočeno uporabljati dele naše spletne strani.","pc_yprivacy_title":"Vaša zasebnost","privacy_policy":"Politika zasebnosti"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktywne","always_active":"Zawsze aktywne","impressum":"Impressum","inactive":"Nieaktywne","nb_agree":"Zgoda","nb_changep":"Zmiana ustawień","nb_ok":"OK","nb_reject":"Odmawiam","nb_text":"Używamy plików cookie i innych technologii śledzenia, aby poprawić jakość przeglądania naszej witryny, wyświetlać spersonalizowane treści i reklamy, analizować ruch w naszej witrynie i wiedzieć, skąd pochodzą nasi użytkownicy.","nb_title":"Używamy plików cookie","pc_fnct_text_1":"Funkcjonalne","pc_fnct_text_2":"Te pliki cookie służą do bardziej spersonalizowanego korzystania z naszej strony internetowej i do zapamiętywania wyborów dokonywanych podczas korzystania z naszej strony internetowej.","pc_fnct_text_3":"Na przykład możemy używać funkcjonalnych plików cookie do zapamiętywania preferencji językowych lub zapamiętywania danych logowania.","pc_minfo_text_1":"Więcej informacji","pc_minfo_text_2":"W przypadku jakichkolwiek pytań dotyczących naszej polityki dotyczącej plików cookie i Twoich wyborów, skontaktuj się z nami.","pc_minfo_text_3":"Aby dowiedzieć się więcej, odwiedź naszą Polityka prywatności.","pc_save":"Zapisz ustawienia","pc_sncssr_text_1":"Niezbędne","pc_sncssr_text_2":"Te pliki cookie są niezbędne do świadczenia usług dostępnych za pośrednictwem naszej strony internetowej i umożliwienia korzystania z niektórych funkcji naszej strony internetowej.","pc_sncssr_text_3":"Bez tych plików cookie nie możemy zapewnić usług na naszej stronie internetowej.","pc_title":"Centrum ustawień cookie","pc_trck_text_1":"Śledzenie i wydajność","pc_trck_text_2":"Te pliki cookie służą do zbierania informacji w celu analizy ruchu na naszej stronie internetowej i sposobu, w jaki użytkownicy korzystają z naszej strony internetowej.","pc_trck_text_3":"Na przykład te pliki cookie mogą śledzić takie rzeczy, jak czas spędzony na stronie lub odwiedzane strony, co pomaga nam zrozumieć, w jaki sposób możemy ulepszyć naszą witrynę internetową.","pc_trck_text_4":"Informacje zebrane przez te pliki nie identyfikują żadnego konkretnego użytkownika.","pc_trgt_text_1":"Targeting i reklama","pc_trgt_text_2":"Te pliki cookie służą do wyświetlania reklam, które mogą Cię zainteresować na podstawie Twoich zwyczajów przeglądania.","pc_trgt_text_3":"Pliki te tworzone przez naszych dostawców treści i/lub reklam, mogą łączyć informacje zebrane z naszej strony z innymi informacjami, które gromadzili niezależnie w związku z działaniami przeglądarki internetowej w ich sieci witryn.","pc_trgt_text_4":"Jeśli zdecydujesz się usunąć lub wyłączyć te pliki cookie, reklamy nadal będą wyświetlane, ale mogą one nie być odpowiednie dla Ciebie.","pc_yprivacy_text_1":"Twoja prywatność jest dla nas ważna","pc_yprivacy_text_2":"Pliki cookie to bardzo małe pliki tekstowe, które są tworzone i przechowywane na komputerze użytkownika podczas odwiedzania strony internetowej. Używamy plików cookie do różnych celów, w tym do ulepszania obsługi online na naszej stronie internetowej (na przykład, aby zapamiętać dane logowania do konta).","pc_yprivacy_text_3":"Możesz zmienić swoje ustawienia i odrzucić niektóre rodzaje plików cookie, które mają być przechowywane na twoim komputerze podczas przeglądania naszej strony. Możesz również usunąć wszystkie pliki cookie już zapisane na komputerze, ale pamiętaj, że usunięcie plików cookie może uniemożliwić korzystanie z części naszej strony internetowej.","pc_yprivacy_title":"Twoja prywatność","privacy_policy":"Polityka prywatności"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktivno","always_active":"Uvek aktivno","impressum":"Impressum","inactive":"Neaktivno","nb_agree":"Slažem se","nb_changep":"Promeni moja podešavanja","nb_ok":"OK","nb_reject":"Odbijam","nb_text":"Mi koristimo kolačiće i ostale tehnologije za praćenje kako bismo unapredili vašu pretragu na našem veb sajtu, prikazali personalizovani sadržaj i ciljane reklame, analizirali posete na našem sajtu i razumeli odakle dolaze naši posetioci sajta.","nb_title":"Mi koristimo kolačiće","pc_fnct_text_1":"Funkcionalni kolačići","pc_fnct_text_2":"Ovi kolačići koriste se za pružanje personalizovanijeg iskustva na našem veb sajtu i za pamćenje izbora koje pravite kada koristite naš veb sajt.","pc_fnct_text_3":"Na primer, možemo da koristimo funkcionalne kolačiće da bismo zapamtili vaše jezičke postavke ili vaše podatke za prijavu.","pc_minfo_text_1":"Više informacija","pc_minfo_text_2":"Za bilo koja pitanja vezana za našu politiku o kolačićma i vašim izborima, molimo vas kontaktirajte nas.","pc_minfo_text_3":"Da saznate više, pogledajte našu Pravila o privatnosti.","pc_save":"Sačuvaj moja podešavanja","pc_sncssr_text_1":"Obavezni kolačići","pc_sncssr_text_2":"Ovi kolačići su neophodni za pružanje usluga dostupnih putem našeg veb sajta i za omogućavanje korišćenja određenih funkcija našeg veb sajta.","pc_sncssr_text_3":"Bez ovih kolačića ne možemo vam pružiti određene usluge na našem veb sajtu.","pc_title":"Centar za podešavanje kolačića","pc_trck_text_1":"Kolačići za praćenje i performanse","pc_trck_text_2":"Ovi kolačići koriste se za prikupljanje informacija za analizu saobraćaja na našem veb sajtu i kako posetioci koriste naš veb sajt.","pc_trck_text_3":"Na primer, ovi kolačići mogu pratiti stvari poput vremena koliko provodite na veb stranici ili stranicama koje posećujete što nam pomaže da shvatimo kako možemo da poboljšamo naš veb sajt.","pc_trck_text_4":"Informacije prikupljene ovim kolačićima za praćenje i performanse ne identifikuju nijednog pojedinačnog posetioca.","pc_trgt_text_1":"Kolačići za ciljanje i oglašavanje","pc_trgt_text_2":"Ovi kolačići koriste se za prikazivanje reklama koje će vas verovatno zanimati na osnovu vaših navika pregledanja.","pc_trgt_text_3":"Ovi kolačići, opsluženi od strane naših dobavljača sadržaja i / ili oglašavanja, mogu kombinovati informacije koje su sakupili sa našeg veb sajta sa drugim informacijama koje su nezavisno prikupili u vezi sa aktivnostima vašeg veb pretraživača kroz mrežu njihovih veb sajtova.","pc_trgt_text_4":"Ako odlučite da uklonite ili onemogućite ove ciljane ili reklamne kolačiće i dalje ćete videti reklame, ali one možda neće biti relevantne za vas.","pc_yprivacy_text_1":"Vaša privatnost je važna za nas","pc_yprivacy_text_2":"Kolačići su veoma mali tekstualni fajlovi koji su sačuvani na vašem računaru kada posetite veb sajt. Mi koristimo kolačiće za različite svrhe i kako bi unapredili vaše onlajn iskustvo na našem veb sajtu (na primer, kako bi zapamtili vaše pristupne podatke).","pc_yprivacy_text_3":"Vi možete promeniti vaša podešavanja i odbiti određenu vrstu kolačića koji će biti sačuvani na vašem računaru dok pregledate naš veb sajt. Takođe možete izbrisati bilo koje kolačiće koji su već sačuvani u vašem računaru, ali imajte na umu da brisanjem kolačića možete onemogućiti pristup nekim delovima našeg veb sajta.","pc_yprivacy_title":"Vaša privatnost","privacy_policy":"Pravila o privatnosti"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Įjungta","always_active":"Visada įjungta","impressum":"Impressum","inactive":"Išjungta","nb_agree":"Sutinku","nb_changep":"Keisti mano pasirinkimus","nb_ok":"Gerai","nb_reject":"Aš atsisakau","nb_text":"Mes naudojame slapukus ir kitas stebėjimo technologijas, siekdami pagerinti jūsų naršymo mūsų svetainėje patirtį, parodyti jums pritaikytą turinį ir tikslinius skelbimus, išanalizuoti mūsų svetainės srautą ir suprasti, iš kur ateina mūsų lankytojai.","nb_title":"Mes naudojame slapukus","pc_fnct_text_1":"Funkcionalumo slapukai","pc_fnct_text_2":"Šie slapukai naudojami siekiant suteikti jums asmeniškesnę patirtį mūsų svetainėje ir prisiminti pasirinkimus, kuriuos atlikote, kai naudojatės mūsų svetaine.","pc_fnct_text_3":"Pvz., Mes galime naudoti funkcinius slapukus, kad prisimintume jūsų kalbos nustatymus arba prisimintume jūsų prisijungimo duomenis.","pc_minfo_text_1":"Daugiau informacijos","pc_minfo_text_2":"Dėl bet kokių klausimų, susijusių su mūsų slapukų politika ir jūsų pasirinkimais, susisiekite su mumis.","pc_minfo_text_3":"Norėdami sužinoti daugiau, susipažinkite su mūsų Privatumo politika.","pc_save":"Išsaugoti mano pasirinkimus","pc_sncssr_text_1":"Privalomi slapukai","pc_sncssr_text_2":"Šie slapukai yra būtini norint suteikti jums paslaugas, pasiekiamas mūsų svetainėje, ir leisti naudotis tam tikromis mūsų svetainės funkcijomis.","pc_sncssr_text_3":"Be šių slapukų mes negalime jums suteikti tam tikrų paslaugų mūsų svetainėje.","pc_title":"Slapukų Pasirinkimo Centras","pc_trck_text_1":"Stebėjimo ir našumo slapukai","pc_trck_text_2":"Šie slapukai naudojami rinkti informaciją, siekiant analizuoti srautą į mūsų svetainę ir tai, kaip lankytojai naudojasi mūsų svetaine.","pc_trck_text_3":"Pavyzdžiui, šie slapukai gali sekti kiek laiko praleidžiate svetainėje ar lankomuose puslapiuose, o tai padeda mums suprasti, kaip galime patobulinti savo svetainę.","pc_trck_text_4":"Informacija, surinkta naudojant šiuos stebėjimo ir našumo slapukus, neatpažįsta konkretaus lankytojo.","pc_trgt_text_1":"Tiksliniai ir reklaminiai slapukai","pc_trgt_text_2":"Šie slapukai naudojami rodyti reklamą, kuri greičiausiai jus domina, atsižvelgiant į jūsų naršymo įpročius.","pc_trgt_text_3":"Šie slapukai, kuriuos teikia mūsų turinio ir (arba) reklamos teikėjai, gali apjungti informaciją, kurią jie surinko iš mūsų svetainės, su kita informacija, kurią jie rinko nepriklausomai, apie jūsų interneto naršyklės veiklą jų svetainių tinkle.","pc_trgt_text_4":"Jei nuspręsite pašalinti arba išjungti šiuos tikslinius ar reklamavimo slapukus, vis tiek pamatysite skelbimus, tačiau jie gali būti jums neaktualūs.","pc_yprivacy_text_1":"Mums rūpi jūsų privatumas","pc_yprivacy_text_2":"Slapukai yra labai maži tekstiniai failai, kurie saugomi jūsų kompiuteryje, kai apsilankote svetainėje. Mes naudojame slapukus įvairiais tikslais ir siekdami pagerinti jūsų internetinę patirtį mūsų svetainėje (pavyzdžiui, jei norite, kad būtu įsimenami jūsų prisijungimo duomenys).","pc_yprivacy_text_3":"Naršydami mūsų svetainėje galite pakeisti savo nustatymus ir atsisakyti tam tikrų tipų slapukų, kurie bus saugomi jūsų kompiuteryje. Taip pat galite pašalinti visus slapukus, jau saugomus jūsų kompiuteryje, tačiau nepamirškite, kad ištrynę slapukus galite nepilnai naudotis mūsų svetaine.","pc_yprivacy_title":"Jūsų privatumas","privacy_policy":"Privatumo politika"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktīvs","always_active":"Vienmēr aktīvs","impressum":"Impressum","inactive":"Neaktīvs","nb_agree":"Es piekrītu","nb_changep":"Mainīt manas preferences","nb_ok":"OK","nb_reject":"Es noraidu","nb_text":"Mēs izmantojam sīkdatnes un citas izsekošanas tehnoloģijas, lai uzlabotu Jūsu pārlūkošanas pieredzi mūsu vietnē, parādītu Jums personalizētu saturu un mērķētas reklāmas, analizētu mūsu vietnes datplūsmu un saprastu, no kurienes nāk mūsu apmeklētāji.","nb_title":"Mēs izmantojam sīkdatnes","pc_fnct_text_1":"Funkcionalitātes sīkdatnes","pc_fnct_text_2":"Šīs sīkdatnes tiek izmantotas, lai Jūs nodrošinātu ar personalizētu pieredzi mūsu mājaslapā un lai atcerētos izvēles, kuras veicat izmantojot mūsu mājaslapu.","pc_fnct_text_3":"Piemēram, mēs varam izmantot funkcionalitātes sīkdatnes, lai atcerētos Jūsu valodas preferences vai konta pieteikšanās datus.","pc_minfo_text_1":"Vairāk informācijas","pc_minfo_text_2":"Par jautājumiem saistītiem ar mūsu sīkdatņu politiku un Jūsu izvēlēm, lūdzu, sazinieties ar mums.","pc_minfo_text_3":"Lai uzzinātu vairāk, lūdzu apmeklējiet mūsu Privacy Policy.","pc_save":"Saglabāt manas preferences","pc_sncssr_text_1":"Strikti nepieciešamās sīkdatnes","pc_sncssr_text_2":"Šīs sīkdatnes ir nepieciešamas, lai nodrošinātu Jums pakalpojumus, kas pieejami caur mūsu mājaslapu un ļautu Jums izmantot noteiktas mūsu vietnes funkcijas.","pc_sncssr_text_3":"Bez šīm sīkdatnēm, mēs nevaram Jums nodrošināt noteiktus pakalpojumus mūsu mājaslapā.","pc_title":"Sīkdatņu Preferenču Centrs","pc_trck_text_1":"Izsekošanas sīkdatnes","pc_trck_text_2":"Šīs sīkdatnes tiek izmantotas informācijas apkopošanai, lai analizētu mūsu mājaslapas datplūsmu, un kā apmeklētāji izmanto mūsu mājaslapu.","pc_trck_text_3":"Piemēram, šīs sīkdatnes var izsekot cik daudz laika Jūs pavadāt mājaslapā vai Jūsu apmeklētās lapas, kas mums palīdz saprast, kā mēs Jums varam uzlabot mūsu mājaslapu.","pc_trck_text_4":"Informācija, kas savākta, izmantojot šīs izsekošanas un veiktspējas sīkdatnes, neidentificē nevienu atsevišķu apmeklētāju.","pc_trgt_text_1":"Mērķauditorijas atlases un reklāmas sīkdatnes","pc_trgt_text_2":"Šīs sīkdatnes tiek izmantotas, lai rādītu reklāmas, kas iespējams, Jūs interesēs, pamatojoties uz Jūsu pārlūkošanas paradumiem.","pc_trgt_text_3":"Šīs sīkdatnes, ko apkalpo mūsu satura un/vai reklāmas nodrošinātāji, var apvienot informāciju , kas savākta no mūsu mājaslapas ar citu viņu rīcībā esošo informāciju, ko viņi ir neatkarīgi apkopojuši, kas saistīta ar Jūsu tīmekļa pārlūkprogrammas darbību viņu vietņu tīklā.","pc_trgt_text_4":"Ja Jūs izvēlaties noņemt vai atspējot šīs mērķauditorijas atlases vai reklāmas sīkdatnes, Jūs joprojām redzēsiet reklāmas, bet tās var nebūt Jums aktuālas.","pc_yprivacy_text_1":"Mums ir svarīgs Jūsu privātums","pc_yprivacy_text_2":"Sīkdatnes ir ļoti mazi teksta faili, kas tiek saglabāti Jūsu datorā, kad apmeklējat mājaslapu. Mēs izmantojam sīkdatnes dažādiem mērķiem, un lai uzlabotu Jūsu tiešsaistes pieredzi mūsu mājaslapā (piemēram, lai atcerētos Jūsu konta pieteikšanās datus).","pc_yprivacy_text_3":"Jūs varat mainīt savas preferences un noraidīt noteiktus sīkfailu veidus, kas saglabātos Jūsu datorā, pārlūkojot mūsu mājaslapu. Jūs varat arī noņemt sīkfailus, kas jau ir saglabāti Jūsu datorā, taču paturiet prātā, ka sīkdatņu dzēšana var liegt Jums izmantot atsevišķas daļas no mūsu mājaslapas.","pc_yprivacy_title":"Jūsu privātums","privacy_policy":"Privacy Policy"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Активно","always_active":"Всегда активно","impressum":"Impressum","inactive":"Неактивно","nb_agree":"Я согласен","nb_changep":"Изменить мои предпочтения","nb_ok":"Ок","nb_reject":"Я отказываюсь","nb_text":"Мы используем файлы куки и другие технологии отслеживания для улучшения вашего просмотра на нашем веб-сайте, чтобы показывать вам персонализированный контент и таргетированную рекламу, анализировать трафик нашего веб-сайта и понимать, откуда приходят наши посетители.","nb_title":"Мы используем куки","pc_fnct_text_1":"Функциональные куки","pc_fnct_text_2":"Файлы куки используются, чтобы предоставить вам более персонализированный опыт на нашем веб-сайте и запомнить выбор, который вы делаете при использовании нашего веб-сайта.","pc_fnct_text_3":"Например, мы можем использовать функциональные файлы куки, чтобы запомнить ваши языковые предпочтения или данные для входа.","pc_minfo_text_1":"Больше информации.","pc_minfo_text_2":"По любым вопросам, касающимся нашей политики в отношении файлов куки и вашего выбора, свяжитесь с нами.","pc_minfo_text_3":"Чтобы узнать больше, посетите наш сайт Privacy Policy.","pc_save":"Сохранить мои предпочтения","pc_sncssr_text_1":"Необходимые куки","pc_sncssr_text_2":"Файлы куки необходимы для предоставления вам услуг, доступных через наш веб-сайт, и для того, чтобы вы могли использовать определенные функции нашего веб-сайта.","pc_sncssr_text_3":"Без этих файлов куки мы не можем предоставлять вам определенные функции на нашем веб-сайте.","pc_title":"Центр настроек файлов куки","pc_trck_text_1":"Отслеживание куки","pc_trck_text_2":"Файлы куки используются для сбора информации для анализа трафика на наш веб-сайт и того, как посетители используют наш веб-сайт.","pc_trck_text_3":"Например, эти файлы куки могут отслеживать такие вещи, как время, которое вы проводите на веб-сайте или посещаемые вами страницы, что помогает нам понять, как мы можем улучшить наш веб-сайт для вас.","pc_trck_text_4":"Информация, собранная с помощью файлов куки для отслеживания и производительности, не идентифицирует отдельного посетителя.","pc_trgt_text_1":"Целевые и рекламные файлы куки","pc_trgt_text_2":"Эти файлы куки используются для показа рекламы, которая может быть вам интересна в зависимости от ваших привычек просмотра.","pc_trgt_text_3":"Эти файлы куки, обслуживаемые нашими поставщиками контента и / или рекламы, могут объединять информацию, собранную ими с нашего веб-сайта, с другой информацией, которую они независимо собирали относительно действий вашего браузера в их сети веб-сайтов.","pc_trgt_text_4":"Если вы решите удалить или отключить эти целевые или рекламные файлы куки, вы все равно будете видеть рекламу, но она может не иметь отношения к вам.","pc_yprivacy_text_1":"Ваша конфиденциальность важна для нас","pc_yprivacy_text_2":"Куки - это небольшие текстовые файлы, которые сохраняются на вашем компьютере, когда Вы посещаете веб-сайт. Мы используем куки для различных целей, в том числе для того, чтобы улучшить ваше пребывание на нашем веб-сайте (например, чтобы запомнить данные для входа в вашу учетную запись).","pc_yprivacy_text_3":"Вы можете изменить свои предпочтения и отказаться от сохранения определенных типов файлов cookie на вашем компьютере во время просмотра нашего веб-сайта. Вы также можете удалить любые файлы куки, уже хранящиеся на вашем компьютере, но имейте в виду, что удаление файлов cookie может помешать вам использовать некоторые части нашего веб-сайта.","pc_yprivacy_title":"Ваша конфиденциальность","privacy_policy":"Privacy Policy"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Aktiv","always_active":"Alltid aktiv","impressum":"Impressum","inactive":"Inaktiv","nb_agree":"Godta alle","nb_changep":"Endre innstillinger","nb_ok":"OK","nb_reject":"Avvis alle","nb_text":"Vi bruker informasjonskapsler og andre sporingsteknologier for å forbedre din nettleseropplevelse på nettstedet vårt, for å vise deg personlig tilpasset innhold og målrettede annonser, for å analysere nettstedstrafikken vår og for å forstå hvor våre besøkende kommer fra.","nb_title":"Vi bruker informasjonskapsler","pc_fnct_text_1":"Funksjonalitetscookies","pc_fnct_text_2":"Disse informasjonskapslene brukes til å gi deg en mer personlig opplevelse på nettstedet vårt og til å huske valg du tar når du bruker nettstedet vårt.","pc_fnct_text_3":"For eksempel kan vi bruke funksjonalitetscookies for å huske språkinnstillingene dine eller huske påloggingsinformasjonen din.","pc_minfo_text_1":"Mer informasjon","pc_minfo_text_2":"For spørsmål angående våre retningslinjer for informasjonskapsler og dine valg, vennligst kontakt oss.","pc_minfo_text_3":"For å finne ut mer, besøk vår personvernpolicy.","pc_save":"Lagre mine preferanser","pc_sncssr_text_1":"Strengt nødvendige informasjonskapsler","pc_sncssr_text_2":"Disse informasjonskapslene er viktige for å gi deg tjenester tilgjengelig via nettstedet vårt og for å gjøre det mulig for deg å bruke visse funksjoner på nettstedet vårt.","pc_sncssr_text_3":"Uten disse informasjonskapslene kan vi ikke tilby deg visse tjenester på nettstedet vårt.","pc_title":"Informasjonssenter for informasjonskapsler","pc_trck_text_1":"Sporings- og ytelses-informasjonskapsler","pc_trck_text_2":"Disse informasjonskapslene brukes til å samle inn informasjon for å analysere trafikken til nettstedet vårt og hvordan besøkende bruker nettstedet vårt","pc_trck_text_3":"Disse informasjonskapslene kan for eksempel spore ting som hvor lang tid du bruker på nettstedet eller sidene du besøker, noe som hjelper oss å forstå hvordan vi kan forbedre nettstedet vårt for deg.","pc_trck_text_4":"Informasjonen som samles inn gjennom disse sporings- og ytelseskapslene, identifiserer ikke noen individuell besøkende.","pc_trgt_text_1":"Målretting og annonsering av informasjonskapsler","pc_trgt_text_2":"Disse informasjonskapslene brukes til å vise reklame som sannsynligvis vil være av interesse for deg basert på nettleservaner.","pc_trgt_text_3":"Disse informasjonskapslene, som serveres av innholds- og / eller reklameleverandører, kan kombinere informasjon de har samlet inn fra nettstedet vårt med annen informasjon de har samlet uavhengig av nettleserens aktiviteter på tvers av nettverket av nettsteder.","pc_trgt_text_4":"Hvis du velger å fjerne eller deaktivere disse målrettings- eller annonseringskapslene, vil du fremdeles se annonser, men de er kanskje ikke relevante for deg.","pc_yprivacy_text_1":"Ditt personvern er viktig for oss","pc_yprivacy_text_2":"Informasjonskapsler er veldig små tekstfiler som lagres på datamaskinen din når du besøker et nettsted. Vi bruker informasjonskapsler for en rekke formål og for å forbedre din online opplevelse på nettstedet vårt (for eksempel for å huske påloggingsinformasjonen din).","pc_yprivacy_text_3":"Du kan endre innstillingene dine og avvise visse typer informasjonskapsler som skal lagres på datamaskinen din mens du surfer på nettstedet vårt. Du kan også fjerne alle informasjonskapsler som allerede er lagret på datamaskinen din, men husk at sletting av informasjonskapsler kan forhindre deg i å bruke deler av nettstedet vårt.","pc_yprivacy_title":"Ditt personvern","privacy_policy":"Personvernpolicy"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"В действие са бисквитките","always_active":"Винаги в действие са бисквитките","impressum":"Impressum","inactive":"Неактивни бисквитки","nb_agree":"Съгласен съм","nb_changep":"Промяна на предпочитанията ми","nb_ok":"Добре","nb_reject":"Аз отказвам","nb_text":"Ние използваме бисквитки и други, проследяващи, технологии, за да подобрим сърфирането ви в нашия сайт, като ви покажем персонализирано съдържание и реклами, да анализираме трафика на нашия сайт и да разберем откъде идват нашите посетители.","nb_title":"Ние използваме бисквитки","pc_fnct_text_1":"Функционални бисквитки","pc_fnct_text_2":"Тези бисквитки се използват, за да ви осигурят още по-персонализирано изживяване на нашия уебсайт и да бъдат запомнени изборите, които сте направили, когато използвахте нашия уебсайт.","pc_fnct_text_3":"Например: може да използваме функционални бисквитки, за да запомним предпочитания ви език или да запомним детайли по влизането ви в уебсайта.","pc_minfo_text_1":"Още информация","pc_minfo_text_2":"За всякакви въпроси във връзка с нашата политика за бисквитките и вашите избори, моля, свържете се с нас.","pc_minfo_text_3":"За да научите повече, моля, посетете нашата Страница за поверителност.","pc_save":"Запази предпочитанията ми","pc_sncssr_text_1":"Строго задължителни бисквитки","pc_sncssr_text_2":"Тези бисквитки са съществен елемент, който осигурява услуги, достъпни чрез нашия уебсайт и дават възможност за използване на определени функции на нашия уебсайт.","pc_sncssr_text_3":"Без тези бисквитки не можем да ви доставим определени услуги на нашия уебсайт.","pc_title":"Център за настройка на бисквитки","pc_trck_text_1":"Бисквитки за проследяване и за производителност","pc_trck_text_2":"Тези бисквитки се използват за събиране на информация за анализ на трафика към нашия уебсайт и как посетителите използват нашия уебсайт.","pc_trck_text_3":"Например, тези бисквитки могат да проследяват неща като колко време прекарвате на уебсайта или на посещаваните от вас страници, което ни помага да разберем как можем да подобрим нашия сайт за вас.","pc_trck_text_4":"Информацията, събрана чрез тези бисквитки за проследяване и производителност, не идентифицира всеки отделен посетител.","pc_trgt_text_1":"Насочване и рекламни бисквитки","pc_trgt_text_2":"Тези бисквитки се използват за показване на реклама, която вероятно ще ви заинтересова въз основа на навиците ви за сърфиране.","pc_trgt_text_3":"Тези бисквитки, обслужвани от нашите доставчици на съдържание и / или реклама, могат да комбинират информацията, която са събрали от нашия уебсайт, с друга информация, която са събрали независимо, свързана с дейностите на вашия уеб браузър в тяхната мрежа от уебсайтове.","pc_trgt_text_4":"Ако решите да премахнете или деактивирате тези бисквитки за определени потребителски групи или реклама, пак ще видите реклами, но те може да не са от подходящи за вас.","pc_yprivacy_text_1":"Вашата поверителност е важна за нас","pc_yprivacy_text_2":"Бисквитките са много малки текстови файлове, които се съхраняват на вашия компютър, когато посетите уебсайт. Ние използваме бисквитки за множество от цели и да подобрим сърфирането ви из нашия сайт (например: за да запомним детайлите на вашия акаунт за влизане).","pc_yprivacy_text_3":"Можете да промените предпочитанията си и да откажете определени видове бисквитки, които да се съхраняват на вашия компютър, докато сърфирате в нашия уебсайт. Можете също да премахнете някои бисквитки, които вече са запазени на вашия компютър, но имайте предвид, че изтриването на бисквитки може да ви попречи да използвате части от нашия уебсайт.","pc_yprivacy_title":"Вашата поверителност","privacy_policy":"Страница за поверителност"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Ενεργό","always_active":"Πάντα ενεργό","impressum":"Impressum","inactive":"Ανενεργό","nb_agree":"Συμφωνώ","nb_changep":"Αλλαγή των προτιμήσεών μου","nb_ok":"OK","nb_reject":"Αρνούμαι","nb_text":"Χρησιμοποιούμε cookies και άλλες τεχνολογίες εντοπισμού για την βελτίωση της εμπειρίας περιήγησης στην ιστοσελίδα μας, για την εξατομίκευση περιεχομένου και διαφημίσεων, την παροχή λειτουργιών κοινωνικών μέσων και την ανάλυση της επισκεψιμότητάς μας.","nb_title":"Αυτή η ιστοσελίδα χρησιμοποιεί cookies","pc_fnct_text_1":"Cookies Λειτουργικότητας","pc_fnct_text_2":"Αυτά τα cookies χρησιμοποιούνται για να σας παρέχουν μία πιο προσωποποιημένη εμπειρία στην ιστοσελίδα μας και για να θυμούνται επιλογές που κάνετε όταν χρησιμοποιείτε την ιστοσελίδα μας.","pc_fnct_text_3":"Για παράδειγμα, μπορεί να χρησιμοποιήσουμε cookies λειτουργικότητας για να θυμόμαστε την επιλογή γλώσσας ή τα στοιχεία εισόδου σας.","pc_minfo_text_1":"Περισσότερες πληροφορίες","pc_minfo_text_2":"Για οποιαδήποτε απορία σε σχέση με την πολιτική μας σχετικά με τα cookies και τις επιλογές σας, παρακαλούμε να έρθετε σε επαφή μαζί μας.","pc_minfo_text_3":"Για να μάθετε περισσότερα, παρακαλούμε επισκεφθείτε την σελίδα περί Πολιτική απορρήτου.","pc_save":"Αποθήκευση των προτιμήσεών μου","pc_sncssr_text_1":"Άκρως απαραίτητα cookies","pc_sncssr_text_2":"Τα απαραίτητα cookies βοηθούν στο να γίνει χρηστική μία ιστοσελίδα, επιτρέποντας βασικές λειτουργίες όπως την πλοήγηση και την πρόσβαση σε ασφαλείς περιοχές της ιστοσελίδας.","pc_sncssr_text_3":"Η ιστοσελίδα δεν μπορεί να λειτουργήσει σωστά χωρίς αυτά τα cookies.","pc_title":"Κέντρο Προτιμήσεων Cookies","pc_trck_text_1":"Cookies εντοπισμού και αποδοτικότητας","pc_trck_text_2":"Αυτά τα cookies χρησιμοποιούνται για να συλλέγουν πληροφορίες σχετικές με την ανάλυση της επισκεψιμότητας της ιστοσελίδας μας και με το πώς οι χρήστες την χρησιμοποιούν.","pc_trck_text_3":"Για παράδειγμα, αυτά τα cookies μπορεί να εντοπίσουν πόσο χρόνο αφιερώνετε στην ιστοσελίδα μας ή ποιες σελίδες της επισκέπτεστε, πράγμα που μας βοηθάει να καταλάβουμε πώς να βελτιώσουμε την ιστοσελίδα μας.","pc_trck_text_4":"Οι πληροφορίες που συλλέγονται μέσω αυτών των cookies δεν αναγνωρίζουν μεμονωμένους χρήστες.","pc_trgt_text_1":"Cookies εξατομικευμένου περιεχομένου και διαφημίσεων","pc_trgt_text_2":"Αυτά τα cookies χρησιμοποιούνται για να δείχνουν διαφημίσεις που μπορεί να σας ενδιαφέρουν με βάση τις συνήθειες περιήγησής σας στο Διαδίκτυο.","pc_trgt_text_3":"Αυτά τα cookies, παρέχονται από τους παρόχους περιεχομένου ή/και διαφημίσεων, μπορεί να συνδυάζουν πληροφορίες που συλλέγουν από την ιστοσελίδα μας με άλλες που έχουν ανεξάρτητα συλλέξει από άλλα δίκτυα ή ιστοσελίδες σχετικά με τις δραστηριότητές σας στον φυλλομετρητή σας.","pc_trgt_text_4":"Εάν επιλέξετε να αφαιρέσετε ή να απενεργοποιήσετε αυτά τα cookies, θα συνεχίσετε να βλέπετε διαφημίσεις, αλλά αυτές μπορεί να μην είναι πλέον σχετικές με τα ενδιαφέροντά σας.","pc_yprivacy_text_1":"Η ιδιωτικότητά σας είναι σημαντική για εμάς","pc_yprivacy_text_2":"Τα cookies είναι πολύ μικρά αρχεία κειμένου που αποθηκεύονται στον υπολογιστή σας όταν επισκέπτεστε μια ιστοσελίδα. Χρησιμοποιούμε cookies για διάφορους λόγους και για να βελτιώσουμε την διαδικτυακή σας εμπειρία στην ιστοσελίδα μας (π.χ., για υπενθύμιση των στοιχείων πρόσβασής σας στην ιστοσελίδα).","pc_yprivacy_text_3":"Μπορείτε να αλλάξετε τις προτιμήσεις σας και να μην επιτρέψετε σε κάποιους τύπους cookies να αποθηκευτούν στον υπολογιστή σας όσο περιηγείστε στην ιστοσελίδα μας. Μπορείτε επίσης να διαγράψετε οποιαδήποτε cookies είναι ήδη αποθηκευμένα στον υπολογιστή σας, αλλά να έχετε υπόψιν ότι διαγράφοντας cookies μπορεί να σας αποτρέψει από το να χρησιμοποιήσετε μέρη της ιστοσελίδας μας.","pc_yprivacy_title":"Η ιδιωτικότητά σας","privacy_policy":"Πολιτική απορρήτου"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"פעיל","always_active":"תמיד פעיל","impressum":"רושם","inactive":"לא פעיל","nb_agree":"אני מסכים/ה","nb_changep":"שנה את ההגדרות שלי","nb_ok":"אוקיי","nb_reject":"אני מסרב/ת","nb_text":"אנו משתמשים בעוגיות ובטכנולוגיות מעקב אחרות כדי לשפר את חווית הגלישה שלך באתר האינטרנט שלנו, כדי להציג לך תוכן מותאם אישית ומודעות ממוקדות, לנתח את התנועה באתר שלנו ולהבין מהיכן מגיעים המבקרים שלנו.","nb_title":"אנו משתמשים בעוגיות","pc_fnct_text_1":"עוגיות פונקציונליות","pc_fnct_text_2":"עוגיות אלה משמשות כדי לספק לך חוויה מותאמת אישית יותר באתר האינטרנט שלנו וכדי לזכור בחירות שאתה עושה כשאתה משתמש באתר שלנו.","pc_fnct_text_3":"לדוגמה, אנו עשויים להשתמש בעוגיות פונקציונליות כדי לזכור את העדפות השפה שלך או לזכור את פרטי ההתחברות שלך.","pc_minfo_text_1":"מידע נוסף","pc_minfo_text_2":"לכל שאלה בנוגע למדיניות שלנו בנושא קובצי עוגיות והבחירות שלך, אנא צור איתנו קשר.","pc_minfo_text_3":"למידע נוסף, בקר במדיניות הפרטיות שלנו.","pc_save":"שמור את ההעדפות שלי","pc_sncssr_text_1":"עוגיות נחוצות בלבד","pc_sncssr_text_2":"עוגיות אלו חיוניות כדי לספק לך שירותים הזמינים דרך האתר שלנו וכדי לאפשר לך להשתמש בתכונות מסוימות של האתר שלנו.","pc_sncssr_text_3":"ללא עוגיות אלה, איננו יכולים לספק לך שירותים מסוימים באתר שלנו.","pc_title":"מרכז העדפות עוגיות","pc_trck_text_1":"עוגיות מעקב","pc_trck_text_2":"עוגיות אלו משמשות לאיסוף מידע כדי לנתח את התנועה לאתר שלנו וכיצד המבקרים משתמשים באתר שלנו.","pc_trck_text_3":"לדוגמה, קובצי עוגיות אלה עשויים לעקוב אחר דברים כגון משך הזמן שאתה מבלה באתר או הדפים שבהם אתה מבקר, מה שעוזר לנו להבין כיצד אנו יכולים לשפר עבורך את אתר האינטרנט שלנו.","pc_trck_text_4":"המידע שנאסף באמצעות עוגיות מעקב וביצועים אלה אינו מזהה אף מבקר בודד.","pc_trgt_text_1":"עוגיות מיקוד ופרסום","pc_trgt_text_2":"עוגיות אלו משמשות להצגת פרסומות שסביר להניח שיעניינו אותך בהתבסס על הרגלי הגלישה שלך.","pc_trgt_text_3":"קובצי עוגיות אלה, כפי שמוצגים על ידי ספקי התוכן ו/או הפרסום שלנו, עשויים לשלב מידע שהם אספו מהאתר שלנו עם מידע אחר שהם אספו באופן עצמאי הקשור לפעילויות של דפדפן האינטרנט שלך ברחבי רשת האתרים שלהם.","pc_trgt_text_4":"אם תבחר להסיר או להשבית את קובצי המיקוד או קובצי הפרסום הללו, עדיין תראה פרסומות אך ייתכן שהן לא יהיו רלוונטיות עבורך.","pc_yprivacy_text_1":"הפרטיות שלך חשובה לנו","pc_yprivacy_text_2":"קובצי עוגיות הם קבצי טקסט קטנים מאוד המאוחסנים במחשב שלך כאשר אתה מבקר באתר. אנו משתמשים בקובצי עוגיות למגוון מטרות וכדי לשפר את החוויה המקוונת שלך באתר האינטרנט שלנו (לדוגמה, כדי לזכור את פרטי הכניסה לחשבון שלך).","pc_yprivacy_text_3":"אתה יכול לשנות את ההעדפות שלך ולדחות סוגים מסוימים של עוגיות שישמרו במחשב שלך בזמן הגלישה באתר שלנו. אתה יכול גם להסיר קובצי עוגיות שכבר מאוחסנים במחשב שלך, אך זכור שמחיקת קובצי עוגיות עלולה למנוע ממך להשתמש בחלקים מהאתר שלנו.","pc_yprivacy_title":"הפרטיות שלך","privacy_policy":"מדיניות פרטיות"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Активно","always_active":"Секогаш активно","impressum":"Impressum","inactive":"Неактивно","nb_agree":"Се согласувам","nb_changep":"Промени ги моите преференции","nb_ok":"Се согласувам","nb_reject":"Одбивам","nb_text":"Ние користиме колачиња и други технологии за следење за да го подобриме вашето искуство со прелистувањето на нашата веб страна, за да ви прикажеме персонализирана содржина и таргетирани реклами, да го анализираме сообраќајот на нашата веб страна и да разбереме од каде доаѓаат нашите посетители.","nb_title":"Ние користиме колачиња","pc_fnct_text_1":"Колачиња за функционалност","pc_fnct_text_2":"Овие колачиња се користат за да ви овозможат поперсонализирано искуство на нашата веб страна и да ги запомнат изборите што ги правите кога ја користите нашата веб страна.","pc_fnct_text_3":"На пример, може да користиме функционални колачиња за да ги запомниме вашите јазични преференции или да ги запомниме вашите детали за најавување.","pc_minfo_text_1":"Повеќе информации","pc_minfo_text_2":"За било какви прашања во врска со нашата политика за колачиња и вашиот избор, ве молиме контактирајте не.","pc_minfo_text_3":"За да дознаете повеќе, ве молиме посетете ја нашата Политика за Приватност.","pc_save":"Зачувај ги моите преференции","pc_sncssr_text_1":"Строго неопходни колачиња","pc_sncssr_text_2":"Овие колачиња се од суштинско значење за да ви овозможат услуги достапни преку нашата веб страна, и да ви овозможат да користите одредени функции на нашата веб страна.","pc_sncssr_text_3":"Без овие колачиња, ние не можеме да ви обезбедиме одредени услуги на нашата веб страна.","pc_title":"Центар за преференци за колачиња","pc_trck_text_1":"Колачиња за следење","pc_trck_text_2":"Овие колачиња се користат за собирање информации за анализа на сообраќајот кон нашата веб страна, и за тоа како посетителите ја користат нашата веб страна.","pc_trck_text_3":"Овие колачиња може да следат работи како на пример, колку време поминувате на веб страната, или страниците што ги посетувате што ни помага да разбереме како можеме да ја подобриме нашата веб страна за вас.","pc_trck_text_4":"Информациите собрани преку овие колачиња за следење и перформанси не идентификуваат поединечни посетители.","pc_trgt_text_1":"Колачиња за таргетирање и рекламирање","pc_trgt_text_2":"Овие колачиња се користат за прикажување реклами што најверојатно ќе ве интересираат врз основа на вашите навики на прелистување.","pc_trgt_text_3":"Овие колачиња, сервирани од нашата содржина и/или провајдери за рекламирање, може да ги комбинираат информациите што ги собрале од нашата веб страна со други информации што независно ги собрале во врска со активностите на вашиот веб-прелистувач низ нивната мрежа на веб страни.","pc_trgt_text_4":"Ако изберете да ги отстраните или оневозможите овие колачиња за таргетирање или рекламирање, сè уште ќе гледате реклами, но тие можеби нема да бидат релевантни за вас.","pc_yprivacy_text_1":"Вашата приватност е важна за нас","pc_yprivacy_text_2":"Колачињата се многу мали текстуални датотеки што се складираат на вашиот компјутер кога посетувате веб страна. Ние користиме колачиња за различни цели и за да го подобриме вашето онлајн искуство на нашата веб страна (на пример, за да ги запомниме деталите за најавување на вашата сметка).","pc_yprivacy_text_3":"Можете да ги промените вашите параметри и да одбиете одредени видови колачиња да се складираат на вашиот компјутер додека ја прелистувате нашата веб страна. Можете исто така да ги отстраните сите колачиња што се веќе зачувани на вашиот компјутер, но имајте во предвид дека бришењето колачиња може да ве спречи да користите делови од нашата веб страна.","pc_yprivacy_title":"Вашата приватност","privacy_policy":"Политика за Приватност"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Gweithredol","always_active":"Yn weithredol bob tro","impressum":"Impressum","inactive":"Anweithredol","nb_agree":"Rwy\'n cytuno","nb_changep":"Newid fy newisiadau","nb_ok":"Iawn","nb_reject":"Rwy\'n gwrthod","nb_text":"Rydym yn defnyddio cwcis a thechnolegau tracio eraill i wella eich profiad o bori ar ein gwefan, i ddangos cynnwys wedi ei bersonoli a hysbysebion wedi\'u targedu, i ddadansoddi traffig ar ein gwefan ac i ddeall o ble daw ein hymwelwyr.","nb_title":"Rydym yn defnyddio cwcis","pc_fnct_text_1":"Cwcis swyddogaeth","pc_fnct_text_2":"Mae\'r cwcis yma yn cael eu defnyddio i ddarparu profiad mwy personol ichi ar ein gwefan, ac i gofio dewisiadau a wnewch wrth ddefnyddio ein gwefan.","pc_fnct_text_3":"Er enghraifft, gallem ddefnyddio cwcis swyddogaeth i gofio\'ch dewis iaith neu gofio\'ch manylion mewngofnodi.","pc_minfo_text_1":"Rhagor o wybodaeth","pc_minfo_text_2":"Os oes gennych chi unrhyw ymholiadau yn ymwneud â\'n polisi cwcis a\'ch dewisiadau, a wnewch chi gysylltu â ni.","pc_minfo_text_3":"I ganfod mwy, ewch at ein Polasaí Príobháideachta.","pc_save":"Cadw fy newisiadau","pc_sncssr_text_1":"Cwcis hollol hanfodol","pc_sncssr_text_2":"Mae\'r cwcis yma yn hanfodol er mwyn ichi dderbyn gwasanaethau drwy ein gwefan a\'ch galluogi i ddefnyddio nodweddion penodol ar ein gwefan.","pc_sncssr_text_3":"Heb y cwcis yma, ni fedrwn ddarparu rhai gwasanaethau penodol ichi ar ein gwefan.","pc_title":"Canolfan Dewisiadau Cwcis","pc_trck_text_1":"Cwcis tracio a pherfformiad","pc_trck_text_2":"Mae\'r cwcis yma yn cael eu defnyddio i gasglu gwybodaeth a dadansoddi traffig i\'n gwefan a sut mae ymwelwyr yn defnyddio\'n gwefan.","pc_trck_text_3":"Er enghraifft, gall y cwcis yma dracio faint o amser rydych yn ei dreulio ar y wefan neu\'r tudalennau rydych yn ymweld â hwy a\'n cynorthwyo i ddeall sut y gallwn wella ein gwefan ar eich cyfer.","pc_trck_text_4":"Nid yw\'r wybodaeth a gesglir drwy\'r cwcis tracio a pherfformiad yn adnabod unrhyw ymwelydd unigol.","pc_trgt_text_1":"Cwcis targedu a hysbysebu","pc_trgt_text_2":"Mae\'r cwcis yma yn cael eu defnyddio i ddangos hysbysebion sydd yn debygol o fod o ddiddordeb i chi yn seiliedig ar eich arferion pori.","pc_trgt_text_3":"Gall y cwcis yma, fel y\'u gweinyddir gan ein darparwyr cynnwys a/neu hysbysebion, gyfuno gwybodaeth a gasglwyd ganddynt o\'n gwefan gyda gwybodaeth arall maent wedi ei chasglu\'n annibynnol yn seiliedig ar eich gweithgareddau pori ar y rhyngrwyd ar draws eu rhwydweithiau o wefannau.","pc_trgt_text_4":"Os byddwch yn dewis tynnu neu atal y cwcis targedu neu hysbysebu yma, byddwch yn parhau i weld hysbysebion ond mae\'n bosib na fyddant yn berthnasol i chi.","pc_yprivacy_text_1":"Mae eich preifatrwydd yn bwysig i ni","pc_yprivacy_text_2":"Ffeiliau testun bach eu maint yw cwcis sydd yn cael eu storio ar eich cyfrifiadur wrth ichi ymweld â gwefan. Rydym yn defnyddio cwcis i sawl diben ac i wella eich profiad ar-lein ar ein gwefan (er enghraifft, cofio eich manylion mewngofnodi i\'ch cyfrif).","pc_yprivacy_text_3":"Gallwch newid eich dewisiadau ac atal rhai mathau o gwcis rhag cael eu storio ar eich cyfrifiadur. Gallwch hefyd dynnu unrhyw gwcis sydd eisoes wedi eu storio ar eich cyfrifiadur, ond cofiwch y gall.","pc_yprivacy_title":"Eich preifatrwydd","privacy_policy":"Polasaí Príobháideachta"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"アクティブ","always_active":"常にアクティブ","impressum":"Impressum","inactive":"停止中","nb_agree":"同意","nb_changep":"設定変更","nb_ok":"承諾","nb_reject":"拒否","nb_text":"訪問者の当ウェブサイトの閲覧体験を向上させるため、パーソナライズされたコンテンツやターゲット広告を表示するため、当ウェブサイトのトラフィックを分析するため、および当ウェブサイトへの訪問者がどこから来ているかを理解するために、Cookieおよびその他の追跡技術を使用しています。","nb_title":"クッキーの使用","pc_fnct_text_1":"機能性クッキー","pc_fnct_text_2":"これらのクッキーは、当ウェブサイトでよりカスタマイズされた体験を提供するため、および当ウェブサイトを利用する際に行った選択を記憶するために使用されます。","pc_fnct_text_3":"例えば、訪問者の言語設定を記憶したり、ログイン情報を記憶するために、機能性クッキーを使用することがあります。","pc_minfo_text_1":"詳細情報","pc_minfo_text_2":"クッキーに関する方針や訪問者の選択に関連したご質問については、当方までお問い合わせください。","pc_minfo_text_3":"詳しくは、プライバシーポリシー をご覧ください。","pc_save":"設定を保存","pc_sncssr_text_1":"ウェブサイトの動作に必要不可欠なクッキー","pc_sncssr_text_2":"これらのクッキーは、訪問者が当ウェブサイトを通じて利用可能なサービスを提供したり、当ウェブサイトの特定の機能を利用したりするために不可欠なものです。","pc_sncssr_text_3":"これらのクッキーをブロックした場合、当ウェブサイトでの特定のサービスを提供できません。","pc_title":"クッキー設定センター","pc_trck_text_1":"トラッキングクッキー","pc_trck_text_2":"これらのクッキーは、当ウェブサイトへのトラフィックや訪問者がどのように当ウェブサイトを利用しているかを分析するための情報を収集するために使用されます。","pc_trck_text_3":"例えば、これらのクッキーは、訪問者が当ウェブサイトに滞在した時間や訪問したページなどを追跡することがあり、これは、訪問者のために当ウェブサイトの利便性向上に役立てます。","pc_trck_text_4":"これらのトラッキングおよびパフォーマンスクッキーによって収集された情報は、特定の個人を特定することはありません。","pc_trgt_text_1":"ターゲティングおよび広告用クッキー","pc_trgt_text_2":"これらのクッキーは、訪問者の閲覧習慣に基づいて、訪問者が興味を持ちそうな広告を表示するために使用されます。","pc_trgt_text_3":"これらのクッキーは、コンテンツプロバイダーおよび/または広告プロバイダーによって提供され、当ウェブサイトから収集した情報と、そのネットワーク上での訪問者のウェブブラウザの活動に関連して独自に収集した他の情報とを組み合わせることがあります。","pc_trgt_text_4":"訪問者がこれらのターゲティングクッキーや広告用クッキーを削除または無効を選択した場合でも、広告は表示されますが、訪問者に関連したものではない可能性があります。","pc_yprivacy_text_1":"お客様のプライバシーを尊重します","pc_yprivacy_text_2":"クッキーとは、訪問者がウェブサイトにアクセスした際に訪問者のコンピュータに保存される非常に小さなテキストファイルです。当ウェブサイトは、さまざまな目的でクッキーを使用し、当ウェブサイトでの訪問者のオンライン利便性を向上させています。（例えば、訪問者のアカウントのログイン情報を記憶するためなど。）","pc_yprivacy_text_3":"訪問者は、設定を変更して、当ウェブサイトを閲覧中のコンピュータに保存される特定の種類のクッキーを拒否することができます。また、すでに訪問者のコンピュータに保存されているクッキーを削除することもできますが、クッキーを削除すると、当ウェブサイト機能の一部が利用できなくなる可能性がありますので、ご注意ください。","pc_yprivacy_title":"プライバシー","privacy_policy":"プライバシーポリシー"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"تغيير تفضيلاتي","always_active":"مفعل دائمًا","impressum":"Impressum","inactive":"غير مفعل","nb_agree":"موافق","nb_changep":"تغيير تفضيلاتي","nb_ok":"فهمت","nb_reject":"أرفض","nb_text":"نحن نستخدم ملفات تعريف الارتباط وتقنيات التتبع الأخرى لتحسين تجربة التصفح الخاصة بك على موقعنا الإلكتروني ، ولإظهار المحتوى المخصص والإعلانات المستهدفة لك ، وتحليل حركة المرور على موقعنا ، وفهم من أين يأتي زوارنا.","nb_title":"نحنُ نستخدم ملفات تعريف الارتباط","pc_fnct_text_1":"ملفات تعريف الارتباط الوظيفية","pc_fnct_text_2":"تُستخدم ملفات تعريف الارتباط هذه لتزويدك بتجربة أكثر تخصيصًا على موقعنا الإلكتروني ولتذكر الخيارات التي تتخذها عند استخدامك لموقعنا.","pc_fnct_text_3":"على سبيل المثال ، قد نستخدم ملفات تعريف الارتباط الوظيفية لتذكر تفضيلات اللغة الخاصة بك أو تذكر تفاصيل تسجيل الدخول الخاصة بك.","pc_minfo_text_1":"معلومات أكثر.","pc_minfo_text_2":"لأي استفسارات تتعلق بسياستنا الخاصة بملفات تعريف الارتباط ، وخياراتك، يرجى التواصل معنا.","pc_minfo_text_3":"\\nالخاصة بنا لمعرفة المزيد ، يرجى زيارةسياسة الخصوصية .\\n","pc_save":"حفظ تفضيلاتي","pc_sncssr_text_1":"ملفات تعريف الارتباط الضرورية للغاية","pc_sncssr_text_2":"تعد ملفات تعريف الارتباط هذه ضرورية لتزويدك بالخدمات المتاحة عبر موقعنا على الويب ولتمكينك من استخدام ميزات معينة في موقعنا .","pc_sncssr_text_3":"بدون ملفات تعريف الارتباط هذه ، لا يمكننا تقديم خدمات معينة لك على موقعنا.","pc_title":"مركز تفضيلات ملفات تعريف الارتباط","pc_trck_text_1":"ملفات تعريف الارتباط للتتبع والأداء","pc_trck_text_2":"\\nتُستخدم ملفات تعريف الارتباط هذه لجمع المعلومات لتحليل حركة المرور إلى موقعنا الإلكتروني وكيفية استخدام الزوار لموقعنا.","pc_trck_text_3":"\\nعلى سبيل المثال ، قد تتعقب ملفات تعريف الارتباط هذه أشياء مثل المدة التي تقضيها على موقع الويب أو الصفحات التي تزورها مما يساعدنا على فهم كيف يمكننا تحسين موقعنا على الويب من أجلك.","pc_trck_text_4":"\\nالمعلومات التي يتم جمعها من خلال ملفات تعريف الارتباط الخاصة بالتتبع والأداء هذه لا تحدد أي زائر فردي.\\n","pc_trgt_text_1":"ملفات تعريف الارتباط الخاصة بالاستهداف والإعلان","pc_trgt_text_2":"تُستخدم ملفات تعريف الارتباط هذه لإظهار الإعلانات التي من المحتمل أن تهمك بناءً على عاداتك في التصفح.","pc_trgt_text_3":"\\nقد تدمج ملفات تعريف الارتباط هذه ، كما يقدمها المحتوى و / أو موفرو الإعلانات لدينا ، المعلومات التي جمعوها من موقعنا الإلكتروني مع المعلومات الأخرى التي جمعوها بشكل مستقل فيما يتعلق بأنشطة متصفح الويب الخاص بك عبر شبكة مواقعهم الإلكترونية.\\n","pc_trgt_text_4":"إذا اخترت إزالة أو تعطيل ملفات تعريف الارتباط الخاصة بالاستهداف أو الإعلانات ، فستظل تشاهد إعلانات ولكنها قد لا تكون ذات صلة بك.","pc_yprivacy_text_1":"خصوصيتك مهمة بالنسبة لنا","pc_yprivacy_text_2":"من الأغراض ولتعزيز تجربتك عبر الإنترنت على موقعنا (على سبيل المثال ، لتذكر تفاصيل تسجيل الدخول إلى حسابك).","pc_yprivacy_text_3":"يمكنك تغيير تفضيلاتك ورفض أنواع معينة من ملفات تعريف الارتباط ليتم تخزينها على جهاز الكمبيوتر الخاص بك أثناء تصفح موقعنا على الويب. يمكنك أيضًا إزالة أي ملفات تعريف ارتباط مخزنة بالفعل على جهاز الكمبيوتر الخاص بك ، ولكن ضع في اعتبارك أن حذف ملفات تعريف الارتباط قد يمنعك من استخدام أجزاء من موقعنا.","pc_yprivacy_title":"خصوصيتك","privacy_policy":"\\nةسياسة الخصوصية\\n"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Etkin","always_active":"Her zaman etkin","impressum":"Impressum","inactive":"Etkin değil","nb_agree":"Kabul et","nb_changep":"Tercihleri değiştir","nb_ok":"Tamam","nb_reject":"Reddet","nb_text":"Web sitemizde gezinme deneyiminizi geliştirmek, size kişiselleştirilmiş içerik ve hedefli reklamlar göstermek, web sitesi trafiğimizi analiz etmek ve ziyaretçilerimizin nereden geldiğini anlamak için çerezleri ve diğer izleme teknolojilerini kullanıyoruz.","nb_title":"Çerezleri kullanıyoruz","pc_fnct_text_1":"İşlevsellik çerezleri","pc_fnct_text_2":"Bu çerezler, web sitemizde size daha kişiselleştirilmiş bir deneyim sağlamak ve web sitemizi kullanırken yaptığınız seçimleri hatırlamak için kullanılır.","pc_fnct_text_3":"Örneğin, dil tercihlerinizi veya oturum açma bilgilerinizi hatırlamak için işlevsellik tanımlama bilgilerini kullanabiliriz.","pc_minfo_text_1":"Daha fazla bilgi","pc_minfo_text_2":"Çerezlere ilişkin politikamız ve seçimlerinizle ilgili herhangi bir sorunuz için lütfen bizimle iletişime geçin","pc_minfo_text_3":"Daha fazlasını öğrenmek için lütfen Gizlilik Politikası ziyaret edin.","pc_save":"Tercihleri Kaydet","pc_sncssr_text_1":"Kesinlikle gerekli çerezler","pc_sncssr_text_2":"Bu çerezler, size web sitemiz aracılığıyla sunulan hizmetleri sağlamak ve web sitemizin belirli özelliklerini kullanmanızı sağlamak için gereklidir.","pc_sncssr_text_3":"Bu çerezler olmadan, web sitemizde size belirli hizmetleri sağlayamayız.","pc_title":"Çerez Tercihleri Merkezi","pc_trck_text_1":"İzleme ve performans çerezleri","pc_trck_text_2":"Bu çerezler, web sitemize gelen trafiği ve ziyaretçilerin web sitemizi nasıl kullandığını analiz etmek için bilgi toplamak amacıyla kullanılır.","pc_trck_text_3":"Örneğin, çerezler, web sitesinde ne kadar zaman geçirdiğiniz veya ziyaret ettiğiniz sayfalar gibi şeyleri izleyebilir ve bu da web sitemizi sizin için nasıl iyileştirebileceğimizi anlamamıza yardımcı olur.","pc_trck_text_4":"Bu izleme ve performans çerezleri aracılığıyla toplanan bilgiler anonim olup herhangi bir bireysel ziyaretçiyi tanımlamaz.","pc_trgt_text_1":"Hedefleme ve reklam çerezleri","pc_trgt_text_2":"Bu çerezler, arama/gezinme alışkanlıklarınıza göre ilginizi çekebilecek reklamları göstermek için kullanılır.","pc_trgt_text_3":"Bu çerezler, içerik ve/veya reklam sağlayıcılarımız tarafından, web sitemizden topladıkları bilgileri, web tarayıcınızın kendi web siteleri ağlarındaki faaliyetleriyle ilgili olarak bağımsız olarak topladıkları diğer bilgilerle birleştirilebilir.","pc_trgt_text_4":"Bu hedefleme veya reklam çerezlerini kaldırmayı veya devre dışı bırakmayı seçerseniz, reklamları görmeye devam edersiniz, ancak bunlar sizinle alakalı olmayabilir.","pc_yprivacy_text_1":"Gizliliğiniz bizim için önemlidir","pc_yprivacy_text_2":"Çerezler, bir web sitesini ziyaret ettiğinizde bilgisayarınızda depolanan çok küçük metin dosyalarıdır. Çerezleri çeşitli amaçlarla ve web sitemizdeki çevrimiçi deneyiminizi geliştirmek için (örneğin, hesap giriş bilgilerinizi hatırlamak için) kullanıyoruz.","pc_yprivacy_text_3":"Web sitemizde gezinirken tercihlerinizi değiştirebilir ve bilgisayarınızda saklanacak belirli çerez türlerini reddedebilirsiniz. Ayrıca, bilgisayarınızda depolanmış olan çerezleri de kaldırabilirsiniz, ancak çerezleri silmenin web sitemizin bölümlerini kullanmanızı engelleyebileceğini unutmayın.","pc_yprivacy_title":"Gizliliğiniz","privacy_policy":"Gizlilik Politikası"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"啟用","always_active":"永遠啟用","impressum":"Impressum","inactive":"停用","nb_agree":"我同意","nb_changep":"更改我的偏好","nb_ok":"確定","nb_reject":"我拒絕","nb_text":"我們使用cookies和其他追蹤技術來改善您在我們網站上的瀏覽體驗，對您顯示個性化的內容和有針對性的廣告，分析我們的網站流量，並了解我們的訪客來自哪裡。","nb_title":"我們使用cookies","pc_fnct_text_1":"功能性cookies","pc_fnct_text_2":"這些cookies用於在我們的網站上為您提供更加個人化的體驗，並記住您在使用我們網站時做出的選擇。","pc_fnct_text_3":"例如，我們可能使用功能性cookies來記住您的語言偏好或記住您的登入資訊。","pc_minfo_text_1":"更多資訊","pc_minfo_text_2":"如果對我們的cookies政策或您的選擇有任何疑問，請聯繫我們。","pc_minfo_text_3":"想了解更多資訊，請前往我們的隱私權政策.","pc_save":"儲存我的偏好","pc_sncssr_text_1":"必要的cookies","pc_sncssr_text_2":"這些cookies對於向您提供透過我們網站的服務以及使您能夠使用我們網站的某些功能是不可或缺的。","pc_sncssr_text_3":"沒有這些cookies，我們就不能在我們的網站上為您提供某些服務。","pc_title":"Cookies偏好中心","pc_trck_text_1":"追蹤cookies","pc_trck_text_2":"這些cookies用於收集資訊，以分析我們網站的流量以及訪客如何使用我們的網站。","pc_trck_text_3":"例如，這些cookies可能會跟追蹤如您在網站上花費的時間或您造訪的頁面，這有助於我們了解如何為您改進我們的網站。","pc_trck_text_4":"透過這些追蹤和性能cookies收集的資訊不會識別任何個人訪客。","pc_trgt_text_1":"定位和廣告cookies","pc_trgt_text_2":"這些cookies被用來根據您的瀏覽習慣顯示您可能感興趣的廣告。","pc_trgt_text_3":"由我們的內容或廣告供應商提供的這些cookies，可能會將他們從我們的網站上收集的資訊和他們獨立收集的與您的瀏覽器在其網站中的活動有關的其他資訊結合起來。","pc_trgt_text_4":"如果您選擇刪除或禁用這些定位或廣告cookies，您仍然會看到廣告，但它們可能與您無關。","pc_yprivacy_text_1":"您的隱私對我們很重要","pc_yprivacy_text_2":"Cookies是非常小的文本文件，當您造訪網站時存儲在您的裝置上。我們將cookies用於各種目的，並提高您在我們網站的使用體驗（例如，記住您帳號的登入資訊）。","pc_yprivacy_text_3":"在瀏覽我們的網站時，您可以改變您的偏好，拒絕某些類型的cookies儲存在您的裝置上。您也可以刪除已經儲存在您裝置上的任何cookies，但請記住，刪除cookies可能會導致您無法使用我們網站的部分內容。","pc_yprivacy_title":"您的隱私","privacy_policy":"隱私權政策"}}')},function(e){e.exports=JSON.parse('{"i18n":{"active":"Activats","always_active":"Totjorn activats","inactive":"Desactivats","nb_agree":"Accèpti","nb_changep":"Cambiar mas preferéncias","nb_ok":"D\'acòrdi","nb_reject":"Regèti","nb_text":"Utilizam de cookies e d’autras tecnologias de seguiment per melhorar vòstra experiéncia de navegacion sus nòstre site web, per vos afichar de contenguts personalizats, de publicitats cibladas, per analisar nòstra audiéncia e per comprendre d’ont venon nòstres visitaires.","nb_title":"Utilizam de cookies","pc_fnct_text_1":"Cookies foncionals","pc_fnct_text_2":"Aquestes cookies servisson per vos fornir una experiéncia mai personalizada sus nòstre site web e per memorizar vòstras causidas quand navegatz sus nòstre site web.","pc_fnct_text_3":"Per exemple, podèm utilizar de cookies foncionals per memorizar vòstras preferéncias lingüisticas o nos remembrar de vòstre identificant de connexion.","pc_minfo_text_1":"Mai d\'informacions","pc_minfo_text_2":"Per quina question que siá tocant nòstra politica de cookies e vòstras causidas, contactat-nos.","pc_minfo_text_3":"Per ne saber mai, consultatz nòstra Politica de confidencialitat.","pc_save":"Enregistrar mas preferéncias","pc_sncssr_text_1":"Cookies formalament necessaris","pc_sncssr_text_2":"Aquestes cookies son essencials per vos fornir los servicis disponibles via nòstre site web e per vos permetre d’utilizar d’unas foncionalitats de nòstre site web.","pc_sncssr_text_3":"Sens aquestes cookies podèm pas vos provesir certans servicis sus nòstre site web.","pc_title":"Centre de preferéncias dels cookies","pc_trck_text_1":"Cookies de seguiment","pc_trck_text_2":"Aquestes cookies s’emplegan per collectar d’informacions per analisar lo trafic de nòstre site web e coma los visitaires l’utilizan.","pc_trck_text_3":"Per exemple, aquestes cookies poirián pistar las causas coma quant de temps passatz sus un site web o las paginas que consultatz, çò que nos permet de comprendre coma podèm melhorar nòstre site web per vos.","pc_trck_text_4":"Las informacions collectadas via aqueles cookies de seguiment e de performància identifican pas individualament cap de visitaire.","pc_trgt_text_1":"Cookies de ciblatge e publicitat","pc_trgt_text_2":"Aquestes cookies servisson per afichar de publicitats que vos interessaràn probablament basadas sus vòstras costumas de navegacion.","pc_trgt_text_3":"Aquestes cookies, servits per nòstres provesidors de contenguts e/o publicitats, pòdon combinar d’informacions que collèctan de nòstre site web amb d’autras informacions qu’an collectadas independentament en relacion amb las activitats de vòstre navegador a travèrs lor malhum de sites web.","pc_trgt_text_4":"Se causissètz de suprimir o desactivar aquestes cookies publicitaris o de ciblatge, veiretz totjorn de reclamas mas seràn pas pertinentas per vos.","pc_yprivacy_text_1":"Vòstra vida privada nos impòrta","pc_yprivacy_text_2":"Los cookies son de plan pichons fichièrs tèxt que son gardas dins vòstre ordenador quand visitatz un site. 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        "+this.cookieConsent.i18n.$t("i18n","pc_trck_text_4")+"

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        "+this.cookieConsent.i18n.$t("i18n","pc_trgt_text_4")+"

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        "+this.cookieConsent.i18n.$t("i18n","pc_minfo_text_2")+"

        "}),null!==this.cookieConsent.ownerWebsitePrivacyPolicyUrl&&a.isValidUrl(this.cookieConsent.ownerWebsitePrivacyPolicyUrl)&&(this.preferenceItems[this.preferenceItems.length-1].content=this.preferenceItems[this.preferenceItems.length-1].content+"

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shown","info"),this.preferencesCenterOverlay.setAttribute("role","dialog"),this.preferencesCenterOverlay.setAttribute("aria-labelledby","cc-pc-head-title-headline"),this.preferencesCenterOverlay.setAttribute("tabindex","-1"),this.preferencesCenterOverlay.focus();var i=document.querySelector("#termsfeed-com---preferences-center"),n=i.querySelectorAll('button, [href], input, select, textarea, [tabindex]:not([tabindex="-1"])')[0],o=i.querySelectorAll('button, [href], input, select, textarea, [tabindex]:not([tabindex="-1"])'),r=o[o.length-1];t.cookieConsent.log("preferencesCenterOverlayModal_firstFocusableElement: "+n,"info"),t.cookieConsent.log("preferencesCenterOverlayModal_focusableContent: "+o,"info"),t.cookieConsent.log("preferencesCenterOverlayModal_lastFocusableElement: "+r,"info"),document.addEventListener("keydown",(function(e){var i,o;("Tab"===e.key||9===e.keyCode)&&(e.shiftKey?document.activeElement===n&&(t.cookieConsent.log("preferencesCenterOverlayModal_lastFocusableElement before focus: "+r,"info"),null===(i=r)||void 0===i||i.focus(),e.preventDefault()):document.activeElement===r&&(t.cookieConsent.log("preferencesCenterOverlayModal_firstFocusableElement before focus: "+n,"info"),null===(o=n)||void 0===o||o.focus(),e.preventDefault()))})),t.cookieConsent.log("preferencesCenterOverlayModal_firstFocusableElement before focus: "+n,"info"),null===(e=n)||void 0===e||e.focus(),this.preferencesCenterOverlay.classList.add("termsfeed-com---lang-"+t.cookieConsent.i18n.userLang)},e.prototype.hidePreferencesCenter=function(){this.preferencesCenterOverlay.classList.remove("termsfeed-com---is-visible"),this.cookieConsent.log("Preferences Center hidden","info")},e.prototype.refreshPreferencesCenter=function(){if(null!==this.preferencesCenterOverlay)return this.preferencesCenterOverlay.parentNode.removeChild(this.preferencesCenterOverlay),this.preferencesCenterOverlay=null,this.showPreferencesCenter()},e.prototype.createPreferencesCenterOverlayAndDialog=function(){var e=this,t=document.createElement("div");t.classList.add("termsfeed-com---pc-overlay"),t.classList.add(e.cookieConsent.colorPalette.getClass()),t.classList.add("termsfeed-com---reset"),t.id="termsfeed-com---preferences-center",t.setAttribute("id","termsfeed-com---preferences-center");var i=document.createElement("div");i.classList.add("termsfeed-com---pc-dialog");var n=document.createElement("div");n.classList.add("cc-pc-container");var o=document.createElement("div");o.classList.add("cc-pc-head");var r=document.createElement("div");if(r.classList.add("cc-pc-head-title"),e.cookieConsent.ownerWebsiteName.length>2){var s=document.createElement("p");s.classList.add("cc-pc-head-title-text"),s.innerText=e.cookieConsent.ownerWebsiteName,a.appendChild(r,s)}var c=document.createElement("p");c.classList.add("cc-pc-head-title-headline"),c.setAttribute("id","cc-pc-head-title-headline"),c.innerHTML=e.cookieConsent.i18n.$t("i18n","pc_title"),a.appendChild(r,c);var l=document.createElement("div");l.classList.add("cc-pc-head-lang");var p=this.obtainLanguageSelector();a.appendChild(l,p);var d=document.createElement("button");d.classList.add("cc-pc-head-close"),d.innerHTML="✕",d.addEventListener("click",(function(){document.dispatchEvent(e.cookieConsent.events.cc_preferencesCenterClosePressed)})),a.appendChild(o,r),a.appendChild(o,l),!1===e.cookieConsent.ownerPreferencesCenterCloseButtonHide&&a.appendChild(l,d,"afterbegin");var u=document.createElement("div");u.classList.add("cc-cp-body");var m=this.getMenuContainer(),_=this.getContentContainer();a.appendChild(u,m),a.appendChild(u,_);var k=this.getFooterContainer();return a.appendChild(n,o),a.appendChild(n,u),a.appendChild(n,k),a.appendChild(i,n),a.appendChild(t,i),t},e.prototype.obtainLanguageSelector=function(){var e=this,t=document.createElement("select");return t.classList.add("cc-pc-head-lang-select"),[].forEach.call(e.cookieConsent.i18n.availableLanguages,(function(i){var n=document.createElement("option");n.text=i.title,n.value=i.value,e.cookieConsent.i18n.userLang===n.value&&n.setAttribute("selected","selected"),t.add(n)})),t.addEventListener("change",(function(){e.cookieConsent.i18n.userLang=t.value,e.cookieConsent.cookieLevels.languageChanged(),e.refreshPreferencesCenter(),document.dispatchEvent(e.cookieConsent.events.cc_userLanguageChanged)})),t},e.prototype.getContentContainer=function(){var e=this,t=document.createElement("div");t.classList.add("cc-cp-body-content");var i=0;return e.cookieConsent.cookieLevels.preferenceItems.forEach((function(n){var o=document.createElement("div");if(o.classList.add("cc-cp-body-content-entry"),o.setAttribute("id",n.content_container),o.setAttribute("role","tabpanel"),o.setAttribute("aria-labelledby",n.title_container),o.setAttribute("hidden",""),o.setAttribute("tabindex","0"),o.setAttribute("content_layout",n.content_container),o.setAttribute("active","false"),o.innerHTML=n.content,0===i&&(o.setAttribute("active","true"),o.removeAttribute("hidden")),i++,n.id){var r=e._getLevelCheckbox(n);a.appendChild(o,r)}a.appendChild(t,o)})),t},e.prototype.getMenuContainer=function(){var e=this,t=document.createElement("ul");t.classList.add("cc-cp-body-tabs"),t.setAttribute("role","tablist"),t.setAttribute("aria-label","Menu");var i=0;return e.cookieConsent.cookieLevels.preferenceItems.forEach((function(n){var o=document.createElement("li");o.classList.add("cc-cp-body-tabs-item");var 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s=document.createElement("span");s.classList.add("cc-nb-text-urls"),s.innerHTML=" ";var c=document.createElement("span");c.classList.add("cc-nb-text-urls-privacy"),c.setAttribute("role","link");var l=document.createElement("span");l.classList.add("cc-nb-text-urls-impressum"),l.setAttribute("role","link");var p=document.createElement("span");p.classList.add("cc-nb-text-urls-separator"),p.innerHTML=" | 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lLQszbM#GUTVy6(x|1U)k3|Ao^)+7J`002ovPDHLkV1l}2Sz7=A literal 0 HcmV?d00001 diff --git a/content/notebooks/stac_tutorial/outputs/s2_rgbn.txt b/content/notebooks/stac_tutorial/outputs/s2_rgbn.txt new file mode 100644 index 0000000..9ae1112 --- /dev/null +++ b/content/notebooks/stac_tutorial/outputs/s2_rgbn.txt @@ -0,0 +1,28 @@ +sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue|2024-09-09 16:13:25|blue +sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green|2024-09-09 16:13:25|green +sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir|2024-09-09 16:13:25|nir +sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red|2024-09-09 16:13:25|red +sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.blue|2024-08-25 16:13:26|blue +sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.green|2024-08-25 16:13:26|green +sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir|2024-08-25 16:13:26|nir +sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red|2024-08-25 16:13:26|red +sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.blue|2024-07-31 16:13:28|blue +sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.green|2024-07-31 16:13:28|green +sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir|2024-07-31 16:13:28|nir +sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red|2024-07-31 16:13:28|red +sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.blue|2024-06-11 16:13:32|blue +sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.green|2024-06-11 16:13:32|green +sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir|2024-06-11 16:13:32|nir +sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red|2024-06-11 16:13:32|red +sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.blue|2024-05-22 16:13:25|blue +sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.green|2024-05-22 16:13:25|green +sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir|2024-05-22 16:13:25|nir +sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red|2024-05-22 16:13:25|red +sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.blue|2024-05-02 16:13:29|blue +sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.green|2024-05-02 16:13:29|green +sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.nir|2024-05-02 16:13:29|nir +sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.red|2024-05-02 16:13:29|red +sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.blue|2024-04-07 16:13:25|blue +sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.green|2024-04-07 16:13:25|green +sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.nir|2024-04-07 16:13:25|nir +sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.red|2024-04-07 16:13:25|red diff --git a/content/notebooks/stac_tutorial/t_stac_tutorial.qmd b/content/notebooks/stac_tutorial/t_stac_tutorial.qmd index 78b2716..86ab248 100644 --- a/content/notebooks/stac_tutorial/t_stac_tutorial.qmd +++ b/content/notebooks/stac_tutorial/t_stac_tutorial.qmd @@ -63,7 +63,7 @@ The tutorial assumes you already have GRASS installed on your machine. If not pl ```{python} # | label: config-grass -# | eval: false + # Import standard python packages import sys import subprocess @@ -89,6 +89,7 @@ Create a GRASS project ```{python} # | label: create-project +# | eval: false gs.create_project("stac", epsg="32119", overwrite=True) ``` @@ -96,7 +97,7 @@ and start a GRASS session. ```{python} # | label: start-grass-session -# | eval: false + session = gj.init("stac") ``` @@ -118,6 +119,7 @@ Now you can install the *t.stac* extensions. ```{python} # | label: install-t-stac +# | eval: false gs.run_command("g.extension", extension="t.stac") ``` @@ -126,7 +128,7 @@ gs.run_command("g.extension", extension="t.stac") ```{python} # | label: grass-set-region # | echo: true -# | eval: false + # | include: true # | output: true gs.run_command( @@ -138,7 +140,7 @@ gs.run_command( ```{python} # | label: set-stac-catalog-url -# | eval: false + stac_url = "https://earth-search.aws.element84.com/v1/" ``` @@ -151,7 +153,7 @@ stac_url = "https://earth-search.aws.element84.com/v1/" ```{python} # | label: tbl-stac-catalog # | echo: true -# | eval: false + # | include: true # | output: true @@ -168,7 +170,7 @@ df_catalogs.head() ```{python} # | label: tbl-stac-catalog-shell # | echo: true -# | eval: false + # | include: true # | output: true @@ -185,7 +187,7 @@ df_catalogs.head() ```{python} # | label: tbl-stac-items # | echo: true -# | eval: false + # | include: true # | output: true @@ -205,7 +207,7 @@ display(df_items.T.head(5)) ```{python} # | label: tbl-stac-items-m-shell # | echo: true -# | eval: false + # | include: true # | output: true !t.stac.item url={stac_url} collection_id="sentinel-2-l2a" format=plain -m @@ -222,7 +224,7 @@ display(df_items.T.head(5)) # | label: tbl-items # | tbl-cap: Sentinel 2 Items # | echo: true -# | eval: false + # | include: true # | output: true @@ -243,7 +245,7 @@ display(df_items.head(5)) ```{python} # | label: tbl-stac-items-i-shell # | echo: true -# | eval: false + # | include: true # | output: true !t.stac.item url={stac_url} collection_id="sentinel-2-l2a" datetime="2024-04-01/2024-09-30" format=plain -i @@ -253,7 +255,7 @@ display(df_items.head(5)) ```{python} # | echo: false -# | eval: false + # | include: true # | output: true @@ -267,7 +269,7 @@ Let's look closer at the properties of item id `S2A_17SPV_20240919_0_L2A`. ```{python} # | echo: true -# | eval: false + # | include: true # | output: true @@ -281,7 +283,7 @@ display(df_item.T) Let's look at the items properties ```{python} # | echo: true -# | eval: false + # | include: true # | output: true df_item = df_items.query("id == 'S2A_17SPV_20240919_0_L2A'") @@ -293,7 +295,7 @@ Now we let's look at the items assets. ```{python} # | echo: true -# | eval: false + # | include: true # | output: true df_item = df_items.query("id == 'S2A_17SPV_20240919_0_L2A'") @@ -306,17 +308,19 @@ display(df_assets.T.reset_index()) Each STAC Item may contain multiple asset types (e.g. red, nir, thumbnail). The snippet below enumerates assets across items, shows per-item asset rows, and prints simple summaries. +```{python} +stac_query = {"eo:cloud_cover": {"lt": 10}} +``` + ```{python} # | label: tbl-items-assets # | tbl-cap: Sentinel 2 Items Assets Metadata # | echo: true -# | eval: false + # | include: true # | output: true -stac_query = {"eo:cloud_cover": {"lt": 10}} - assets_json = gs.parse_command( "t.stac.item", url=stac_url, @@ -338,7 +342,7 @@ display(assets_json) ```{python} # | echo: false -# | eval: false + # | include: true # | output: true @@ -377,7 +381,7 @@ Tip: Always inspect a few returned items (`format="json"` or flags="m" / flags=" # | label: assets-metadata-vector # | tbl-cap: Sentinel 2 Items Assets Metadata # | echo: true -# | eval: false + # | include: true # | output: true @@ -406,7 +410,7 @@ View STAC items with ipyleaflet (install with `pip install ipyleaflet` if needed ```{python} # | echo: true -# | eval: false + # | include: true # | output: true import random @@ -436,7 +440,7 @@ display(m.show()) # | label: tbl-collection-items-assets # | tbl-cap: Sentinel 2 Items Assets Metadata # | echo: true -# | eval: false + # | include: true # | output: true @@ -460,7 +464,7 @@ items_assets_json = gs.parse_command( # | label: tbl-collection-items-assets-terminal # | tbl-cap: Sentinel 2 Items Assets Metadata # | echo: true -# | eval: false + # | include: true # | output: true !t.stac.item url="https://earth-search.aws.element84.com/v1/" collection_id="sentinel-2-l2a" datetime="2024-04-01/2024-09-30" asset_keys="red,nir" format="json" query='{"eo:cloud_cover": {"lt": 10}}' @@ -471,7 +475,7 @@ items_assets_json = gs.parse_command( ```{python} # | label: download-estimate # | echo: true -# | eval: false + # | include: true # | output: true @@ -488,12 +492,12 @@ Total Download Size: {items_assets_json["bytes"] / 1e9:.2f} GB # | label: tbl-collection-items-assets-strds # | tbl-cap: Sentinel 2 Items Assets Metadata # | echo: true -# | eval: false + # | include: true # | output: true stac_query = {"eo:cloud_cover": {"lt": 10}} -collection_items_assets_json = gs.parse_command( +gs.run_command( "t.stac.item", url=stac_url, collection_id="sentinel-2-l2a", @@ -501,7 +505,7 @@ collection_items_assets_json = gs.parse_command( asset_keys="red,green,blue,nir", query=json.dumps(stac_query), strds_output="outputs/s2_red_nir.txt", - format="json", + format="json" ) ``` @@ -520,7 +524,7 @@ Create STRDS (spatio-temporal raster dataset) to manage the Sentiel data you wan ```{python} # | label: create-strds # | echo: true -# | eval: false + # | include: true # | output: true @@ -545,41 +549,65 @@ Download the data # | eval: false # | include: true # | output: true -print(gs.run_command( + +gs.run_command( "t.stac.item", url=stac_url, collection_id="sentinel-2-l2a", datetime="2024-04-01/2024-09-30", asset_keys="red,green,blue,nir", query=json.dumps(stac_query), - strds_output="outputs/s2_red_nir.txt", + strds_output="outputs/s2_rgbn.txt", format="json", method="nearest", resolution="value", resolution_value="10", extent="region", - nprocs=12, - memory=1024 * 7, + nprocs=1, + # memory=1024 * 7, flags="d", -)) +) ``` +```{python} +# | label: download-assets-new +# | echo: false +# | eval: false +# | include: false +# | output: false + +stacit_url = f"STACIT:\"{stac_url}\"" +gs.run_command( + "r.import", + url=stac_url, + collection_id="sentinel-2-l2a", + datetime="2024-04-01/2024-09-30", + asset_keys="red,green,blue,nir", + query=json.dumps(stac_query), + strds_output="outputs/s2_rgbn.txt", + format="json", + method="nearest", + resolution="value", + resolution_value="10", + extent="region", + nprocs=1, + # memory=1024 * 7, + flags="d", +) +``` Register the data ```{python} # | label: register-strds # | echo: true -# | eval: false + # | include: true # | output: true # Register the output maps into a space time dataset gs.run_command( - "t.register", - input="sentinel_2", - file="outputs/s2_red_nir.txt", - type="raster" + "t.register", input="sentinel_2", file="outputs/s2_rgbn.txt", type="raster" ) ``` @@ -590,18 +618,96 @@ gs.run_command("t.info", type="strds", input="sentinel_2") Now let's view a RGB composite of one of our tiles +```{python} +s2_rgb_maps = [ + "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red", + "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue", + "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green", +] + +s2_json = gs.parse_command( + "r.univar", + map=s2_rgb_maps, + format="json", +) +print(f"Max value: {s2_json['max']}") +# gs.run_command("g.extension", extension="i.histo.match") +gs.run_command( + "i.histo.match", + input=s2_rgb_maps, + suffix="255", + max=18000, # s2_json["max"], + output="sentinel-2-l2a.S2A_17SPV_20240909_0_L2A", +) +gs.run_command( + "r.colors", + map=[ + "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255", + "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255", + "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255", + ], + color="grey", +) + +gs.run_command( + "i.colors.enhance", + r="sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255", + b="sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255", + g="sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255" +) + + +``` + ```{python} # | label: display-composite # | echo: true -# | eval: false + # | include: true # | output: true -m = gj.Map(use_region=True) +s2_rgb_maps = [ + "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red", + "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue", + "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green", +] + +s2_json = gs.parse_command( + "r.univar", + map=s2_rgb_maps, + format="json", +) +print(f"Max value: {s2_json['max']}") +# gs.run_command("g.extension", extension="i.histo.match") +gs.run_command( + "i.histo.match", + input=s2_rgb_maps, + suffix="255", + max=s2_json["max"], + output="sentinel-2-l2a.S2A_17SPV_20240909_0_L2A", +) +gs.run_command( + "r.colors", + map=[ + "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255", + "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255", + "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255", + ], + color="grey", +) + +gs.run_command( + "i.colors.enhance", + r="sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255", + b="sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255", + g="sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255", +) + +m = gj.Map(use_region=True, filename="images/sentinel2_rgb.png") m.d_rgb( - red="sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red", - blue="sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue", - green="sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green", + red="sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255", + blue="sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255", + green="sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255", ) m.d_barscale() m.show() @@ -687,7 +793,7 @@ for ndvi in ndvi_list: ```{python} # | label: display-time-series # | echo: true -# | eval: false + # | include: true # | output: true @@ -716,7 +822,7 @@ m.show() ```{python} # | label: display-ndvi-maps # | echo: true -# | eval: false + # | include: true # | output: true # | layout-ncol: 3 diff --git a/content/notebooks/stac_tutorial/t_stac_tutorial.quarto_ipynb b/content/notebooks/stac_tutorial/t_stac_tutorial.quarto_ipynb index 6ed1be6..8148143 100644 --- a/content/notebooks/stac_tutorial/t_stac_tutorial.quarto_ipynb +++ b/content/notebooks/stac_tutorial/t_stac_tutorial.quarto_ipynb @@ -1,1126 +1,15078 @@ { - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---\n", - "title: \"STAC Tutorial\"\n", - "description: \"Learn how to use the GRASS addon t.stac to search and import STAC API data into a GRASS project.\"\n", - "image: images/stac-to-the-future.png\n", - "author: Corey T. White\n", - "date: '2025-03-01'\n", - "categories: [stac, grass-addon, tutorial]\n", - "date-modified: today\n", - "\n", - "page-layout: full\n", - "title-block-banner: true\n", - "draft: false\n", - "\n", - "format:\n", - " html:\n", - " toc: true\n", - " toc-depth: 4\n", - " tabsets: true\n", - " code-copy: true\n", - " code-fold: false\n", - " code-tools: true\n", - " mermaid: \n", - " theme: forest\n", - " other-links:\n", - " - text: grass\n", - " href: https://grass.osgeo.org\n", - " - text: STAC\n", - " href: https://stacspec.org/en\n", - " lightbox: true\n", - " canonical-url: true\n", - " notebook-links: true\t\n", - "\n", - "engine: jupyter\n", - "jupyter: python3\n", - "\n", - "\n", - "execute:\n", - " enabled: true\n", - " keep-ipynb: true\n", - " eval: false\n", - " freeze: auto\n", - " cache: true\n", - "\n", - "---\n", - "\n", - "In this tutorial we will learn about the [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) suite of tools for [GRASS](https://grass.osgeo.org).\n", - "\n", - "* [t.stac.catalog](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.catalog.html) - is a tool for exploring SpatioTemporal Asset Catalogs metadata from a STAC API.\n", - "* [t.stac.collection](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.collection.html) - is a tool for exploring SpatioTemporal Asset Catalog (STAC) collection metadata.\n", - "* [t.stac.item](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.item.html) - is a tool for exploring and importing SpatioTemporal Asset Catalog item metadata and assets into GRASS.\n", - "\n", - "## Introduction\n", - "\n", - "SpatioTemporal Asset Catalog (STAC)...\n", - "\n", - "\n", - "The tutorial assumes you already have GRASS installed on your machine. If not please [download and install GRASS](https://grass.osgeo.org/download/) before continuing the tutorial.\n", - "\n", - "\n", - "## Getting Started\n", - "\n", - "### Start GRASS Session" - ], - "id": "463297ba" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: config-grass\n", - "#| eval: true\n", - "# Import standard python packages\n", - "import sys\n", - "import subprocess\n", - "from IPython.display import display, JSON, HTML\n", - "import json\n", - "import pandas as pd\n", - "from pathlib import Path\n", - "import seaborn as sns\n", - "# import polars as pl\n", - "\n", - "# Ask GRASS where its Python packages are and add them to the path\n", - "sys.path.append(\n", - " subprocess.check_output([\"grass\", \"--config\", \"python_path\"], text=True).strip()\n", - ")\n", - "\n", - "# Import the GRASS python packages we need\n", - "import grass.script as gs\n", - "import grass.jupyter as gj" - ], - "id": "config-grass", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Create a GRASS project" - ], - "id": "f57eb065" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: create-project\n", - "gs.create_project(\"stac\", epsg=\"32119\", overwrite=True)" - ], - "id": "create-project", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "and start a GRASS session." - ], - "id": "a21a243b" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: start-grass-session\n", - "#| eval: true\n", - "session = gj.init(\"stac\")" - ], - "id": "start-grass-session", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Install Addon\n", - "\n", - "The [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) addons require the following Python packages.\n", - "\n", - "* [pystac (>=1.12)](https://pystac.readthedocs.io/en/latest/installation.html)\n", - "* [pystac_client (>=0.8)](https://pystac-client.readthedocs.io/en/stable/)\n", - "* [tqdm (>=4.67)](https://tqdm.github.io/)\n", - "\n", - "You can install them using pip or the Python package manager of your choice. \n", - "\n", - "```bash\n", - "pip install pystac pystac_client tqdm\n", - "```\n", - "\n", - "Now you can install the *t.stac* extensions." - ], - "id": "bdf96d9e" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: install-t-stac\n", - "gs.run_command(\"g.extension\", extension=\"t.stac\")" - ], - "id": "install-t-stac", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Define computational region" - ], - "id": "d55558a5" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: grass-set-region\n", - "#| echo: true\n", - "#| eval: true\n", - "#| include: true\n", - "#| output: true\n", - "gs.run_command(\n", - " \"g.region\", n=236687, s=210391, e=616042, w=598921, nsres=10, ewres=10, flags=\"pa\"\n", - ")" - ], - "id": "grass-set-region", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## STAC API" - ], - "id": "995969da" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: set-stac-catalog-url\n", - "#| eval: true\n", - "stac_url = \"https://earth-search.aws.element84.com/v1/\"" - ], - "id": "set-stac-catalog-url", - "execution_count": null, - "outputs": [] - }, + "cells": [ + { + "cell_type": "markdown", + "id": "36849cb1", + "metadata": {}, + "source": [ + "---\n", + "title: \"STAC Tutorial\"\n", + "description: \"Learn how to use the GRASS addon t.stac to search and import STAC API data into a GRASS project.\"\n", + "image: images/stac-to-the-future.png\n", + "author: Corey T. White\n", + "date: '2025-03-01'\n", + "categories: [stac, grass-addon, tutorial]\n", + "date-modified: today\n", + "\n", + "page-layout: full\n", + "title-block-banner: true\n", + "draft: false\n", + "\n", + "format:\n", + " html:\n", + " toc: true\n", + " toc-depth: 4\n", + " tabsets: true\n", + " code-copy: true\n", + " code-fold: false\n", + " code-tools: true\n", + " mermaid: \n", + " theme: forest\n", + " other-links:\n", + " - text: grass\n", + " href: https://grass.osgeo.org\n", + " - text: STAC\n", + " href: https://stacspec.org/en\n", + " lightbox: true\n", + " canonical-url: true\n", + " notebook-links: true\t\n", + "\n", + "engine: jupyter\n", + "jupyter: python3\n", + "\n", + "\n", + "execute:\n", + " enabled: true\n", + " keep-ipynb: true\n", + " eval: true\n", + " freeze: auto\n", + " cache: true\n", + "\n", + "---\n", + "\n", + "In this tutorial we will learn about the [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) suite of tools for [GRASS](https://grass.osgeo.org).\n", + "\n", + "* [t.stac.catalog](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.catalog.html) - is a tool for exploring SpatioTemporal Asset Catalogs metadata from a STAC API.\n", + "* [t.stac.collection](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.collection.html) - is a tool for exploring SpatioTemporal Asset Catalog (STAC) collection metadata.\n", + "* [t.stac.item](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.item.html) - is a tool for exploring and importing SpatioTemporal Asset Catalog item metadata and assets into GRASS.\n", + "\n", + "## Introduction\n", + "\n", + "SpatioTemporal Asset Catalog (STAC)...\n", + "\n", + "\n", + "The tutorial assumes you already have GRASS installed on your machine. If not please [download and install GRASS](https://grass.osgeo.org/download/) before continuing the tutorial.\n", + "\n", + "\n", + "## Getting Started\n", + "\n", + "### Start GRASS Session" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "config-grass", + "metadata": {}, + "outputs": [], + "source": [ + "#| label: config-grass\n", + "\n", + "# Import standard python packages\n", + "import sys\n", + "import subprocess\n", + "from IPython.display import display, JSON, HTML\n", + "import json\n", + "import pandas as pd\n", + "from pathlib import Path\n", + "import seaborn as sns\n", + "# import polars as pl\n", + "\n", + "# Ask GRASS where its Python packages are and add them to the path\n", + "sys.path.append(\n", + " subprocess.check_output([\"grass\", \"--config\", \"python_path\"], text=True).strip()\n", + ")\n", + "\n", + "# Import the GRASS python packages we need\n", + "import grass.script as gs\n", + "import grass.jupyter as gj" + ] + }, + { + "cell_type": "markdown", + "id": "2e6ca402", + "metadata": {}, + "source": [ + "Create a GRASS project" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "create-project", + "metadata": {}, + "outputs": [], + "source": [ + "#| label: create-project\n", + "#| eval: false\n", + "gs.create_project(\"stac\", epsg=\"32119\", overwrite=True)" + ] + }, + { + "cell_type": "markdown", + "id": "d1eb3d24", + "metadata": {}, + "source": [ + "and start a GRASS session." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "start-grass-session", + "metadata": {}, + "outputs": [], + "source": [ + "#| label: start-grass-session\n", + "\n", + "session = gj.init(\"stac\")" + ] + }, + { + "cell_type": "markdown", + "id": "5900d62b", + "metadata": {}, + "source": [ + "### Install Addon\n", + "\n", + "The [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) addons require the following Python packages.\n", + "\n", + "* [pystac (>=1.12)](https://pystac.readthedocs.io/en/latest/installation.html)\n", + "* [pystac_client (>=0.8)](https://pystac-client.readthedocs.io/en/stable/)\n", + "* [tqdm (>=4.67)](https://tqdm.github.io/)\n", + "\n", + "You can install them using pip or the Python package manager of your choice. \n", + "\n", + "```bash\n", + "pip install pystac pystac_client tqdm\n", + "```\n", + "\n", + "Now you can install the *t.stac* extensions." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "install-t-stac", + "metadata": {}, + "outputs": [], + "source": [ + "#| label: install-t-stac\n", + "#| eval: false\n", + "gs.run_command(\"g.extension\", extension=\"t.stac\")" + ] + }, + { + "cell_type": "markdown", + "id": "740bb6db", + "metadata": {}, + "source": [ + "### Define computational region" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "grass-set-region", + "metadata": {}, + "outputs": [ { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Searching STAC Catalogs\n", - "\n", - "::: {.panel-tabset group=\"language\"}\n", - "\n", - "## Python" - ], - "id": "632d2b4e" - }, + "name": "stdout", + "output_type": "stream", + "text": [ + "projection: 99 (NAD83 / North Carolina)\n", + "zone: 0\n", + "datum: nad83\n", + "ellipsoid: grs80\n", + "north: 236690\n", + "south: 210390\n", + "west: 598920\n", + "east: 616050\n", + "nsres: 10\n", + "ewres: 10\n", + "rows: 2630\n", + "cols: 1713\n", + "cells: 4505190\n" + ] + } + ], + "source": [ + "#| label: grass-set-region\n", + "#| echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "gs.run_command(\n", + " \"g.region\", n=236687, s=210391, e=616042, w=598921, nsres=10, ewres=10, flags=\"pa\"\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "f10002c8", + "metadata": {}, + "source": [ + "## STAC API" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "set-stac-catalog-url", + "metadata": {}, + "outputs": [], + "source": [ + "#| label: set-stac-catalog-url\n", + "\n", + "stac_url = \"https://earth-search.aws.element84.com/v1/\"" + ] + }, + { + "cell_type": "markdown", + "id": "1d4069ed", + "metadata": {}, + "source": [ + "### Searching STAC Catalogs\n", + "\n", + "::: {.panel-tabset group=\"language\"}\n", + "\n", + "## Python" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "tbl-stac-catalog", + "metadata": {}, + "outputs": [ { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: tbl-stac-catalog\n", - "#| echo: true\n", - "#| eval: true\n", - "#| include: true\n", - "#| output: true\n", - "\n", - "catalogs_json = gs.parse_command(\n", - " \"t.stac.catalog\", url=stac_url, format=\"json\"\n", - ")\n", - "\n", - "df_catalogs = pd.json_normalize(catalogs_json)\n", - "df_catalogs.head()" + "data": { + "text/html": [ + "

        " ], - "id": "tbl-stac-catalog", - "execution_count": null, - "outputs": [] - }, + "text/plain": [ + " type id stac_version \\\n", + "0 Catalog earth-search-aws 1.1.0 \n", + "\n", + " description \\\n", + "0 A STAC API of public datasets on AWS \n", + "\n", + " links \\\n", + "0 [{'rel': 'self', 'href': 'https://earth-search... \n", + "\n", + " conformsTo \\\n", + "0 [https://api.stacspec.org/v1.0.0/core, https:/... \n", + "\n", + " title \n", + "0 Earth Search by Element 84 " + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#| label: tbl-stac-catalog\n", + "#| echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "\n", + "catalogs_json = gs.parse_command(\n", + " \"t.stac.catalog\", url=stac_url, format=\"json\"\n", + ")\n", + "\n", + "df_catalogs = pd.json_normalize(catalogs_json)\n", + "df_catalogs.head()" + ] + }, + { + "cell_type": "markdown", + "id": "3bcaca1d", + "metadata": {}, + "source": [ + "## Terminal" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "tbl-stac-catalog-shell", + "metadata": {}, + "outputs": [ { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Terminal" - ], - "id": "c24cea07" + "name": "stdout", + "output_type": "stream", + "text": [ + "Selected PROJ pipeline:\r\n", + "+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n", + "+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n", + "+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n", + "+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n", + "************************\r\n" + ] }, { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: tbl-stac-catalog-shell\n", - "#| echo: true\n", - "#| eval: true\n", - "#| include: true\n", - "#| output: true\n", - "\n", - "!t.stac.catalog url={stac_url} format=plain -b" - ], - "id": "tbl-stac-catalog-shell", - "execution_count": null, - "outputs": [] + "name": "stdout", + "output_type": "stream", + "text": [ + "---------------------------------------------------------------------------\r\n", + "Catalog: Earth Search by Element 84\r\n", + "---------------------------------------------------------------------------\r\n", + "Client Id: earth-search-aws\r\n", + "Client Description: A STAC API of public datasets on AWS\r\n", + "Client STAC Extensions: []\r\n", + "Client catalog_type: ABSOLUTE_PUBLISHED\r\n", + "---------------------------------------------------------------------------\r\n" + ] }, { - "cell_type": "markdown", - "metadata": {}, - "source": [ - ":::\n", - "\n", - "#### Collection Metadata\n", - "\n", - "::: {.panel-tabset group=\"language\"}\n", - "\n", - "## Python" - ], - "id": "5b11eff4" - }, + "name": "stdout", + "output_type": "stream", + "text": [ + "Collections: 9\r\n", + "---------------------------------------------------------------------------\r\n", + "Collection Id | Collection Title\r\n", + "---------------------------------------------------------------------------\r\n", + "sentinel-2-pre-c1-l2a: Sentinel-2 Pre-Collection 1 Level-2A \r\n", + "cop-dem-glo-30: Copernicus DEM GLO-30\r\n", + "naip: NAIP: National Agriculture Imagery Program\r\n", + "cop-dem-glo-90: Copernicus DEM GLO-90\r\n", + "landsat-c2-l2: Landsat Collection 2 Level-2\r\n", + "sentinel-2-l2a: Sentinel-2 Level-2A\r\n", + "sentinel-2-l1c: Sentinel-2 Level-1C\r\n", + "sentinel-2-c1-l2a: Sentinel-2 Collection 1 Level-2A\r\n", + "sentinel-1-grd: Sentinel-1 Level-1C Ground Range Detected (GRD)\r\n", + "---------------------------------------------------------------------------\r\n" + ] + } + ], + "source": [ + "#| label: tbl-stac-catalog-shell\n", + "#| echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "\n", + "!t.stac.catalog url={stac_url} format=plain -b" + ] + }, + { + "cell_type": "markdown", + "id": "948fc2d1", + "metadata": {}, + "source": [ + ":::\n", + "\n", + "#### Collection Metadata\n", + "\n", + "::: {.panel-tabset group=\"language\"}\n", + "\n", + "## Python" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "tbl-stac-items", + "metadata": {}, + "outputs": [ { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: tbl-stac-items\n", - "#| echo: true\n", - "#| eval: true\n", - "#| include: true\n", - "#| output: true\n", - "\n", - "items_json = gs.parse_command(\n", - " \"t.stac.item\",\n", - " url=stac_url,\n", - " collection_id=\"sentinel-2-l2a\",\n", - " flags=\"m\",\n", - " format=\"json\",\n", - ")\n", - "\n", - "df_items = pd.json_normalize(items_json, max_level=0)\n", - "display(df_items.T.head(5))" + "data": { + "text/html": [ + "
        \n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
        0
        typeCollection
        idsentinel-2-l2a
        stac_version1.1.0
        descriptionGlobal Sentinel-2 data from the Multispectral ...
        links[{'rel': 'self', 'href': 'https://earth-search...
        \n", + "
        " ], - "id": "tbl-stac-items", - "execution_count": null, - "outputs": [] - }, + "text/plain": [ + " 0\n", + "type Collection\n", + "id sentinel-2-l2a\n", + "stac_version 1.1.0\n", + "description Global Sentinel-2 data from the Multispectral ...\n", + "links [{'rel': 'self', 'href': 'https://earth-search..." + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#| label: tbl-stac-items\n", + "#| echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "\n", + "items_json = gs.parse_command(\n", + " \"t.stac.item\",\n", + " url=stac_url,\n", + " collection_id=\"sentinel-2-l2a\",\n", + " flags=\"m\",\n", + " format=\"json\",\n", + ")\n", + "\n", + "df_items = pd.json_normalize(items_json, max_level=0)\n", + "display(df_items.T.head(5))" + ] + }, + { + "cell_type": "markdown", + "id": "373b2109", + "metadata": {}, + "source": [ + "## Terminal" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "tbl-stac-items-m-shell", + "metadata": {}, + "outputs": [ { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Terminal" - ], - "id": "358597fb" + "name": "stdout", + "output_type": "stream", + "text": [ + "Selected PROJ pipeline:\r\n", + "+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n", + "+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n", + "+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n", + "+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n", + "************************\r\n" + ] }, { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: tbl-stac-items-m-shell\n", - "#| echo: true\n", - "#| eval: true\n", - "#| include: true\n", - "#| output: true\n", - "!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" format=plain -m" - ], - "id": "tbl-stac-items-m-shell", - "execution_count": null, - "outputs": [] + "name": "stdout", + "output_type": "stream", + "text": [ + "---------------------------------------------------------------------------\r\n", + "\r\n", + "Collection Id: sentinel-2-l2a\r\n", + "Title: Sentinel-2 Level-2A\r\n", + "Description: Global Sentinel-2 data from the Multispectral Instrument (MSI) onboard Sentinel-2\r\n", + "bbox: [[-180, -90, 180, 90]]\r\n", + "Temporal Interval: [['2015-06-27T10:25:31.456000Z', None]]\r\n", + "License: proprietary\r\n", + "Keywords: ['sentinel', 'earth observation', 'esa']\r\n", + "Links: [{'rel': 'self', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a', 'type': 'application/json'}, {'rel': 'cite-as', 'href': 'https://doi.org/10.5270/S2_-742ikth', 'title': 'Copernicus Sentinel-2 MSI Level-2A (L2A) Bottom-of-Atmosphere Radiance'}, {'rel': 'license', 'href': 'https://sentinel.esa.int/documents/247904/690755/Sentinel_Data_Legal_Notice', 'title': 'proprietary'}, {'rel': 'parent', 'href': 'https://earth-search.aws.element84.com/v1', 'type': 'application/json'}, {'rel': 'root', 'href': 'https://earth-search.aws.element84.com/v1/', 'type': 'application/json', 'title': 'Earth Search by Element 84'}, {'rel': 'items', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/items', 'type': 'application/geo+json'}, {'rel': 'http://www.opengis.net/def/rel/ogc/1.0/queryables', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/queryables', 'type': 'application/schema+json'}, {'rel': 'aggregate', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/aggregate', 'type': 'application/json', 'method': 'GET'}, {'rel': 'aggregations', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/aggregations', 'type': 'application/json'}]\r\n", + "Stac Extensions: ['https://stac-extensions.github.io/item-assets/v1.0.0/schema.json', 'https://stac-extensions.github.io/view/v1.0.0/schema.json', 'https://stac-extensions.github.io/scientific/v1.0.0/schema.json', 'https://stac-extensions.github.io/raster/v1.1.0/schema.json', 'https://stac-extensions.github.io/eo/v1.0.0/schema.json']\r\n", + "\r\n", + "# Summaries:\r\n", + "---------------------------------------------------------------------------\r\n", + " platform:\r\n", + "---------------------------------------------------------------------------\r\n", + " constellation:\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "---------------------------------------------------------------------------\r\n", + " gsd:\r\n", + "---------------------------------------------------------------------------\r\n", + " view:off_nadir:\r\n", + "---------------------------------------------------------------------------\r\n", + " sci:doi:\r\n", + "---------------------------------------------------------------------------\r\n", + " eo:bands:\r\n", + "# name: coastal\r\n", + "# common_name: coastal\r\n", + "# description: Coastal aerosol (band 1)\r\n", + "# center_wavelength: 0.443\r\n", + "# full_width_half_max: 0.027\r\n", + "# name: blue\r\n", + "# common_name: blue\r\n", + "# description: Blue (band 2)\r\n", + "# center_wavelength: 0.49\r\n", + "# full_width_half_max: 0.098\r\n", + "# name: green\r\n", + "# common_name: green\r\n", + "# description: Green (band 3)\r\n", + "# center_wavelength: 0.56\r\n", + "# full_width_half_max: 0.045\r\n", + "# name: red\r\n", + "# common_name: red\r\n", + "# description: Red (band 4)\r\n", + "# center_wavelength: 0.665\r\n", + "# full_width_half_max: 0.038\r\n", + "# name: rededge1\r\n", + "# common_name: rededge\r\n", + "# description: Red edge 1 (band 5)\r\n", + "# center_wavelength: 0.704\r\n", + "# full_width_half_max: 0.019\r\n", + "# name: rededge2\r\n", + "# common_name: rededge\r\n", + "# description: Red edge 2 (band 6)\r\n", + "# center_wavelength: 0.74\r\n", + "# full_width_half_max: 0.018\r\n", + "# name: rededge3\r\n", + "# common_name: rededge\r\n", + "# description: Red edge 3 (band 7)\r\n", + "# center_wavelength: 0.783\r\n", + "# full_width_half_max: 0.028\r\n", + "# name: nir\r\n", + "# common_name: nir\r\n", + "# description: NIR 1 (band 8)\r\n", + "# center_wavelength: 0.842\r\n", + "# full_width_half_max: 0.145\r\n", + "# name: nir08\r\n", + "# common_name: nir08\r\n", + "# description: NIR 2 (band 8A)\r\n", + "# center_wavelength: 0.865\r\n", + "# full_width_half_max: 0.033\r\n", + "# name: nir09\r\n", + "# common_name: nir09\r\n", + "# description: NIR 3 (band 9)\r\n", + "# center_wavelength: 0.945\r\n", + "# full_width_half_max: 0.026\r\n", + "# name: cirrus\r\n", + "# common_name: cirrus\r\n", + "# description: Cirrus (band 10)\r\n", + "# center_wavelength: 1.3735\r\n", + "# full_width_half_max: 0.075\r\n", + "# name: swir16\r\n", + "# common_name: swir16\r\n", + "# description: SWIR 1 (band 11)\r\n", + "# center_wavelength: 1.61\r\n", + "# full_width_half_max: 0.143\r\n", + "# name: swir22\r\n", + "# common_name: swir22\r\n", + "# description: SWIR 2 (band 12)\r\n", + "# center_wavelength: 2.19\r\n", + "# full_width_half_max: 0.242\r\n", + "\r\n", + "# Extra Fields:\r\n" + ] }, { - "cell_type": "markdown", - "metadata": {}, - "source": [ - ":::\n", - "\n", - "#### Query Items by datetime and display table\n", - "\n", - "::: {.panel-tabset group=\"language\"}\n", - "\n", - "## Python" - ], - "id": "2db4a119" - }, + "name": "stdout", + "output_type": "stream", + "text": [ + "# Extra Fields not found.\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n" + ] + } + ], + "source": [ + "#| label: tbl-stac-items-m-shell\n", + "#| echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" format=plain -m" + ] + }, + { + "cell_type": "markdown", + "id": "2f9130ae", + "metadata": {}, + "source": [ + ":::\n", + "\n", + "#### Query Items by datetime and display table\n", + "\n", + "::: {.panel-tabset group=\"language\"}\n", + "\n", + "## Python" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "tbl-items", + "metadata": {}, + "outputs": [ { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: tbl-items\n", - "#| tbl-cap: Sentinel 2 Items\n", - "#| echo: true\n", - "#| eval: true\n", - "#| include: true\n", - "#| output: true\n", - "\n", - "items_json = gs.parse_command(\n", - " \"t.stac.item\",\n", - " url=stac_url,\n", - " collection_id=\"sentinel-2-l2a\",\n", - " flags=\"i\",\n", - " datetime=\"2024-04-01/2024-09-30\",\n", - " format=\"json\",\n", - ")\n", - "num_items = len(df_items)\n", - "df_items = pd.json_normalize(items_json, max_level=0)\n", - "display(df_items.head(5))" + "data": { + "text/html": [ + "
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        typestac_versionstac_extensionsidgeometrybboxpropertieslinksassetscollection
        0Feature1.1.0[https://stac-extensions.github.io/processing/...S2A_17SPV_20240929_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-29T23:18:47.401Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
        1Feature1.1.0[https://stac-extensions.github.io/eo/v1.1.0/s...S2B_17SPV_20240924_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-25T06:45:08.923Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
        2Feature1.1.0[https://stac-extensions.github.io/view/v1.0.0...S2A_17SPV_20240919_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-20T01:57:52.703Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
        3Feature1.1.0[https://stac-extensions.github.io/grid/v1.1.0...S2B_17SPV_20240914_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-15T00:07:17.726Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
        4Feature1.1.0[https://stac-extensions.github.io/grid/v1.1.0...S2A_17SPV_20240909_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-10T01:00:11.150Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
        \n", + "
        " ], - "id": "tbl-items", - "execution_count": null, - "outputs": [] - }, + "text/plain": [ + " type stac_version stac_extensions \\\n", + "0 Feature 1.1.0 [https://stac-extensions.github.io/processing/... \n", + "1 Feature 1.1.0 [https://stac-extensions.github.io/eo/v1.1.0/s... \n", + "2 Feature 1.1.0 [https://stac-extensions.github.io/view/v1.0.0... \n", + "3 Feature 1.1.0 [https://stac-extensions.github.io/grid/v1.1.0... \n", + "4 Feature 1.1.0 [https://stac-extensions.github.io/grid/v1.1.0... \n", + "\n", + " id \\\n", + "0 S2A_17SPV_20240929_0_L2A \n", + "1 S2B_17SPV_20240924_0_L2A \n", + "2 S2A_17SPV_20240919_0_L2A \n", + "3 S2B_17SPV_20240914_0_L2A \n", + "4 S2A_17SPV_20240909_0_L2A \n", + "\n", + " geometry \\\n", + "0 {'type': 'Polygon', 'coordinates': [[[-79.8885... \n", + "1 {'type': 'Polygon', 'coordinates': [[[-79.8885... \n", + "2 {'type': 'Polygon', 'coordinates': [[[-79.8885... \n", + "3 {'type': 'Polygon', 'coordinates': [[[-79.8885... \n", + "4 {'type': 'Polygon', 'coordinates': [[[-79.8885... \n", + "\n", + " bbox \\\n", + "0 [-79.9021350633042, 35.13301555004904, -78.668... \n", + "1 [-79.9021350633042, 35.13301555004904, -78.668... \n", + "2 [-79.9021350633042, 35.13301555004904, -78.668... \n", + "3 [-79.9021350633042, 35.13301555004904, -78.668... \n", + "4 [-79.9021350633042, 35.13301555004904, -78.668... \n", + "\n", + " properties \\\n", + "0 {'created': '2024-09-29T23:18:47.401Z', 'platf... \n", + "1 {'created': '2024-09-25T06:45:08.923Z', 'platf... \n", + "2 {'created': '2024-09-20T01:57:52.703Z', 'platf... \n", + "3 {'created': '2024-09-15T00:07:17.726Z', 'platf... \n", + "4 {'created': '2024-09-10T01:00:11.150Z', 'platf... \n", + "\n", + " links \\\n", + "0 [{'rel': 'self', 'href': 'https://earth-search... \n", + "1 [{'rel': 'self', 'href': 'https://earth-search... \n", + "2 [{'rel': 'self', 'href': 'https://earth-search... \n", + "3 [{'rel': 'self', 'href': 'https://earth-search... \n", + "4 [{'rel': 'self', 'href': 'https://earth-search... \n", + "\n", + " assets collection \n", + "0 {'aot': {'href': 'https://sentinel-cogs.s3.us-... sentinel-2-l2a \n", + "1 {'aot': {'href': 'https://sentinel-cogs.s3.us-... sentinel-2-l2a \n", + "2 {'aot': {'href': 'https://sentinel-cogs.s3.us-... sentinel-2-l2a \n", + "3 {'aot': {'href': 'https://sentinel-cogs.s3.us-... sentinel-2-l2a \n", + "4 {'aot': {'href': 'https://sentinel-cogs.s3.us-... sentinel-2-l2a " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#| label: tbl-items\n", + "#| tbl-cap: Sentinel 2 Items\n", + "#| echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "\n", + "items_json = gs.parse_command(\n", + " \"t.stac.item\",\n", + " url=stac_url,\n", + " collection_id=\"sentinel-2-l2a\",\n", + " flags=\"i\",\n", + " datetime=\"2024-04-01/2024-09-30\",\n", + " format=\"json\",\n", + ")\n", + "num_items = len(df_items)\n", + "df_items = pd.json_normalize(items_json, max_level=0)\n", + "display(df_items.head(5))" + ] + }, + { + "cell_type": "markdown", + "id": "9e1d0bfe", + "metadata": {}, + "source": [ + "## Terminal" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "tbl-stac-items-i-shell", + "metadata": {}, + "outputs": [ { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Terminal" - ], - "id": "b0bb6eb2" + "name": "stdout", + "output_type": "stream", + "text": [ + "Selected PROJ pipeline:\r\n", + "+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n", + "+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n", + "+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n", + "+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n", + "************************\r\n" + ] }, { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: tbl-stac-items-i-shell\n", - "#| echo: true\n", - "#| eval: true\n", - "#| include: true\n", - "#| output: true\n", - "!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" format=plain -i" - ], - "id": "tbl-stac-items-i-shell", - "execution_count": null, - "outputs": [] + "name": "stdout", + "output_type": "stream", + "text": [ + "Search Matched: 38 items\r\n" + ] }, { - "cell_type": "markdown", - "metadata": {}, - "source": [ - ":::" - ], - "id": "3f9f7dad" + "name": "stdout", + "output_type": "stream", + "text": [ + "bbox: [-79.11829907, 35.64652526, -78.92857699, 35.88363678]\r\n", + "Items Found: 38\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2A_17SPV_20240929_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-09-29 16:13:28.352000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-09-29T23:18:47.401Z\r\n", + "# platform: sentinel-2a\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 74.087\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 159.030812026265\r\n", + "# view:sun_elevation: 49.5733673337649\r\n", + "# s2:degraded_msi_data_percentage: 0.0133\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:cloud_shadow_percentage: 1.035474\r\n", + "# s2:vegetation_percentage: 17.151682\r\n", + "# s2:not_vegetated_percentage: 2.54457\r\n", + "# s2:water_percentage: 0.531116\r\n", + "# s2:unclassified_percentage: 4.430241\r\n", + "# s2:medium_proba_clouds_percentage: 14.835113\r\n", + "# s2:high_proba_clouds_percentage: 59.251028\r\n", + "# s2:thin_cirrus_percentage: 0.000859\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.11\r\n", + "# s2:product_uri: S2A_MSIL2A_20240929T160051_N0511_R097_T17SPV_20240929T214148.SAFE\r\n", + "# s2:generation_time: 2024-09-29T21:41:48.000000Z\r\n", + "# s2:datatake_id: GS2A_20240929T160051_048428_N05.11\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240929T214148_S20240929T160935_N05.11\r\n", + "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240929T214148_A048428_T17SPV_N05.11\r\n", + "# s2:reflectance_conversion_factor: 0.99535952936181\r\n", + "# datetime: 2024-09-29T16:13:28.352000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240929_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4358322d6f3b7cc6a1345f1e4582a193\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-09-29T23:18:47.401Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2B_17SPV_20240924_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-09-24 16:13:24.693000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-09-25T06:45:08.923Z\r\n", + "# platform: sentinel-2b\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 99.348462\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 157.455076519409\r\n", + "# view:sun_elevation: 51.2968775702621\r\n", + "# s2:degraded_msi_data_percentage: 0.0052\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:cloud_shadow_percentage: 0.600874\r\n", + "# s2:vegetation_percentage: 0.012064\r\n", + "# s2:not_vegetated_percentage: 0.00723\r\n", + "# s2:water_percentage: 0.001035\r\n", + "# s2:unclassified_percentage: 0.030182\r\n", + "# s2:medium_proba_clouds_percentage: 1.05707\r\n", + "# s2:high_proba_clouds_percentage: 98.291391\r\n", + "# s2:thin_cirrus_percentage: 0\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.11\r\n", + "# s2:product_uri: S2B_MSIL2A_20240924T155909_N0511_R097_T17SPV_20240924T215647.SAFE\r\n", + "# s2:generation_time: 2024-09-24T21:56:47.000000Z\r\n", + "# s2:datatake_id: GS2B_20240924T155909_039448_N05.11\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240924T215647_S20240924T161235_N05.11\r\n", + "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240924T215647_A039448_T17SPV_N05.11\r\n", + "# s2:reflectance_conversion_factor: 0.992555642055685\r\n", + "# datetime: 2024-09-24T16:13:24.693000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240924_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/5da8ad2203ff3aeeb1380ac4891c6811\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-09-25T06:45:08.923Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2A_17SPV_20240919_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-09-19 16:13:27.093000+00:00\r\n" + ] }, { - "cell_type": "code", - "metadata": {}, - "source": [ - "# | echo: false\n", - "# | eval: true\n", - "# | include: true\n", - "# | output: true\n", - "\n", - "num_items = len(df_items)\n", - "# Can't use inline python with using Jupyter cache\n", - "print(f\"There are {num_items} Sentinel 2 items found in our computational region.\")" - ], - "id": "469bc5d3", - "execution_count": null, - "outputs": [] + "name": "stdout", + "output_type": "stream", + "text": [ + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-09-20T01:57:52.703Z\r\n", + "# platform: sentinel-2a\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 72.722346\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 155.767671819208\r\n", + "# view:sun_elevation: 52.9984536527629\r\n", + "# s2:degraded_msi_data_percentage: 0.0622\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:cloud_shadow_percentage: 2.901951\r\n", + "# s2:vegetation_percentage: 17.622864\r\n", + "# s2:not_vegetated_percentage: 2.652742\r\n", + "# s2:water_percentage: 0.198822\r\n", + "# s2:unclassified_percentage: 3.66454\r\n", + "# s2:medium_proba_clouds_percentage: 19.171326\r\n", + "# s2:high_proba_clouds_percentage: 53.275347\r\n", + "# s2:thin_cirrus_percentage: 0.275673\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.11\r\n", + "# s2:product_uri: S2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_20240919T235348.SAFE\r\n", + "# s2:generation_time: 2024-09-19T23:53:48.000000Z\r\n", + "# s2:datatake_id: GS2A_20240919T155931_048285_N05.11\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S20240919T160354_N05.11\r\n", + "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A048285_T17SPV_N05.11\r\n", + "# s2:reflectance_conversion_factor: 0.989818874139801\r\n", + "# datetime: 2024-09-19T16:13:27.093000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240919_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/15f081a7f9bdd87cc5f4cabfb05f981d\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-09-20T01:57:52.703Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2B_17SPV_20240914_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-09-14 16:13:25.669000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-09-15T00:07:17.726Z\r\n", + "# platform: sentinel-2b\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 79.828173\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 153.914058363041\r\n", + "# view:sun_elevation: 54.654514165176\r\n", + "# s2:degraded_msi_data_percentage: 0.007\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:cloud_shadow_percentage: 3.506305\r\n", + "# s2:vegetation_percentage: 15.025803\r\n", + "# s2:not_vegetated_percentage: 0.845717\r\n", + "# s2:water_percentage: 0.04352\r\n", + "# s2:unclassified_percentage: 0.7308\r\n", + "# s2:medium_proba_clouds_percentage: 25.53083\r\n", + "# s2:high_proba_clouds_percentage: 41.27472\r\n", + "# s2:thin_cirrus_percentage: 13.022627\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.11\r\n", + "# s2:product_uri: S2B_MSIL2A_20240914T155819_N0511_R097_T17SPV_20240914T213957.SAFE\r\n", + "# s2:generation_time: 2024-09-14T21:39:57.000000Z\r\n", + "# s2:datatake_id: GS2B_20240914T155819_039305_N05.11\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240914T213957_S20240914T160632_N05.11\r\n", + "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240914T213957_A039305_T17SPV_N05.11\r\n", + "# s2:reflectance_conversion_factor: 0.987167209559927\r\n", + "# datetime: 2024-09-14T16:13:25.669000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240914_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/f6a2326175b22d8a18f9cfdcf10d61a6\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-09-15T00:07:17.726Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2A_17SPV_20240909_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-09-09 16:13:25.358000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-09-10T01:00:11.150Z\r\n", + "# platform: sentinel-2a\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 0.583943\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 151.939335784169\r\n", + "# view:sun_elevation: 56.2633790627923\r\n", + "# s2:degraded_msi_data_percentage: 0.0076\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:cloud_shadow_percentage: 0.282156\r\n", + "# s2:vegetation_percentage: 90.927249\r\n", + "# s2:not_vegetated_percentage: 5.989857\r\n", + "# s2:water_percentage: 1.08207\r\n", + "# s2:unclassified_percentage: 0.802021\r\n", + "# s2:medium_proba_clouds_percentage: 0.458496\r\n", + "# s2:high_proba_clouds_percentage: 0.11125\r\n", + "# s2:thin_cirrus_percentage: 0.014197\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.11\r\n", + "# s2:product_uri: S2A_MSIL2A_20240909T155901_N0511_R097_T17SPV_20240909T230449.SAFE\r\n", + "# s2:generation_time: 2024-09-09T23:04:49.000000Z\r\n", + "# s2:datatake_id: GS2A_20240909T155901_048142_N05.11\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240909T230449_S20240909T161131_N05.11\r\n", + "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240909T230449_A048142_T17SPV_N05.11\r\n", + "# s2:reflectance_conversion_factor: 0.984620442079431\r\n", + "# datetime: 2024-09-09T16:13:25.358000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240909_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4d9c572c80f8d121e13f58841e96ab3f\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-09-10T01:00:11.150Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2B_17SPV_20240904_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-09-04 16:13:28.898000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-09-04T23:56:25.240Z\r\n", + "# platform: sentinel-2b\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 85.910875\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 149.877490350857\r\n", + "# view:sun_elevation: 57.820905383914\r\n", + "# s2:degraded_msi_data_percentage: 0.0027\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:cloud_shadow_percentage: 0.144353\r\n", + "# s2:vegetation_percentage: 11.959764\r\n", + "# s2:not_vegetated_percentage: 0.834155\r\n", + "# s2:water_percentage: 0.120812\r\n", + "# s2:unclassified_percentage: 1.003573\r\n", + "# s2:medium_proba_clouds_percentage: 31.174442\r\n", + "# s2:high_proba_clouds_percentage: 35.781747\r\n", + "# s2:thin_cirrus_percentage: 18.954691\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.11\r\n", + "# s2:product_uri: S2B_MSIL2A_20240904T155819_N0511_R097_T17SPV_20240904T214205.SAFE\r\n", + "# s2:generation_time: 2024-09-04T21:42:05.000000Z\r\n", + "# s2:datatake_id: GS2B_20240904T155819_039162_N05.11\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240904T214205_S20240904T160310_N05.11\r\n", + "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240904T214205_A039162_T17SPV_N05.11\r\n", + "# s2:reflectance_conversion_factor: 0.982194975113435\r\n", + "# datetime: 2024-09-04T16:13:28.898000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240904_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/a34722af06ac7f7dc3a6579ff0c804bc\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-09-04T23:56:25.240Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2A_17SPV_20240830_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-08-30 16:13:25.079000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-08-31T00:58:00.459Z\r\n", + "# platform: sentinel-2a\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 29.260489\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 147.666056006198\r\n", + "# view:sun_elevation: 59.2994603957414\r\n", + "# s2:degraded_msi_data_percentage: 0.0075\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:cloud_shadow_percentage: 2.806995\r\n", + "# s2:vegetation_percentage: 60.253859\r\n", + "# s2:not_vegetated_percentage: 4.589577\r\n", + "# s2:water_percentage: 0.798839\r\n", + "# s2:unclassified_percentage: 2.123901\r\n", + "# s2:medium_proba_clouds_percentage: 8.565114\r\n", + "# s2:high_proba_clouds_percentage: 7.006772\r\n", + "# s2:thin_cirrus_percentage: 13.688605\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.11\r\n", + "# s2:product_uri: S2A_MSIL2A_20240830T155901_N0511_R097_T17SPV_20240830T230248.SAFE\r\n", + "# s2:generation_time: 2024-08-30T23:02:48.000000Z\r\n", + "# s2:datatake_id: GS2A_20240830T155901_047999_N05.11\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240830T230248_S20240830T161243_N05.11\r\n", + "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240830T230248_A047999_T17SPV_N05.11\r\n", + "# s2:reflectance_conversion_factor: 0.979908290720517\r\n", + "# datetime: 2024-08-30T16:13:25.079000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240830_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/f5abdfe94133d858b559236189785d38\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-08-31T00:58:00.459Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2B_17SPV_20240825_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-08-25 16:13:26.986000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-08-25T22:19:02.797Z\r\n", + "# platform: sentinel-2b\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 0.286147\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 145.418027258291\r\n", + "# view:sun_elevation: 60.713849205893\r\n", + "# s2:degraded_msi_data_percentage: 0.0023\r\n", + "# s2:nodata_pixel_percentage: 3e-06\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:cloud_shadow_percentage: 0\r\n", + "# s2:vegetation_percentage: 92.048389\r\n", + "# s2:not_vegetated_percentage: 5.863727\r\n", + "# s2:water_percentage: 1.157126\r\n", + "# s2:unclassified_percentage: 0.414823\r\n", + "# s2:medium_proba_clouds_percentage: 0.003242\r\n", + "# s2:high_proba_clouds_percentage: 0.000468\r\n", + "# s2:thin_cirrus_percentage: 0.282438\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.11\r\n", + "# s2:product_uri: S2B_MSIL2A_20240825T155819_N0511_R097_T17SPV_20240825T202603.SAFE\r\n", + "# s2:generation_time: 2024-08-25T20:26:03.000000Z\r\n", + "# s2:datatake_id: GS2B_20240825T155819_039019_N05.11\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240825T202603_S20240825T160630_N05.11\r\n", + "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240825T202603_A039019_T17SPV_N05.11\r\n", + "# s2:reflectance_conversion_factor: 0.977774923159322\r\n", + "# datetime: 2024-08-25T16:13:26.986000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240825_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/490f60d682670e67d01ecaf4f98b5414\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-08-25T22:19:02.797Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2A_17SPV_20240820_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.89776456996923, 35.4726933643254], [-79.7346782097742, 35.44129757021934], [-79.46139918173544, 35.385649910895935], [-79.23391161679794, 35.33655731103751], [-78.94048445982517, 35.27132975873579], [-78.7314235910276, 35.22160262927839], [-78.69517200414566, 35.210288765815775], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.89776456996923, 35.210288765815775, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-08-20 16:13:23.109000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-08-20T23:56:23.997Z\r\n", + "# platform: sentinel-2a\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 33.311394\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 143.08785356748\r\n", + "# view:sun_elevation: 62.0401806921953\r\n", + "# s2:degraded_msi_data_percentage: 0.0068\r\n", + "# s2:nodata_pixel_percentage: 20.467882\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:cloud_shadow_percentage: 4.145628\r\n", + "# s2:vegetation_percentage: 57.034469\r\n", + "# s2:not_vegetated_percentage: 2.759165\r\n", + "# s2:water_percentage: 0.557756\r\n", + "# s2:unclassified_percentage: 2.062658\r\n", + "# s2:medium_proba_clouds_percentage: 7.864375\r\n", + "# s2:high_proba_clouds_percentage: 25.44643\r\n", + "# s2:thin_cirrus_percentage: 0.000588\r\n", + "# s2:snow_ice_percentage: 0.000125\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.11\r\n", + "# s2:product_uri: S2A_MSIL2A_20240820T155901_N0511_R097_T17SPV_20240820T215950.SAFE\r\n", + "# s2:generation_time: 2024-08-20T21:59:50.000000Z\r\n", + "# s2:datatake_id: GS2A_20240820T155901_047856_N05.11\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240820T215950_S20240820T160059_N05.11\r\n", + "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240820T215950_A047856_T17SPV_N05.11\r\n", + "# s2:reflectance_conversion_factor: 0.975809931278449\r\n", + "# datetime: 2024-08-20T16:13:23.109000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240820_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/411bee81baeb1568b5776fdf0d347f44\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-08-20T23:56:23.997Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2B_17SPV_20240815_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-08-15 16:13:29.698000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-08-15T22:26:20.635Z\r\n", + "# platform: sentinel-2b\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 21.623282\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 140.792281631354\r\n", + "# view:sun_elevation: 63.298438697450905\r\n", + "# s2:degraded_msi_data_percentage: 0.0026\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:cloud_shadow_percentage: 6.605214\r\n", + "# s2:vegetation_percentage: 66.837502\r\n", + "# s2:not_vegetated_percentage: 3.310321\r\n", + "# s2:water_percentage: 0.95207\r\n", + "# s2:unclassified_percentage: 0.522533\r\n", + "# s2:medium_proba_clouds_percentage: 5.018556\r\n", + "# s2:high_proba_clouds_percentage: 3.960375\r\n", + "# s2:thin_cirrus_percentage: 12.644351\r\n", + "# s2:snow_ice_percentage: 1.7e-05\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.11\r\n", + "# s2:product_uri: S2B_MSIL2A_20240815T155819_N0511_R097_T17SPV_20240815T202258.SAFE\r\n", + "# s2:generation_time: 2024-08-15T20:22:58.000000Z\r\n", + "# s2:datatake_id: GS2B_20240815T155819_038876_N05.11\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240815T202258_S20240815T160633_N05.11\r\n", + "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240815T202258_A038876_T17SPV_N05.11\r\n", + "# s2:reflectance_conversion_factor: 0.974025531957526\r\n", + "# datetime: 2024-08-15T16:13:29.698000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240815_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4db99d501d990bde2470478e44214d57\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-08-15T22:26:20.635Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2A_17SPV_20240810_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-08-10 16:13:27.506000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-08-11T00:56:27.595Z\r\n", + "# platform: sentinel-2a\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 22.071692\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 138.46260954534\r\n", + "# view:sun_elevation: 64.4582094622163\r\n", + "# s2:degraded_msi_data_percentage: 0.0072\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:cloud_shadow_percentage: 1.194054\r\n", + "# s2:vegetation_percentage: 68.353802\r\n", + "# s2:not_vegetated_percentage: 4.528956\r\n", + "# s2:water_percentage: 1.116045\r\n", + "# s2:unclassified_percentage: 2.540801\r\n", + "# s2:medium_proba_clouds_percentage: 6.852651\r\n", + "# s2:high_proba_clouds_percentage: 5.531524\r\n", + "# s2:thin_cirrus_percentage: 9.687516\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.11\r\n", + "# s2:product_uri: S2A_MSIL2A_20240810T155901_N0511_R097_T17SPV_20240810T230917.SAFE\r\n", + "# s2:generation_time: 2024-08-10T23:09:17.000000Z\r\n", + "# s2:datatake_id: GS2A_20240810T155901_047713_N05.11\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240810T230917_S20240810T161216_N05.11\r\n", + "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240810T230917_A047713_T17SPV_N05.11\r\n", + "# s2:reflectance_conversion_factor: 0.972434093148653\r\n", + "# datetime: 2024-08-10T16:13:27.506000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240810_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/871900f36df7cfaebe5c438ade928c06\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-08-11T00:56:27.595Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2B_17SPV_20240805_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-08-05 16:13:28.726000+00:00\r\n", + "Start Datetime not found.\r\n" + ] }, { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Let's look closer at the properties of item id `S2A_17SPV_20240919_0_L2A`." - ], - "id": "b3c4beaf" + "name": "stdout", + "output_type": "stream", + "text": [ + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-08-06T00:48:01.172Z\r\n", + "# platform: sentinel-2b\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 99.665856\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 136.220285960083\r\n", + "# view:sun_elevation: 65.540377719519\r\n", + "# s2:degraded_msi_data_percentage: 0.0024\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:cloud_shadow_percentage: 0.284614\r\n", + "# s2:vegetation_percentage: 0.047356\r\n", + "# s2:not_vegetated_percentage: 0.001267\r\n", + "# s2:water_percentage: 9e-05\r\n", + "# s2:unclassified_percentage: 0.000717\r\n", + "# s2:medium_proba_clouds_percentage: 38.336566\r\n", + "# s2:high_proba_clouds_percentage: 46.122238\r\n", + "# s2:thin_cirrus_percentage: 15.207046\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.11\r\n", + "# s2:product_uri: S2B_MSIL2A_20240805T155819_N0511_R097_T17SPV_20240805T220539.SAFE\r\n", + "# s2:generation_time: 2024-08-05T22:05:39.000000Z\r\n", + "# s2:datatake_id: GS2B_20240805T155819_038733_N05.11\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240805T220539_S20240805T160928_N05.11\r\n", + "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240805T220539_A038733_T17SPV_N05.11\r\n", + "# s2:reflectance_conversion_factor: 0.971045325145953\r\n", + "# datetime: 2024-08-05T16:13:28.726000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240805_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/6e848c4fbd7ffd3b2d0ebcc5e7dc869f\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-08-06T00:48:01.172Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2A_17SPV_20240731_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-07-31 16:13:28.790000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-08-01T01:43:45.085Z\r\n", + "# platform: sentinel-2a\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 6.139014\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 134.074011613079\r\n", + "# view:sun_elevation: 66.5336008839282\r\n", + "# s2:degraded_msi_data_percentage: 0.0076\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:cloud_shadow_percentage: 0.290065\r\n", + "# s2:vegetation_percentage: 85.660404\r\n", + "# s2:not_vegetated_percentage: 5.215016\r\n", + "# s2:water_percentage: 1.061476\r\n", + "# s2:unclassified_percentage: 1.402832\r\n", + "# s2:medium_proba_clouds_percentage: 2.665854\r\n", + "# s2:high_proba_clouds_percentage: 2.517344\r\n", + "# s2:thin_cirrus_percentage: 0.955816\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.11\r\n", + "# s2:product_uri: S2A_MSIL2A_20240731T155901_N0511_R097_T17SPV_20240731T232548.SAFE\r\n", + "# s2:generation_time: 2024-07-31T23:25:48.000000Z\r\n", + "# s2:datatake_id: GS2A_20240731T155901_047570_N05.11\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240731T232548_S20240731T160830_N05.11\r\n", + "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240731T232548_A047570_T17SPV_N05.11\r\n", + "# s2:reflectance_conversion_factor: 0.969868710676552\r\n", + "# datetime: 2024-07-31T16:13:28.790000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240731_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9fe108dc54d302a143277cdbcdc84dc2\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-08-01T01:43:45.085Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2B_17SPV_20240726_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-07-26 16:13:28.728000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-07-26T22:16:04.416Z\r\n", + "# platform: sentinel-2b\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 100\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 132.076476762934\r\n", + "# view:sun_elevation: 67.4387284733629\r\n", + "# s2:degraded_msi_data_percentage: 0.1426\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:cloud_shadow_percentage: 0\r\n", + "# s2:vegetation_percentage: 0\r\n", + "# s2:not_vegetated_percentage: 0\r\n", + "# s2:water_percentage: 0\r\n", + "# s2:unclassified_percentage: 0\r\n", + "# s2:medium_proba_clouds_percentage: 33.155897\r\n", + "# s2:high_proba_clouds_percentage: 66.819233\r\n", + "# s2:thin_cirrus_percentage: 0.024871\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.11\r\n", + "# s2:product_uri: S2B_MSIL2A_20240726T155819_N0511_R097_T17SPV_20240726T202326.SAFE\r\n", + "# s2:generation_time: 2024-07-26T20:23:26.000000Z\r\n", + "# s2:datatake_id: GS2B_20240726T155819_038590_N05.11\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240726T202326_S20240726T160234_N05.11\r\n", + "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240726T202326_A038590_T17SPV_N05.11\r\n", + "# s2:reflectance_conversion_factor: 0.968911323301634\r\n", + "# datetime: 2024-07-26T16:13:28.728000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240726_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9054bd8d847f9a5ba9932505cdfe3e50\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-07-26T22:16:04.416Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2A_17SPV_20240721_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-07-21 16:13:27.745000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-07-22T00:56:43.023Z\r\n", + "# platform: sentinel-2a\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 77.323008\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 130.27037090188\r\n", + "# view:sun_elevation: 68.2536811806891\r\n", + "# s2:degraded_msi_data_percentage: 0.0105\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0.012784\r\n", + "# s2:cloud_shadow_percentage: 4.486402\r\n", + "# s2:vegetation_percentage: 15.218596\r\n", + "# s2:not_vegetated_percentage: 1.484813\r\n", + "# s2:water_percentage: 0.175991\r\n", + "# s2:unclassified_percentage: 1.298403\r\n", + "# s2:medium_proba_clouds_percentage: 22.264542\r\n", + "# s2:high_proba_clouds_percentage: 43.291837\r\n", + "# s2:thin_cirrus_percentage: 11.766633\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2A_MSIL2A_20240721T155901_N0510_R097_T17SPV_20240721T231400.SAFE\r\n", + "# s2:generation_time: 2024-07-21T23:14:00.000000Z\r\n", + "# s2:datatake_id: GS2A_20240721T155901_047427_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240721T231400_S20240721T160453_N05.10\r\n", + "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240721T231400_A047427_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.968179627481255\r\n", + "# datetime: 2024-07-21T16:13:27.745000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240721_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/32191ae26b50556b13a773c6452c7941\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-07-22T00:56:43.023Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2B_17SPV_20240716_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-07-16 16:13:29.371000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-07-16T22:18:32.931Z\r\n", + "# platform: sentinel-2b\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 78.20453\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 128.734434158607\r\n", + "# view:sun_elevation: 68.9891018368731\r\n", + "# s2:degraded_msi_data_percentage: 0.0026\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0.033102\r\n", + "# s2:cloud_shadow_percentage: 0.164402\r\n", + "# s2:vegetation_percentage: 18.160766\r\n", + "# s2:not_vegetated_percentage: 1.747406\r\n", + "# s2:water_percentage: 0.451936\r\n", + "# s2:unclassified_percentage: 1.237853\r\n", + "# s2:medium_proba_clouds_percentage: 19.404654\r\n", + "# s2:high_proba_clouds_percentage: 12.049545\r\n", + "# s2:thin_cirrus_percentage: 46.750337\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2B_MSIL2A_20240716T155819_N0510_R097_T17SPV_20240716T202001.SAFE\r\n", + "# s2:generation_time: 2024-07-16T20:20:01.000000Z\r\n", + "# s2:datatake_id: GS2B_20240716T155819_038447_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240716T202001_S20240716T161237_N05.10\r\n", + "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240716T202001_A038447_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.967677976818957\r\n", + "# datetime: 2024-07-16T16:13:29.371000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240716_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/07c56abbfc01f177bd74634d269b8100\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-07-16T22:18:32.931Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2A_17SPV_20240711_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-07-11 16:13:29.033000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-07-12T01:47:22.047Z\r\n", + "# platform: sentinel-2a\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 72.374904\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 127.483087684314\r\n", + "# view:sun_elevation: 69.6335585134829\r\n", + "# s2:degraded_msi_data_percentage: 0.0072\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0.04\r\n", + "# s2:cloud_shadow_percentage: 0.182614\r\n", + "# s2:vegetation_percentage: 25.206134\r\n", + "# s2:not_vegetated_percentage: 1.669835\r\n", + "# s2:water_percentage: 0.141035\r\n", + "# s2:unclassified_percentage: 0.385476\r\n", + "# s2:medium_proba_clouds_percentage: 30.507737\r\n", + "# s2:high_proba_clouds_percentage: 10.228427\r\n", + "# s2:thin_cirrus_percentage: 31.638741\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2A_MSIL2A_20240711T160011_N0510_R097_T17SPV_20240711T234558.SAFE\r\n", + "# s2:generation_time: 2024-07-11T23:45:58.000000Z\r\n", + "# s2:datatake_id: GS2A_20240711T160011_047284_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240711T234558_S20240711T160820_N05.10\r\n", + "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240711T234558_A047284_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.967409759353159\r\n", + "# datetime: 2024-07-11T16:13:29.033000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240711_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/0737ce995f5c9509fa285305cacab31a\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-07-12T01:47:22.047Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2B_17SPV_20240706_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-07-06 16:13:29.422000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-07-07T09:36:12.736Z\r\n", + "# platform: sentinel-2b\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 38.748205\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 126.580975941463\r\n", + "# view:sun_elevation: 70.19159002112289\r\n", + "# s2:degraded_msi_data_percentage: 0.0053\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0.055285\r\n", + "# s2:cloud_shadow_percentage: 9.143251\r\n", + "# s2:vegetation_percentage: 44.116038\r\n", + "# s2:not_vegetated_percentage: 5.823249\r\n", + "# s2:water_percentage: 0.664427\r\n", + "# s2:unclassified_percentage: 1.449544\r\n", + "# s2:medium_proba_clouds_percentage: 14.156002\r\n", + "# s2:high_proba_clouds_percentage: 14.943799\r\n", + "# s2:thin_cirrus_percentage: 9.648405\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2B_MSIL2A_20240706T155819_N0510_R097_T17SPV_20240706T202406.SAFE\r\n", + "# s2:generation_time: 2024-07-06T20:24:06.000000Z\r\n", + "# s2:datatake_id: GS2B_20240706T155819_038304_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240706T202406_S20240706T160600_N05.10\r\n", + "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240706T202406_A038304_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.967376489081156\r\n", + "# datetime: 2024-07-06T16:13:29.422000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240706_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/6259182c18e06c31cc7a2350f92f9057\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-07-07T09:36:12.736Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2A_17SPV_20240701_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-07-01 16:13:29.590000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-07-02T02:21:19.638Z\r\n", + "# platform: sentinel-2a\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 16.917542\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 126.053936716402\r\n", + "# view:sun_elevation: 70.6557251617978\r\n", + "# s2:degraded_msi_data_percentage: 0.0086\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0.129565\r\n", + "# s2:cloud_shadow_percentage: 0.36972\r\n", + "# s2:vegetation_percentage: 69.68329\r\n", + "# s2:not_vegetated_percentage: 9.322461\r\n", + "# s2:water_percentage: 1.036865\r\n", + "# s2:unclassified_percentage: 2.540556\r\n", + "# s2:medium_proba_clouds_percentage: 7.906951\r\n", + "# s2:high_proba_clouds_percentage: 8.986523\r\n", + "# s2:thin_cirrus_percentage: 0.024068\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2A_MSIL2A_20240701T160031_N0510_R097_T17SPV_20240701T232649.SAFE\r\n", + "# s2:generation_time: 2024-07-01T23:26:49.000000Z\r\n", + "# s2:datatake_id: GS2A_20240701T160031_047141_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240701T232649_S20240701T161115_N05.10\r\n", + "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240701T232649_A047141_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.967578395203064\r\n", + "# datetime: 2024-07-01T16:13:29.590000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240701_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/2b0784568fcfb38124c53190dac11199\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-07-02T02:21:19.638Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2B_17SPV_20240626_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-06-26 16:13:29.788000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-06-29T13:15:14.245Z\r\n", + "# platform: sentinel-2b\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 10.012253\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 125.923957043673\r\n", + "# view:sun_elevation: 71.0188921222716\r\n", + "# s2:degraded_msi_data_percentage: 0.0048\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0.102893\r\n", + "# s2:cloud_shadow_percentage: 6.122985\r\n", + "# s2:vegetation_percentage: 73.424119\r\n", + "# s2:not_vegetated_percentage: 8.814509\r\n", + "# s2:water_percentage: 0.988826\r\n", + "# s2:unclassified_percentage: 0.534418\r\n", + "# s2:medium_proba_clouds_percentage: 5.260666\r\n", + "# s2:high_proba_clouds_percentage: 4.487195\r\n", + "# s2:thin_cirrus_percentage: 0.264392\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2B_MSIL2A_20240626T155819_N0510_R097_T17SPV_20240626T212822.SAFE\r\n", + "# s2:generation_time: 2024-06-26T21:28:22.000000Z\r\n", + "# s2:datatake_id: GS2B_20240626T155819_038161_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240626T212822_S20240626T161215_N05.10\r\n", + "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240626T212822_A038161_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.968014458026667\r\n", + "# datetime: 2024-06-26T16:13:29.788000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240626_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ae0489eb6939416a993e55b7aa8625b2\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-06-29T13:15:14.245Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2A_17SPV_20240621_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-06-21 16:13:30.992000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-06-29T04:36:32.882Z\r\n", + "# platform: sentinel-2a\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 17.349365\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 126.208142864178\r\n", + "# view:sun_elevation: 71.2758248636805\r\n", + "# s2:degraded_msi_data_percentage: 0.0093\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0.093971\r\n", + "# s2:cloud_shadow_percentage: 9.346008\r\n", + "# s2:vegetation_percentage: 64.006728\r\n", + "# s2:not_vegetated_percentage: 7.618747\r\n", + "# s2:water_percentage: 0.92731\r\n", + "# s2:unclassified_percentage: 0.657874\r\n", + "# s2:medium_proba_clouds_percentage: 9.875548\r\n", + "# s2:high_proba_clouds_percentage: 7.4591\r\n", + "# s2:thin_cirrus_percentage: 0.014718\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2A_MSIL2A_20240621T155911_N0510_R097_T17SPV_20240621T231455.SAFE\r\n", + "# s2:generation_time: 2024-06-21T23:14:55.000000Z\r\n", + "# s2:datatake_id: GS2A_20240621T155911_046998_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240621T231455_S20240621T161238_N05.10\r\n", + "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240621T231455_A046998_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.968681538412137\r\n", + "# datetime: 2024-06-21T16:13:30.992000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240621_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ed5e5cdc774640ad2704993616e9d2e8\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-06-29T04:36:32.882Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2B_17SPV_20240616_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-06-16 16:13:29.024000+00:00\r\n" + ] }, { - "cell_type": "code", - "metadata": {}, - "source": [ - "# | echo: true\n", - "# | eval: true\n", - "# | include: true\n", - "# | output: true\n", - "\n", - "df_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\n", - "df_properties = df_item[\"properties\"].apply(pd.Series)\n", - "df_item = pd.concat([df_item, df_properties], axis=1)\n", - "df_item = df_item.drop(\"properties\", axis=1)\n", - "display(df_item.T)" - ], - "id": "c7507815", - "execution_count": null, - "outputs": [] + "name": "stdout", + "output_type": "stream", + "text": [ + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-06-16T22:51:32.182Z\r\n", + "# platform: sentinel-2b\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 73.366141\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 126.865884136959\r\n", + "# view:sun_elevation: 71.406462479674\r\n", + "# s2:degraded_msi_data_percentage: 0.1339\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0.013427\r\n", + "# s2:cloud_shadow_percentage: 0.143341\r\n", + "# s2:vegetation_percentage: 15.970431\r\n", + "# s2:not_vegetated_percentage: 3.915322\r\n", + "# s2:water_percentage: 0.331518\r\n", + "# s2:unclassified_percentage: 6.259824\r\n", + "# s2:medium_proba_clouds_percentage: 14.412378\r\n", + "# s2:high_proba_clouds_percentage: 57.853109\r\n", + "# s2:thin_cirrus_percentage: 1.100653\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2B_MSIL2A_20240616T155819_N0510_R097_T17SPV_20240616T202250.SAFE\r\n", + "# s2:generation_time: 2024-06-16T20:22:50.000000Z\r\n", + "# s2:datatake_id: GS2B_20240616T155819_038018_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240616T202250_S20240616T160603_N05.10\r\n", + "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240616T202250_A038018_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.969575792148144\r\n", + "# datetime: 2024-06-16T16:13:29.024000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240616_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/90beed69f2befca5316b1c5a4fe82e3b\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-06-16T22:51:32.182Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2A_17SPV_20240611_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-06-11 16:13:32.315000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-06-14T13:59:11.695Z\r\n", + "# platform: sentinel-2a\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 0.938623\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 127.945267074602\r\n", + "# view:sun_elevation: 71.4232664435802\r\n", + "# s2:degraded_msi_data_percentage: 0.0105\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0.148682\r\n", + "# s2:cloud_shadow_percentage: 0.722682\r\n", + "# s2:vegetation_percentage: 89.033872\r\n", + "# s2:not_vegetated_percentage: 7.696587\r\n", + "# s2:water_percentage: 1.064084\r\n", + "# s2:unclassified_percentage: 0.39547\r\n", + "# s2:medium_proba_clouds_percentage: 0.56256\r\n", + "# s2:high_proba_clouds_percentage: 0.182654\r\n", + "# s2:thin_cirrus_percentage: 0.19341\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2A_MSIL2A_20240611T155911_N0510_R097_T17SPV_20240611T232245.SAFE\r\n", + "# s2:generation_time: 2024-06-11T23:22:45.000000Z\r\n", + "# s2:datatake_id: GS2A_20240611T155911_046855_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240611T232245_S20240611T161203_N05.10\r\n", + "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240611T232245_A046855_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.970691106136318\r\n", + "# datetime: 2024-06-11T16:13:32.315000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240611_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/82e2ec0a5a83e826cefe6026f5033d0a\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-06-14T13:59:11.695Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2B_17SPV_20240606_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-06-06 16:13:28.893000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-06-06T22:48:20.074Z\r\n", + "# platform: sentinel-2b\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 77.982742\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 129.296103755427\r\n", + "# view:sun_elevation: 71.2821734391056\r\n", + "# s2:degraded_msi_data_percentage: 0.0027\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0.008733\r\n", + "# s2:cloud_shadow_percentage: 2.853182\r\n", + "# s2:vegetation_percentage: 15.96137\r\n", + "# s2:not_vegetated_percentage: 1.689308\r\n", + "# s2:water_percentage: 0.11633\r\n", + "# s2:unclassified_percentage: 1.388333\r\n", + "# s2:medium_proba_clouds_percentage: 26.524428\r\n", + "# s2:high_proba_clouds_percentage: 36.947376\r\n", + "# s2:thin_cirrus_percentage: 14.51094\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2B_MSIL2A_20240606T155819_N0510_R097_T17SPV_20240606T202543.SAFE\r\n", + "# s2:generation_time: 2024-06-06T20:25:43.000000Z\r\n", + "# s2:datatake_id: GS2B_20240606T155819_037875_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240606T202543_S20240606T160443_N05.10\r\n", + "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240606T202543_A037875_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.972020889918827\r\n", + "# datetime: 2024-06-06T16:13:28.893000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240606_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d9f218a487aeb8d45683d92bbcf5846e\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-06-06T22:48:20.074Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2A_17SPV_20240601_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.67014958475484, 36.07641102292845], [-78.89932213540139, 36.12646435015929], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.67014958475484, 36.1397316133374]\r\n", + "Datetime: 2024-06-01 16:13:29.990000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-06-02T00:51:08.508Z\r\n", + "# platform: sentinel-2a\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 61.180001\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 130.946781150617\r\n", + "# view:sun_elevation: 71.0015186669718\r\n", + "# s2:degraded_msi_data_percentage: 0.0088\r\n", + "# s2:nodata_pixel_percentage: 0.420466\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0.053686\r\n", + "# s2:cloud_shadow_percentage: 0.000816\r\n", + "# s2:vegetation_percentage: 34.452215\r\n", + "# s2:not_vegetated_percentage: 3.453467\r\n", + "# s2:water_percentage: 0.713965\r\n", + "# s2:unclassified_percentage: 0.145845\r\n", + "# s2:medium_proba_clouds_percentage: 8.304962\r\n", + "# s2:high_proba_clouds_percentage: 0.103281\r\n", + "# s2:thin_cirrus_percentage: 52.771759\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2A_MSIL2A_20240601T155911_N0510_R097_T17SPV_20240601T231654.SAFE\r\n", + "# s2:generation_time: 2024-06-01T23:16:54.000000Z\r\n", + "# s2:datatake_id: GS2A_20240601T155911_046712_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240601T231654_S20240601T161316_N05.10\r\n", + "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240601T231654_A046712_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.973555957393978\r\n", + "# datetime: 2024-06-01T16:13:29.990000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240601_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/8c742dccb0f8081f0ba5a51630199164\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-06-02T00:51:08.508Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2B_17SPV_20240527_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-05-27 16:13:26.067000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-05-28T19:09:19.013Z\r\n", + "# platform: sentinel-2b\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 100\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 132.731921876307\r\n", + "# view:sun_elevation: 70.5473572027452\r\n", + "# s2:degraded_msi_data_percentage: 0.0025\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0\r\n", + "# s2:cloud_shadow_percentage: 0\r\n", + "# s2:vegetation_percentage: 0\r\n", + "# s2:not_vegetated_percentage: 0\r\n", + "# s2:water_percentage: 0\r\n", + "# s2:unclassified_percentage: 0\r\n", + "# s2:medium_proba_clouds_percentage: 56.10559\r\n", + "# s2:high_proba_clouds_percentage: 43.417314\r\n", + "# s2:thin_cirrus_percentage: 0.477099\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2B_MSIL2A_20240527T155819_N0510_R097_T17SPV_20240527T211926.SAFE\r\n", + "# s2:generation_time: 2024-05-27T21:19:26.000000Z\r\n", + "# s2:datatake_id: GS2B_20240527T155819_037732_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240527T211926_S20240527T161150_N05.10\r\n", + "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240527T211926_A037732_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.975287105815228\r\n", + "# datetime: 2024-05-27T16:13:26.067000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240527_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d1cf1f1ae57d1a860d5d5b6e69f0c5fd\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-05-28T19:09:19.013Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2A_17SPV_20240522_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-05-22 16:13:25.575000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-05-28T16:20:14.246Z\r\n", + "# platform: sentinel-2a\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 4.839775\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 134.645221678048\r\n", + "# view:sun_elevation: 69.9363455605075\r\n", + "# s2:degraded_msi_data_percentage: 0.0077\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0.181847\r\n", + "# s2:cloud_shadow_percentage: 1.121513\r\n", + "# s2:vegetation_percentage: 84.700739\r\n", + "# s2:not_vegetated_percentage: 7.666176\r\n", + "# s2:water_percentage: 1.091128\r\n", + "# s2:unclassified_percentage: 0.398824\r\n", + "# s2:medium_proba_clouds_percentage: 0.857655\r\n", + "# s2:high_proba_clouds_percentage: 0.408592\r\n", + "# s2:thin_cirrus_percentage: 3.573528\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2A_MSIL2A_20240522T155901_N0510_R097_T17SPV_20240522T231852.SAFE\r\n", + "# s2:generation_time: 2024-05-22T23:18:52.000000Z\r\n", + "# s2:datatake_id: GS2A_20240522T155901_046569_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240522T231852_S20240522T161308_N05.10\r\n", + "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240522T231852_A046569_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.977202250922301\r\n", + "# datetime: 2024-05-22T16:13:25.575000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240522_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/7901d23e9b4391b2832cd9bff01bf974\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-05-28T16:20:14.246Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2B_17SPV_20240517_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-05-17 16:13:24.329000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-05-17T22:32:30.781Z\r\n", + "# platform: sentinel-2b\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 100\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 136.576661946823\r\n", + "# view:sun_elevation: 69.15705955550101\r\n", + "# s2:degraded_msi_data_percentage: 0.002\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0\r\n", + "# s2:cloud_shadow_percentage: 0\r\n", + "# s2:vegetation_percentage: 0\r\n", + "# s2:not_vegetated_percentage: 0\r\n", + "# s2:water_percentage: 0\r\n", + "# s2:unclassified_percentage: 0\r\n", + "# s2:medium_proba_clouds_percentage: 48.435068\r\n", + "# s2:high_proba_clouds_percentage: 51.179594\r\n", + "# s2:thin_cirrus_percentage: 0.38534\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2B_MSIL2A_20240517T155819_N0510_R097_T17SPV_20240517T202125.SAFE\r\n", + "# s2:generation_time: 2024-05-17T20:21:25.000000Z\r\n", + "# s2:datatake_id: GS2B_20240517T155819_037589_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240517T202125_S20240517T160403_N05.10\r\n", + "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240517T202125_A037589_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.979289557698501\r\n", + "# datetime: 2024-05-17T16:13:24.329000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240517_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4da61ed5e43dbcd35a04e08c23263999\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-05-17T22:32:30.781Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2A_17SPV_20240512_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-05-12 16:13:29.367000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-05-13T01:49:24.604Z\r\n", + "# platform: sentinel-2a\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 30.864275\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 138.526178970296\r\n", + "# view:sun_elevation: 68.227931936218\r\n", + "# s2:degraded_msi_data_percentage: 0.0128\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0.092133\r\n", + "# s2:cloud_shadow_percentage: 11.112269\r\n", + "# s2:vegetation_percentage: 51.770526\r\n", + "# s2:not_vegetated_percentage: 5.036924\r\n", + "# s2:water_percentage: 0.764085\r\n", + "# s2:unclassified_percentage: 0.35979\r\n", + "# s2:medium_proba_clouds_percentage: 10.227607\r\n", + "# s2:high_proba_clouds_percentage: 12.326884\r\n", + "# s2:thin_cirrus_percentage: 8.309783\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2A_MSIL2A_20240512T155901_N0510_R097_T17SPV_20240512T235052.SAFE\r\n", + "# s2:generation_time: 2024-05-12T23:50:52.000000Z\r\n", + "# s2:datatake_id: GS2A_20240512T155901_046426_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240512T235052_S20240512T160758_N05.10\r\n", + "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240512T235052_A046426_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.981534332906898\r\n", + "# datetime: 2024-05-12T16:13:29.367000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240512_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/501525a637edcea72022281f96c1aaec\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-05-13T01:49:24.604Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2B_17SPV_20240507_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-05-07 16:13:27.007000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-05-08T10:59:32.738Z\r\n", + "# platform: sentinel-2b\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 40.339398\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 140.320609605445\r\n", + "# view:sun_elevation: 67.123155396654\r\n", + "# s2:degraded_msi_data_percentage: 0.0029\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0.069442\r\n", + "# s2:cloud_shadow_percentage: 4.545121\r\n", + "# s2:vegetation_percentage: 45.809352\r\n", + "# s2:not_vegetated_percentage: 5.489328\r\n", + "# s2:water_percentage: 0.723339\r\n", + "# s2:unclassified_percentage: 3.024018\r\n", + "# s2:medium_proba_clouds_percentage: 13.259926\r\n", + "# s2:high_proba_clouds_percentage: 24.973664\r\n", + "# s2:thin_cirrus_percentage: 2.105809\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2B_MSIL2A_20240507T155819_N0510_R097_T17SPV_20240507T202416.SAFE\r\n", + "# s2:generation_time: 2024-05-07T20:24:16.000000Z\r\n", + "# s2:datatake_id: GS2B_20240507T155819_037446_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240507T202416_S20240507T160601_N05.10\r\n", + "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240507T202416_A037446_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.983922355524309\r\n", + "# datetime: 2024-05-07T16:13:27.007000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240507_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/3095dd5fc0c1adab27a9206150e8fa7e\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-05-08T10:59:32.738Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2A_17SPV_20240502_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-05-02 16:13:29.052000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-05-03T02:07:12.458Z\r\n", + "# platform: sentinel-2a\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 1.724347\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 142.024405942536\r\n", + "# view:sun_elevation: 65.8776811943126\r\n", + "# s2:degraded_msi_data_percentage: 0.0086\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0.180713\r\n", + "# s2:cloud_shadow_percentage: 1.65954\r\n", + "# s2:vegetation_percentage: 85.410345\r\n", + "# s2:not_vegetated_percentage: 9.435526\r\n", + "# s2:water_percentage: 1.201897\r\n", + "# s2:unclassified_percentage: 0.387633\r\n", + "# s2:medium_proba_clouds_percentage: 1.068898\r\n", + "# s2:high_proba_clouds_percentage: 0.654713\r\n", + "# s2:thin_cirrus_percentage: 0.000737\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2A_MSIL2A_20240502T155901_N0510_R097_T17SPV_20240502T231600.SAFE\r\n", + "# s2:generation_time: 2024-05-02T23:16:00.000000Z\r\n", + "# s2:datatake_id: GS2A_20240502T155901_046283_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240502T231600_S20240502T161232_N05.10\r\n", + "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240502T231600_A046283_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.986436466402915\r\n", + "# datetime: 2024-05-02T16:13:29.052000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240502_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9833836355fede44aaf0a3680ddeaa2b\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-05-03T02:07:12.458Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2B_17SPV_20240427_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-04-27 16:13:25.302000+00:00\r\n", + "Start Datetime not found.\r\n" + ] }, { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Let's look at the items properties" - ], - "id": "98d6d14f" - }, + "name": "stdout", + "output_type": "stream", + "text": [ + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-04-27T23:18:26.463Z\r\n", + "# platform: sentinel-2b\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 41.492322\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 143.528792725087\r\n", + "# view:sun_elevation: 64.4810365146954\r\n", + "# s2:degraded_msi_data_percentage: 0.0024\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0.087266\r\n", + "# s2:cloud_shadow_percentage: 0.200142\r\n", + "# s2:vegetation_percentage: 43.908963\r\n", + "# s2:not_vegetated_percentage: 7.898109\r\n", + "# s2:water_percentage: 0.717951\r\n", + "# s2:unclassified_percentage: 5.69525\r\n", + "# s2:medium_proba_clouds_percentage: 13.414925\r\n", + "# s2:high_proba_clouds_percentage: 22.153059\r\n", + "# s2:thin_cirrus_percentage: 5.924337\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2B_MSIL2A_20240427T155819_N0510_R097_T17SPV_20240427T202325.SAFE\r\n", + "# s2:generation_time: 2024-04-27T20:23:25.000000Z\r\n", + "# s2:datatake_id: GS2B_20240427T155819_037303_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240427T202325_S20240427T160556_N05.10\r\n", + "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240427T202325_A037303_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.989060346411274\r\n", + "# datetime: 2024-04-27T16:13:25.302000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240427_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/12a1ab645fb39239090f5f2212c7996a\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-04-27T23:18:26.463Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2A_17SPV_20240422_1_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-04-22 16:13:29.231000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-04-23T16:20:44.531Z\r\n", + "# platform: sentinel-2a\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 31.595498\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 144.941641921427\r\n", + "# view:sun_elevation: 62.9745747205139\r\n", + "# s2:degraded_msi_data_percentage: 0.0093\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0.171015\r\n", + "# s2:cloud_shadow_percentage: 2.525065\r\n", + "# s2:vegetation_percentage: 57.915175\r\n", + "# s2:not_vegetated_percentage: 6.323496\r\n", + "# s2:water_percentage: 0.923321\r\n", + "# s2:unclassified_percentage: 0.546269\r\n", + "# s2:medium_proba_clouds_percentage: 9.353081\r\n", + "# s2:high_proba_clouds_percentage: 16.427176\r\n", + "# s2:thin_cirrus_percentage: 5.815243\r\n", + "# s2:snow_ice_percentage: 0.000163\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2A_MSIL2A_20240422T155821_N0510_R097_T17SPV_20240423T140451.SAFE\r\n", + "# s2:generation_time: 2024-04-23T14:04:51.000000Z\r\n", + "# s2:datatake_id: GS2A_20240422T155821_046140_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240423T140451_S20240422T161127_N05.10\r\n", + "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240423T140451_A046140_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.991774965335244\r\n", + "# datetime: 2024-04-22T16:13:29.231000Z\r\n", + "# s2:sequence: 1\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240422_1_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/71a1ecfdb0ff99a1aa9839048bfc78dc\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-04-23T16:20:44.531Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2A_17SPV_20240422_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-04-22 16:13:29.231000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-04-23T02:23:43.837Z\r\n", + "# platform: sentinel-2a\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 31.594869\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 144.941641921427\r\n", + "# view:sun_elevation: 62.9745747205139\r\n", + "# s2:degraded_msi_data_percentage: 0.0093\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0.171031\r\n", + "# s2:cloud_shadow_percentage: 2.524043\r\n", + "# s2:vegetation_percentage: 57.916528\r\n", + "# s2:not_vegetated_percentage: 6.324564\r\n", + "# s2:water_percentage: 0.923441\r\n", + "# s2:unclassified_percentage: 0.545357\r\n", + "# s2:medium_proba_clouds_percentage: 9.353479\r\n", + "# s2:high_proba_clouds_percentage: 16.427162\r\n", + "# s2:thin_cirrus_percentage: 5.814227\r\n", + "# s2:snow_ice_percentage: 0.000163\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2A_MSIL2A_20240422T155821_N0510_R097_T17SPV_20240422T232000.SAFE\r\n", + "# s2:generation_time: 2024-04-22T23:20:00.000000Z\r\n", + "# s2:datatake_id: GS2A_20240422T155821_046140_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240422T232000_S20240422T161127_N05.10\r\n", + "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240422T232000_A046140_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.991774965335244\r\n", + "# datetime: 2024-04-22T16:13:29.231000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240422_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/a3721b4f648e818920dfaa833bbf6064\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-04-23T02:23:43.837Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2B_17SPV_20240417_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-04-17 16:13:27.286000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-04-18T00:51:42.539Z\r\n", + "# platform: sentinel-2b\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 100\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 146.162190051164\r\n", + "# view:sun_elevation: 61.3455453771872\r\n", + "# s2:degraded_msi_data_percentage: 0.0031\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0\r\n", + "# s2:cloud_shadow_percentage: 0\r\n", + "# s2:vegetation_percentage: 0\r\n", + "# s2:not_vegetated_percentage: 0\r\n", + "# s2:water_percentage: 0\r\n", + "# s2:unclassified_percentage: 0\r\n", + "# s2:medium_proba_clouds_percentage: 69.701403\r\n", + "# s2:high_proba_clouds_percentage: 30.298603\r\n", + "# s2:thin_cirrus_percentage: 0\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2B_MSIL2A_20240417T155819_N0510_R097_T17SPV_20240417T221800.SAFE\r\n", + "# s2:generation_time: 2024-04-17T22:18:00.000000Z\r\n", + "# s2:datatake_id: GS2B_20240417T155819_037160_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240417T221800_S20240417T160258_N05.10\r\n", + "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240417T221800_A037160_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.994561472482675\r\n", + "# datetime: 2024-04-17T16:13:27.286000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240417_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/b9a7bc6c7c275dd79172b8effca89461\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-04-18T00:51:42.539Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2A_17SPV_20240412_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-04-12 16:13:27.651000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-04-13T01:42:56.472Z\r\n", + "# platform: sentinel-2a\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 31.715456\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 147.269940196506\r\n", + "# view:sun_elevation: 59.625132343664\r\n", + "# s2:degraded_msi_data_percentage: 0.0104\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0.153453\r\n", + "# s2:cloud_shadow_percentage: 12.679228\r\n", + "# s2:vegetation_percentage: 49.264008\r\n", + "# s2:not_vegetated_percentage: 4.988225\r\n", + "# s2:water_percentage: 0.656567\r\n", + "# s2:unclassified_percentage: 0.542805\r\n", + "# s2:medium_proba_clouds_percentage: 11.25274\r\n", + "# s2:high_proba_clouds_percentage: 17.18483\r\n", + "# s2:thin_cirrus_percentage: 3.277886\r\n", + "# s2:snow_ice_percentage: 0.000259\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2A_MSIL2A_20240412T155901_N0510_R097_T17SPV_20240412T235553.SAFE\r\n", + "# s2:generation_time: 2024-04-12T23:55:53.000000Z\r\n", + "# s2:datatake_id: GS2A_20240412T155901_045997_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240412T235553_S20240412T160211_N05.10\r\n", + "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240412T235553_A045997_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 0.997399653732186\r\n", + "# datetime: 2024-04-12T16:13:27.651000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240412_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ba25771a14d9292a3ef8f260e24c8ce5\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-04-13T01:42:56.472Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2B_17SPV_20240407_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-04-07 16:13:25.177000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-04-07T22:51:18.053Z\r\n", + "# platform: sentinel-2b\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 0.007223\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 148.241587595963\r\n", + "# view:sun_elevation: 57.8193021287102\r\n", + "# s2:degraded_msi_data_percentage: 0.0024\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0.393997\r\n", + "# s2:cloud_shadow_percentage: 1e-05\r\n", + "# s2:vegetation_percentage: 84.631485\r\n", + "# s2:not_vegetated_percentage: 13.122594\r\n", + "# s2:water_percentage: 1.402112\r\n", + "# s2:unclassified_percentage: 0.442009\r\n", + "# s2:medium_proba_clouds_percentage: 0.000368\r\n", + "# s2:high_proba_clouds_percentage: 7.6e-05\r\n", + "# s2:thin_cirrus_percentage: 0.006778\r\n", + "# s2:snow_ice_percentage: 0.000571\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2B_MSIL2A_20240407T155819_N0510_R097_T17SPV_20240407T202406.SAFE\r\n", + "# s2:generation_time: 2024-04-07T20:24:06.000000Z\r\n", + "# s2:datatake_id: GS2B_20240407T155819_037017_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240407T202406_S20240407T160426_N05.10\r\n", + "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240407T202406_A037017_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 1.00026982268816\r\n", + "# datetime: 2024-04-07T16:13:25.177000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240407_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d9ae6b9fc4520f5ae2a33ffbab89ac25\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-04-07T22:51:18.053Z\r\n", + "# proj:code: EPSG:32617\r\n", + "Collection ID: sentinel-2-l2a\r\n", + "Item: S2A_17SPV_20240402_0_L2A\r\n", + "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", + "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", + "Datetime: 2024-04-02 16:13:24.212000+00:00\r\n", + "Start Datetime not found.\r\n", + "End Datetime not found.\r\n", + "Extra Fields:\r\n", + "---------------------------------------------------------------------------\r\n", + "Extensions:\r\n", + "---------------------------------------------------------------------------\r\n", + "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", + "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", + "---------------------------------------------------------------------------\r\n", + "Properties:\r\n", + "# created: 2024-04-03T02:43:18.525Z\r\n", + "# platform: sentinel-2a\r\n", + "# constellation: sentinel-2\r\n", + "---------------------------------------------------------------------------\r\n", + " instruments:\r\n", + "# eo:cloud_cover: 52.194571\r\n", + "# mgrs:utm_zone: 17\r\n", + "# mgrs:latitude_band: S\r\n", + "# mgrs:grid_square: PV\r\n", + "# grid:code: MGRS-17SPV\r\n", + "# view:sun_azimuth: 149.123391641051\r\n", + "# view:sun_elevation: 55.9520519703372\r\n", + "# s2:degraded_msi_data_percentage: 0.0067\r\n", + "# s2:nodata_pixel_percentage: 0\r\n", + "# s2:saturated_defective_pixel_percentage: 0\r\n", + "# s2:dark_features_percentage: 0.222265\r\n", + "# s2:cloud_shadow_percentage: 0.681242\r\n", + "# s2:vegetation_percentage: 32.632047\r\n", + "# s2:not_vegetated_percentage: 13.082658\r\n", + "# s2:water_percentage: 0.269024\r\n", + "# s2:unclassified_percentage: 0.918192\r\n", + "# s2:medium_proba_clouds_percentage: 14.986324\r\n", + "# s2:high_proba_clouds_percentage: 16.081516\r\n", + "# s2:thin_cirrus_percentage: 21.126732\r\n", + "# s2:snow_ice_percentage: 0\r\n", + "# s2:product_type: S2MSI2A\r\n", + "# s2:processing_baseline: 05.10\r\n", + "# s2:product_uri: S2A_MSIL2A_20240402T155821_N0510_R097_T17SPV_20240402T235145.SAFE\r\n", + "# s2:generation_time: 2024-04-02T23:51:45.000000Z\r\n", + "# s2:datatake_id: GS2A_20240402T155821_045854_N05.10\r\n", + "# s2:datatake_type: INS-NOBS\r\n", + "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240402T235145_S20240402T160459_N05.10\r\n", + "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240402T235145_A045854_T17SPV_N05.10\r\n", + "# s2:reflectance_conversion_factor: 1.00315010154664\r\n", + "# datetime: 2024-04-02T16:13:24.212000Z\r\n", + "# s2:sequence: 0\r\n", + "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240402_0_L2A\r\n", + "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/3dac5288c179d121cc299fcd6cffcc5b\r\n", + "# earthsearch:boa_offset_applied: True\r\n", + "---------------------------------------------------------------------------\r\n", + "\r\n", + " processing:software:\r\n", + "# sentinel2-to-stac: 0.1.1\r\n", + "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", + "# updated: 2024-04-03T02:43:18.525Z\r\n", + "# proj:code: EPSG:32617\r\n" + ] + } + ], + "source": [ + "#| label: tbl-stac-items-i-shell\n", + "#| echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" format=plain -i" + ] + }, + { + "cell_type": "markdown", + "id": "d8553e12", + "metadata": {}, + "source": [ + ":::" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "40fe1e2c", + "metadata": {}, + "outputs": [ { - "cell_type": "code", - "metadata": {}, - "source": [ - "# | echo: true\n", - "# | eval: true\n", - "# | include: true\n", - "# | output: true\n", - "df_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\n", - "df_properties = df_item[\"properties\"].apply(pd.Series)\n", - "display(df_properties.T)" - ], - "id": "a90aa065", - "execution_count": null, - "outputs": [] - }, + "name": "stdout", + "output_type": "stream", + "text": [ + "There are 38 Sentinel 2 items found in our computational region.\n" + ] + } + ], + "source": [ + "# | echo: false\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "\n", + "num_items = len(df_items)\n", + "# Can't use inline python with using Jupyter cache\n", + "print(f\"There are {num_items} Sentinel 2 items found in our computational region.\")" + ] + }, + { + "cell_type": "markdown", + "id": "4b1a5aa2", + "metadata": {}, + "source": [ + "Let's look closer at the properties of item id `S2A_17SPV_20240919_0_L2A`." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "3f66d10b", + "metadata": {}, + "outputs": [ { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Now we let's look at the items assets." + "data": { + "text/html": [ + "
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        2
        typeFeature
        stac_version1.1.0
        stac_extensions[https://stac-extensions.github.io/view/v1.0.0...
        idS2A_17SPV_20240919_0_L2A
        geometry{'type': 'Polygon', 'coordinates': [[[-79.8885...
        bbox[-79.9021350633042, 35.13301555004904, -78.668...
        links[{'rel': 'self', 'href': 'https://earth-search...
        assets{'aot': {'href': 'https://sentinel-cogs.s3.us-...
        collectionsentinel-2-l2a
        created2024-09-20T01:57:52.703Z
        platformsentinel-2a
        constellationsentinel-2
        instruments[msi]
        eo:cloud_cover72.722346
        mgrs:utm_zone17
        mgrs:latitude_bandS
        mgrs:grid_squarePV
        grid:codeMGRS-17SPV
        view:sun_azimuth155.767672
        view:sun_elevation52.998454
        s2:degraded_msi_data_percentage0.0622
        s2:nodata_pixel_percentage0
        s2:saturated_defective_pixel_percentage0
        s2:cloud_shadow_percentage2.901951
        s2:vegetation_percentage17.622864
        s2:not_vegetated_percentage2.652742
        s2:water_percentage0.198822
        s2:unclassified_percentage3.66454
        s2:medium_proba_clouds_percentage19.171326
        s2:high_proba_clouds_percentage53.275347
        s2:thin_cirrus_percentage0.275673
        s2:snow_ice_percentage0
        s2:product_typeS2MSI2A
        s2:processing_baseline05.11
        s2:product_uriS2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_2...
        s2:generation_time2024-09-19T23:53:48.000000Z
        s2:datatake_idGS2A_20240919T155931_048285_N05.11
        s2:datatake_typeINS-NOBS
        s2:datastrip_idS2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S2024...
        s2:granule_idS2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A0482...
        s2:reflectance_conversion_factor0.989819
        datetime2024-09-19T16:13:27.093000Z
        s2:sequence0
        earthsearch:s3_paths3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/P...
        earthsearch:payload_idroda-sentinel2/workflow-sentinel2-to-stac/15f0...
        earthsearch:boa_offset_appliedTrue
        processing:software{'sentinel2-to-stac': '0.1.1'}
        updated2024-09-20T01:57:52.703Z
        proj:codeEPSG:32617
        \n", + "
        " ], - "id": "9d3b8872" - }, + "text/plain": [ + " 2\n", + "type Feature\n", + "stac_version 1.1.0\n", + "stac_extensions [https://stac-extensions.github.io/view/v1.0.0...\n", + "id S2A_17SPV_20240919_0_L2A\n", + "geometry {'type': 'Polygon', 'coordinates': [[[-79.8885...\n", + "bbox [-79.9021350633042, 35.13301555004904, -78.668...\n", + "links [{'rel': 'self', 'href': 'https://earth-search...\n", + "assets {'aot': {'href': 'https://sentinel-cogs.s3.us-...\n", + "collection sentinel-2-l2a\n", + "created 2024-09-20T01:57:52.703Z\n", + "platform sentinel-2a\n", + "constellation sentinel-2\n", + "instruments [msi]\n", + "eo:cloud_cover 72.722346\n", + "mgrs:utm_zone 17\n", + "mgrs:latitude_band S\n", + "mgrs:grid_square PV\n", + "grid:code MGRS-17SPV\n", + "view:sun_azimuth 155.767672\n", + "view:sun_elevation 52.998454\n", + "s2:degraded_msi_data_percentage 0.0622\n", + "s2:nodata_pixel_percentage 0\n", + "s2:saturated_defective_pixel_percentage 0\n", + "s2:cloud_shadow_percentage 2.901951\n", + "s2:vegetation_percentage 17.622864\n", + "s2:not_vegetated_percentage 2.652742\n", + "s2:water_percentage 0.198822\n", + "s2:unclassified_percentage 3.66454\n", + "s2:medium_proba_clouds_percentage 19.171326\n", + "s2:high_proba_clouds_percentage 53.275347\n", + "s2:thin_cirrus_percentage 0.275673\n", + "s2:snow_ice_percentage 0\n", + "s2:product_type S2MSI2A\n", + "s2:processing_baseline 05.11\n", + "s2:product_uri S2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_2...\n", + "s2:generation_time 2024-09-19T23:53:48.000000Z\n", + "s2:datatake_id GS2A_20240919T155931_048285_N05.11\n", + "s2:datatake_type INS-NOBS\n", + "s2:datastrip_id S2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S2024...\n", + "s2:granule_id S2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A0482...\n", + "s2:reflectance_conversion_factor 0.989819\n", + "datetime 2024-09-19T16:13:27.093000Z\n", + "s2:sequence 0\n", + "earthsearch:s3_path s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/P...\n", + "earthsearch:payload_id roda-sentinel2/workflow-sentinel2-to-stac/15f0...\n", + "earthsearch:boa_offset_applied True\n", + "processing:software {'sentinel2-to-stac': '0.1.1'}\n", + "updated 2024-09-20T01:57:52.703Z\n", + "proj:code EPSG:32617" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# | echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "\n", + "df_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\n", + "df_properties = df_item[\"properties\"].apply(pd.Series)\n", + "df_item = pd.concat([df_item, df_properties], axis=1)\n", + "df_item = df_item.drop(\"properties\", axis=1)\n", + "display(df_item.T)" + ] + }, + { + "cell_type": "markdown", + "id": "b7c04258", + "metadata": {}, + "source": [ + "Let's look at the items properties" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "7e37a201", + "metadata": {}, + "outputs": [ { - "cell_type": "code", - "metadata": {}, - "source": [ - "# | echo: true\n", - "# | eval: true\n", - "# | include: true\n", - "# | output: true\n", - "df_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\n", - "df_assets = df_item[\"assets\"].apply(pd.Series)\n", - "display(df_assets.T.reset_index())" + "data": { + "text/html": [ + "
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        2
        created2024-09-20T01:57:52.703Z
        platformsentinel-2a
        constellationsentinel-2
        instruments[msi]
        eo:cloud_cover72.722346
        mgrs:utm_zone17
        mgrs:latitude_bandS
        mgrs:grid_squarePV
        grid:codeMGRS-17SPV
        view:sun_azimuth155.767672
        view:sun_elevation52.998454
        s2:degraded_msi_data_percentage0.0622
        s2:nodata_pixel_percentage0
        s2:saturated_defective_pixel_percentage0
        s2:cloud_shadow_percentage2.901951
        s2:vegetation_percentage17.622864
        s2:not_vegetated_percentage2.652742
        s2:water_percentage0.198822
        s2:unclassified_percentage3.66454
        s2:medium_proba_clouds_percentage19.171326
        s2:high_proba_clouds_percentage53.275347
        s2:thin_cirrus_percentage0.275673
        s2:snow_ice_percentage0
        s2:product_typeS2MSI2A
        s2:processing_baseline05.11
        s2:product_uriS2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_2...
        s2:generation_time2024-09-19T23:53:48.000000Z
        s2:datatake_idGS2A_20240919T155931_048285_N05.11
        s2:datatake_typeINS-NOBS
        s2:datastrip_idS2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S2024...
        s2:granule_idS2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A0482...
        s2:reflectance_conversion_factor0.989819
        datetime2024-09-19T16:13:27.093000Z
        s2:sequence0
        earthsearch:s3_paths3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/P...
        earthsearch:payload_idroda-sentinel2/workflow-sentinel2-to-stac/15f0...
        earthsearch:boa_offset_appliedTrue
        processing:software{'sentinel2-to-stac': '0.1.1'}
        updated2024-09-20T01:57:52.703Z
        proj:codeEPSG:32617
        \n", + "
        " ], - "id": "58ddf0a5", - "execution_count": null, - "outputs": [] - }, + "text/plain": [ + " 2\n", + "created 2024-09-20T01:57:52.703Z\n", + "platform sentinel-2a\n", + "constellation sentinel-2\n", + "instruments [msi]\n", + "eo:cloud_cover 72.722346\n", + "mgrs:utm_zone 17\n", + "mgrs:latitude_band S\n", + "mgrs:grid_square PV\n", + "grid:code MGRS-17SPV\n", + "view:sun_azimuth 155.767672\n", + "view:sun_elevation 52.998454\n", + "s2:degraded_msi_data_percentage 0.0622\n", + "s2:nodata_pixel_percentage 0\n", + "s2:saturated_defective_pixel_percentage 0\n", + "s2:cloud_shadow_percentage 2.901951\n", + "s2:vegetation_percentage 17.622864\n", + "s2:not_vegetated_percentage 2.652742\n", + "s2:water_percentage 0.198822\n", + "s2:unclassified_percentage 3.66454\n", + "s2:medium_proba_clouds_percentage 19.171326\n", + "s2:high_proba_clouds_percentage 53.275347\n", + "s2:thin_cirrus_percentage 0.275673\n", + "s2:snow_ice_percentage 0\n", + "s2:product_type S2MSI2A\n", + "s2:processing_baseline 05.11\n", + "s2:product_uri S2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_2...\n", + "s2:generation_time 2024-09-19T23:53:48.000000Z\n", + "s2:datatake_id GS2A_20240919T155931_048285_N05.11\n", + "s2:datatake_type INS-NOBS\n", + "s2:datastrip_id S2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S2024...\n", + "s2:granule_id S2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A0482...\n", + "s2:reflectance_conversion_factor 0.989819\n", + "datetime 2024-09-19T16:13:27.093000Z\n", + "s2:sequence 0\n", + "earthsearch:s3_path s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/P...\n", + "earthsearch:payload_id roda-sentinel2/workflow-sentinel2-to-stac/15f0...\n", + "earthsearch:boa_offset_applied True\n", + "processing:software {'sentinel2-to-stac': '0.1.1'}\n", + "updated 2024-09-20T01:57:52.703Z\n", + "proj:code EPSG:32617" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# | echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "df_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\n", + "df_properties = df_item[\"properties\"].apply(pd.Series)\n", + "display(df_properties.T)" + ] + }, + { + "cell_type": "markdown", + "id": "6ea9ce6f", + "metadata": {}, + "source": [ + "Now we let's look at the items assets." + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "b2d5c0a2", + "metadata": {}, + "outputs": [ { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### Assets" + "data": { + "text/html": [ + "
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        index2
        0aot{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        1blue{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        2coastal{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        3granule_metadata{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        4green{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        5nir{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        6nir08{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        7nir09{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        8red{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        9rededge1{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        10rededge2{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        11rededge3{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        12scl{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        13swir16{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        14swir22{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        15thumbnail{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        16tileinfo_metadata{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        17visual{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        18wvp{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        19aot-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        20blue-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        21coastal-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        22green-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        23nir-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        24nir08-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        25nir09-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        26red-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        27rededge1-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        28rededge2-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        29rededge3-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        30scl-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        31swir16-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        32swir22-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        33visual-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        34wvp-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        \n", + "
        " ], - "id": "ee3c5711" - }, + "text/plain": [ + " index 2\n", + "0 aot {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", + "1 blue {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", + "2 coastal {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", + "3 granule_metadata {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", + "4 green {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", + "5 nir {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", + "6 nir08 {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", + "7 nir09 {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", + "8 red {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", + "9 rededge1 {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", + "10 rededge2 {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", + "11 rededge3 {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", + "12 scl {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", + "13 swir16 {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", + "14 swir22 {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", + "15 thumbnail {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", + "16 tileinfo_metadata {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", + "17 visual {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", + "18 wvp {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", + "19 aot-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", + "20 blue-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", + "21 coastal-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", + "22 green-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", + "23 nir-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", + "24 nir08-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", + "25 nir09-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", + "26 red-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", + "27 rededge1-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", + "28 rededge2-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", + "29 rededge3-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", + "30 scl-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", + "31 swir16-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", + "32 swir22-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", + "33 visual-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", + "34 wvp-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2..." + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# | echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "df_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\n", + "df_assets = df_item[\"assets\"].apply(pd.Series)\n", + "display(df_assets.T.reset_index())" + ] + }, + { + "cell_type": "markdown", + "id": "2f98e827", + "metadata": {}, + "source": [ + "#### Assets\n", + "\n", + "Each STAC Item may contain multiple asset types (e.g. red, nir, thumbnail). The snippet below\n", + "enumerates assets across items, shows per-item asset rows, and prints simple summaries." + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "3b0c1d76", + "metadata": {}, + "outputs": [], + "source": [ + "stac_query = {\"eo:cloud_cover\": {\"lt\": 10}}" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "tbl-items-assets", + "metadata": {}, + "outputs": [ { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: tbl-items-assets\n", - "#| tbl-cap: Sentinel 2 Items Assets Metadata\n", - "#| echo: true\n", - "#| eval: true\n", - "#| include: true\n", - "#| output: true\n", - "\n", - "stac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n", - "\n", - "assets_json = gs.parse_command(\n", - " \"t.stac.item\",\n", - " url=stac_url,\n", - " collection_id=\"sentinel-2-l2a\",\n", - " flags=\"a\",\n", - " datetime=\"2024-04-01/2024-09-30\",\n", - " asset_keys=\"red,nir\",\n", - " query=json.dumps(stac_query),\n", - " format=\"json\",\n", - ")\n", - "\n", - "df_items_assets = pd.json_normalize(assets_json, max_level=0)\n", - "display(df_items_assets.head(10))" + "data": { + "text/html": [ + "
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        hreftypetitleeo:bandsgsdproj:shapeproj:transformraster:bandsrolescollection_iditem_idfile_namedatetime
        0https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir2024-09-09T16:13:25.358000Z
        1https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red2024-09-09T16:13:25.358000Z
        2https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir2024-08-25T16:13:26.986000Z
        3https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red2024-08-25T16:13:26.986000Z
        4https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240731_0_L2Asentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir2024-07-31T16:13:28.790000Z
        5https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240731_0_L2Asentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red2024-07-31T16:13:28.790000Z
        6https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240611_0_L2Asentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir2024-06-11T16:13:32.315000Z
        7https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240611_0_L2Asentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red2024-06-11T16:13:32.315000Z
        8https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240522_0_L2Asentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir2024-05-22T16:13:25.575000Z
        9https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240522_0_L2Asentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red2024-05-22T16:13:25.575000Z
        \n", + "
        " ], - "id": "tbl-items-assets", - "execution_count": null, - "outputs": [] - }, + "text/plain": [ + " href \\\n", + "0 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", + "1 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", + "2 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", + "3 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", + "4 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", + "5 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", + "6 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", + "7 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", + "8 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", + "9 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", + "\n", + " type title \\\n", + "0 image/tiff; application=geotiff; profile=cloud... NIR 1 (band 8) - 10m \n", + "1 image/tiff; application=geotiff; profile=cloud... Red (band 4) - 10m \n", + "2 image/tiff; application=geotiff; profile=cloud... NIR 1 (band 8) - 10m \n", + "3 image/tiff; application=geotiff; profile=cloud... Red (band 4) - 10m \n", + "4 image/tiff; application=geotiff; profile=cloud... NIR 1 (band 8) - 10m \n", + "5 image/tiff; application=geotiff; profile=cloud... Red (band 4) - 10m \n", + "6 image/tiff; application=geotiff; profile=cloud... NIR 1 (band 8) - 10m \n", + "7 image/tiff; application=geotiff; profile=cloud... Red (band 4) - 10m \n", + "8 image/tiff; application=geotiff; profile=cloud... NIR 1 (band 8) - 10m \n", + "9 image/tiff; application=geotiff; profile=cloud... Red (band 4) - 10m \n", + "\n", + " eo:bands gsd proj:shape \\\n", + "0 [{'name': 'nir', 'common_name': 'nir', 'descri... 10 [10980, 10980] \n", + "1 [{'name': 'red', 'common_name': 'red', 'descri... 10 [10980, 10980] \n", + "2 [{'name': 'nir', 'common_name': 'nir', 'descri... 10 [10980, 10980] \n", + "3 [{'name': 'red', 'common_name': 'red', 'descri... 10 [10980, 10980] \n", + "4 [{'name': 'nir', 'common_name': 'nir', 'descri... 10 [10980, 10980] \n", + "5 [{'name': 'red', 'common_name': 'red', 'descri... 10 [10980, 10980] \n", + "6 [{'name': 'nir', 'common_name': 'nir', 'descri... 10 [10980, 10980] \n", + "7 [{'name': 'red', 'common_name': 'red', 'descri... 10 [10980, 10980] \n", + "8 [{'name': 'nir', 'common_name': 'nir', 'descri... 10 [10980, 10980] \n", + "9 [{'name': 'red', 'common_name': 'red', 'descri... 10 [10980, 10980] \n", + "\n", + " proj:transform \\\n", + "0 [10, 0, 600000, 0, -10, 4000020] \n", + "1 [10, 0, 600000, 0, -10, 4000020] \n", + "2 [10, 0, 600000, 0, -10, 4000020] \n", + "3 [10, 0, 600000, 0, -10, 4000020] \n", + "4 [10, 0, 600000, 0, -10, 4000020] \n", + "5 [10, 0, 600000, 0, -10, 4000020] \n", + "6 [10, 0, 600000, 0, -10, 4000020] \n", + "7 [10, 0, 600000, 0, -10, 4000020] \n", + "8 [10, 0, 600000, 0, -10, 4000020] \n", + "9 [10, 0, 600000, 0, -10, 4000020] \n", + "\n", + " raster:bands roles \\\n", + "0 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", + "1 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", + "2 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", + "3 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", + "4 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", + "5 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", + "6 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", + "7 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", + "8 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", + "9 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", + "\n", + " collection_id item_id \\\n", + "0 sentinel-2-l2a S2A_17SPV_20240909_0_L2A \n", + "1 sentinel-2-l2a S2A_17SPV_20240909_0_L2A \n", + "2 sentinel-2-l2a S2B_17SPV_20240825_0_L2A \n", + "3 sentinel-2-l2a S2B_17SPV_20240825_0_L2A \n", + "4 sentinel-2-l2a S2A_17SPV_20240731_0_L2A \n", + "5 sentinel-2-l2a S2A_17SPV_20240731_0_L2A \n", + "6 sentinel-2-l2a S2A_17SPV_20240611_0_L2A \n", + "7 sentinel-2-l2a S2A_17SPV_20240611_0_L2A \n", + "8 sentinel-2-l2a S2A_17SPV_20240522_0_L2A \n", + "9 sentinel-2-l2a S2A_17SPV_20240522_0_L2A \n", + "\n", + " file_name datetime \n", + "0 sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir 2024-09-09T16:13:25.358000Z \n", + "1 sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red 2024-09-09T16:13:25.358000Z \n", + "2 sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir 2024-08-25T16:13:26.986000Z \n", + "3 sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red 2024-08-25T16:13:26.986000Z \n", + "4 sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir 2024-07-31T16:13:28.790000Z \n", + "5 sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red 2024-07-31T16:13:28.790000Z \n", + "6 sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir 2024-06-11T16:13:32.315000Z \n", + "7 sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red 2024-06-11T16:13:32.315000Z \n", + "8 sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir 2024-05-22T16:13:25.575000Z \n", + "9 sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red 2024-05-22T16:13:25.575000Z " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#| label: tbl-items-assets\n", + "#| tbl-cap: Sentinel 2 Items Assets Metadata\n", + "#| echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "\n", + "assets_json = gs.parse_command(\n", + " \"t.stac.item\",\n", + " url=stac_url,\n", + " collection_id=\"sentinel-2-l2a\",\n", + " flags=\"a\",\n", + " datetime=\"2024-04-01/2024-09-30\",\n", + " asset_keys=\"red,nir\",\n", + " query=json.dumps(stac_query),\n", + " format=\"json\",\n", + ")\n", + "\n", + "df_items_assets = pd.json_normalize(assets_json, max_level=0)\n", + "display(df_items_assets.head(10))" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "f55e48ae", + "metadata": {}, + "outputs": [ { - "cell_type": "code", - "metadata": {}, - "source": [ - "display(assets_json)" - ], - "id": "a17183db", - "execution_count": null, - "outputs": [] - }, + "data": { + "text/plain": [ + "[{'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240909_0_L2A/B08.tif',\n", + " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", + " 'title': 'NIR 1 (band 8) - 10m',\n", + " 'eo:bands': [{'name': 'nir',\n", + " 'common_name': 'nir',\n", + " 'description': 'NIR 1 (band 8)',\n", + " 'center_wavelength': 0.842,\n", + " 'full_width_half_max': 0.145}],\n", + " 'gsd': 10,\n", + " 'proj:shape': [10980, 10980],\n", + " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", + " 'raster:bands': [{'nodata': 0,\n", + " 'data_type': 'uint16',\n", + " 'bits_per_sample': 15,\n", + " 'spatial_resolution': 10,\n", + " 'scale': 0.0001,\n", + " 'offset': -0.1}],\n", + " 'roles': ['data', 'reflectance'],\n", + " 'collection_id': 'sentinel-2-l2a',\n", + " 'item_id': 'S2A_17SPV_20240909_0_L2A',\n", + " 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir',\n", + " 'datetime': '2024-09-09T16:13:25.358000Z'},\n", + " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240909_0_L2A/B04.tif',\n", + " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", + " 'title': 'Red (band 4) - 10m',\n", + " 'eo:bands': [{'name': 'red',\n", + " 'common_name': 'red',\n", + " 'description': 'Red (band 4)',\n", + " 'center_wavelength': 0.665,\n", + " 'full_width_half_max': 0.038}],\n", + " 'gsd': 10,\n", + " 'proj:shape': [10980, 10980],\n", + " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", + " 'raster:bands': [{'nodata': 0,\n", + " 'data_type': 'uint16',\n", + " 'bits_per_sample': 15,\n", + " 'spatial_resolution': 10,\n", + " 'scale': 0.0001,\n", + " 'offset': -0.1}],\n", + " 'roles': ['data', 'reflectance'],\n", + " 'collection_id': 'sentinel-2-l2a',\n", + " 'item_id': 'S2A_17SPV_20240909_0_L2A',\n", + " 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red',\n", + " 'datetime': '2024-09-09T16:13:25.358000Z'},\n", + " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240825_0_L2A/B08.tif',\n", + " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", + " 'title': 'NIR 1 (band 8) - 10m',\n", + " 'eo:bands': [{'name': 'nir',\n", + " 'common_name': 'nir',\n", + " 'description': 'NIR 1 (band 8)',\n", + " 'center_wavelength': 0.842,\n", + " 'full_width_half_max': 0.145}],\n", + " 'gsd': 10,\n", + " 'proj:shape': [10980, 10980],\n", + " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", + " 'raster:bands': [{'nodata': 0,\n", + " 'data_type': 'uint16',\n", + " 'bits_per_sample': 15,\n", + " 'spatial_resolution': 10,\n", + " 'scale': 0.0001,\n", + " 'offset': -0.1}],\n", + " 'roles': ['data', 'reflectance'],\n", + " 'collection_id': 'sentinel-2-l2a',\n", + " 'item_id': 'S2B_17SPV_20240825_0_L2A',\n", + " 'file_name': 'sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir',\n", + " 'datetime': '2024-08-25T16:13:26.986000Z'},\n", + " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240825_0_L2A/B04.tif',\n", + " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", + " 'title': 'Red (band 4) - 10m',\n", + " 'eo:bands': [{'name': 'red',\n", + " 'common_name': 'red',\n", + " 'description': 'Red (band 4)',\n", + " 'center_wavelength': 0.665,\n", + " 'full_width_half_max': 0.038}],\n", + " 'gsd': 10,\n", + " 'proj:shape': [10980, 10980],\n", + " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", + " 'raster:bands': [{'nodata': 0,\n", + " 'data_type': 'uint16',\n", + " 'bits_per_sample': 15,\n", + " 'spatial_resolution': 10,\n", + " 'scale': 0.0001,\n", + " 'offset': -0.1}],\n", + " 'roles': ['data', 'reflectance'],\n", + " 'collection_id': 'sentinel-2-l2a',\n", + " 'item_id': 'S2B_17SPV_20240825_0_L2A',\n", + " 'file_name': 'sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red',\n", + " 'datetime': '2024-08-25T16:13:26.986000Z'},\n", + " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240731_0_L2A/B08.tif',\n", + " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", + " 'title': 'NIR 1 (band 8) - 10m',\n", + " 'eo:bands': [{'name': 'nir',\n", + " 'common_name': 'nir',\n", + " 'description': 'NIR 1 (band 8)',\n", + " 'center_wavelength': 0.842,\n", + " 'full_width_half_max': 0.145}],\n", + " 'gsd': 10,\n", + " 'proj:shape': [10980, 10980],\n", + " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", + " 'raster:bands': [{'nodata': 0,\n", + " 'data_type': 'uint16',\n", + " 'bits_per_sample': 15,\n", + " 'spatial_resolution': 10,\n", + " 'scale': 0.0001,\n", + " 'offset': -0.1}],\n", + " 'roles': ['data', 'reflectance'],\n", + " 'collection_id': 'sentinel-2-l2a',\n", + " 'item_id': 'S2A_17SPV_20240731_0_L2A',\n", + " 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir',\n", + " 'datetime': '2024-07-31T16:13:28.790000Z'},\n", + " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240731_0_L2A/B04.tif',\n", + " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", + " 'title': 'Red (band 4) - 10m',\n", + " 'eo:bands': [{'name': 'red',\n", + " 'common_name': 'red',\n", + " 'description': 'Red (band 4)',\n", + " 'center_wavelength': 0.665,\n", + " 'full_width_half_max': 0.038}],\n", + " 'gsd': 10,\n", + " 'proj:shape': [10980, 10980],\n", + " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", + " 'raster:bands': [{'nodata': 0,\n", + " 'data_type': 'uint16',\n", + " 'bits_per_sample': 15,\n", + " 'spatial_resolution': 10,\n", + " 'scale': 0.0001,\n", + " 'offset': -0.1}],\n", + " 'roles': ['data', 'reflectance'],\n", + " 'collection_id': 'sentinel-2-l2a',\n", + " 'item_id': 'S2A_17SPV_20240731_0_L2A',\n", + " 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red',\n", + " 'datetime': '2024-07-31T16:13:28.790000Z'},\n", + " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240611_0_L2A/B08.tif',\n", + " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", + " 'title': 'NIR 1 (band 8) - 10m',\n", + " 'eo:bands': [{'name': 'nir',\n", + " 'common_name': 'nir',\n", + " 'description': 'NIR 1 (band 8)',\n", + " 'center_wavelength': 0.842,\n", + " 'full_width_half_max': 0.145}],\n", + " 'gsd': 10,\n", + " 'proj:shape': [10980, 10980],\n", + " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", + " 'raster:bands': [{'nodata': 0,\n", + " 'data_type': 'uint16',\n", + " 'bits_per_sample': 15,\n", + " 'spatial_resolution': 10,\n", + " 'scale': 0.0001,\n", + " 'offset': -0.1}],\n", + " 'roles': ['data', 'reflectance'],\n", + " 'collection_id': 'sentinel-2-l2a',\n", + " 'item_id': 'S2A_17SPV_20240611_0_L2A',\n", + " 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir',\n", + " 'datetime': '2024-06-11T16:13:32.315000Z'},\n", + " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240611_0_L2A/B04.tif',\n", + " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", + " 'title': 'Red (band 4) - 10m',\n", + " 'eo:bands': [{'name': 'red',\n", + " 'common_name': 'red',\n", + " 'description': 'Red (band 4)',\n", + " 'center_wavelength': 0.665,\n", + " 'full_width_half_max': 0.038}],\n", + " 'gsd': 10,\n", + " 'proj:shape': [10980, 10980],\n", + " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", + " 'raster:bands': [{'nodata': 0,\n", + " 'data_type': 'uint16',\n", + " 'bits_per_sample': 15,\n", + " 'spatial_resolution': 10,\n", + " 'scale': 0.0001,\n", + " 'offset': -0.1}],\n", + " 'roles': ['data', 'reflectance'],\n", + " 'collection_id': 'sentinel-2-l2a',\n", + " 'item_id': 'S2A_17SPV_20240611_0_L2A',\n", + " 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red',\n", + " 'datetime': '2024-06-11T16:13:32.315000Z'},\n", + " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240522_0_L2A/B08.tif',\n", + " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", + " 'title': 'NIR 1 (band 8) - 10m',\n", + " 'eo:bands': [{'name': 'nir',\n", + " 'common_name': 'nir',\n", + " 'description': 'NIR 1 (band 8)',\n", + " 'center_wavelength': 0.842,\n", + " 'full_width_half_max': 0.145}],\n", + " 'gsd': 10,\n", + " 'proj:shape': [10980, 10980],\n", + " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", + " 'raster:bands': [{'nodata': 0,\n", + " 'data_type': 'uint16',\n", + " 'bits_per_sample': 15,\n", + " 'spatial_resolution': 10,\n", + " 'scale': 0.0001,\n", + " 'offset': -0.1}],\n", + " 'roles': ['data', 'reflectance'],\n", + " 'collection_id': 'sentinel-2-l2a',\n", + " 'item_id': 'S2A_17SPV_20240522_0_L2A',\n", + " 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir',\n", + " 'datetime': '2024-05-22T16:13:25.575000Z'},\n", + " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240522_0_L2A/B04.tif',\n", + " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", + " 'title': 'Red (band 4) - 10m',\n", + " 'eo:bands': [{'name': 'red',\n", + " 'common_name': 'red',\n", + " 'description': 'Red (band 4)',\n", + " 'center_wavelength': 0.665,\n", + " 'full_width_half_max': 0.038}],\n", + " 'gsd': 10,\n", + " 'proj:shape': [10980, 10980],\n", + " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", + " 'raster:bands': [{'nodata': 0,\n", + " 'data_type': 'uint16',\n", + " 'bits_per_sample': 15,\n", + " 'spatial_resolution': 10,\n", + " 'scale': 0.0001,\n", + " 'offset': -0.1}],\n", + " 'roles': ['data', 'reflectance'],\n", + " 'collection_id': 'sentinel-2-l2a',\n", + " 'item_id': 'S2A_17SPV_20240522_0_L2A',\n", + " 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red',\n", + " 'datetime': '2024-05-22T16:13:25.575000Z'},\n", + " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240502_0_L2A/B08.tif',\n", + " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", + " 'title': 'NIR 1 (band 8) - 10m',\n", + " 'eo:bands': [{'name': 'nir',\n", + " 'common_name': 'nir',\n", + " 'description': 'NIR 1 (band 8)',\n", + " 'center_wavelength': 0.842,\n", + " 'full_width_half_max': 0.145}],\n", + " 'gsd': 10,\n", + " 'proj:shape': [10980, 10980],\n", + " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", + " 'raster:bands': [{'nodata': 0,\n", + " 'data_type': 'uint16',\n", + " 'bits_per_sample': 15,\n", + " 'spatial_resolution': 10,\n", + " 'scale': 0.0001,\n", + " 'offset': -0.1}],\n", + " 'roles': ['data', 'reflectance'],\n", + " 'collection_id': 'sentinel-2-l2a',\n", + " 'item_id': 'S2A_17SPV_20240502_0_L2A',\n", + " 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.nir',\n", + " 'datetime': '2024-05-02T16:13:29.052000Z'},\n", + " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240502_0_L2A/B04.tif',\n", + " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", + " 'title': 'Red (band 4) - 10m',\n", + " 'eo:bands': [{'name': 'red',\n", + " 'common_name': 'red',\n", + " 'description': 'Red (band 4)',\n", + " 'center_wavelength': 0.665,\n", + " 'full_width_half_max': 0.038}],\n", + " 'gsd': 10,\n", + " 'proj:shape': [10980, 10980],\n", + " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", + " 'raster:bands': [{'nodata': 0,\n", + " 'data_type': 'uint16',\n", + " 'bits_per_sample': 15,\n", + " 'spatial_resolution': 10,\n", + " 'scale': 0.0001,\n", + " 'offset': -0.1}],\n", + " 'roles': ['data', 'reflectance'],\n", + " 'collection_id': 'sentinel-2-l2a',\n", + " 'item_id': 'S2A_17SPV_20240502_0_L2A',\n", + " 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.red',\n", + " 'datetime': '2024-05-02T16:13:29.052000Z'},\n", + " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240407_0_L2A/B08.tif',\n", + " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", + " 'title': 'NIR 1 (band 8) - 10m',\n", + " 'eo:bands': [{'name': 'nir',\n", + " 'common_name': 'nir',\n", + " 'description': 'NIR 1 (band 8)',\n", + " 'center_wavelength': 0.842,\n", + " 'full_width_half_max': 0.145}],\n", + " 'gsd': 10,\n", + " 'proj:shape': [10980, 10980],\n", + " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", + " 'raster:bands': [{'nodata': 0,\n", + " 'data_type': 'uint16',\n", + " 'bits_per_sample': 15,\n", + " 'spatial_resolution': 10,\n", + " 'scale': 0.0001,\n", + " 'offset': -0.1}],\n", + " 'roles': ['data', 'reflectance'],\n", + " 'collection_id': 'sentinel-2-l2a',\n", + " 'item_id': 'S2B_17SPV_20240407_0_L2A',\n", + " 'file_name': 'sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.nir',\n", + " 'datetime': '2024-04-07T16:13:25.177000Z'},\n", + " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240407_0_L2A/B04.tif',\n", + " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", + " 'title': 'Red (band 4) - 10m',\n", + " 'eo:bands': [{'name': 'red',\n", + " 'common_name': 'red',\n", + " 'description': 'Red (band 4)',\n", + " 'center_wavelength': 0.665,\n", + " 'full_width_half_max': 0.038}],\n", + " 'gsd': 10,\n", + " 'proj:shape': [10980, 10980],\n", + " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", + " 'raster:bands': [{'nodata': 0,\n", + " 'data_type': 'uint16',\n", + " 'bits_per_sample': 15,\n", + " 'spatial_resolution': 10,\n", + " 'scale': 0.0001,\n", + " 'offset': -0.1}],\n", + " 'roles': ['data', 'reflectance'],\n", + " 'collection_id': 'sentinel-2-l2a',\n", + " 'item_id': 'S2B_17SPV_20240407_0_L2A',\n", + " 'file_name': 'sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.red',\n", + " 'datetime': '2024-04-07T16:13:25.177000Z'}]" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "display(assets_json)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "ff276c9b", + "metadata": {}, + "outputs": [ { - "cell_type": "code", - "metadata": {}, - "source": [ - "# | echo: false\n", - "# | eval: true\n", - "# | include: true\n", - "# | output: true\n", - "\n", - "num_assets = len(assets_json)\n", - "# Can't use inline python with using Jupyter cache\n", - "print(f\"There are {num_assets} Sentinel 2 assets found in our computational region.\")" - ], - "id": "4a3b2a56", - "execution_count": null, - "outputs": [] - }, + "name": "stdout", + "output_type": "stream", + "text": [ + "There are 14 Sentinel 2 assets found in our computational region.\n" + ] + } + ], + "source": [ + "# | echo: false\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "\n", + "num_assets = len(assets_json)\n", + "# Can't use inline python with using Jupyter cache\n", + "print(f\"There are {num_assets} Sentinel 2 assets found in our computational region.\")" + ] + }, + { + "cell_type": "markdown", + "id": "bff44b69", + "metadata": {}, + "source": [ + "#### EO Parameters\n", + "\n", + "#### EO Parameters\n", + "\n", + "STAC item properties expose a number of Earth Observation (EO) parameters that are useful for filtering and selecting scenes. Common properties you will see in Sentinel-2 and other EO STAC records include:\n", + "\n", + "- `datetime` — acquisition time (ISO 8601)\n", + "- `eo:cloud_cover` — percent cloud cover (0–100)\n", + "- `eo:gsd` — ground sample distance / native resolution (meters)\n", + "- `view:sun_azimuth`, `view:sun_elevation` — sun geometry\n", + "- `proj:epsg` — EPSG code (when the projection extension is present)\n", + "- collection / platform / instrument fields — identify sensor and mission\n", + "\n", + "How to use them:\n", + "- Use the `datetime` argument on t.stac.item to constrain time ranges (e.g. `2024-04-01/2024-09-30`).\n", + "- Use the `query` argument to pass a JSON object of property filters. Comparison operators follow the STAC filtering convention (e.g. `lt`, `lte`, `gt`, `gte`).\n", + "\n", + "Example query (Python):\n", + "stac_query = {\"eo:cloud_cover\": {\"lt\": 10}, \"eo:gsd\": {\"lte\": 10}, \"view:sun_elevation\": {\"gte\": 30}}\n", + "\n", + "Pass this to t.stac.item (serialize with json.dumps) to fetch only low-cloud, high-sun-elevation, high-resolution items. Combine `asset_keys` to limit returned assets (e.g. `asset_keys=\"red,nir\"`), and use flags (`-a`, `-m`, `-i`) to control output detail (assets, metadata, item list).\n", + "\n", + "Tip: Always inspect a few returned items (`format=\"json\"` or flags=\"m\" / flags=\"a\"`) to see the exact property names used by the catalog you query — naming can vary between providers and extension support.\n", + "\n", + "### Create Metadata Vector" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "assets-metadata-vector", + "metadata": {}, + "outputs": [ { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### EO Parameters\n", - "\n", - "### Create Metadata Vector" + "data": { + "text/html": [ + "
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        hreftypetitleeo:bandsgsdproj:shapeproj:transformraster:bandsrolescollection_iditem_idfile_namedatetime
        0https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir2024-09-09T16:13:25.358000Z
        1https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red2024-09-09T16:13:25.358000Z
        2https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir2024-08-25T16:13:26.986000Z
        3https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red2024-08-25T16:13:26.986000Z
        4https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240731_0_L2Asentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir2024-07-31T16:13:28.790000Z
        \n", + "
        " ], - "id": "fba0dae1" - }, + "text/plain": [ + " href \\\n", + "0 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", + "1 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", + "2 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", + "3 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", + "4 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", + "\n", + " type title \\\n", + "0 image/tiff; application=geotiff; profile=cloud... NIR 1 (band 8) - 10m \n", + "1 image/tiff; application=geotiff; profile=cloud... Red (band 4) - 10m \n", + "2 image/tiff; application=geotiff; profile=cloud... NIR 1 (band 8) - 10m \n", + "3 image/tiff; application=geotiff; profile=cloud... Red (band 4) - 10m \n", + "4 image/tiff; application=geotiff; profile=cloud... NIR 1 (band 8) - 10m \n", + "\n", + " eo:bands gsd proj:shape \\\n", + "0 [{'name': 'nir', 'common_name': 'nir', 'descri... 10 [10980, 10980] \n", + "1 [{'name': 'red', 'common_name': 'red', 'descri... 10 [10980, 10980] \n", + "2 [{'name': 'nir', 'common_name': 'nir', 'descri... 10 [10980, 10980] \n", + "3 [{'name': 'red', 'common_name': 'red', 'descri... 10 [10980, 10980] \n", + "4 [{'name': 'nir', 'common_name': 'nir', 'descri... 10 [10980, 10980] \n", + "\n", + " proj:transform \\\n", + "0 [10, 0, 600000, 0, -10, 4000020] \n", + "1 [10, 0, 600000, 0, -10, 4000020] \n", + "2 [10, 0, 600000, 0, -10, 4000020] \n", + "3 [10, 0, 600000, 0, -10, 4000020] \n", + "4 [10, 0, 600000, 0, -10, 4000020] \n", + "\n", + " raster:bands roles \\\n", + "0 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", + "1 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", + "2 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", + "3 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", + "4 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", + "\n", + " collection_id item_id \\\n", + "0 sentinel-2-l2a S2A_17SPV_20240909_0_L2A \n", + "1 sentinel-2-l2a S2A_17SPV_20240909_0_L2A \n", + "2 sentinel-2-l2a S2B_17SPV_20240825_0_L2A \n", + "3 sentinel-2-l2a S2B_17SPV_20240825_0_L2A \n", + "4 sentinel-2-l2a S2A_17SPV_20240731_0_L2A \n", + "\n", + " file_name datetime \n", + "0 sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir 2024-09-09T16:13:25.358000Z \n", + "1 sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red 2024-09-09T16:13:25.358000Z \n", + "2 sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir 2024-08-25T16:13:26.986000Z \n", + "3 sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red 2024-08-25T16:13:26.986000Z \n", + "4 sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir 2024-07-31T16:13:28.790000Z " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#| label: assets-metadata-vector\n", + "#| tbl-cap: Sentinel 2 Items Assets Metadata\n", + "#| echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "\n", + "stac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n", + "\n", + "assets_json = gs.parse_command(\n", + " \"t.stac.item\",\n", + " url=stac_url,\n", + " collection_id=\"sentinel-2-l2a\",\n", + " flags=\"a\",\n", + " datetime=\"2024-04-01/2024-09-30\",\n", + " asset_keys=\"red,nir\",\n", + " query=json.dumps(stac_query),\n", + " items_vector=\"sentinel_2_items\",\n", + " format=\"json\",\n", + ")\n", + "\n", + "\n", + "df_items_assets = pd.json_normalize(assets_json, max_level=0)\n", + "display(df_items_assets.head(5))" + ] + }, + { + "cell_type": "markdown", + "id": "571d3fc4", + "metadata": {}, + "source": [ + "#### View the items with iPyleaflet\n", + "\n", + "View STAC items with ipyleaflet (install with `pip install ipyleaflet` if needed) from ipyleaflet use `gj.Interactive` and add the sentinel_2_items bounding boxes." + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "a7a46431", + "metadata": {}, + "outputs": [ { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: assets-metadata-vector\n", - "#| tbl-cap: Sentinel 2 Items Assets Metadata\n", - "#| echo: true\n", - "#| eval: true\n", - "#| include: true\n", - "#| output: true\n", - "\n", - "stac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n", - "\n", - "assets_json = gs.parse_command(\n", - " \"t.stac.item\",\n", - " url=stac_url,\n", - " collection_id=\"sentinel-2-l2a\",\n", - " flags=\"a\",\n", - " datetime=\"2024-04-01/2024-09-30\",\n", - " asset_keys=\"red,nir\",\n", - " query=json.dumps(stac_query),\n", - " items_vector=\"sentinel_2_items\",\n", - " format=\"json\",\n", - ")\n", - "\n", - "\n", - "df_items_assets = pd.json_normalize(assets_json, max_level=0)\n", - "display(df_items_assets.head(5))" - ], - "id": "assets-metadata-vector", - "execution_count": null, - "outputs": [] - }, + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "f02b4cb8c0844c3f92d26fc94b8b5bd9", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Map(center=[0.0, 0.0], controls=(ZoomControl(options=['position', 'zoom_in_text', 'zoom_in_title', 'zoom_out_t…" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# | echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "import random\n", + "\n", + "m = gj.InteractiveMap(use_region=False)\n", + "m.add_vector(\n", + " \"sentinel_2_items\",\n", + " style={\"opacity\": 1, \"dashArray\": \"9\", \"fillOpacity\": 0.1, \"weight\": 1},\n", + " hover_style={\"color\": \"white\", \"dashArray\": \"0\", \"fillOpacity\": 0.5},\n", + " style_callback=lambda f: {\n", + " \"color\": \"black\",\n", + " \"fillColor\": random.choice([\"red\", \"yellow\", \"green\", \"orange\"]),\n", + " }\n", + ")\n", + "display(m.show())" + ] + }, + { + "cell_type": "markdown", + "id": "0e43db9c", + "metadata": {}, + "source": [ + "### Download and Import Rasters\n", + "\n", + "### Register STRDS\n", + "\n", + "::: {.panel-tabset}\n", + "\n", + "## Python" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "tbl-collection-items-assets", + "metadata": {}, + "outputs": [], + "source": [ + "#| label: tbl-collection-items-assets\n", + "#| tbl-cap: Sentinel 2 Items Assets Metadata\n", + "#| echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "\n", + "import grass.script as gs\n", + "import grass.jupyter as gj\n", + "stac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n", + "\n", + "items_assets_json = gs.parse_command(\n", + " \"t.stac.item\",\n", + " url=stac_url,\n", + " collection_id=\"sentinel-2-l2a\",\n", + " datetime=\"2024-04-01/2024-09-30\",\n", + " asset_keys=\"red,nir\",\n", + " format=\"json\",\n", + " query=json.dumps(stac_query)\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "9d78fde4", + "metadata": {}, + "source": [ + "## Terminal" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "tbl-collection-items-assets-terminal", + "metadata": {}, + "outputs": [ { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### View the items with iPyleaflet" - ], - "id": "bf8be7fc" + "name": "stdout", + "output_type": "stream", + "text": [ + "Selected PROJ pipeline:\r\n", + "+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n", + "+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n", + "+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n", + "+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n", + "************************\r\n" + ] }, { - "cell_type": "code", - "metadata": {}, - "source": [ - "# | echo: true\n", - "# | eval: true\n", - "# | include: true\n", - "# | output: true\n", - "import random\n", - "\n", - "m = gj.InteractiveMap(use_region=False)\n", - "m.add_vector(\n", - " \"sentinel_2_items\",\n", - " style={\"opacity\": 1, \"dashArray\": \"9\", \"fillOpacity\": 0.1, \"weight\": 1},\n", - " hover_style={\"color\": \"white\", \"dashArray\": \"0\", \"fillOpacity\": 0.5},\n", - " style_callback=lambda f: {\n", - " \"color\": \"black\",\n", - " \"fillColor\": random.choice([\"red\", \"yellow\", \"green\", \"orange\"]),\n", - " }\n", - ")\n", - "display(m.show())" - ], - "id": "189a5d8b", - "execution_count": null, - "outputs": [] + "name": "stdout", + "output_type": "stream", + "text": [ + "Search Matched: 7 items\r\n" + ] }, { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Download and Import Rasters\n", - "\n", - "### Register STRDS\n", - "\n", - "::: {.panel-tabset}\n", - "\n", - "## Python" - ], - "id": "f0aaae01" - }, + "name": "stdout", + "output_type": "stream", + "text": [ + "{\"count\": 14, \"bytes\": 3303941772}\r\n" + ] + } + ], + "source": [ + "#| label: tbl-collection-items-assets-terminal\n", + "#| tbl-cap: Sentinel 2 Items Assets Metadata\n", + "#| echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "!t.stac.item url=\"https://earth-search.aws.element84.com/v1/\" collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" asset_keys=\"red,nir\" format=\"json\" query='{\"eo:cloud_cover\": {\"lt\": 10}}'" + ] + }, + { + "cell_type": "markdown", + "id": "700af01c", + "metadata": {}, + "source": [ + ":::" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "download-estimate", + "metadata": {}, + "outputs": [ { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: tbl-collection-items-assets\n", - "#| tbl-cap: Sentinel 2 Items Assets Metadata\n", - "#| echo: true\n", - "#| eval: true\n", - "#| include: true\n", - "#| output: true\n", - "\n", - "import grass.script as gs\n", - "import grass.jupyter as gj\n", - "stac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n", - "\n", - "items_assets_json = gs.parse_command(\n", - " \"t.stac.item\",\n", - " url=stac_url,\n", - " collection_id=\"sentinel-2-l2a\",\n", - " datetime=\"2024-04-01/2024-09-30\",\n", - " asset_keys=\"red,nir\",\n", - " format=\"json\",\n", - " query=json.dumps(stac_query)\n", - ")" - ], - "id": "tbl-collection-items-assets", - "execution_count": null, - "outputs": [] - }, + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Download Estimate\n", + "\n", + "Files: 14\n", + "Total Download Size: 3.30 GB\n", + "\n" + ] + } + ], + "source": [ + "#| label: download-estimate\n", + "#| echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "\n", + "print(f\"\"\"\n", + "Download Estimate\n", + " \n", + "Files: {items_assets_json[\"count\"]}\n", + "Total Download Size: {items_assets_json[\"bytes\"] / 1e9:.2f} GB\n", + "\"\"\")" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "tbl-collection-items-assets-strds", + "metadata": {}, + "outputs": [ { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Terminal" - ], - "id": "392d01c1" - }, + "name": "stdout", + "output_type": "stream", + "text": [ + "{\"count\": 28, \"bytes\": 6326320535}\n" + ] + } + ], + "source": [ + "#| label: tbl-collection-items-assets-strds\n", + "#| tbl-cap: Sentinel 2 Items Assets Metadata\n", + "#| echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "stac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n", + "\n", + "gs.run_command(\n", + " \"t.stac.item\",\n", + " url=stac_url,\n", + " collection_id=\"sentinel-2-l2a\",\n", + " datetime=\"2024-04-01/2024-09-30\",\n", + " asset_keys=\"red,green,blue,nir\",\n", + " query=json.dumps(stac_query),\n", + " strds_output=\"outputs/s2_red_nir.txt\",\n", + " format=\"json\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "0d1baf80", + "metadata": {}, + "outputs": [ { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: tbl-collection-items-assets-terminal\n", - "#| tbl-cap: Sentinel 2 Items Assets Metadata\n", - "#| echo: true\n", - "#| eval: true\n", - "#| include: true\n", - "#| output: true\n", - "!t.stac.item url=\"https://earth-search.aws.element84.com/v1/\" collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" asset_keys=\"red,nir\" format=\"json\" query='{\"eo:cloud_cover\": {\"lt\": 10}}'" - ], - "id": "tbl-collection-items-assets-terminal", - "execution_count": null, - "outputs": [] - }, + "name": "stdout", + "output_type": "stream", + "text": [ + "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir|2024-09-09 16:13:25|nir\n", + "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red|2024-09-09 16:13:25|red\n", + "sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir|2024-08-25 16:13:26|nir\n", + "sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red|2024-08-25 16:13:26|red\n", + "sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir|2024-07-31 16:13:28|nir\n", + "sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red|2024-07-31 16:13:28|red\n", + "sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir|2024-06-11 16:13:32|nir\n", + "sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red|2024-06-11 16:13:32|red\n", + "sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir|2024-05-22 16:13:25|nir\n", + "sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red|2024-05-22 16:13:25|red\n", + "sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.nir|2024-05-02 16:13:29|nir\n", + "sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.red|2024-05-02 16:13:29|red\n", + "sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.nir|2024-04-07 16:13:25|nir\n", + "sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.red|2024-04-07 16:13:25|red\n", + "\n" + ] + } + ], + "source": [ + "print(Path(\"outputs/s2_red.txt\").read_text())" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "beb53d6d", + "metadata": {}, + "outputs": [ { - "cell_type": "markdown", - "metadata": {}, - "source": [ - ":::" - ], - "id": "edb5f35f" - }, + "name": "stdout", + "output_type": "stream", + "text": [ + "Start Date: 2024-04-07T16:13:25.177000Z\n", + "End Date: 2024-09-09T16:13:25.358000Z\n" + ] + } + ], + "source": [ + "startdate = df_items_assets[\"datetime\"].min()\n", + "enddate = df_items_assets[\"datetime\"].max()\n", + "print(f\"Start Date: {startdate}\\nEnd Date: {enddate}\")" + ] + }, + { + "cell_type": "markdown", + "id": "99fb5149", + "metadata": {}, + "source": [ + "Create STRDS (spatio-temporal raster dataset) to manage the Sentiel data you want to analyze with GRASS." + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "create-strds", + "metadata": {}, + "outputs": [], + "source": [ + "#| label: create-strds\n", + "#| echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "\n", + "# Create the space time dataset\n", + "gs.run_command(\n", + " \"t.create\",\n", + " output=\"sentinel_2\",\n", + " type=\"strds\",\n", + " temporaltype=\"absolute\",\n", + " title=\"Sentinel 2 Red/NIR Bands\",\n", + " description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\",\n", + " overwrite=True,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "2bad6209", + "metadata": {}, + "source": [ + "Download the data" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "download-assets", + "metadata": {}, + "outputs": [], + "source": [ + "#| label: download-assets\n", + "#| echo: true\n", + "#| eval: false\n", + "#| include: true\n", + "#| output: true\n", + "\n", + "gs.run_command(\n", + " \"t.stac.item\",\n", + " url=stac_url,\n", + " collection_id=\"sentinel-2-l2a\",\n", + " datetime=\"2024-04-01/2024-09-30\",\n", + " asset_keys=\"red,green,blue,nir\",\n", + " query=json.dumps(stac_query),\n", + " strds_output=\"outputs/s2_rgbn.txt\",\n", + " format=\"json\",\n", + " method=\"nearest\",\n", + " resolution=\"value\",\n", + " resolution_value=\"10\",\n", + " extent=\"region\",\n", + " nprocs=1,\n", + " # memory=1024 * 7,\n", + " flags=\"d\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "download-assets-new", + "metadata": {}, + "outputs": [], + "source": [ + "#| label: download-assets-new\n", + "#| echo: false\n", + "#| eval: false\n", + "#| include: false\n", + "#| output: false\n", + "\n", + "stacit_url = f\"STACIT:\\\"{stac_url}\\\"\"\n", + "gs.run_command(\n", + " \"r.import\",\n", + " url=stac_url,\n", + " collection_id=\"sentinel-2-l2a\",\n", + " datetime=\"2024-04-01/2024-09-30\",\n", + " asset_keys=\"red,green,blue,nir\",\n", + " query=json.dumps(stac_query),\n", + " strds_output=\"outputs/s2_rgbn.txt\",\n", + " format=\"json\",\n", + " method=\"nearest\",\n", + " resolution=\"value\",\n", + " resolution_value=\"10\",\n", + " extent=\"region\",\n", + " nprocs=1,\n", + " # memory=1024 * 7,\n", + " flags=\"d\",\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "41f164e6", + "metadata": {}, + "source": [ + "Register the data" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "register-strds", + "metadata": {}, + "outputs": [], + "source": [ + "#| label: register-strds\n", + "#| echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "\n", + "# Register the output maps into a space time dataset\n", + "gs.run_command(\n", + " \"t.register\", input=\"sentinel_2\", file=\"outputs/s2_rgbn.txt\", type=\"raster\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "1f2141fe", + "metadata": {}, + "outputs": [ { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: download-estimate\n", - "#| echo: true\n", - "#| eval: true\n", - "#| include: true\n", - "#| output: true\n", - "\n", - "print(f\"\"\"\n", - "Download Estimate\n", - " \n", - "Files: {items_assets_json[\"count\"]}\n", - "Total Download Size: {items_assets_json[\"bytes\"] / 1e9:.2f} GB\n", - "\"\"\")" - ], - "id": "download-estimate", - "execution_count": null, - "outputs": [] - }, + "name": "stdout", + "output_type": "stream", + "text": [ + " +-------------------- Space Time Raster Dataset -----------------------------+\n", + " | |\n", + " +-------------------- Basic information -------------------------------------+\n", + " | Id: ........................ sentinel_2@PERMANENT\n", + " | Name: ...................... sentinel_2\n", + " | Mapset: .................... PERMANENT\n", + " | Creator: ................... coreywhite\n", + " | Temporal type: ............. absolute\n", + " | Creation time: ............. 2026-01-25 18:32:02\n", + " | Modification time:.......... 2026-01-25 18:32:04\n", + " | Semantic type:.............. mean\n", + " +-------------------- Absolute time -----------------------------------------+\n", + " | Start time:................. 2024-04-07 16:13:25\n", + " | End time:................... 2024-09-09 16:13:25\n", + " | Granularity:................ 1 second\n", + " | Temporal type of maps:...... point\n", + " +-------------------- Spatial extent ----------------------------------------+\n", + " | North:...................... 236690.0\n", + " | South:...................... 210390.0\n", + " | East:.. .................... 616050.0\n", + " | West:....................... 598920.0\n", + " | Top:........................ 0.0\n", + " | Bottom:..................... 0.0\n", + " +-------------------- Metadata information ----------------------------------+\n", + " | Raster register table:...... raster_map_register_6692de0a4fa84058a73748f96394d79c\n", + " | North-South resolution min:. 10.0\n", + " | North-South resolution max:. 10.0\n", + " | East-west resolution min:... 10.0\n", + " | East-west resolution max:... 10.0\n", + " | Minimum value min:.......... 1.0\n", + " | Minimum value max:.......... 147.0\n", + " | Maximum value min:.......... 8128.0\n", + " | Maximum value max:.......... 18216.0\n", + " | Aggregation type:........... None\n", + " | Number of semantic labels:.. 4\n", + " | Semantic labels:............ blue,green,nir,red\n", + " | Number of registered maps:.. 28\n", + " |\n", + " | Title:\n", + " | Sentinel 2 Red/NIR Bands\n", + " | Description:\n", + " | Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\n", + " | Command history:\n", + " | # 2026-01-25 18:32:02 \n", + " | t.create --o output=\"sentinel_2\" type=\"strds\"\n", + " | temporaltype=\"absolute\" title=\"Sentinel 2 Red/NIR Bands\"\n", + " | description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\"\n", + " | # 2026-01-25 18:32:04 \n", + " | t.register input=\"sentinel_2\"\n", + " | file=\"outputs/s2_rgbn.txt\" type=\"raster\"\n", + " | \n", + " +----------------------------------------------------------------------------+\n" + ] + } + ], + "source": [ + "gs.run_command(\"t.info\", type=\"strds\", input=\"sentinel_2\")" + ] + }, + { + "cell_type": "markdown", + "id": "48589759", + "metadata": {}, + "source": [ + "Now let's view a RGB composite of one of our tiles" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "234cde17", + "metadata": {}, + "outputs": [ { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: tbl-collection-items-assets-strds\n", - "#| tbl-cap: Sentinel 2 Items Assets Metadata\n", - "#| echo: true\n", - "#| eval: false\n", - "#| include: true\n", - "#| output: true\n", - "stac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n", - "\n", - "collection_items_assets_json = gs.parse_command(\n", - " \"t.stac.item\",\n", - " url=stac_url,\n", - " collection_id=\"sentinel-2-l2a\",\n", - " datetime=\"2024-04-01/2024-09-30\",\n", - " asset_keys=\"red,green,blue,nir\",\n", - " query=json.dumps(stac_query),\n", - " strds_output=\"outputs/s2_red_nir.txt\",\n", - " format=\"json\",\n", - ")" - ], - "id": "tbl-collection-items-assets-strds", - "execution_count": null, - "outputs": [] - }, + "name": "stdout", + "output_type": "stream", + "text": [ + "Max value: 8400\n" + ] + } + ], + "source": [ + "s2_rgb_maps = [\n", + " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red\",\n", + " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue\",\n", + " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green\",\n", + "]\n", + "\n", + "s2_json = gs.parse_command(\n", + " \"r.univar\",\n", + " map=s2_rgb_maps,\n", + " format=\"json\",\n", + ")\n", + "print(f\"Max value: {s2_json['max']}\")\n", + "# gs.run_command(\"g.extension\", extension=\"i.histo.match\")\n", + "gs.run_command(\n", + " \"i.histo.match\",\n", + " input=s2_rgb_maps,\n", + " suffix=\"255\",\n", + " max=18000, # s2_json[\"max\"],\n", + " output=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A\",\n", + ")\n", + "gs.run_command(\n", + " \"r.colors\",\n", + " map=[\n", + " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n", + " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n", + " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n", + " ],\n", + " color=\"grey\",\n", + ")\n", + "\n", + "gs.run_command(\n", + " \"i.colors.enhance\",\n", + " r=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n", + " b=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n", + " g=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\"\n", + ")\n" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "display-composite", + "metadata": {}, + "outputs": [ { - "cell_type": "code", - "metadata": {}, - "source": [ - "print(Path(\"outputs/s2_red.txt\").read_text())" - ], - "id": "6fb0400a", - "execution_count": null, - "outputs": [] + "name": "stdout", + "output_type": "stream", + "text": [ + "Max value: 8400\n" + ] }, { - "cell_type": "code", - "metadata": {}, - "source": [ - "startdate = df_items_assets[\"datetime\"].min()\n", - "enddate = df_items_assets[\"datetime\"].max()\n", - "print(f\"Start Date: {startdate}\\nEnd Date: {enddate}\")" - ], - "id": "29cdd670", - "execution_count": null, - "outputs": [] - }, + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#| label: display-composite\n", + "#| echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "\n", + "s2_rgb_maps = [\n", + " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red\",\n", + " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue\",\n", + " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green\",\n", + "]\n", + "\n", + "s2_json = gs.parse_command(\n", + " \"r.univar\",\n", + " map=s2_rgb_maps,\n", + " format=\"json\",\n", + ")\n", + "print(f\"Max value: {s2_json['max']}\")\n", + "# gs.run_command(\"g.extension\", extension=\"i.histo.match\")\n", + "gs.run_command(\n", + " \"i.histo.match\",\n", + " input=s2_rgb_maps,\n", + " suffix=\"255\",\n", + " max=s2_json[\"max\"],\n", + " output=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A\",\n", + ")\n", + "gs.run_command(\n", + " \"r.colors\",\n", + " map=[\n", + " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n", + " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n", + " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n", + " ],\n", + " color=\"grey\",\n", + ")\n", + "\n", + "gs.run_command(\n", + " \"i.colors.enhance\",\n", + " r=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n", + " b=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n", + " g=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n", + ")\n", + "\n", + "m = gj.Map(use_region=True, filename=\"images/sentinel2_rgb.png\")\n", + "m.d_rgb(\n", + " red=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n", + " blue=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n", + " green=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n", + ")\n", + "m.d_barscale()\n", + "m.show()" + ] + }, + { + "cell_type": "markdown", + "id": "be437d25", + "metadata": {}, + "source": [ + "#### Temporal Map Calculations\n", + "\n", + "Run a temporal map calculation on your entire STRDS to generate an NDVI layer." + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "8d82ca3a", + "metadata": {}, + "outputs": [], + "source": [ + "gs.run_command(\n", + " \"t.rast.mapcalc\",\n", + " inputs=[\"sentinel_2.nir\", \"sentinel_2.red\"],\n", + " output=\"ndvi\",\n", + " basename=\"ndvi\",\n", + " method=\"follows\",\n", + " expression=(\n", + " \"float(if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') - if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red')) / (if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') + if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red'))\"\n", + " ),\n", + " overwrite=True,\n", + " flags=\"n\",\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "7eb12c0c", + "metadata": {}, + "source": [ + "Check to see it worked." + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "b5b24b2d", + "metadata": {}, + "outputs": [ { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Create STRDS" - ], - "id": "ac169437" - }, + "name": "stdout", + "output_type": "stream", + "text": [ + "ndvi@PERMANENT\n", + "sentinel_2@PERMANENT\n" + ] + } + ], + "source": [ + "gs.run_command(\"t.list\", type=\"strds\")" + ] + }, + { + "cell_type": "markdown", + "id": "8b3cc6bd", + "metadata": {}, + "source": [ + "and plot the NDVI" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "4f2ec3b9", + "metadata": {}, + "outputs": [ { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: create-strds\n", - "#| echo: true\n", - "#| eval: true\n", - "#| include: true\n", - "#| output: true\n", - "\n", - "# Create the space time dataset\n", - "gs.run_command(\n", - " \"t.create\",\n", - " output=\"sentinel_2\",\n", - " type=\"strds\",\n", - " temporaltype=\"absolute\",\n", - " title=\"Sentinel 2 Red/NIR Bands\",\n", - " description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\",\n", - " overwrite=True,\n", - ")" - ], - "id": "create-strds", - "execution_count": null, - "outputs": [] - }, + "data": { + "image/png": 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+ "text/plain": [ + "
        " + ] + }, + "metadata": { + "image/png": { + "height": 423, + "width": 631 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "strds_df = pd.DataFrame(\n", + " gs.parse_command(\n", + " \"t.rast.list\",\n", + " input=\"ndvi\",\n", + " order=\"start_time\",\n", + " columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n", + " format=\"csv\",\n", + " )\n", + ")\n", + "\n", + "# Convert start_time to datetime for better formatting\n", + "strds_df[\"start_time\"] = pd.to_datetime(strds_df[\"start_time\"])\n", + "\n", + "sns.lineplot(\n", + " x=\"start_time\", y=\"max\", data=strds_df\n", + ")\n", + "\n", + "# Format x-axis labels for better readability\n", + "import matplotlib.dates as mdates\n", + "import matplotlib.pyplot as plt\n", + "\n", + "plt.gca().xaxis.set_major_formatter(mdates.DateFormatter('%Y-%m-%d'))\n", + "plt.gcf().autofmt_xdate() # Auto-rotate date labels\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "958a214e", + "metadata": {}, + "outputs": [ { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Download the data" - ], - "id": "d042b021" + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" }, { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: download-assets\n", - "#| echo: true\n", - "#| eval: false\n", - "#| include: true\n", - "#| output: true\n", - "print(gs.run_command(\n", - " \"t.stac.item\",\n", - " url=stac_url,\n", - " collection_id=\"sentinel-2-l2a\",\n", - " datetime=\"2024-04-01/2024-09-30\",\n", - " asset_keys=\"red,green,blue,nir\",\n", - " query=json.dumps(stac_query),\n", - " strds_output=\"outputs/s2_red_nir.txt\",\n", - " format=\"json\",\n", - " method=\"nearest\",\n", - " resolution=\"value\",\n", - " resolution_value=\"10\",\n", - " extent=\"region\",\n", - " nprocs=12,\n", - " memory=1024 * 7,\n", - " flags=\"d\",\n", - "))" - ], - "id": "download-assets", - "execution_count": null, - "outputs": [] + "data": { + "image/png": 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", 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" }, { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: register-strds\n", - "#| echo: true\n", - "#| eval: false\n", - "#| include: true\n", - "#| output: true\n", - "\n", - "# Register the output maps into a space time dataset\n", - "gs.run_command(\n", - " \"t.register\",\n", - " input=\"sentinel_2\",\n", - " file=\"outputs/s2_red_nir.txt\",\n", - " type=\"raster\"\n", - ")" - ], - "id": "register-strds", - "execution_count": null, - "outputs": [] + "data": { + "image/png": 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", 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" }, { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: display-composite\n", - "#| echo: true\n", - "#| eval: true\n", - "#| include: true\n", - "#| output: true\n", - "\n", - "m = gj.Map(use_region=True)\n", - "m.d_rgb(\n", - " red=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red\",\n", - " blue=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue\",\n", - " green=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green\",\n", - ")\n", - "m.d_barscale()\n", - "m.show()" - ], - "id": "display-composite", - "execution_count": null, - "outputs": [] + "data": { + "image/png": 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", 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# | layout-ncol: 3\n", + "ndvi_list = gs.parse_command(\n", + " \"t.rast.list\",\n", + " input=\"ndvi\",\n", + " order=\"start_time\",\n", + " columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n", + " format=\"csv\",\n", + ")\n", + "gs.run_command(\"t.rast.colors\", input=\"ndvi\", color=\"ndvi\")\n", + "\n", + "for ndvi in ndvi_list:\n", + " map_name = ndvi.get(\"name\")\n", + " m = gj.Map(use_region=True, width=500)\n", + " m.d_rast(map=map_name)\n", + " m.d_barscale()\n", + " m.d_legend(raster=map_name, flags=\"b\")\n", + " m.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "display-time-series", + "metadata": {}, + "outputs": [ { - "cell_type": "code", - "metadata": {}, - "source": [ - "gs.run_command(\n", - " \"t.rast.mapcalc\",\n", - " inputs=[\"sentinel_2.nir\", \"sentinel_2.red\"],\n", - " output=\"ndvi\",\n", - " basename=\"ndvi\",\n", - " method=\"follows\",\n", - " expression=(\n", - " \"float(if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') - if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red')) / (if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') + if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red'))\"\n", - " ),\n", - " overwrite=True,\n", - " flags=\"n\",\n", - ")" - ], - "id": "f30989be", - "execution_count": null, - "outputs": [] - }, + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "d9c1ab5f0fb14f848a1d09db80f65d0c", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "HBox(children=(Play(value=0, description='Press play', interval=500, max=6), SelectionSlider(layout=Layout(wid…" + ] + }, + "execution_count": 36, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#| label: display-time-series\n", + "#| echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "\n", + "ndvi_rasters = [\n", + " i.get(\"name\")\n", + " for i in gs.parse_command(\n", + " \"t.rast.list\",\n", + " input=\"ndvi\",\n", + " order=\"start_time\",\n", + " columns=[\"name\"],\n", + " format=\"csv\",\n", + " )\n", + "]\n", + "\n", + "# Create Time Series Map\n", + "m = gj.SeriesMap(use_region=True)\n", + "m.add_rasters(\n", + " rasters=ndvi_rasters\n", + ")\n", + "m.d_barscale()\n", + "m.render()\n", + "m.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "display-ndvi-maps", + "metadata": {}, + "outputs": [ { - "cell_type": "code", - "metadata": {}, - "source": [ - "gs.run_command(\"t.list\", type=\"strds\")" - ], - "id": "6d7a5f61", - "execution_count": null, - "outputs": [] + "data": { + "image/png": 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", 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" }, { - "cell_type": "code", - "metadata": {}, - "source": [ - "strds_df = pd.DataFrame(\n", - " gs.parse_command(\n", - " \"t.rast.list\",\n", - " input=\"ndvi\",\n", - " order=\"start_time\",\n", - " columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n", - " format=\"csv\",\n", - " )\n", - ")\n", - "\n", - "# Convert start_time to datetime for better formatting\n", - "strds_df[\"start_time\"] = pd.to_datetime(strds_df[\"start_time\"])\n", - "\n", - "sns.lineplot(\n", - " x=\"start_time\", y=\"max\", data=strds_df\n", - ")\n", - "\n", - "# Format x-axis labels for better readability\n", - "import matplotlib.dates as mdates\n", - "import matplotlib.pyplot as plt\n", - "\n", - "plt.gca().xaxis.set_major_formatter(mdates.DateFormatter('%Y-%m-%d'))\n", - "plt.gcf().autofmt_xdate() # Auto-rotate date labels\n", - "plt.show()" - ], - "id": "ca7a1f39", - "execution_count": null, - "outputs": [] + "data": { + "image/png": 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zFjUpcxsyDAlKIZVDQC0wA7NI24kb3mPCL5grgqwHczcCjDrlIljxPNFKDSIyvLVAIzy3BFMY6dBLHww6MaH7A6DCm3BXYmjiI9jGrnc8fcJl/GrTAsiZZaifEtwKuUB54HDMZx9EVEZBoB97pNsmSz6hIH0THH/oCA6b2sa1c3s4abKnt99z5fPLmHPQP3Hf/DdiWDAdc1ZcXwK3megKJcSYdn+Yv5DnQL2zCM8gx8r3nMWge4m+sc5RAowMY5QlE4chKy5OIkdEdco30eZN/9R7D6IrI7TTiwmmUEE65CgDUEV083zqu0IT4jAE73WeChvCY8+uZrcRK/jt3MXxPmVZW8LxjS6SpBOdRQMmYgIv11LKvpoIuaWwFdaUglBOQ7UbyHFpE2/DlEBpag2keFNEZm+nubD9SyBXcJEH0HxDdAsJa10KzYsL3P/KW4w8YgF9mSa2ly9kfatn18GOM/bcl8bGzbz4nrdxaD7E5QwK1xFJ3ZWaa6E0XVeIXkivHG76Zoa5r6dIzHU2Z52bva1lg7lrrGJDUoy3KkchwP+G0YkJ73QGhqlqnSXI9BPjx1ns2Iz9/eitKeEhTLYIqzZMyy/3UQAlbA52PFWAGh/hbA5TJMvDtdZ5Pnrb96HDQYv5WK3v+TgpQaNX1Ti7Xmt4C+q2pCZTPyUY5fCl3yzgkn9pg2VQXw5nlH4ZtjqOv+HHthByjbqJEQ3d305I9ndFkoxdiBa6PCVguwaTs8Fz2RUuJrpsCtGJ2jAfuzlbkxFEZJROZnLEmHkjUVFtx9wO3WMa0ou03MMZz1MOjKe4WYvCKIWejhiIq5BwlqaOVVhWrxIiWSmoXxXmrBmogdnffTByJoPDcbsRY/obAmzvAN4z5cm7RE5rk7e50iYRVNdGEUooBabB979SZfPQ4g3Jtts4/uQeelJz0RvGJt4kwRSzlHcBQ33VxLwLyXUG431ycMaFFJXe2Mw+jPbHMaZqFLMmeGZ1X0p7+VtMqRvLZ44O11ZYtRxTiK0+IraRLv4/nfSWT82DUEuvvQseLvuSY9yJmZgyUBbWY4ijenRAZ5XgOJiXKXAwrURLvjc2+TWQme7IP+1tUcuIEEyhGGniDAMFSf6ZYK1gmoRysrOEIEHLBFv0Eixj7XVgJpywFzz+OkaozcASV8phn70TFj6aN2vrCElWzsKqCXzy63DvfwAzwoS22DimHJdl92E5fncnEVnI2g0G9gIWBOEEeA/2ODHDu3fno48sUi1P9EclRKQESMdkYcgpCdu3FKDTWdy5D1OQVWEh9wj3KCVZHhbfA90+QmwhrxaM3e4jss9ai9HY8SINIXIAGQwiC5KPdpHLAEu6yqa+92HB0z2JqNO9aw5JHSvFIZ5iECaEOWxTygXRuxSTmQYiWtAmk3vrYcYZWZb8Phf5AI+5tjuJ0SCPGYN6IgLxmEUsYKHNcqLF7bFEtjUrc3bse8Sszl2cbaIVPiokKZFsuK8hzv4vWXYYoSrILoMrJd0GjIGbv5RhTP4UvrrgUba8kLd1GBKIzYAwzvk83P+jMLfilxJiVmh16jPNt+ZL814bDEyThzJnKQDKyBTqr3JQ6+dnaOACeoL7IO1a4iyZaAN4hSqlJbvC3wqNpbWUNK7DbihNemky6sNN7MQ2tKDXXpiP3+oNwpUDw+H4aY7XXg4LsClcs9yxucnbOHt95BSqILOvw6+G5XWO/IYgGE2Y+7EGdqwqsHQVUfD7iemwvdi1s0Cd445zpzNhryYevaMQycRK4sIr608WUmQcRD+72r7TtRPb9N2YJRecVSx6e/hbvI0UacYVUUiRxNWit2NC58L5eoEDMWHMuRhiS0cgxBtVEjkZIYGSsBbKgkxnRuq+pCCUbyG50QZJIzD54f2YYCpkWpo6poe4aUU2749l14mbGIpt5uB+dQz2Fu6VtZtEzEqsCG9FP4Ts5HIpy0+ukRQs0LqsYMp0HNROT+h9z0eitzzsiXzqfILnpUDBmZxpjUJI9NorE16Y6+N1M8TMyQycf/Q4+sreZ+qwbp5fHdZ2V4rRMjpgkULa4ki0T2WEgoswIN8lncC1i+OOi6fyn2u32x6TAneptZiCuWU9bMgwkgtoYEwx0WKGs5TWBmdaWxpfaanKyFPsOA3FNRDF26uBcWGy6sLnu8Kg3RK63/e2EUQKdWBaTxPWBTTDayudXXuIi37bCAf13gS/0kGzM2tacPhFHmbAKXvBsiVQNsuR77FzFYkrCaoERwpMSm0P+OSRcOO/b2fBGhdZ/nTWnCNa9QwDrXJ6TuqICSgie9LpvXUuanQJTjUG6TMBKdS5mKMvq6Dx5LHkpdZw3o2Ye6aEHSlpWeW0ABUA52xcPd4EX1GkCgZGKdL3luYQ5CaKtNMxUhiy2r0MREGyZF1hbtJhzB3h2AoMtQ4DdjpDgmWO3LvByleGuVmHKY4yZ9bOu0icCs0ocUn3lfnQuCTbO20Oezca4qTB2VxWOxjn7dwiKRuIMpXOBu3GUs/b4YXnfCSIlVxVF8azE5pHtLFHwzjeb9vGubsfwpPrN8AS+O4NZTzzWr5Y/3PmubCkj2CwiZmpI100Cu3hXqTwpXB74JAj23lmXiGkHPjIO/QRiPuwAUrchgzjuOD8zzHmn05t4LFnerjnqhHMWbYTcvCp8+Hd54m+s4RdGhHMP25LTXQu/j7yxAwdrd6geFcYZD10l3rjCCQ8Wigl66TDOb1Qf3BCT+KNcJQFW0FUJFuBRjjlZJi5P8ycCJkEFr8J+XZMmdQ4mBAEpCOMsxFb4EZiKDTAw3c9kHOcdoJn2WtEtyed1w/RcugliF3AFGIato+HsQdnaNvh7fpiyztS503C4u4M8zzYcekp8PoaF7mRfBAsghDIfaglRkZE8KWRi6C2yDgw65fFXKeCi0VgCiGmE5vS4U0JouZASEWvhtRaKgrkwhi6iRtLCUKF8Lk2qLd5PPxIx9oXwji7vCXr9GOCPASqhjr612KyUe0s/bs+XKwq3LwIUZ1XZJwsZT1xUw8i5mvkbf6Lyq8zuFqB0T/gxIQP1obFV9aq3CMVdQ1zxjmRWg8Hk0/OcvhRBZY1ZfjlT7fy+lvw5GvrzbWrcTzzfM5ktsfmasnbGHEuuVCSW3NYI+VspEnomeHaYx0Hz/S88DaWk6C9NRUzPuvDnFbBXvslGzKM4oJ33mDMYy/2QAfMmd9ZJNHefSpMWFdKICQwJWECRbKp9mFvLMmjwdHxSsEgfzum0TeEyStzMZ20hGgFhS4qMCvYan/3bAquwnSYvn+W7YsLUUlBMZFnxRYYN8g+/s3PwsI2OJuwyRgkzYeFqnM2iUqB1rkqYMyRGfLe0bcdlrUHgRMhJYRRlRq/XCsJvdjrdgYSdR9gCmE7FtlRKq770E8JZQFGz8qwrjWh+e2CnVvKS4KXtuQlqevpszRqkZVXAloGQ1r9mGLdQsx2lBKAgclQZanfxfJnGZj0VIoJrBRCJTGBSIpPiiSdeizlkGLW164mbmCPIRuFunOO/nV+YFVuD8apJIbAzjkbFq0jIjQljInEq3ERcsvgDHXmVtU5IyXHYbLYSTFvgCx8sD4od2U3dhGjP/1h/Zs+tK6V9nPHjgK37ffPZIe9yqeP2pt1tdvYtjhwFiOxauPp8NMLZvLYy1sjv6K9l+Zj5AI4TBkL+WZtPhoPSnjiSc+w3RNm7e9ZtcFBL5x2PCx7xzH/M7dx5xOPQzNsWew3JCRYIk0LMS+hyQZk5ANxA8paDg/CsTVMgEJgPtxMSyCrRmHQtgkr2qnHfN4lfmABjnyltFD0YihkmDOCscHDBseWrkLMJJQV7gAWwaxdHX94EB56CwYdk5A52sH6wNq+himiZoxMW+tj8dfQIEiD7d7WN+U5ZHTBxrI03HdXSijKUwstf1khPM/ADdBBDOVOdUamVoXjp7iByUCyzJpvDxvm5Fn5UM7mR9YorQgk0IR1UxUeqXMphKgCpAqi/7nTm/WQAksrD1JrJOZbSEUZrjliVd/uLibdCI2oNFooUtENuRdCiUrMErGp7FnlITQ640r6faw12e5jNqKUahXQ4rjv06dCAe5/yplhkitXQ8w8rHVkp2IyIdLZYfPR7yEXJkFcUD8xvNwFn5gdxtFAVLYqEdD9i3dKh2wDj3bMD77HQ0sSSkp7uXXc12xzDwH+GM5TAk1usSkhKXLtUcmeeCmICkpzus1+b361AFnYuiXPkwswxDUWHn7ecfBBDpckdp6syUdCBiv5TRej5IG3sFCImGMJkjSiYts7iaSa2N8MtumasA1IGHg78EL43ggXyT0Xbg6KYRFLV/VQ7WGTQefpe2cs1XNY2FwKYU1yVO7vmDjIc/onYcSQDIeOLZihUzVeJTHU54iWQhugDWPiu+HcfWDh5oTfXnRmtHhSBuI7Oom+cWu473JgV8fBFyYBpWAKQ9V3nZ7K8eG4sd6EOh2x0GbQSxagKvwcHOYYIsGXDk+K05El99hGmObMxxWfoDmXgA1yVoo9xkXhEBkpi5MQlXE10UBow2ex9ZKVUhRA+SFpzkRwXkhNaCYVVycLU4/Ncv31GW798izw4O/1MXrQQzQeecydSFnje9Y8DB2eU45I+XY5TAb7MYTU4sktCNxBBzGXJIvxOcoR0PghykAN/O5+ot9eS8xL0H6QjKWzPaU8ggu1/qk8F16zhNLSRj5+HnzvU5U8felltt/egStvztsaShFIoclN1Rykw8Y6piolH31YmvgWDAXtcPzn7PO45/hXKW8cw/wvf4+XL/8e1IAhheGpE+ZTPzf4OBmy5hIYWTUtbGm42dHBR02XfyoXQtcoxZSFNqngo6zSVCBjFmH8LhlmH+uhDpY+nbNw3hZP+eRwvlpglKc7B3c/7OjodUwbXKCz1+E3Y41OhqbOL2ZYUYQCsSIvcCP3/QC2dxSY/R8Pxiy8VP469UQIXAgLoGy81Z75c8KkiexTj4mRMLo6w/mfBtY6PvuZ1Ln1UoRDuQ4iFhW61NynkYV8Xv09HEMlk5wp34y3VN06FysblTFYIOS+e1gZlNTkYJUVhxea0++1RKVSSayE3UI0LP0MJBfFgYjcKk29HcYDDHFRGU12LH8ux9XfzfPNhfNhiGfVkteK5OVnLwtjCgT2zLEZfvvPZ5n85eHpd4FGx6PPuuCnh3VXDUSzj6XOQi5CSb1YSFB1QCXEeRMZ2oYpFoVZYSDKSteJTHaxQEtzEgzAw984l8cuv4C+vmZOGXUSh5bdy6qhd5nya8XQYbWLijnFe4l3ASLxLL6rj6KCvuFrGUNEG4MMNHto91R1D2PitP2YNONAMmU1HPLsP0ONI5HQ3nf72IEhDU2ELKQq4lrgny9xA5lnZXKNdhZSzGEwS6hDkFCWtZeBMWvBKgndEorlnXuPzFOSAIuI7OpO8B5GH5LhlN1heGMG/0cPfZ6nl3nmLve8shFLCNoWOIUSYg64NnIZMV4uHzsHU07NMnv3MD4JsBhfJYQEjdxwUhLnS2SerPh4Z3MwCBr3T2AprHgzz90PAC2eO24lWrq0dRcZOMTFEFc7UWmOd/b/+pSQaN1CsZEp8SCVhSBUbd6YelljJdzImgzHyFG5BhJEyYIUvKoKFaKWYkhHoyC6VArfSXCFCpUn4DFGfKO3MXViEbDBDnaD9nWeBSfdwfp35ph8lcEdPyEmF/XC1w8azewnH2T20YFIWwcjd0+g3FOzZxIRiSI56fociJtZEZN0qn96jbTRFVqfQURfaWJWrx0YEhfSEqcxCKiCvMtzR9OdHPXz79CX6+XVbbfR2tdp969y8k0+Ig6dQ8pU+1IErlw6Gbwe+Obv8+Re8dALV50XqIJ2WFTyClc9muHdeffT0brMxr/J45jBywzl4KLGbAsn0+Kk2WdBSeUqCLKOdjYotZ+SUPWkzuMwiPqBNyUyzRkSUbxbnZqUCFWFpbGOC77/25jAbyNOVhfGO2zxlsu9PHxvA3AE8GIYZylRm6sasQEY7kwQ5S8WgGpBE4wAACAASURBVMFwwMcSFswpDGy5JaidnoscxkXIldobBlUl7JhTAAeXXOX44XXGr4w6LcPG9wqMnpywYXnBMvTSyTma2wKMPCnDprV54zMGfWixhwQeYn1qrjNY9uNSb5GUdG+BDnjqq1/k2B/cHv3PCsz6yIfe7OPvUjCjXCRR13mb+za7R94hRnDk3qQjMgpfD8EUsQixNmIOhhSrfHyVocs1EKk6DHNDxztGTU/Y2JyHrWHdhFSUBCY+RTF35djI7U0j3CpnCW8i/zRu3f/UIEeVwbL2hzFpT6i7kQhFKfX6cM8NxOQnuVBCC8Ft/enXjmFc7zSO/bfb+MyXYf/ao5nRfzSzfvANO4fa4+UxhS0Z3klsDiNlJ4X14bTnRrjm8oRFmwpUlcKv7qGYZ3PJJY5zKm+lt30LG0c/wKSeb3LAdRfMd0zlZSa7g9ngYzWhNKMyt9LZiLJcIoyUcy7GXQPeQbQQ0sgZYiOVEWHhXOr/udSkCyopFXOcM8tX6eKmXOsjkaNY9wRnvrquL6sr5dYWzt2IWaK1fmABSiUm+POJORdym5T+KmWo2oFtYdy9mBCvC9dVfYDHUp5l7ZXtWOwByUA+oJEiScSIIJSy3OIqEix/YijQBMNOyLD1zbxZwu1+IHrIYKE8+cbawILN63y0hMOdWSnxG0PDGKud9SzciSkFhwmk2HCIyl0KqYyIzHYSlUMJscxac6+kLKHJEoxc3BYsf3MYiwvzNtKZERK6lRy1EcOKO4lJP6q72BGOH4qFObt9XA/VWWhMEFGkjBXEqEWzj+X6OlYNi9KkdCdx32ieFSJNgPGOKbtn2LSzwFcPhmt/7g0RVRFRTQdcc1XCddcXIlrVelaGuRsG7AZXHplQUeK46uE8bA4u4xbPZy+CO35EEbV8/EyYM5+497IweybzsyTY5HZjG7wKE0jlqUsLlROhvgaUrjcY6ootwk45Dx69PfxP5MhwZz5rIUz6JiKTruSSrtT5dnWwxpM9zJH7vbdzZ2D6ORmW/meuyJSyB7AQI+H6gcUB32lB0sk7vUSYn8d4DaEahc8mOnjLmx+6CduAiiCUExGFtPIyYouuXmzzZQJfokafeYpp1sXNKqWbJt00HxOIAtruQwOScF9jnFn28nDd8L2tc/L23fWGTJjgKJ0Efa3h2NVYTckKYg9GNU71xKafm32MBqhIqCJ83kLkNZThqWxQ3YPcnzpiz4VWYuRDG0ghwnS7NCkEzVmnH0hGNhHJ4W4fLbzkVAZMuf9DgzurJDlVjg6Gs86GBz5bwJ0UfJ0yIB/mWGtbHtBECCMWlbLDlFX/hz4DQ3Lv+Uieq8mNEIrgfwux0Gqj58TZeSpKHKu2F7j1U7P48uMvmewV4Kzd4MGHHU8sJ/JvUrxTHWee6MkVYNqwhBufKrC6qcADb2LoussXFfvMkdVQ2mlzO9Rx7czHOWrwt9krOYXS6sHk+7t5xl8ciEblCUjrSQEkqRvqSf2dDjsJlq0ME9oAj/6KiBCwgfNeynodRrR8ZURYq7TVTDxf7nkfP8vC0idyoUgkTM5SImkIA8NZIknTmzBdyJNP3UsZsRJPSqqUaM1hoN+YxTb+0LDwo4L/3+4HZknmiU1jpVD6oO7QJFZN6loieBcQ+ZMcprQHBY1f54ttwIYekDEkMdxFnoBwjtWevqe9hWLnYa5amzMkpTEXMLSUw3IxNDcjXOxEpKK3WmKSlYyEojKaEyFGCMVzmGKVRZOBkU8sRVCC3UMavqumIx1tCdGh0Sdm4ufiT8R7OCJBWOHjnAvyZ4AKx4O3gTvYxWjLjoA6ap2Rno1BEYs3ERJRDoIQiqImequbN0T3Trya5sWnvjfFcchpZtnfbyrQk4POqldgp6OuLOGifeD1jVncNHj9iUJElgEFXnSaZ/rwDA+9BiUZB9scu43IcNqeqfnwNpYv3dhp8j7G4XaB/u42Tp55K2P3/CguW0q2vIbjSu8mwRPZ9Azsc0rASIKXunGI2lBxUUUk1Ea8EZtM5WW78HlXynoXgCfD/zqJ6dJ92EZIC4aupQ0v6N2J8QcZTDh03lpnlqkxLF4JVvOgTS5NLXJNaKcSRp2SsY3TaOQWVc7gmI47JIxBbkMZjD0yY37zeMwNmeZiUlYB+99kNzA0FdjstjcKsa5ftQYKLSkEKXerFgbPCILa7orn2vZinsnTwrglqGOxORga/h5K7K2YYL64Mt4SYGpKiJVd2e5jtWF/uI96F/MruokKQ2FAR/TppZBbiIpfSkCuhpCD3AnlNHTypz0OtfaNhmI2PJ43JdyNbVy5QUIo9WGOtmCoa39MqYLJbLOPKeubU+i13OHnFGwstT5G0nrieKYcno2bWpteyrw2vOswrklGRGFNEdJq0FMAKj3n7FnLTX8osLXTMWt8Fc+tLMBGT1tLgRF1CVkXtl4asQ4Bdne8sCbLim15vna845pfFjhyFuQKsO+YjK3RsDCWUc4MQJlxcH6xp2XbAsZevyejb9iN19pu4SM/Ppf9HvkUGUZxAV2MYV+bs80bMP9NNeakbuBAbOOqnFmwqgcyxzj8lrAQaQhYYCDZtIcb2BXYMzBcqM/k96a1qhBDinXGYz6kcr9FaAmKiucY52KfgwSDeSMcnzoX3t3g6Gjx5mMCRx3kWPNW2BhCNKrbF9QtQFuLh7yzvPz6ADWFIMrg9HNh2ZtEiKzMu/2wBJU/19hE/uYQoqvWCV2bvHEwo7FoggeqHDsWFOzeJztbt4nERCd1d9L8S9FvwwR3VxfH4TFEp16Juo9KDLZXhc8hokZZYblj2uBy0zRXgsxaW3EAaVKsNYy7JsyTNpLmaJTN88wTrBvXmH0ztG0MCi2dVbonBpvlmnVjOQfrfeQyPJYHkyESt4mDcZ4fzb+BMSMzfPUYx3OPFyKK7rJx7dhUsDlVZEpIU3Kcx0jvNcQUbmWJDgrj2x6+P8jW8tR9JnLA1GZOqj6Hxzct5PQZw3j09Z2wFcZM9kwZ4tnSkdC+zhevcdlXHGccWM6kwTlG1iWUlzj22NVzSOO+fP3ejTy3rhBlNxPcqFDXAbaev5q/INTlOB5fsBFKHRd+lA0Z9uACWhhDJxYbXRMmWotYT7QGag9WrAyjWInnJjr8YmJ8vTdMQBPR9yshPkxkSsqq6vkH2vgquhrhon+r/5VhKcsQXZgRzq5T66ILpEWSAqkOFnuEK/rDP7pgH26+e7MRg10UEckPjriI+99+K5KmH/bjFMrMEFt0lWBQuReqjnD0L7YOOcCABi/0Y9cTAvJEZCS3rYaB1YqOmLXXAvUHJhx9kOe9d4jhs20w8vgMHatIdWwOcyyIXhvOOwT7fAcW3twBn/lneGd5IO8GuxjxUMcnWX1ZPLk2QjQCHDIY6Ti9IiQqu4eBIdgs0R0QchLaEHLKAM2w9T3bGG3igyqIacZA9fiEvlUexjsmHpilZV3YxCNd5KzKsY2iGpN6B5Xmlv3izF2YVrYbX79/feQM5N4pW1FKD2IKt1yytAFRvoB6TNYHg6i56QWqHIPGbeM/7vTscdAShlQnTG35NPcueQOGwbvLHXtN9jw/j9iusBEWvA5PvZxjXqvnufs9cxfDgrXw+OaNdt1arCIyH7i+MuIDZsTrCO3JuG6Ft14lpDnLx17rrYhiCDFjrQuDUS7c8HYiCbOFIpwpvORjBtWgAN8W29/1RyeRFCQs9lpfvO55F2MWrg1TTCpRbfUx0agKhs/K2OZeFa5zULjWJh9KbH0UJhFhKrxp8abQ1npOOccW6eJvL7SN7ClWZbIeTrzm57GRRivRFXJhcUfYPZ86m9jWu84VofrOx70lDs0iZj6OJ7b2Vj0AYU6nuljPIOJVG89hFh+KjTyHViQ89nAY70hXTBja9Hw++sal4Z4b7VqNRyQ2v4eFOZZVDwTmXQ9g8HyMM95iAtHCibTNEJvLpK28LGU6tq//CxlA7KUpRRj+/7EziFmS4iX0/frwXVXsJkSXdYgbGAYtQOeCApTBD8/el/e35kyWSjBiMIz9E2O+jZ9T4LMXYht6m4f18OvZZ/Dmlg+47LfzY2t+pT83ECNXIjt1r2WYUYJIxBaID0JqDD+H+CLiIMFc0hK463HHdZdkuOmFApvaChx37w+hCq46PeHSU+Hnd4QxqlnsNmAHnHc++B95/GueqQdmjA9728Z13TEZbjw/idyeWsQrl6YN49AUGhZy74WETQzMKVjnYRx8/BIigbPDwzBIDnOxaUW/j/nkspT94Tyr/IAmI4PKExjt2H+3JE5qLQbpHfzyd86SkzLh5nt9fHxZIdzAdtjySN5g4OCgpP4Y/j80aP02ZzBXST6ysvLDuuEb1zoe/RmwloFFPOI/lBQkgS8NY/Xh3YkpxC545HFH5UccX/6nYFk3peZiq7dmsBLw7eF7y/3Ah4fkoWoKMbtOyTJCTGnSNFjp957PRS5lkY+hzg5ix6fhDkbCmWcAtY7m7QW77lwiKRwQBvWw26wMlMLh+8PoCRmog8FHJhx8TmLnb08Jltq+JVj8XGR0uoW8Nr24BiEMWd4A+SccneX39xJTxSWccjHE0OvvEqy8f5IzpaeNqfL7cO1r31jIwRMT5p71jYEl6Q4efeJ1Skeczg2HreA73yqxc5TCmXf+lptObLe13EHspnxguPeAgL9wuSuGnyccFyBKSWqc4qEghro9sN1x4ecoEpaDaxMY4bn34rFc84M8XS96fvIbuPVLVXzuJCjNOLr7fSRqhSKHAhMcv3wG3HEO92nH8nfyFvka7Ljo2JClnfdmMDWOauKTspIgB0J74vYK4JjOy5RycJF0G0TwH32s+kpnY6X9eX2njphdBVH7aEOOZGAK9S7OCC/VSjiiJh7vjJgUs61iEPVoqE35h0pNHeOMPPKYRYFokSTAM7H4uiYhIWbiKRFHFgHMSsjS6S1UtRecMwvu/y1U7eEoTRwtLxVCqXP4fltqIZSwM9hIHjxxU3v4/vcrueyWLvNDHUVirvbIhPbV3oRfj0lTdyWx/mpzJgsy03H2UZ4Hfm9ruOfRGd65Lw8j4Novmcm+9jsFO9+eWIetWhh+cIb2/gKnTvHc97Qz1LAC3J4OP9dHV0cIIyCI4adl2PJQfmD+hTgUkXGO2IVIYTrJTGi2W0zgUrWk0rtduO8GYvIYMOmkLCsfzsUEJmX26VWHbeZlmCKfiM1vL5SsPQ2Avs0PAeDOM0Ny8G4J8x8OPEJF+N4obMOoyc1BxM7fPjUXUtqSe4hGJrg3Jcc5hpQnOGDjc3mrR6m1tW0Yk9DyR2/znnPcPns/JhR258TnfmHVvUpcA0vdb8Mib+qZeiDc8fGhPL1qG79+h5hgJhcLolLNEtsS6glbHj2Dc75jt9COTfFm+UqaWGV/KVQnC6CS0EwY2FBn4RghgT5MwbSmzusY+HBO8QU5Yhs0iAqok8hcqyW30msbMX5CKabS0OIz9JmIrjqY9tEsy57PQQZ++uU9+PwN75qwLCZWaUKMVqj6EyKfAHAM9pxIwWQJtHpGKJNPXIESVURK9TPwCVqeiGpkUesxwmqjs/RkPThU5BGp89fA6GMybPhD3tyJDh9LeOU3TsGQ1RRso/QTUV8JuJmOKfUZ9h2VY/yghBvu81DmGTY2w0Gj8zzyAyLs17WzWHRnEREhpSM9cidqiX65h0nHZVn5TC5mL/aF9VTCkRS+eCG5EoFArjzC8S+HJlxzVT6uubJShcAcsfKyh4h628G/7SkdcXpRKTz+0EVcvvxulvwhxyGfSHj5oYKh2B4M2QmCO+BQLLFNeS1KwFJ7gUy4X3EjKgwLn009JcvytbmBrfXlEnU6iyQNdaHi0ccq4JByfv5X4CPVR3LJD+baxm7AFKtC+5Kfzan1lULrTY2F1HoOD8bKjPT8hBkuxuvF7gcNffTJjkH7JHFjpEmm4ZgWdcTGmjCQJEo/8Ud+/nZilthw7MZGONO+MLD7ckKsSdeGVHXcFmL2pc4/JCUI2jihBJVSWDY3x1EnO2YcmuXzt70LU2DWPi4ueDo9WIsmhNOHwfJpDla74mcTj80y+fhwMcE7+Z5SAEIsIbxY9J0/HGFJz1U3/OiEfWjYw0XWvIBxExAVUo3NwYZlBVMCTT4SR7Jsyicpg3OOBOrhqhuSaOk8+MWe5U/muPceuOGWgq3nKtg6L88jb4R7F8ISxwJGmioKIbSluRCSVMesYIFXPpez74fM2dlfIroBCjkLJfQSH88Wsj67XvZcc3s+otV0WHM8MVrVTYyWdWKyl4Fcfx/fufo8SkecDsD87J0seTvPnddN5doRX7FIx2pvc9lITJQrBZ5LzX86aakmyMZ0F5VSUAj33zraeJx6DObnMWWvB90shl/MnhEfcbje27uZiIASYLrj7l87lvU9bzJ2UEp+UmFTqpz97MKOG+5iDY8UUDMx/L/Vx9KGekh4z9sfapSpzZeHZ3/q2fFIIfYeUNWWOvJuTQlC2sq1pRZJ/QbkhqQt7ppw3Hs+hhoVkZAFURGSI0IzMahdmLsxw8XceT2mS5l6ocx75pEZqHOsbE5YMj8HQ+GbpyW8tMxHxKIkKuUiyCrWhHvIOOM8Oj3UwqxPOq47fBd29BRiB6kDiYQhRIUjhTucYubiuNkZ0+b51HGjKfYZvPixhdz1kXNtQ0wKPMoHRNdoJsWCK5pS/rXuodIZCqpzlsCUwP2/M6G98ZZCDCuK49D9ym2qhyu+mvDkRy+OWYMap8a8lUi8wcD6AlLfyRGzJpWfEgrifnsP0YjkMBdMKeUiKTPEjSnrqSI1KcA88ZkYOWIV5XDiM1AnOt597Qkuvegk+jY/xNl3ON7cUIA+uOqllRz9o3/n/JO8baQWYsq/6gyESOuIyWI7KbaVGzE5sXUJkaxLL3ec890PLJt0Chx7hGfPKRnOPMFb3sPELJTBhXctjfU+SsQSiiyDimMdz570NZjgOTP7Hbt+L5aXMhJDNvWY8pFRELJWXoYn7lH9v5+IJgPy15L94/U3vE79KXT2Op55EoN61cTnMkhwZDErwv8UoVGsX3H+akwh1obPRhpPcuuXD+LLN78S8++1WtqEGaKbp6hFMyYgUqLaoLIqB2KuhIrQhjrY4bn9kgP44v2vxfF3e6hzPHnGFzjuZz+KXbak4HVvYtthYHRBCMhjG13ZoSKCIaKVHszSFjAFJ9JRacsaU5L6CQObjPSF+1a7Mj01e0hwfwvg5/+puLvzHT/4VC2X3t1ua5ROQJOV1vXTRXsis4X6qohPBev2XHQB3POuo6/FU97o6HnLQ6XDTQLf6yM53uQt2rOYGGaXCyz3qxJrF7/RccP5Cd98NG9IowqLyG0Jikw5I+t9fFyACu/U6k4PulGzGikPS1+f/w+l8D94Hfo9x4vzMSJQZFgb0eLJuqnQSqE8RTXEW2SItQ4Kaal2YjdnWXetRCHRRhNMDijn8Ys+zxP5n3H7dwOnMC0w9JswWLvY2zjGBfdH41aUJ4Q2i2m9EOsrVDCU7uCtDEQpHRXwiENKV1GmIwuKqogrgojOyokdqkcFPkU8hdBoiugsKiDVuWizyn/OYNazD678vOPGkzWIga/SEafTP/FhyyXYHK6pruNCw2niWXMPkRvqh4u+Bj+fC4NGJOx4qWBh+HbMzdKGzYe1Heeso9hiYKzj9GM9D/0snDudB5ImzdUeUceMdPb5ah8eMBSO20x09VSrIk5POSjiA9uJuSAJ8xPvPf94/3VvvVq7EwvXljn86x7/VMqfl6+rhBklFGkDKKFIMC5djamoi8OKs5pTm4LU+fXdHrjza1N5lp9x+7d9jP60Y5s6g4UuyzHyMoGpe2WY86VPRZ+/k/i0YwmiYLoIwLRC8MTSYIUYFX+HaM0PC+MQ2VdNVGriXqQoy1LXKMVctX2ISkeIRA8eUuRF41XIM12SLj6o2XPTbenwxMDXzd88D2rgrFNT/rUUrsKh2pzieMQ5FcI4SuHnPwNaHDve89bScCX2DIkOLGdiGoYK9iPkQjgY7fjWhQkP3UtUNj6MwWMuMsBecNiJLua49GNuSZOPLpzmVnLkiApYadYOczmVZq+1DOS382kp/8frL3o5FxeJqc5KlUudQbYaIjkkTa9W5S9T1NZHnOt4/k4fm7ykQ5jdmMZXp16I1XgQ8y6UFi6CSWFcuQ2VxOiOXJbgVvz+i+fzsd/dw1VnOpZtLfDQfKzaVHkRQg1J6pwlqb8lNVJsgtX6XFZNPr4s7BBi30YlR4m4TGePpiM7CYEs87FEXQy6rF4lMadBSku5CSOcZfWFv/0rf17k33ppDnvP+jhuXzdwztO5E1KKKuNWFKbKWb/LGmcl5m8Tn9Ew2nHe8Z5fvoNFagpYfU1TQG8NRB5K+RBCHw0OejzZvR25hT4+KUzzUocpmbeJinGU46QTPI/9iFjvkwqBF11YZc4KafUDZcyXXv/H6294nfclDLb1YQJRxZ8StoKMrzPg4bvPL/GxUYaKjySEYohF6EHc+I6BCkEWUQ0/JBiC3B9gZGBLOO82O9fH5t4NrbCprcAbGzOQg59+eyaMIyo0NWyRFRJJnN6s+dS1ZFEdZA5zphBknGVhdW7di+6rj4EVkWnSsxvLa2mHk8/DinzCdegmNmcZ7waGQg8iKEYjhhUZcns7rvvug8Xog157z/q4/RIs8Rs3P2jp+GOcZbEOxyzsKMebV/6O2z93eOA9gtKZCNec52Cls/vdDa67IgMrPaPrk6isQuPWTx4TxiVlKgOSnotmD9WOXJePqfGamwTjExYSkwFDb8bH7iE2Xe5IHS+FkyeGMj9U8fkPpPA3vIpI4Whiso4qDNMl3Nq4IhKTcEw98fkM8qn3wvxOoYN0oVQD8enBSuBJPdmouEEnOovkSMDkeyupKIORVSUYrK2Bc2ZDRRbueMRBl+dX35jApx5aDYug5COOXesyLJuTg0Ph0DGOF5/21ptB7o+EVOHhLJz8efjP24njEFGXEB+g8uGEt3QVqxCPujlL8ZUT26cpwtFJJC5HulBb4i01f2dwBdS1m3De3Rw9d3Uy59nzOfOk3/DhlzvSlMtnPgVHjB/Jeb/YZBmwGpP6UITNeeXlCTddV4g5KhPgi8c6c+UOAjaEiEK1t7G0YU+1WkM0AqTmKU/Mm6mAxoMTml8sxG7eaizksWQ+FYZNdLHPgwxLusfFh5v2SrHKTbLCufn/UAp/w6uoFI4FMo5kGhQWBN8/7XOniTElueSh5GhH/x99ZPMbGEhAiXGXglGZsYqkKojpqornq7pQCy3iTkhF1X5ZLL+kwXH7Z6t5ZV0H723PsPC1AuzwvHjpzfT3t/D1Df/B9m747L6ea3/mi4TU0JmObXMLNk4lxyi5JgeTP5HlvW056+OQfjwbDFQMSomXAKv2X0k/2igi3NI1BMql2QNeO/VO9r/xgtigptKF7M7gZ1eGtRrlTRGKmykB/8yfF313iIsl3HLDOsK4e4lPkspQ7Cj+s2N253M3LbKNNSisYyNMOiLLyiV5cxMGE5GfXnoIrz5XSN9hyGeDj3km24kRFSl6D8XnwO7uQgKdN6IxzUNVpMastYCBoX6bjn+4D/+j1zrAewpNPqaCQzG2XIRkntjTLw/9L3uDonlMULTh1VJOiV46lza3XAeVdMvK7pu6XikwFHY9NRtDZiKXlG8xBOiCpG1f3tyY5bhpnkvPsPE8V34lP+j8N95alGfD1jzX3uWh1zN9eobTT/Zse7EQk6aycPElLvIZs+C93+UsJ0LRBvnKug+RWulohARTfTnEN0ixpnMeICKTFTD71YvsuFSn8fJJcPNVmeCWePueiuiUGl/teO2pu2jvEBOcekmRDk2tj9rFKbFutA3mwGMTWO/43LcXRQ4htB744ucdK9/Iwwgfu2FDRDhKQxbClPUuNovxjPt4xsjJdPsBcThdRKSZC783eoug7OKigaghKjghEc2tXqnitX8ghb/hVUQK07HEEQl3B9Fq6jMxyUr9Bq67OcPQvsP5wo3P2XG7OMsqU39DcQOCkyILP9z70mFJTSVYOq6O7SSWxIJZsy5MIaQ3Z0hhP/Nkz69/Dd/6SoapvWcxp/U+I8VaMMu03I5jgy8SihNOyXLDESM594b18dFqi/zAJKZ078I0epKVS8fklQWr2gels6s3BpgyqcMeKBx879s+diA7yl7jpfc9c+d47rl6Im0tQ1lbWMAtL3kj9soY2FgmS/HpXFdcn3DTKQPN97J35jH9s4cPfCaFEI9qN4YTUZLmVHyO0orVdKgfa1gsTskRe5Xq3oUk9cyTZd66ZBXgis84vnVzIZKwLnVNoRig4ZSEllfDcYMDzyFkJZkqSZ1DikAKz8Y2X5HWf7z+llee8JTiwIwrF0FwV+EqNTQFKIGNrQU+Wv8JcEEpqNHqeBcfBZ9gm1gPo1FXJp1TiUOt3sYw0Vl16TTgbTj4lIT587xt5GEuPnhGpcn9wCQ4a1/PtOEZ6M5z70LH1/Zo5fCRUzhqdJ55G1dRV+64p9rRvLBgZJYVzXD3lGtp374aBt9lm2edjzkDsux6aWMpnV49GtI1KunuWumkK4XSpgBdQeNI+VbCzqrXue7BQjHd+tNXvQ8171sUQDkUKnASIQvmAvTBt75Z4IF3Slh9jTQYTNvzMLtX+e4KzZaG7w0ikqq7Bp++Ofyex0KEHeE+u310gZTLonJ+cScqUpIruMnDUBi9R8KGZQXWNRdi1bDQl+YzkNSXXuX4wU8Lca43+YGZnkqpT+dbKNyqDNiAJP5PkMLSpUu55ZZbWLBgAUuXLuXQQw/lhRde+Iu/v2TJEr74xS+yYMEC6uvrueiii7j66qvJZDJ/03H/01cRKUwlcgJDnCUDlRB7TqgQqvdDJ9jdWZ67MuEUMuzD0lblz6rxqwRQi1tBfFJRhbMSWEd4irWNaeYxGd5tKjCk3LFthbditUHAxE/5sgAAIABJREFUZDj/YLj7V3DFpQkbWgr86lEH6z1fu8Lx7w8AVR52OnbdI8Oq53OmVHZiIddGOOuT8ODbwBpn11vlI2mYdkgF11VFKEEuwTZce+qYdIWqiovAOkppI6wOoqr4vZh0iJusQAxPSsGUEPtaiHsQ6ev/fIjSzU4sjyA8z7S42dLPV5DicphSSGdq6jtSREr+0tPC5CqJUFQkpjb8rMOsfbNFNXgDI1LfD+sI0QWTXIwNhmEjtuGbicVi6YgRxIxGKUkQavi/QQpvv/02zz77LAcccADd3d3/7y+kXk1NTRx11FFMnDiRX//616xcuZIrrriCfD7PjTfe+Fcf93d9Kf22FetrqM5J+ukYmM4s2VvuoyIoJZaSJxjL/eGXNH7auuwSlIG3jUoLtnkDTP3jw3nwsK0/wNbBYUyvw90LgDr41qMFGoYn9sCUjyb8+5MFzj0R7lsIpcNg1eM5G99yH6sCK8JtNDt79N0iBoZHRW6l8yvSz8sQfPWp7whNqaO1ithGUEw8ohRz1XqIcXeV0u9MMe5ZYtNcsDj/Th+rbeXCBD5m1DH/hcGQAtIDd5QDURaUv55LIYUFMS1bj3WbiYULVWOghyppjvRIhdLU3/1YTobD0N1OjLQtA3I+ulR14fp1RPdmq2fW7ISX7i0M7CmSDWNZT+wmprBvKTFkGRTT/4lSOPvsszn33HMBOO644+jp6fl/fCO+fvzjH9Pe3s6cOXMYMmQIAM3Nzdxyyy1cfvnl1NbW/lXH/V1fsoLaFGpXBgMTcNTvMF3sJcvTj1ngNKz7cOKdlIqII4/5nDqH+iy0movwxW84br/Nx1wHVQs2YFa0Gsg6bj3hQDLZHCP3n8TjHffxi5/DfWvgtDPgmTWO+mMStm3I2/gXAMMc0w/KcPTEen79YhO8SUzHFskpV0BjI/W7/F+hqHSMvp+YNv0RzFr2OIPBpUQeQshLIUEpovTzIzwx/6HVD8zAlDIqA/+S5/VnfvlnFpaowDwx5NwDFLzxOIu8uXvbfCwyUghVimdBGNOR4XfxJiJT5SZKVhoxA9PqTZmpbkPP5RjuoNTH4rEk3NO+2ANy+j0vzbPxjD8iy5pf56JbtgErjGvAlJrKu4VSFLmqHAj2/tdeSfK3X+aJJ57giCOOKG50gDPPPJPu7m7mzZv3Vx/3d3+p76JKfNVuS4sPJtDBFy/C6DoilJZApZWICEoYGOb0qc/1P8HysLC33+xjCLKa+ESt8KyFIR9JcNPgheZXuHPFQk576j5+McfRcHAC/fDwA1CVdWxbVDC+os0E9OYvJixdkeOim5pgMwz+aFjXaUTmPN2ktR8T2lpiEo1SbRVt6CemJTc4UwglGAJ5PzDpEzCB1uPhh7vY0SiXcl3kpqingQrAxL+41HrtDQv+8BP2O+Y86q/4U7Sw9ycycQ4VBnaw4Jqf4x8sWARnS1gIIT4olr1bUx1soz9DUHJERORSY9IjDMVbeOJTqTo9Yz+RsTnd7K0eRChorDNXYnvgtDrCmHphzcO56GoqU7TJG7pUF61WYiRLzy91/0dK4X/yWr58OdOmTRvw2ZQpU3DOsXz58r/6uL/rK50cIqsvKJn24WQRFA5yxAYyehZBWeq8LnWclIF8YQmT5HiKi2RSJcaKi6BT15/W8N1JDuod218rMK0hwyPzHNdPOs82VJOnpaXAzf9qJeYd/QVY67ntazVFQf3jpryF9gAaHU1vFOy6a4iciB5p71P3pHJ2KUJZyd7UWGdgxUHtzlJ25Se3eXseqDZSc7CagR+o2N0NVJLiFaQAxNmk+jGMPSkDr8ABJ/4TAK3f+tMiqYX/kouKRS6hg4WbRwLwvbMe5fBPuphnoMzL9MOGIfr1OQbKhxBhzuZn0DGJXW8fTDH2hLlshXXP5WN2Yt6b6zjGWT6CnlRV4oxz6MEIzxxcfVMSG9+WYTKnTkttxB6SHUQFmPlvlIJz7q9+/2+8Wltbqa+vH/BZaWkplZWVtLS0/NXH/V1fH75lKYEP9xLQRhCpJuUQQkd3fmtqTFrSOaQAdJ7u1N95YkHLFh9RRReWEKXW5mXEZql1hAfMepgGB43N8ZOz9+Sk/7yLX35mAmMOz3D9SRlWbc/DSM/OxcBguOa5nbDB8/VrHIs2Z7n+yowJ+toAY3fFLLwSsFSUJBdBCk08g1Kn1dOwBhPwLBZBeN9HP11hsi5viKA57P4tvhi+7O71kYhVwpaUqhqd1hGTfNph3VsFyMH6D7b/t8v78U8RIxgB+V125R3cdMtvuPy6e3jhDz5ySh3YhoPYPWoEUTGKZxLfoYKu8JyIHY8VrEZjq+PwCS6Wwyu7VQZiGwb/e33xyWFXX57Yuq7ysWQ+A9ffVoCjwhoJlargTChFDWQkt13/P0AKwJ9VON77P/n8Lz3u7/ZqxBZVT2/WROeJNfCjiOEwNc+Qts4Cmz0XXLY8bqK0BdWiQdxsSm7aTuw2rYpKFTMN409RRVs4fh/7rD8PvT3VbP3Wago7Z7B+e56rn8rz+xWJVe41e7J7OVrmFbjzm1P5xZuOJS/kuPr2vKVKdxKeouSg0/Pby86KgpVuiCvGXi8piZowf0OdzcsaYjKPOioNDfda5yLL7hhI2kqZquOXBD7dHk4NVyqJG60Xhg5S/70//3rk8966m8v1y1pfxzeqzqR/3MPxAbYJMSKivoy9WP9LRVJksSEmkymfpSN8thMOOxLG1nsYB+NOylBzbGJKvjO1zp3hvdJchuu/XYjnbMKUg3qTvkjsWD7ORfdJylMIRoZlyF+gFP6aUuL/jVd9ff2fWPq+vj66u7sHIIO/9Li/66sJE+oKYgwbImQFE5x0n8c6QocdomWDgdxAuqgnbSVyxAQnF645Ats8ZdB4SmJjUG6+ulcFP/78z8AfPnohrHF8svQrJJk+7nx3ElQs5+JDHFcclVBVknDK4R6GOnIdnuRAx5z3l9MyrxDuF3gbRp6WgSbPJR8HWmH2VQ8OdI+Uf+CJsHVHmBtZ8CpnodIVPm5yCalSuJVToWQfFfX0YyG7NUTuQGhMrof8e81xJxahAaiBiovVu++/fvn7C6Zkm+187hBnj0VUIpHcOrkD6uup9mhyK5XrkCM2RJbbGCo5q3d3zHvEJmLBmb9g7St5Op4vRGWra2rYypIVh5UullJbwEHER9Vt9jHzMxivP1x2YeR4ALb8hUjBVbr/8v2//Zo6dSrLli0b8Nny5cvx3jN16tS/+ri/6yvBYPROovAKRqskWG6CQmolzhZ4sDPSqA/baBlMUShUKTZ/sosWRpa3QLEX4JVfSqAdqj+a0PxMAcYRC2pCqOnUzwN7wDETxvCr1l9Am2fb6N9Q4moZVTWM8dvOY1htwpodBda8mKOtx8EEz+DBCeft7vnP32IQdChWP5DApifz0Aw//LaPmYvakNq8QiuOWABWQUzKWuejhVOJsqI5PViYdRvmPuwT5qcfq2cYh7lDylKWUlXFpdrKKz9Ar/W+qHj8XZ5rfv//zmH51jcysYBL91RBTP5RExMlIA13AwvaRH4m2FrWEB8sIyVaCtUlDoY47vkpXLb4c/G5E+kU6AKxd6OiX/2YbCnANorw6EOiCyc3JPTqVPZkRc/g6O6GZsN/mfuQ/W/e/8uv448/nrlz57Jt27biZw8++CAVFRUcdthhf/Vxf9dXOmFGDULTfQekM0cQuxJt8gPRQQ7qDkyiv1jCgGcNJpPBHe44/TLgSBgmJvo9DxVw03+Yiu9cF7iFt4hJQMGHfeQBO++5P9rAg/8fe+8dZlV1/XF/9rl3+jANhjb0XpUiCghIxF6xYcOCXaOxRKNiN9Ykxth7jYolCBgswRpsIIqVXqS3gWkMM0y5Z79/rL3uPmOUzEh+z/s+L+znmQcY7j333H32Xnut7/qu73rDcPmFhumL19C7egSnv7COafEbWVWSYNJ7BjrCR5/C7QfG2Dwr5FnN2H2HNN6x7v4KjWhJRE9lPe2Vd6DGQjGE7kaMgYq66Os0Zx7NFmhIEEcW6xKgzMjpt9FKRiRAEPiozLqmNg2+6EozQzF5DjecZ5h55e0A3HLkf4KMPx33fuIQe80wRLNItUhq0uLbySWsDxE1u6TPW8MnnRfFm6osxgBrLaedBz1ahLQ/NNYQp4oKvtTjSU6ZCL9F04pbEbk9FW/VNpAWMWadjYQS+Yb9X7tbKnQz4PrbA2i5A0ajxuHWWkzBL3sEtsQ2eO3PjW3btvH2228DcPvtt1NbW8stt9wCwMEHH0yzZuIPPf3005x33nnMmzePnj17AkJK6tu3L507d+bqq69m6dKlXH/99Vx11VX/QV5qzOv+FyOJUfTFn4S6sDX21xOlNfJQuhhobSWfXGo57STYWAkn9uhN5dZ8Ln3kM9/rUkGp9kZITS7myz0soPzDUBa4Vtzpg9e4tgZJ3S2yScNywEWGHi1gY6UlKxWmLgxolx3wzVVbuX1GFre8HXLSYHj5IehwZIxV7yegveHkAyyT3jHyee1t0uAccgR8tT6geHbYUGxXNwrue6iATKERIo5uUD1xdcNE29lr6KAnvdZzgKcsqzeSifesNJzSjahgq+75KsQA5YD9pOkhrxlt/LUq8E17S/D0Y2UuKm5RjZeXU+/PIh4XeH2EXkjGJdddWwlJyj/ZhmcmRqsbozUZUWOh0nSZ7ntrX5AsmHh+wB33hn6O9f31kLNfQMXs8JdLpxsYhZY7MAqb/rtRWLp0Kd27d//Z/1uwYEHSvX/yySc599xzG/wO4IcffvgP+vJNN930H/Tlxr5uZ0fSKAxCJj0fX62mwF494iGkGnFzuyMNOlIRgK7Aii7BADhrH5i+KOCEfpYZS2IsebHeu6W93aZc58KU0cAKIwZguYV+cP0xAbc9Lp5Dsj+HVlBqnGtJqvjQDgb2jPG3zrdw7uKbWfxlgry+hrJZbsXFkI3eEqFRb7NyumfiNR315LT4xaWfl8BnFcpcHKspr+hrdFml4ZV/lHSkjEHwRkAVsaNKS7WIgdRUKCRBu+R3UU0JTVEGwECw9zXeOJjh7mYrkeetvRk2WjkcViIeTTRUycI3y9VwIgdfBp0JFMCNlwTcelPocYO98ApNygZVT0E3uRoMaCirX4+ED82cIdbwtVDmscd+cRa/U+/nIToF7YF1O9BTaGAU2u7AKKz770bh/28jaRR6408GdSnVBe4vHgHlQBuD6YJ0WgJZxJWwz7EBsyeFdDk6zvLX6jn2Enj9B2TTr7CCzg9AhD3XuWs6QGv84ZYX3jDQyjJuL8hMgee+N9j1iG7kenyXpTRkEVdbnrnkCCa8Op2j94WBRQELN4UUVxqGdTLcNiXkNwMM+3Y23Pa30FObt7lrgSzKMjxlV7MLKq2mbn8ekjVYbj1YqpWePxV/1Q2jXcA09q2HvU4M+HJpKDqHuQ7ULbOidhRG/tRGxpr713BG43w1RC2Bcnjizy04Z/SOU5INnvkAh/90dc+1C1BiePW8cTy/9hWmP4qP4ZVlqQZCDZpyGiJl9PQwwopsZaS5sxKNVNi1zB0oq9zvK/GUaQ0J1GNUoHWg8enPCgfitnXX72bEkNUhHlyJlQOgDcrnaKSewv+LmML/p4cuag0hlLCSjrjvG0giw/Z9d5IXIBJpW+GcvQoggOVl9dAKXn8Vb70TyGJQ97wAKLYcsp+FKkt5DRKOBPDqY/Ds64bzBsLvjkYkuvSEcKy2k46yUGCY8OB0qDBM+xJigSE9Dm1yLLe9HsJSOK79fjz9pREwLx0BRtOg/dAY110UcM3vnZeip5MaBWXl9XNYQ4gAiQbZFHsYr84U7buop73yErSLt0PSv3wnFC3DVsZ7DzFnlBMIky/HeOOiRkHvTSnQCmDWwkPXDWmSQQA8xTqGAInfyvXH3fkK0x/Hb0itvVAsQPEhNXQWr9jdEik+swgAmoF4APre9ZJyZBGeJKfrTUMJNdaKO+hnrZV1ksxorbPkHBDINTXcKLa+Y3eqSRbiNc4oxHbwsysP5Y9r1VsRsnmjoNdAIE8eRMcDYxCHiXcGkIBzf7+ZQcfHePLgPrIJA6QlGcA+SJz5DcJg2woTzoR33jIMHh3jn09Cv/YxX5BUbHnsFbj/ZTxnX0+qVHh5quGUAy3EDXSwjN8X5m1IULwNTs26UN4zBD7c8hExAy0HBmLUVsvCXD035PbXQu56Bl+zoJsuAfRATr1il2JUyTU9pb+3Dav01BBES61VL1BP2hpgHTTvbcjubCDNyus3WjmtdRO0dh7YVmRTqSFSEE/VnNy4aOwXTXrMb00+T97f0whxar377I0OgFQFb9XS0CpWLVeOlCVHDTU1wEJos1/MezUaEgzFewJa4xDiiVGKKSjT0Ubeu8n6FoXKkUlAxTuheIxpiCaFpmsNYpQCXIeoxoxgBz+78lAX0CLxWAjHj8cDUqOQE+UHoK8RuuomuOORUE7O3jB3RoJz/jwfmluogYz9HSCpugeZCP7QEp6ZaqDO0jk/AQVwVF8rBkNj+I1WQoelVuJedTFdSuulB4HOluysgBnLYgzLGcl3G2PkZvTnmCFAMTRLg9VLQjZ9lPCnTAKosRy3H1Bu2WN0zG+8VAREXYOcTioaAuLSay2ERpYKEKp3pcZTuR1qaNQLaw5b3gz57T4Wao1058rHU5C1OChVXksB/vTUVKE+q3qklqKJ47DjHsd+arGTQm949KRWSrV+T7eRDzvVPZMMROZ+DyQU7ODusblJqm2tn56Q1+YYuVYWEi6kIVhAeuT6Gg4pJrM+MpfqIW3DF39p1kVD3AUOm6o0ybqYD6+4nr4nxuVz2zc2+9BtB5jC0l0YUxiKTPC+SMpsHcm0143XBdx6Tejj+o5GGr/WIrHcj9Y/2AzIPyCgdE0otfDaZWqQgW+tGBzw/INcFxdqKk57KtTgG5goaw1gDFy7n+HOjyyjOhrG9Ai46ZUEfzo1lVs+rKfyrgTmXCNMxmokRt+IrzGohRaHB4zpHPLKB0a8hxzBKMgwslDXWZ+KLcfX8ytFOI7gDNFyY71HNT56aqmxUNwhhhiCOAKgJZDPTnf3oJRubSWnXkIMr67tZNg2Tl1Ky6Kuv+Kpg5lgxJWPdrjW9m7bEayoFHnWC6x8X8Vlso1jUlpfiq1kLvANc6IyfIOQ1Gs6YnB1G+r71ItQTCED8Q5zIW94QNkP7rMq3LqLdoZKRZ6TdkU37r0tTCMxhd2ews+PSpFWYyleFDMd8vZ3BqGr8Y1elltHxAFqLO9ee7n0wCyEZmMCSt8NJQ+v7DLj3pOOnExKdInL+2llPKiVh2yIGmQjGhoi9ksMdz5mYQEMKIKX5hooMfzhz7Vsmx5iLjLSgiwN0WMoxwNzzgXf/GHIKx/D749BjFoOIke33YqBq6Jh3KtuLnhq9lZ8ZWQcOTEtXulaC4fqEaOiKU1tmZZuJE5eL54TdVbCLj21FbNQQE71FFXtyPLrDcJwZxD0+6nrrtiIgX0OcIzS5bYhzVyfadIDMmLYuxlhS4YksZaWRweyLiziYS6zYhDUSNbjBXOVC6KZG2VK5hkGtLKiDZnt748sfGqzBg+MhjI/wQhDrPfu8GHnhoGb7k3IBihzv2tpKHsjpO8pcWhv6XB0pOwshngXxXDgPffKaZIGW78MYSTiSazHx6+ugCfJP9CCqXznRiuolWscW9J9jvaRCHDl3Bbawdnj4f4PLQPa1kOt5ZFLB8mC+gRIgwkHO3R6M34xq3FpbujVLc49zyAxa4n1zWNy8O3KdHE2xzf5bYv3FqJEHpVn1ypOBSG1A5J6HiAciTLrCTtVRvCRDGRjKetPQxA1piFyemuPzl87FMiz7k8FEJPkI5j9dihhVDri3RncCe7wIs2O5DuPOhUBk/dEvkcAm1aFMrdaQ6Jzug3xEFSNK5rmVGOjYVoIH02ysN7Is2hmJA1u8ASqKFW+j9xbuB4SX9hGbmuzg59dedQj4hXbkdOoi4EuluZHB8xbWA/zYNUHCQF3ipAH+Rn+oeQj3kOOgY+QtFGmu84it+mbI+FELrK4OgOVloppm4Um3dO5lxlGXtMOH1/qCb0BmAXF22BAxxj/XhGDKrjw2a/l8+LAZnjmU0QmTkVfte9kdwM1loVzE1BpyRkRiPFSgo5+npaeRIk3AfLdo2nLEH+qJWgIlqmYCngClLrKShDaAqyztBkYiIHStKvz1JJaAZohc0pI85/+d9OfMWBGGX9/em8a1jjl6W4nxuV79Tf0OTQu95TjTvzV1vMlcowYuGIL8yx8jLBFtyAbf4GbR1WfSnPfQaX2NCTSJjg2cl8K2lZbskcH7tCwYkxTEDKchnNK8moG6ycuZuzJiAdmd3sKOzcSSH63FQIcbRPrPH5PK64fyOLZYMVSD0TAx1p46I5cT7Apdu7wMsvN1wWw2HLD3YFcOw9Ig+OOh+57xYi3MGAMpZvXQrHlxEMttLUCVGpMqcVWWpDjcIs35sDCkpBt9dYV6FhZjBrPf40/cboYOcWUd6H32QEqvnN4SCmy8LbgW9JFCTXaj0D/DbIQO+CbumjcXYdnCW7HV39Gy6GVuelIPuvfc16aegmqABW6Z9IMMZKZ8jm9B4xqzFNtMMzJgRi4qMQb/h60KnLpqvrkPc7/LuGKn8QTZCDQ1ZLaHeIdkcNAyWnaszIdnrmvle9TqV5NGT69DN6IRynUNvJ6A2QZKr8IZT1qmFPuQOgiI89WcZcqeO2Lc6QiNNPQ86D4bqOwU2M/BEDahEx6DKiw3HefWObnbm3jMwBllpuODCQubQ4Pf75NXPX2Rh7oWiAVbr4yhCz44zWhnCoFhqHjAvLTYU1lgvtHDAagsE0nxp8B2QoSlRtZvAOgYFggG08lyjX2/Aa2f24Z3i6Ezgazh/FAVS6yQfs7z8AiCHWJhTWW009BDNtaoIttKOKi1Z8aamjloIYM89x8tXa/L3Z/qvhHa2Sxl+LpyWqcVEpOU3ma4tQyaWjImQDBKlQ/oB7RVfypeG5jxyrrpdmjqWYV2NHwYTGih7DdYQAW8aaKEVm5L6H2R6j/0npDqye/Ix5N+MdGKfxS3CDDfU/1uuoin6+VjmoEFcDVEKUWWT/1CNdEyU1KmVYNhTaG390/k+xrAmhjWXh93e7wYafGXGSyRwLl0G5ojDNOJYl2n3HReqlWqwTWwi03uPLjTTDvrXoh9yyQRdfp+FgyXWZGuYldbbn8GJj1XMiTd8OAloaLHv8KEpYpH07g0K4deWoS3HN4Ok9NOITrJwYwH8pqrMTbBfiNqeFEFfzrVejaJ4b9wvo+CnmG7iPjBO2BNZb7Th/BoCGBLPQUGJK9nxiIXCPcCK38NMhp1x7ZeKXISdheYlg713r3Fxq64JHNdt/VwyETTr0SOeWVAag6BMqH0NqStsZvVMUPlD+hpytIWFVrJa7+FWP5Sxvk1C9HPKIKvHy7ajeqMOsKK893C0mjuOcJMXHL0xFXvhxf/ZhAXq+h2mYDn+ObvAQI90PVqLVuRL3AqACuzm0eckC1NfIn7nNTjTMsVq613X2nDZK9aZkhgLkZYRqZkhzwyxNqv9mFU5IHQJthMdavTnDbuBivfgPfTU/4bj51NATrHJchdQ/D6XtYnnwa35U5QMqhSy03Xx7wzdqQqS9Di30DNn/uKMc9SQqgUIbURZSISz+wc4yvFyRkYVVb35JOqy5L8UY8ExgCmTmGqtU4OS6Xtioy0jX5M6C9oWOfgJVvJiTdtg5fc1CHbELdmHn4JjQJ6H9wjO9fTjDuUmiWCk9NM5Kl0Ptxpca9xsRZuKQe+5zFnBxgJ4VcNy3GHQ+Ecr0qJAzQ+FnJOM3dqfxTsM0iZelbnefWzEhKLs9Q+2IVKalRxZdGPOs9TMN+mXpaq5iKGkfFL5QSrnLsTveQdCSsW4r3lFRwR0Hq5njeSyUOUMVToBWL0toHXVuarVLp9+7AMsTY1zjjoPOnAGO6m5cMxJMqszJvGY2tfRi0A6Mwdxc2Cnsji6AD4gLnIPr824BqGH5ewGf/CP2G1PLhZVb+nYfXWVgn7zvuDJg83b2mp3tw7dx1U/FpvG2QP0Y6Al13acDtk6wAWtmIi6+KwQ7VJo7v+JSHeBLtrDAmVVQVd/1N+Px1YeRetGlNDf5kTsbwbpMWIwsv2um4ixi7pCycMv8shB8mMCZgzzvjdFnwRxb3vJF519XJZtRSYfDgpLL59gWWus9sg5DEdE7VeGitgQXSDDefb7jpiP9eKq3j7ffnctjlg/2my0Y2sNaDNMfjQtHeEArkWYRrsND9O8tI5kHBZpVCU9dfa0YS+D4SHV14qWlOnY8Ud+25+NCorXteW5HPKXdzuMZ6o9UDMUw9kIrdAMEaNCTJayxPYXf48LMjf0zAC3cfw4WnudjteyABz/61Oyf+ATZsC5LVhBfeYEg7xAgg2JpkXJcxwEjMWQntxsSY/BB0GxwTJtsCMbKFRQEUwJ13xLy7mAnV9RLb3/6iFeMRBzbB/X/LFrxCTwb96YDXL1hnJaW4FS8rpsU4FtcazWA6IRuw1BkyNQbg9SbVZQ2Mz5sbxPNxzMxhYwP5fbYsRPuhxX5kMSag9Q1xBrRNcN4ZB7HkwaPYsGaJj4H1BzxjMIZIpqciOf8SIyGcllhXIG45+AKi7ZbmdUOa9HwPu26wB/CUA5GDT8Mqjdjl+anCN4dVrOEr6DsqLgzF9Ra2RJ5LPV4DQfthRMvAa5DNrfE/+H2XkGsnyVoaUpRZ8RQrjfBZSlwokWFkTc1397kFrhqHU2Jy/9/cwEbbyPBhyA48hTm7rqeQe21A+SchHfaPUVwdUv2xTdJLJ1wJz9yDK2TCt5Pvb+B7y4Sr4b1lMVa/mZAF0R9pzJol7xl6SMCsKaHQYz+HW++I8e3aBJMnk0SiH/v9npz/wLeySNZA4dEBxR+HvlCmDjkRtiFaiiUups3Hl0Jrn0nsZFrhAAAgAElEQVR1j6vwrmtLw5nHWJ59CO92RnPnFZB3VEDZEivubRcjpduKA7iN8reJ+9K/dl96DDuddp377nhuRxjfTk5rBzRTobwDlb2LCpioO7zVfacCdypvRH63HSgy2GmNJyuYvYyvKVDPR4lCalyhoVhKvf+/7IMCKldboZ2rmrR6MJqS1nBB61SGILiChnxZ+MY/ig1pBNQKSTerp9Aer2ep2hNV1lPP3Xz1GRFn/vwEZx5kefYtmaejB8K0p4H0xlZJ7s4+/Owo/yiEvpAIoXqudW27YOSEgGcexYN7upm6GPhGYt1nvoXVrydgEIw9E5gJAybEaHdkDNbBrLdD0vc1IrzZBm78U4KqWsQFNXLt86d9K8iywy6KPw2991aCSKj9gLjWLS10ktfRDR+3bsJrJqonAJhhAnCVVcNdt8blWbvqvhf+2FFeFIeyf4eiAgWw2FI4PHC8ASOfUwOX3f0pq1tP+a8GAUQAxc6xFBwZeEOkMb2i8dp1K4GAs/UIJmLwac0Yrt+Ekde0cXFzU4bjIFCCNwDaIVpPdc1wFBnZwD2NpCAtVK6wnLi/9diSwWtERIV4qvBNWcrcA6zGS7cpNVp5HkpjV/k/TdmW4sBe9z032mR1pv3QYSw9Yf579bDJ8uxLiOe61jBtMlL9WWh2Zx92auTCXWPjrH03Iemnr2XiP54SyoPrYXyevRfk9jOQDrGDDCw3EpN+DVOnAd0M38xPsGZaQjbAekkfdjkxzqsXngj1kJ0Gl52EFwD9Bs8LsHjRE5CT5jOSCya3ICC3TSDPbJ3x2IDSdBMIah4DOhnO2tNyxuGWqd/CNX+t9+zCahh/5UoHnDqD1NUIEJkDxTNDee0W5yrny72csf/iJk3tltsT2DnWE4QU8TfuOzpPhTXWi7QofhIgJ+RC5HumkqQKmzMNH71wfaPu4Y67Y14FOhd/QquqtsXH+ZvciTzfwmbDxJsDqIdXphoJF3X+QnxreA07lGQWIgBpVuS6mv5UvAI8x2ANXqkKXL8JCSmT81ILix76BDM24IyTkAMCd/0sI4BkiQCxZAHLGhs+DP/l3W8/23XDh/yJAaVLrGyAGiRM6G0kt90PYae1Npw41vLKp0A2XDDU8OhtAo61GxFjzWR3BI2C7JyAyjdCTvo9vPwgshBygT2hRbZkIfL2CShbahm8V8Dlw1sz/oa1PPGH/owb+h65p7byUmFaepxr6DQkYMXShABMSjXWjRXDi6VonX8B0MIw7iDLq/fjCUbKEdCqPes+y3WeSqbooih8HCgH+/WvWxtmkGlYYakAnfIWYsgpXelORXffPVsGzN8QMnmG8SemC5Psd427l0R9HfFBqT7LEA0ZYngmZYAvJU8ANZBymKHuHQeuZrn5aWNksyqOoIpYWuWpBWJK8zY0TK8GSAPiNXhcoSMSEip5TLMR5e7aWi2rXAa9jrItW1rfYSoGVDQ2fNjtKfzsKP3eSgydZzyt9kdJ82S2NaS7MuiuLQIOGgT8aHj0TsuZ18DJpyJeQTbcfFcAM6HyX+L+v3wvcvIWGXFd1xo2zxYyU9nMENZYvno9wfi/r+Xg4+DcJ39grweLwMLj1/X3itGpQI1lW50VuTCtZ+iET1FpiKPhQ1tk8S62vLHEnfS6ES2+pj+GI0c593w78md746nFW9zPztQctDGejKMuuFYp1iO6E7oRqoDNlle/gD++FjJ3XbzhRgjhq4enNvqjY/EUeo2LywZThqZ+toKfUZBPQ4oiqHvL+uKu7chzXGblT03ngqd1K03b4hmm2/ECsOpxro1830L8vamWozJMEzRUy9L+pca9t4PlzBOsXK/OCsiYJeumcZ7CiB14Cp/sup4CByHgjmp2dHaIbylSDj084PAeIS+86UCvYiPuYYaBhGXOlS8xp/xJgryvueDK0oZS8Rax8C3xiHQtjDwm4OMfQvJbBZTODmVR9XL/v9i9Ng1oB/mtA0q3hOIibkYWQ0fjm7Zq2lJPefAlze0N3feKseT9ell4KhCrrroalRFw4wEBs1aGzHgLcYe34E+7arA//Pp1YQ5wRqEM38NCN5Ty+C1eNLW1kZg6z/gOWtvx/SxdsdfPtZ//xXs41IieZnN8diYLX5HqMJ7kvWXjRXjV1SfyPpWlA5nbOPKctcpVGaaq1qThIvj0aIikYlUYVpvFxiP31Qy/jtTYqHFp4Yx3NeJJtTYScvXd7Sns3NgINIPzrnauWImVDepYbqVzQl6YhHgTC5DNqAh6MTy36VQuuvkDLriklCPOQTbSUCAdXnyio8SiG5EF3gEeuGwoa7cGsA5KZ4Z0GBkTN3AFXs6syHDu6cBCOG+IpW2rmI9fWyOxbwJf2VmFGDE1Jg6hPv1Yy4l7hr6xjKLkSu9VVaAY3Pq3kBkvQUpf5ylogVM6kpbciWHfs/5U1oVtIz/qRSD3ktkDrxew2EoKtD9SlKbA3uAm3sPbVr6PSrhrjwrNiuhGVVC0p7u3InyNgrbI0/sGyRRkI3O5Bn/Ca2ii2QY1CCrdr56bhojqSag3o+Qq9UKiTNAAmZNcKzjLNgsFhqMPkRB4VIfdQOPOjTpgHjx+p3vKZXDDmIDrbg28vkAhkh6rB4YjD6bCQjfDgy+617SG6W8gwGS5oc2RMU69cKU8vAJEeWk9XPLybJaX10O2IW244ewhsP6RRSy+51NhOtZBzz4xivICCODuty0TBlvfySjFiMJytHhGdRM0Pna19s8/ALfdFfo8vHYvVgwiIfd9dE+Sbn3dNvdZ20gav/kTP9r5edYSa/UMNCugG0YXezX0zg8kVbfO4TqZSINai2zCONgHmua5fDbtfkiDsb+DlCPcoi/B05l1L6hS1hfInFQg3qN2mlaPy4UEZ4+zydL4nCMCn21QxWc1PunIOqjFp2MtnnIdIgZDX2/w4i96X0Vw/++GOlzE+nRurnhU0941YGDmjN2l0zs38hG3bxBJBZ0/Phxy+wy36yxymiig929kw1TB2NFWQJ7OiDfQDUGu51nWf5CQhZ1ALP86F7Nn2OTJcOUIw00vhrS5sCeTVo4Syz8CVlYkWFIcwiBo0TLglW8DPp14P50Pj0OtpWWvwLu72uUoxLETTcOUXl98/h38iaeEGZW1TzPyuoVw6mHW03XLoc99++38PCs7UDegGggF97R1Wg9Dl+YJqHcbMRffY1I30I7bR/7seHn7ZVx7g+GfSwxHdLcceTFe/q0l4hEUInPXEV+zoRLwWTh1a3w4kYDNVci8J6BiTehTlooR6L/z8N4c+A2toV7iZ/5fRXkUq9huuPvbOT4F+iNex6LSClvVpTR3G4WdGV0QpprG5zHkNPgCMRRORPSqM5EJT0fISHvA1FlIymwVkAnj9kQWVgd37R4ktRWC3lC4r8vb/yi4xO2PWwlXSiw3PR7Cj/DtKf/iozFP8eIsYDts/jJk6XcJ3rSXEQ+AZoajeiZkkTZ395tCUvYcaz01OgXBKLTYR9NnimI72uz3G+NCr+5qoCvMXhPnsasHeI7B1/+DeVYPRiswtVejlhhnIBtns+W1FxED2R0RGalHjGlrm8RQut2a8nOf8ovjgYctd95kSWy1tGlmpDI1FTGaXRFQON848ZtISKAVn1vlp+uh8QY9KKf9HU/5XoyfVxWL0e+2EZ9xiZZRq3FUULGz8ZWnCjK2MOINVFrWzkmI95ljvEx/HV7evQDotFtPYefGXGQyl8Fx58J5VxloYWh7aIyCNgGkwLgB0COjn8xVX4SBtgoxHBmIHHoLw6uvIOCU8t7nAhZa9DaE31mKv7MSItRb8ge6iQ+Q3hMtxR1+c8th1G0t5qvxU0g8UseKB76GSssdf7cseb0ellqenGIkvm7hvI+2xqcxS5CFrXwA8CQarQrU1Jyj5S7/rF6M1/cW5sHS9+s5/5pvGqwNc37TT49xZ/8ZgKrqGvY5NvA8jKh7rLl8DS9y3YJPR3AWgy9hrnZA2lZY9mb9Tz9ux6MM7rgrxnmjDA/fa5n0TzdHq4ANRkRSohWMKnevAKhjuS77qF7mMxP5U0MfVaBW70aJTDrfBfjQSY2Iek9RY7HC+n8rf2GLJbe7ES8wy3l05daDjMtdKrKdM2rrdnsKOz/qgWIorTY8/rGFVZZ1mxKUvCGZgdQYnPvm9/I6zVJkG3E5mxtJU1nBDEgDKiHtCEPXw+NQatlcHlI0LCaFPystdILSeVaYaN3g5OGIXkEpTHw5wSNbrwYsiUQ9hW06Ceili6UQyLf03itSzqvqR2X4MCcdn8fWUCL7Z37iP3mPlvcqTmHcn182fVpXrZGeoJkZacyeFspGUmagjXyupl5TEMZiiYvTWyNGoArZDFvxpcVFjV+4ZogYmc3bQh5/0F1PlZRA6gwsknWqA4psEoAmF180pie8VnnGaShRpxs9SvFWJW5Nd2oYp0P5IGr81FCoB+jk58tXWFlbm61wanDvUY/xB7zE3vbdRmHnhnpLBj74p5VKxn5IvFYIhPDC/QhVuRVCbGqLbKANCCe+HrHiLlXU97A4NV9als2sl/BkKawtTkBbeOZvrT3XYBNcu7+hNoGkGQcDZYaXPobBLx3LH6ZlcviTBbIhHeDZ+zdxKDEs+NgxFAuMnBT6XbYjPItUZIPp4tX/C9y9qzCr0w286arAGxBFvEP8qVkL5pimuZWzK/6COcNg9jaeBajiKdG+CmqA9FQNkEzPZneal7iNoPE58OGx1zX+RlqKR/XXOyKZIyUYbULwlFaIEV1tBTfSr6r3lY4vM9cTX9vuKSagoxLfFCfKNu1ivAFRQRudl59iCkqDVnLUOgs5tiEPYgvQxvDYHwYIn8aFjPseGWskT+HAX9799t1dmKfQCx8Dgjz4FkbApTyE4dgCSSkutwJMqnS6s+533hvj2qsTXHiN4ZG3rCyC5YgXUeKAyFzIyQqomO82bDvLcX1g8stAKgwaHWPukoTwEXoCi+G4k2Hy60jGYYn1p3tHhB7dxUCmlb8rQt3NiG6gkc+kBF+91xKf5tITqQ4vE67qQFFmn0qLOcWkxrIal/64nu6ntfU0X60f0Tg7EflRifQYMudK3FLD1Mz6TVAm17BfNH6dmv2NrylojRjztogxqLNSiJXpvneFlf/T9GIuwotQgBY8vyEO195ouGNsKIxhLUgz7j0WmVdtz6eZBNVRsPgqVRWZ0erNbHcNJaVtR3gI5dbXSeizbWOg1HLnjTFu+iCkdnFj9RQO2oFRmLELG4VROIDGSL63HHEv45B9eMDRPUNKquHtV5BFEg1l1eVr4d5fa30DjzhiFBZZWViKvCthSBdhHj4/XY4XUtW8uW7OGF4cRVHrNKSR6Wd4AlABDSXiM5GTco3172tOQyq10mmHIif0Vvd/lXgJdJfmfOK+xvdvNMMdSKhdpsCzRsELnsQQkHObu98apBXbckSleJuBbCuxf6VsCvt+49fp+GcMW2sgJx0Kswz3Pmm9wStwhnuDm5dNCE9jo5U53QO5jzi+jyhiaB67oYAjei+h6OjmvmdHmhDeSieHsi60uax6XVG6s5a5qwek89zG/ZlvxOsDb/SVNFWOGI9B8vtxfaTVxz9mGFhvd5OXdmpoyq7UbehuBn4DPcbF6ZZnePEZePtl5OFl0rBgSTd6HE4ea+k6PC4uqKObHnOw9cIdBcYvimZ4BlyWgU1w30X7cvwFkf/XDkxxuOOemD8dOhp+nPQVB55rGHc+sNZ4Tb8cvK6CGpVahBFY5D4vFdmYTh25QR3ASuRz8vC4gqbMXM3BuberyMGOxxNv7+GzF0qT1lBNjabWCSjCr9mfts6AtTFC4dWy6Xor95XRtEV7euYlvPEQvPAQ3HuDFS/AcVByOxrvyajXopoPKfDUhEKoa2gQQP593m+2sM8jLSVjkIHwR4DS1WEyjdr9mLind2t5tIq9KgFN2ZoKNlrEM+1oHUfGvS9Ka8+DU84FNhqO7QVpcZiyyHkSprE050N24Cm8swt7CscaAfGGk9TRC3IM4b+s3zgWv2gr8AtadQvL8YU2XeW6z1zSgwnXL/InSAI5idYgJ6dm1LSCrgDPTsxAFkkxgjWssN6g5MDSJ7/glRXDyIynUVaznafnGFbPScjGV/xBN18esoi085QufD1pcH9XXoISi6qQk04LrNT9tbD2tQW07djrv8/xfsaDoDG8G66us9J1a4D+hqJuAWt/CGXxuywDbcU1TrL6cgzUWOyMpq1Ts6fxGy4Db9y7GMnv17h5Mm5eVFW6Gdi3fvmzFi5ZQ+9L2sv8NENCyxxI39uwfQGCUWhFphLGmkU+S8OpVniJ+Dz3vTdZL4arYGScJC/iqisMHy0zzHk3ZPwpMG1RwNZ3QijYTXPeuVHprPFmA0sMFBvCH6xn3OmJq5sbfIlsNtIERCvs0pGMQLXlkveWcOxZiDuah+AUa5Hin0zEuGzC55qr8J2AtD1YHyMAm+aiXd3Di8uHsWVbyBerq3hoFqyrCtnvIIPJNbJgokh2VNZcT+IoYUipvhvxUmlqADbgPQUt+KmCorG9Wb1c9e9/eSx5+HOevLGvb6muWgrQ0NvqIBtg7bsJqU6tFwQ9WeYMvsfEBtswhGvkWD99scx7DInNFTQssb4zeKX7UaA1e8cG4evvl9P7/PacOx7fq8Jt3O2zrWBQzfHt3cDrPWoZ9nA3J5o5ssj8r7Ref6EaWUOqB+m0LP/8J8ucTy0jDgl4YbrhutGBeC3VjfUUDtuBp/DWLuwpDKChC93eSMFTVE7c4DeXUnMVNGqBbG49YUBOuAA5udWzUBLLVgSsrMIvhBSgkyGtB9R8Y31ZrTZR0XSjnq6aXnSSaQV7B5RUhBzdD6a9ZeSzV7gFmYJ4HCq0qsagjfNA8vFZCb3HLXhWpLL6NHxxXsZ9N+zL747/pFFzPe+rD+h35hifytPwQUdzIyHDJiN08C0uzi808rpVzlMqdM8sC+4+I84fDq796UftcJgBxm8uzQ60glPHwYuT3Bxri7raxhVcmSMD8QYM0NYw/njLiMKBbOBbbv5b6Mli0XoPLXpqZ0SuL8BpWTiQOIaEsaXWY09RfUsVuNXiMhWHrUGxoMYqL5lf/tmVRx2yUDo59HiLZdAhsWTzkBuuCZh89Slc/8cAhtEwjabip2r1K/CAUSriLqsnkGN44MJ9khWIt13tkuTN4MRLgFaWms9twyq4GnwFXlR8RKvzqiBtoKGkKoSNhmlTEZdzvZUTI4zcjy7IKkR4Ngfo55690miVddjHYGeJ/iLNHd9C8/CuJPjSuz5t9BT3u/EAn0rT66iXWo3k3iuMZALKnXcUIPHxaisbRMOeGLCVJhsEwNeHqPJyDCEvgWQ8sknqGbx2zUk/e4n1G0uTf09tc5xwHFLgqbv7cOGpcFrnrylM9BaDkCWndrLoSanPJchzXe281FwEVCy1njC1xPriLTUK1YjBVnBY2xBq/UhC5oa63TyFnRtKHtnksgSdDHO/C2Uj58LqspDjHn2J224PhaGosXog7z3xtwiOkIZ371x7cNoaOp4Qcy675ZLHZ8v7Cg0bKxxPvqvhlScQfoS6n3oqK8OuxP0uFS8A6qrwatZbWGWId4Sgr5FTLgVJrfXGlytrGGAQozHfwsKIRxQVPwFpWAs8dnk+S2+sw35ifRigGZBGjvwBxq8zrcyswZGSkAW/wsq/1W3W7whCDtM4PIaQjJo41q1cKKfxNmArjD+d5Od8tiouYYmmayugyIz8j2vM+nIR487+k1xvfQmLZj2czBSdPWU+jzxmOfiOgfTufZdUhq6xScGWBuxh5YIkMQYjoYY2edHwrw559mV4T1VTvBZvBFQbQzM3ZrdR2LlRg1jrbQigs9bSsXsgJ0YAM5bGGHmgkYfSzjTsQwi88gi8ePYxnhCkmzcFKLes/DDBysc3SZppA2I8Olge/8q9dp6l1YExH8K4h2+/k36WdDGycfTE0Y2hgNUqINtS/4ElXIcYgnL3+i/xuX4FGhVl1+9gEGqxGiI1IjXQ7qY451+v6Qx8erEQXwLciFH6Veg9nzheYl3DEjVI0Ty/NnXVYjQ1mLXQcu+mc/Pbduwlc+LA1J6tYkni0I8v1/v7SQdSIC2/CIA16zazcZO4FhWV1Xw8/U65XpsC3lnWiy9ufp6bT5oES6Bs6gbINPS5uAOmn/HfTQFc5YBk40O7UsSA65pR/EDDU/UaVXwlSipTL0G9CQWp2W0Udm70MgKyaSlyBaycnIAOcPpZMLpTgo+ftj4VpA9JyUtxOPWO12XRKvtNXf4EUA2nXvBXUt49VtzgOuAzqPnIJgG/Ye0SYlDySaYBzYkB9w0/Wk5JRZ41HFAPVnGJFchiWGVFN7IAT7bRxaZ6CkoKilb7VVkxRluR96628CWsnZ6AGHzx7t8BRxiqASrh2at6NH6Ot+I3e4DHXvQ0TODVqLe7n0zjlaHUEDu5sY23JXjv39/S1DHnzleSHt4Nf00w94E3sJ9ZPr7tTzx1Yx/s+1b4D5kwaMTRALQ/rJD2e55Nr2G/5aDRAxpc79JT9+f0G2fRafCNUAt5F7cRj7MYmW+t5tT5zsIfHGokVOtRDUYWHHOae58+M2WhagrX0JDvkImX5Nf10yigcewv2w47Ndx1gcbLgNl4Ao+hIZCYiTSMmY1XyKn1r/37w5057fof5f2aqQA54XOssA2z3fV0wavmXyXQCprtE7B1bugrByud7PqsUPgNy6wnJ+mPGietV9D7HQWsMKIStQSfSlXcQ13TamTDKR8iDU+zzcU3lnUegf3ErwszwDD3oTcYuO+RjZ/vMS6EUEBMDaym6jRPXy1zkkxB6qZwhDICyB4asOHGbWRlNq1TFIAZL96efeaX17k5xGDfkf83gwy55Sfz55vP5OpbnqNy23aG7tWTIw7ai6tfPY53f3sFh12+grrhU4TwZPFNe1V5qRJvDC1ORFYxBCO4hCPPXXS64fX5ARtWJyRcjSpGq2S8ApfKhoyWpecCpY1lNO6At26n7MJGoR/eTYsq4LgThWwku5CFJ/So26ZuoSLpqmtYhriH9QgJZZOLV7UVHXg5NEDbiSfHVhouKNVN0K5GWhqt9Nm2RsqKlyPg1nqHhiuGoF6D4hQKiuo9RNmTzfAdk1w+nG1gv40YhX0MtDXYKU0TbjQHGF9vocxLBU7V02qDJ4opkKb3rLfgSDz2q/+btXrPjHQy107hwgmHYoYY7BwroCLwj2eu5qhD9pbvs6eRZ9PVSA1MGt47UKZmgBdRUbq5Ct0ocNrcQHNLVnPDtnesp9fH8PJxINmXpdZfJ5qJUMPR1cDa3YzGnRuKauvm0ElWlt1G9+998K7adjj3GrjtrzHPftPcv7qGjvxywCH4Po2ZeOuuD1pz0ZoWVKkwfY32FtSwRPP1lcipkYYnubiUYsp+xqPYysKsct9H+ftKqbX42gZDQ+m2GpKcBTPSsGKJCCvY2VZShk0dkXlJ8hZUe1DViqvw4FlL41OoNeKt2E8sN90ccP+1o5r++Y0Y7026kkt/U86FEw6VX9TDdbe/AEDt+sn+MAHvzi91c5HAA4KqiaAUduW2REOHejjhNORZ/AjV9TjODD4bpNTmckjpjvdABuGNpA5NRVfvxhR2bqhklp6SGj7oBo8BHeDGgwLff2AUVNXB9X9JeGuvPQTVYncwkGd4b6oVenFp5Lr5eNAI+d1Bp0OfA+MeRVaXXpWRoik99SrUmKUCs+HRKwbCaktdsRX6drTkt8hI8Zci+lpoE0PSscqsU69FvRBNhZVC5zMGJafN/vtXGIVafHYkqjmYjs+sqIpUFVI3sgHIhcr3fSrw5iMSXHL8v5v++Y0YB953D5kdTkl6BqTCC699xKQnrgTgyIOlbd1Tbxzq14zOV0BysyfLpbVGZRjST/QnoiqvTTc8cUFzaGkIv3Y40xh8uLEBeca5cHAXK1qVCaRGJQtZW0oIi1Rr7jYKOzOi8ZhL7eQcGfD4HQfz+N39OflyoDWkpxhGTTBQZGjTOkYixDP+1JDoUPCuygqBKcXIqZiLp0Nr8xD3+TOegvn/rHccf3xDW5UHr0cWn4YuiifoSVsGF9z7tTAsSwysNsSGGFmYKQghawWeuaet3Arh4bMG+3VggE7uczQ9lkrSKBWv//HXz7Vudg1lKvC9KAye/q2AnEIGaVC2ed1/XO7/Yuw7LqB2/WTatpaCAzvb0iw7g/sefSP5mvdevoJzrn/Hd7qKpnujFajqGWUjhLSYm2TV/qwFyqzUk5RZjjgeSU9+g3iI1XjPIgumP4eU9Ktoi/MgGnSjdp5g4zCFcTvAFF7dhTGFQcgk74v0/+toIBvG7mf5dkOMs/eGGQtDZr4H5IFpA3YtjoRkhUwywMC31p/g2nq9GZLe6meo+d56daEQH08bfG9Ci19oue7/NL5vhidK6Ymg+W5Fr1X1RwlTGj40c7gGeMS/FDllLBLTbrJJrCJtb0PNDJuM64+9AF5/Rt5n5+zc+jDHBMIJUA6GpgLBp+MUyNU8fkpDTOP/aphjA3J7GV4/9GtemjyTBYtXM+frpQzfuxeXnX8kYw8bihlq5DnoZtUUYXrkd52MMDTrkLSw4jq413RHGstmIczSWsRoFxj5sxoxzMVuTipg5sQ7GXX/tZCAjJGG6hnWg7AKjCszMmt31+mdG1oh9xWQD2efYBk3xjL1UfhxaYKNFSEz37Ww3fLhoddhqyxBEZ6GaxCqqirvapzu1I7OOQVqFiBeRSZiRIrxKVCLGAsFLbUrspZPq2xaJT6E0GemuIP+vgLPM9D/08q7vohOg9Y7BAitFvnMM88j2Snp6pFGjIsLdV5/hGScb/Y1mKEGc7C8t6pS6YGNG3ZK6PGbOD4VafFqx+Dd7mbSmPf/esx681HYaCl/K2T/kXsQBIYH7jyP2vWT+XdwJ2MPG8pd78Q9X0A5HwYvi6ZeWbaFjwyFSZUAACAASURBVIFP3f9HS+GrEM2Mbkae8yYrjE59TprxqnfPpgLIglH3XpvEeaq/tlLmroeQ9qLUwrfOu9Wcd2o8fU8vX/zU2tA/fQSvPo/8bpuhRDv+Ar954TZYCOFsKwtbtfFChNik+6MASIeeI+J8tDxO6wGBS0sa9j3TEaNS8d6AqusYfKythTP6fBKw/+nGk4DUgGiMnolct9pdb4t73x7I6bPFyGKMurjFjgOx2vLsPUgWIw1ufcpCvuGN35/hY1oNY8rd+zeBudiQma165U0YafhK0yjoqjG4nsABnHsJnNX3+6Z/RhPHsH9cmNyQZqjhiW8uZvDl3aTl3SbLgLviXHtLwism6TNS8FixIA3z1JinIJu/Dsg1nHUp8mzWRfgnzRCPNR3xIHsh4jkFRorilJSUgtDXleJcgWBXCmamAK0MMXb3fdipcdaVC73bt8Ry2d2fQBU881ArxoyGgzt3of3ImDyEMiQ9qSImAbIBY4iB0CeRZ+g4NCZcEgvD2idk4W+2nN/rSDJHGnExSxADokrG0FBUpTTyu2bwwTu2IUkll4YurJ6uKiBSD8zAseic+62dpDTrot7IYETQI9vIyQUc9dhzfmHnQfxQI6pE+rmfwtqVC5o+6QomRqXNwKdOVYchDo+PtxR16t30z2jCMGcYKcbSuanEu+7p8ue3LyZkE6qxrcTTxzUrpTjMUjx9Xr8XMG6s5elXjdSc9AayYfhRgXhhJW7eC6F1TgzKDdkdDLS0pB5gPLVZvcIlJEVdqYLb747Jv9dbEqt3A407P1KAQug+Ni5xdiZ8vHIj738M7yxfzur1iaTE93/QhuN49ppa80JLTQgjO9VTVhvywYpAFk8fOP3+aVR9YYXY1AavbWDxdQBbEeOTihiOGDAI2g+JiaFQDoXBhxVR9pu651qb38IIh8Higb4Bxis9dXbZh0EIm1HTlplG3Nx+BtIN9UsR0DTCzyjq2PQN+9C1ub71mnXzphRunQML5/32f784zTBDcGWAOSLADDOY0Ua8IWfcT74IX3C2DU88Ar9fLL7ZraZtNVSLdt+K4YVwgVefRcDnLTLHzQcGfPalFQ9tuZv3GtiwJkHHfgGV8yysMNR+aOUZVkFqRzjmHKTHSAIppKqD66YmvCT8ut3hw84NzeHXw4A29bIZS+HpFwEDLz0KXYviIntm8OlLpeZaJJ8ezUUvgfrQ8ubiGEf0CClfG8rp+h1JdV6+h2cuPULi/Fp8TULUHdU8eL6BObD6A5dv0jLcEA8WFuOxhxr3O2UJrrXJXD9t3aZeb8X1zAGyLOcchIQX4OpArLxmi+MkbLeiPZGCGCoVcz216XUI4wctYfxZNKx7UALYFpLEqwu7vtnka+9omIMMZIFdgXhFrY0z6EbmLdsw6V3jvSPNDoH33hT/iKaswWthtHfX0uKmPGSdqJrVdvkcvoUtG0Khpqdbv37SDWw1rPwulDLyGmcsSiSMrf3AMuU5OHxvIAceOX8gDJH5oj8CKqc11lMI7C//7MpD0z7Z0L0w8DFtLVBoYTgc3ivB+2P+IBthhHufwbdXWxkJHUKgAjb/M2TdspDnn0DSS4q2Q5IFN+Hl6UwYAvwG73rqCa9U1gzk9FbST/Rz1EhpilMLjpT4Ap4PoTUQxdaBXEa+XxGwCp676ljP7NR+hsrh2CjzNOnS430LexUYXdf09ZOTV8g1e7zncYpoZaDK0WdAZlYudbXbd3Clxg9zgPOGmhv5Tnnue6Qb2ZgKGJZYf+orZqD1FwZfM4K7X01JViBcEIs0AYojmQX1AJWFGEcyE70QIxyP/N8W9/3bWezroaQxyxHNjzwjoaYzPm9+Kp994Q1zBSSfB7yPlJ/b3eHDzg2LdJ2uhUWbQklJArQysNpwzWjD/U9axsz4k1Civ6YhweingJPyD0JEMKMaKYvWHoWq2LTc0q5rjGObnUm3FnHJDugC0hZlTuwjGf9HhVZUKES7Lql3YZDNqkZFCVVFJEVCn764kPfGXenjUoNw9wvde1TLUTMj7hQ/+enJkk5Uw6Dhyq8YfQePkVMtmkEB3xuhDrr2HkJKatPrG346qirLXHNY49N3LY2c0IXu+2y24lEpPqDVrhnIc4hWmKoBK0Le2xwfvhk4ZoR7TaUAtrQ34snlu9d8j3QWc6QwFuLl/UJgDiLekmF8x+oCS88D416RqgS57l7Ic1NjWmCaoKcQ7OBnVx4WJ2RqSI1B+wEBDIRzjrDQwXL3J4jlXwYswrvuqnKjm1HRYA0vFOVXHoFBFkAMcR/rYM3nCTakf8nS1fUc3RcuuND4eFSBzBykuEo/NwsxXB3diaeiL6r1qGGFKiUbd8157pplcNbVmzjgz3+W1813r6+0UoZdi/ypWIdiJY5okzRS6p203olTZZv1IKMyANVl3w6xeNNaw/3SyDo+X6TwFBTMQNrSlRt5ptoLogLxCgxegaoKGAzBMNOgKIt86DsqTuZBxoeRCflOU56T/ycGnQfGPEiYgmxwzSak4zUeUuCSy4w39qtdqrIeMRpzYNHshGNPGkh1Hs4GB/42M2K4fpQQb7ensDPDWedhIwyT/g77dU7A91BZC6w22I8texTF/OLVE1LR/lpks6sXbfBlrQrYVeA1+gLERQ2BLbDRLmDvHgHTXoBH77X85mQjRqCNSTYYffHK9l50tQr2HmW485wg2QsyWaegKtG6wQJE6GM7XmBWQ4IR+HLpLciicqnBrKOMa4brrlWBN55ao6EKyym/Lvz8aubrvl5E8QSlCbvfj3vyf7Q4tyMp43VWhGVWWdhufA1GDj6UqcMraCmQ/DGEZe57VpBUcJr3QT03jA6851Rspeqxo5HCtCI4eUAoc9cM74WoroNS313I98AjVoxBLZ5yr81qDYIvbAK6W9n8moasQ4y6Ut4Tuz2FnRsOIf78+RBK4YV/CNCUomnKOji6r8spq9pyC+Qk0MWgohgKToEPIUAesC4ENSgB0MVw/T0JvpgtbmvKaMPmbYGcEDlWeh4Mh1OvWeWa1AA5cOnQdlxzSL1XRVa8wkSur+GDqv+WIcCiBfoYLhhmfHqzwL2u0EAnw7bvrDRNiZbtKjVacRTdRItgw+olTZ72waOO9W3VlPSjIYSb+9eegLkzpzT52tFh9jU+49LWeBe7xErJcgej5cbeuKqX58hcDEW8Cq1dUIymCq69O+GZqNmIhNz3HqO44ykrJdU6d1nI2tmCZ2/quiihYeWohgq68bXKdgY+hKm0vhmu2tBwt1HYqXHZRLdQ2iKTusxCHvz9n0aQ91r443Vud+vD182u5dPqlmqfQEvDnLLBp7kMHriqsL4vQzrUfWH5fnJCTvQFCAf+Q9jjiJgsFkd5PWXkSrmWNj6N9mR0wi5J2XCDpLOaw2/Hu/tfZXlURV4Asg1tegRyT5vlxLnodONlyzWuVi8pAePOgXcuu5hmowNat+/epDnftG65/CWKSWgIZEhy/a+62tB/6GFNuvZ/jEx8rL5Bni3l1pVlGzK741mE4EuflbNQjeBI6603HEnAUNbOn25M4dCjEKOqzwLo2iEuIVcmglGpUIo2DAKvnB3Vjog24lGMxeCfa3vIPNgBjx0RJXKdx2bsbkW/s2PyvICzroQzToITL4Yep8QFbc92C0cLczSmV2kwrZFXgCgReU00jZXl/myBBybdg2M7AkQF+OKgzMh1HID13SsJCOEP18jCWr5iA59/uYjjfodXUkrgOfkaE2+E0y8B2lriQwx9U3/DCedCsI/h9mNiksraV+5x/cwEN0wwgoq3g4fvERSbPCNGRbEKV4T16r1wyF8eZGtF0zQVAFq27UJ9XY2/prrI0XqCfeBPx4akpKbt4Eo7HubIQMqQ0xFjr2Xk+QI4pvaGNlkxAQEr3Zu2k5R3pz/sdXwMMqFwdCDPshmeUl5hIdvwh6l10kFsnU2mlzsNDCiuDsUjKEUau3SC0ycgZKQC/OEQAh2QZ6YiN+qd6f+rZ1APrIaqf1r5bgvxIjz9SDa3bVxB1AW/vPvto7uwxLv2bdgH/nhkjPkbEkx6wzh2mZFaed30Kp2l1l27/uQjhkLVeqNhggptaOwY7eHQ2Ugcqii/glFKlXVtyJJAlnoqrYycQAHiUurnaPosB9nMK6z3BofAQf0Ne7U3HFJzGzZMsN9TNySJW/zorrvaehAswwjdNkBOS/2+zfHYQgB7Hhnjm2ub1oxh9fIf6HDJHsKH0NPQNXFd9sAcuvTaq0nXu+IfAX89XgyU2c89W00vV7kXqahMK4SEVWF9GtcVf+WPDCj9MIT+cPZIeOox6HRgjBWzExx0GMx4Ce/6t3eewXbbUFVLOQ1Vbq66AjXGYzr6XDR8yiPJL9n7tIAvng+9Nxr15qP8FAOkQY9j45TXWjZ+kJCMinifjVReunAHRuGRXdgojDUCxvUwnHWIpT6Eri1iBAaq6yx33OzSlAutt+T5+FhYi2KUlaisRlVM0geYii9gScfLt0fjR+1QDA0Lg9QYxeHI0+CNCyzmuEAW3jrbUBNC2YFR4FNVkzsgLctBTiPVTqxzn9EdkQDLRYCycgv9oDA3oHhq6A2T9r9UQ1f161SQxj5mmPa0u8etQA7MvWc6bTv2olVR1yZfD/Cyb7XumqrZoJ2yFCyN4ZWlHBaTPTqgcoH1wiYGmd96OOoceOMlJBNVYvzm32K9fLsa/Zj7HIczDDo0xtwXEiKtX2jhC3ezetjUI4ZqrbyebTSkTqvRjPbfUMZkHr779WBgFmAa3fdhBz+78ii2UAjnHw5PTzM8/w+DtZYbng+54+6QEy8G2lifmlMUfiveIMTwPSMVkFQsQfs1JJAYVL0Bg2w+RaPVyKjtdjyBK66XDIidbbGfWh4du0UEQNbaZPopaQSUt2DxOfVapM4iA0Hcuxl/T1oJqem0+cii7oVPhy1CDEK0pkIXpkvPNcUgrF25gMryLfy4aC7TXsV7VblgP7cMHH74rzYIAAv+OtPrTxYg3g/4uc0DcqDN0THPOHSl6JXlodCNtXeGys7XwxvPIc+1xMBiKynNMivPvqvxoY/Sz1OBjoYTxsPcb93JX2VhMR7A1ZNfG/B2E+wnqZpVT0PvIEAEWPTgUem/GFx0hZH6jQz53N2Yws6MMmAjPHaXhSWWIaMMN98TCihV6Q7/HCOEnmoaknZUFUlz9iCLLNqjIMo50E5HdQijMCPyf5olcACl/cxiv7Lcc3zDmP0vD06hdv1kz1C0yEZWBFpd5SqECRfAHoMCzjgJL8kG/tTU1KpumgDxJhQNz3LofAZeJVrj7zqoey/aSuu/j6KOvbE2pGzLOi9263pXLp03i/KSjU263k9Hrz1HMvOyOzxIV+XCsxIkt+822/ovE8IYVEaoRUIk9RKUM5GBhHlqvFQ3cg5yMJQCyyw33BrIe7U0vR4ot2zV6clG5q0MH14oAF1GslqVdTT0EhU81nD1A+QZ5sicUYQI5fzdra2+wIbG1j7s9hR+fuTgWWn1MOfZUDZsCAyCj34MqJ5roTd0PDomk66gTwJZGGUI6BMgDzfaQfk3+HJbQ9IIsdV6o6LGeU9YN6UE+7E/eb/94Ufuf3w6qW2O48En3+Svt52N2d94tSLdVNqCTkVBOxgR+KiC715K8NwT7j5ycGlU411slWbTvLnCA2nIpipH4mil9KoBCvlVNORmeYW8WTbWS7ABMyfeTre+Q6ms2LLD9zZmjDzhWpGLUzq2pmY3Wil+UsOWhYCMSnveG89T0I3d2giQl8wQWA+4QrJ0/Y83hN5rU8+wHbzzA5i2yLxrCbq+V4V4Nc2pKWJdXxaeurm3PMtMPItWmw85rgvVkDcgEA+mykD+7pTkTo1jzoSTz0ZIIUptXW4l/l4EFw2FiRcHFGYHrFyR4MVzOnDrXTHvLSitGbyLFw0BfkAednfjCUFF+OYuuhAsHNIT5i9axdffS8pu+ow5vPnul3z9/XImXn488xau8jeubrzWOlQjGQ6NdRfYhn0vU6Bn7xinjLE8d0NXCZvAA6Hg14PKeiWQTaPaDyoaq9fMg4wsbeLQuBGGCaoqyzk08yX/uXWQmtMKgKJOfZp0vR2NBffMJNkYV4uZlJC0Gc/niOb5Na2szEWlOm9FNuUGvMHQuVevxOCxonQkVAjBzrJyEFi8mnUd9Dwk7hsTRzkSOi8hnH3jAsEttCYGYInlmouNJzfVQtlC63kPuaaR2YfLdwA03rvrAo0HPQDdWxge+qP1D0T/zAGaGa4719A6O4tLHquEODxw/D78c90sZjyKd/FUKEXr6LPc33Ocy7rG+iIl3axaAJUKGaMM1auhz8qLWLJ8PROfmMrNRyQwVxj4iGT+235jMQca33ZNsQxFxF3dQINuQxqf1sE7V12EBQ7928Oy0FX3MUpd1rx4NCxSl1fLndOAQbJ2fu246Z8xbr02hCHssA/DrxlbSrfSPL8ZT7y1J59v/o5nHkC+izZ8VW9I8ZUuLqOzDtn8miHqYmjWy7B1ethQ9aqF+1ONewYeSwoi19dsk7JctdFvVOFbU5whwrxcYX0IYfDCtuoJViPg9zzr2aC5cOgp8PZXwOLGZh9+vwOjcM+uaxToh9TR/w4m/YWGbdVUZ7Ev/GGEobIGHn4FoZuuQYyGdpFWoGkLvgS6OZ5xqMIshXj1otTI+9Rg9Ab7hMUMM7JQNNXoEO7nH+zCaaOXCVNPXWAVZGmO139UifHt8h0evWIgFzz6DQV7GkreCmVxluCp0uB5GAqoJvBaj1vd/Subz7nQdmbT10vxhhUUtu7E3E+mMfjOY/jsggfpv99JZOcU/OzrN6xZSut23f7rdc3BBqp//p5efPNYxt87RZ5PPuIpKJoPoiWxHNnY2XimYXN8OGmRU1s9vnI82KwZJCUmKYAL/pDR9oRaQZlrpaYmA1iP9zbauH/r+zQsqcU/m0waZo/q3PXl+zXOKMSu/OU4IfGXXVi4dTgy8VqboECTupsF7u/tkUWyDA9ENcNrPNbjeQJ7IHl/db2Vh6AbUJWUNWYttXx09o3UB9s44MF7vJtZh6dQK8iZY7Bvunz8SId6q86h5sY1raUFW4pnxBAi0nzrU5fgw54w8nfwAJei3+omaxo1g2QnpV87li34gq69996pawCYowLZsIZkN6s//SuV3w7fSFazfL6fv4L+fTphDjMSKrZAvsdGZM5a4VW085D10NUIpqKVimVIhmCp9SSrZniFrGhzlkx841eQ+W5lpAgs2wjFuhuwyXDKYZaXPkCqJ7Xatgrh0HyGZzmqKE4uXjMjxHuE3ZBwdXQjU5Lx4Jd/GjvmzZvH/vvvT2ZmJm3btuWmm24ikUj81/c9++yzGGP+4+fBBx/8n33Grx7tjFdCDvAcdvAuYD08NfZQ4b9rg1DV3dMmJnXIg6pFVKFbIKdB1BNQV9ziFYY2Srw5+i+3csAj9/i4VMMPg9d8MAhAGR0GT0WuRRZHiNcLVEBSVZPLLRNvDzjhfLmPibcE3itQw5LA937McPfRyfiKzDi8fsWpbJ9SSWPGtooSaqq3sXGtqLjU1kgKZM3yH+jae2/Wr17cqOv80jB7G9+ybRuYgQbTz3D1rXVkjyzAjDHscUFnqirLsG9ZMcSbEW8vH8GP1MPSXhpZiJGpxFdO5iCpWjWe0Ya/+tyUl6LsUsVsqpEUcjliGFINrDKwyvLSA8ghMhBhmTY3Ai6WG38o6FpU/EMVn+J473aLkb/P8s7fDodKzv/asXnzZsaMGUPXrl155ZVXWLJkCRMnTiSRSHDbbbf91/enpKTw0ksvNfjdwIED/6ef8avGaiu0V1zMr8KnGus5N/nsu952Ih3IyaAAYRm+H2JUr68YIf+oJJqmqtS+5RpfKKNodYhnMapsu8EbolKSsez7k65Mnv72fYsZ4h5w3U/eqwQZNQ4uZVmUa6A7pMcNdDEcfZhl2vN4rynX3WeF++x1luK3VlJ4Zke+vPpVBo8+odFTnJVTQBgmkvyD1DQpMGjXpR8AOXktG32tnw5zgfEYh57QenKW4IvBtkPWyHzoD6MPNHz0d5KdxdmAGFYN90rwnkAOXhJPQwjwtSYa4inekIOnJ+tGjkfesx2ppAydwdEmwLj7KEAo9mlAmfEZH2VdbsWHFOB7PtQj1ywANjfaKOycVXjkkUeoqKhg6tSpFBYWAlBSUsL/w955x0lZXf//fWdmO9vYpRcpggKiInax94KGROy9JZbYW+wlaiwxGjXGiooFe1TUWMCOFbGgKL13lu115rm/P849c2aB1bX88scX7+v1vGBnnnnqvad8zuecc+utt3LhhRdSVPTDKHQsFuPggw/+/3qOnzWaEBBQATt9mWqeqSmvFNkabOFC64WuQFxN+F13l27jlfYHNVNujjczXzVMLZx+seOuf/l0XT9qsISectIVo3c//Bb84bfwzIuH4w6ImdWi+RaNGIKuWEFAq1fURNx3txyzY24BN53eSMecYl5oWiHXnwtnneK4/S0vZcoDjjBv2kf4V3+euxCLxVv9PXvap/QbtBUL53xDz75DftYxASkUo362uj6ab9IR0+oR8uy/gLcne1m8CUR469JQAFBxAk1eUhdKy+aBWVc6XzSUWA9sFg74lRe3cwlyPrUeNPyrbp0qhWVIBmc9Mj82QCy0Od66hSlQCfZu43Dr3/I499yGNIHqf+I+vPrqq+y6667pxQpw6KGH0tDQwDvvvNOuY3jvaWhoaPP7X+McP3koCUhBHm21pmZhZhnyzOahiihrbT7FFzQVN0LKtPULJp26KDqRlMWYQbMlgrueQLgQnZHf9kAmRi8nIFIHWuFDBx/4hJijmSh3iGi0qv3QM7gym8J9z7l0WbGipl258N8tnPT4CnF3wm8Kchw3j8qx0GcSuvYZ2uZjbKiravO7dY1+g7YiSiV/kUAYfmPCeCE1WOlz5W8kgT6ODUcljMGpEZ8GrJ+lmvwqRHPD51riTq2vTIsggZXhV2aqvsdvvOR0DHUQc/IMe4Vn3hkhxilmpMQpsFBnwEYAKPSwcQA6izEqdWYCXgrOvaxBXKESoKydQiHu2t7aM7777jsGDWpduXejjTbCOcd33333o79vbm6mqKiI/Px8evbsyS233LIWqPlLz/Gzhi6ggNK3oijrs1GtoU1WFJHXMF02sug2w7Sy1lmck6H1PVaSS7PfdOEqwDTPs+dgJxpjsRffd4GHqT7tq0af2XO77tWETdJM+qwyEpWIM83LwmlGJl0Igx1z3Qsw09O3ewIqPKef47j22jjJlOeCS0IO7iq5px8qtZ5XUNzmd22NWDzxi2owTr4oaSX2lfGnEQAFdLt4Zs5Ncvh5WJs9df3qsUS0CE44FVuYmh+hVofiBvqeYhhQqxW11WJoQvCKBiAZgMpSL/NEox5Bw6dxIw09fudbk9++yjiPzqPM3DONdFRiDNGK9gqFmGtza8+orKykpKR144/s7Gzy8/NZvXp1G7+S0blzZy655BLGjh3LU089xfbbb88FF1zAVVdd9aud42ePOKYZFmLaQDWsSmP17cEECRgIuNqLmbjCi3ApwjjwDpt8tQibsAETNprwFCi0b4zxIhC6ORE2GlvX8GQ3x/xZXwFw6b5J/ESZeMdoeXKddGWIdumPlGnfBU7YGwnDBsV+w+Vi1s95JgkN0JT0NLR4FlUFkzV0Uf7ugfd+0WOuqlgKQEtza1r0z63B2NTUgtvX2SJTq07BUI88+3eBlY4nXnHkbuWsilQB8nzU0kvBjJUuHe7b/siYuYXavEcjOPq3Cos85D3lIs+7LHy3MgCLPRzMc+KqqDxfc27p54WIVZFEXM8o/Kt1OBVT0KHXpIzHkJnZLkwh8QuBRsgI42UM7/06P88c++23H/vtZ8UyRo8ezWGHHcbNN9/MxRdfTF5eXvq7n3uOnz1UE2hfRqX9KmIMpoGUHad4g7ocivRrnUSt2hOOeeFfHDdd47noXMeNl/lQ0JN0uTVUWSpzcBWm+b/15jsq++07zwaHbdaqr6N/O5CaujhJ5lFgc6twvXHPtXvGufyhiP6bxJnVKwXTPH+5LGW8/AK4/+9AIjINXCbPYqPNRvBzRl3NagoKSynu2JWaqpUUFpe3+n7+zC9paqynU7c+lJR1o6G+hrz8wjaOZmOrv+dZxWk1/zsgzzU/IxqRLfdFHTS+H7Swamd1GwMv4b03w7E2g0kzI7O4NkMiStoVW4WPtgdQToMSxfT/IYrRc3CMhe+n7DrzsKStZPh/MenGM8z3ZikkkDYAYKHsb8O/yzFsqx6jT9f9j9yHkpKStbR1c3MzDQ0Na2n39ozRo0fT0NDAtGnWYejXPke7Rqb218Wt1Nd8rKiG+qgK5HXAwEntHKSTRc3TIGRuukKArRtv8sY+rJFjlY+Mic8YsvdIIjyHZiQerpZLMZayXIThG5nDA4s9ZbvGbFE3w+gtgA9haPMRXHqkI/LefFSHcRqqMDbf8nBfq+GfZ2330x5pk+FGBYWlgORIrCkQAHpvuBkDNtmOkrJuAO0SCABfXZI0bZ3CKMDLoMOGrjV1e6aHGd7a+il6r9Ee3XelWFy9OsaFj1KCPJ/PEeGord+1v0Kps4U4I7h6GiLMI80WXfhWSt6r+vx1WMXozCI+AeRNg8Iazl7tzHVtQJLUPOmCKuk5XEtaEbXTfWh7a8/YeOONWy1gEAzAe8/GG2/cvoNkjGRSHKNYzC7g1z5H+y6E1inL5YRCmIgUrsLQZ+W660LSl6AVeTR/3wP9Mvb1pEFC8pHFGGjRK5+NJFVXfeAkogkaSbMt6YBpFq0GvK73Fir5rJoUiclaD3wJT98tx/3dFWPp5rfk+C0RSq9aKgqk6jPQcFcwbYf537X5+FLJ5rU+05Bj5sh0E775bEKbx/tJQ7t7g/E4+jlqP4ispD7I/W2DuRY5yMJS1zEbqUCVADaBBTMiKbBT0KBUhgAAIABJREFUixS4TcK5Z4Xw4CIEq1EXQuWfQ0DhBNBHPrrm/HirDlGtajuohanRCO2wrdZNMzL3qgl9JZy4t/MxQFNzHZqxd9Yk99C+6INzbW7tGfvuuy8TJ05k+fLl6c/GjRtHXl4eO++88w/+VgVA5hg7diwFBQWtFvsvOcfPHnnY5AkhO/o7qaffx9li10y77s6Kq2hjEPX39VFGyOSpxMxUDX81IAKiLuOYmdmJClo1Iuy0jUJEQLM5tWBqNdLWPXOoAIkQtyNTGwZhtTLxGY1JT2JzZ0k4MSwfw9O6ZmAWjDj4wjYfXzyR3eZ3bY0hW+7+k3+zrvHwjRvKcyrGKlkv9tDd8dSZh8oi1YIlXyPPb2BY3Kt9uuYlLcA7CLg7G6tSvQlS/9DDrbd7GOA47jigJWPNKMjbDVgK2Zs6+Y2DK25JWXVtTZrTGheZXcSVrKbKqDHjO4+4Qou95T+ANafVKaBgZUe446Bt/jeWwqmnnkpRUREHHnggzz//PDfffDN///vfOffcc1vxBx588EESiQTff/99+rOddtqJM888k3vuuYc777yT3XbbjZdffpnLL7+c3Nzcn3yOX3U0YbyCkABDMzKJvvIyUVIYa/A7b8QVDSfWY5x5tTyWYliAkpp00ZHxf91WY+xB1Q4OiRSof9nTWUZkXsaxdGioM7HG93Ggm+PsK2Qydy7IJfmht+tKIZNNUw80Nt8RoYH/gtHUUPfjO/3IcHs6Rt/ncAfH2PkfMVYunQfAMbvNYNJld8izVzC2FljuOeTlJ8Xs1kxHXbwrvMX6NdO10BmDNAsJ8TYHYHBhsOJ6OFjqeegBxMpa7fn93iHk3M9JfsRAR3OLFwrzEkTTd88QIJqLogB0Bs+Aeqw3pcv43CHU9I4IMFjsTPjr93GsO1UK4hT8bzCF8vJyJkyYQF5eHkcccQS33norF110EVdffXWr/aIoIpVKtQo37r777kyYMIHzzjuPCy64gKqqKsaMGcNFF130s87xqw6VttVhq/BS5w7kxSlgVY/1d1CBoNTmQsTaqEYEjGbO9cAWpkp4MJahnp9wTNUeRRg/AKRWYhKptqRFOhJAs2+F5vuJnnHnjZZr7ezEBE7I9V16sqO8IEbk4ezL6mWCdkOsonKkpLvm9yuNuw5O3PanP1KAJfOFupyTV7DWd8kWuWbvo7W+yxzvjrtWakfUwjP3AfM87z7p6XR63/Q+2x14hjxnxRfShVWd1EHQLEgFXtUSykeEfynQy1O0Yywdqn3k4v5Q5mURbogkSyW8AI69ESwhgtdnx4S1ukDmzDH7e87aLmNBZbac0/fmMMtSFZF6YB0x4FBBSY1OxJ0lolV5cX+0AUwMmRsbiGAoLp/ZvtTpYX9rO0gx5eLk+psQtS3mo2tik76YTZGEFDX/tSNTJvq8FCvAqQIm4xEecg48dQ8WYSjAtFpeOHcpxoNQH78Y7rhwG/owiJHjH5JKPzqRWoCytbMB3blO9svBWJgdXWhiinWs7gnxwY7UVC/I9gQ5HmAYiir4TRz+qR9evG2NVLKZeCKbxvoactsJIKbvZVRMtLpaWOo7axhwC/APeW6750XOufMgowE7JORbhLFVNSqk1YpysCgCyLvp5tJad/+9PC/fFb5TDGAVIhSk1AV99o6zW78UD94HZ53huP1OEdg7Hu9472Fv19nfcfA+nmfedKZs5ofvSrEcCiVSaRJVHEu20gSobATknBb+X+AkY7ci455ScMlp8fZlSW57S3xduwDw0fmp9VcobIRI6MHATNLkpVGnC5X8hTuRhazWgmIQK8KBVJJ3ApbCERfB448hk7A0LEhFk8GsDC0Cq5NewaXCcB4lRSkpJw5jL+lLU0MBJ50/Nc1xpxD8x/bOnnj5YI7427MiBJZjvqaes6uTpKpcoG8419dYCE3XbhUyQXsgSUT/4+H2cMblcMi96ggC3E+R63I7Olm0Wr1IKyhPwtyGLCxs14BZCg6rXq2FUHqH99aE9ANRLkQ5sBFcOTLG1fd6eY4KlymZKRMrcsgxdoINeyRoiTxL6iOaP/AGWncMFk0TlrSm4WcN1miYU10O5WUQ7ivHwYZeyr3HgBLXvizJnIRvc1uvRyhdtv3gmFkCBVCQDdmKFoMlnmj6sEckfb+w2kN79m+XxeX/zUiIK5MNB60BJ9WAoUZhOkV3FwzUVMuhOxx93Rw6NWwhYJkmZeXB3S9aOfTD938GIrj67Dg4eOCmQeTu6SQ12MPBB3hBx2sQYs88oBMM3Dlh2IZWpi76ZQJhyfzvf3ynNsblZ8YsJ0SZnwFI00xGt60T90IFp2Z3LkeAw0w9qMfRd6zl2LMQt68SERTaITrznIOduFch/Hf1ZZFwQTQaVIvVacis0eDD/2sdM59LMu/lFM3fAb0do4/G5kR9xv6Z91tP62Y/OUjadQfMHdLoRx1QAQ9f2B+W+va5D3vd0bbseP3P63E9hc0wk141cw5Q6ui9aYz5T6Xk7z5O4t0gOfXTvGEDDgl5TcJeWD8nQkGzILV3Q+aEKcf6DoTwYP7ejvqPAri4EpmMy5HJtg0iRJYjk1gnb4e16xq4HQWQOukkGFa4Faf/+1PRhJqynQsUO7pvEmPxhykRZNo/UfGNcsEpfmikki1rNYKNUkli8XZx6n5wuH2cMUGrwrVrsEOFq1pwqk3VlQNjOWpKvD77VMamlYx0IWrRXa2Q7ZAF14nW7e1qMDKRau9BiPumi10fXf9gDcThsX/05tKJi5j7RsoiRauxFHm9XjA6fQcEbOzpxapTPEpdD3WdNPGuy2+Wwi8biv4rcUTLr/fyzJ+Ukhe0URAI3ZCJo70BwBbRZOwlKe1ZE2wUo9DQnz7yFchCVLekC9S/Fr4sCDNLXQmPmIdzYOXj1eDgrrN3w7/v113oZENhOd7/smNSxafm4mhiTw1Q7Tl0aIjJa8xeQ5PZMPOuT9Y+7hpjXZ2hGxtqqa+tTHMYmhvr19qnqWHdtRjcyIzprIu1BnFvmhD3py8WpdGwrxLLVFNrqE/fr4ZfGzDyWTHybrIQl6NPeOZlAuq9d+GNZsFpOLkS6+nQI+AQRU56LswM5+4RohkqMKb7dDr7kTctYO5HKXEtEwFAVmGXQkDTjphgUTxklRcSlc4fnWe9AwCpHc3zgJp2VnP+NYqs/J8cWnpLi3vqHP8aMQk12zGT0qqaIUVrApD+thTjqJcg/m2m1lIzMYYRW3IR0LIFwTfqfOs8hs7wxz85/LuestJCrrwkxuL427jjZPasWVkrXfMwBY89gSDVfbDwV7Fc7z+u9RJ6VaujBRFUZdB/0FY/65Hmdyghv0MJDfWy8Bsb1w5L5uR1WOszt5eDZR63n8Md5VpXhlKK92ovbEO1sHKwpima86Bhukz3IZnxfU3Gfh5jFC70obCqhwh2fOci+U4frVpZOmcqAqYwx0uRVq3CVReOo/NHt1xkcdcg7kcHJLLUxcnx+jtpM18Tzqf3qHNNt1i4lm6Ox87sTeF2MS6/MmZ1PVLtJC/FXNvbej0UwFEefBLhzmdhVOJq5AV1cvQYFbeKOmCFN9RaTmJxfq3c+23GOeKIxlbwL0IW6RKs3uL7WO5+/3D8Asc9z4HbxeE2c+RlxbjuloiyHjEeeLsz0ZoVmXSsCBN3hYfvgTLHbkc7qfxTBTfcFDfhpingoY3Z8y8c9bMeaU2VoIJac7GopNMP7Q4gZdJAtGS2E5S/Bst4VBBWNb4uFKWfZ2ZKtiALroR0p27ysM7dWrWoCtGwqn2VfajNfiZgC9Mh80ArW2n36GwEjCx2Ahom4KQTsEiIWikxpChsFYY5feuhwfOXwxGB0dlDylv/j0TGbxUoVoVSD3zvmVe/kJqGiGtviuS4ADn/I5rz/9mRWVBFJ0DKywvUMGIvgu/nWfRcyjgKmfx69UE70bpTUwtSH0HLvDlkIm7kTFD0kvNef0U8TA4o3CHGbaeNYOtNYzJJGmQCaYrtxdckydrWcfYOjpRPcdAWbdxfQ7iv1cikWe6Z+LyXpKx6+MsNKaMIKzIfwmKjDnp0nYdMJVvW+bmOdeU4AFSvXr7Oz2dN+zTE8520ZSv0hplowloCcanKnACtKhDA8AKliqsLqLwEdQ1XY+Qu7XWhVONqrD7CNpiL57HwoIYG1V3JdVaUd4mXLQH3Pxp+1z0cU9N21JJUIVUs1/v0V3HZb3lwRzo6A7T1GhyMvaqvhE4HQpc94vT5fZylVRGHbBKOOTCEYvv+Zin8sqEVilTye2SRag1Gj8WVV9IaH9Bwl7oEMcRk3DQ8VD3e1/JvYoSzt/W9t5deAyddAJe8moISuPjPjvu3P5j6wg85buAWEjbtCThnkYzB0LIALn8qxR8fquCFJ1rf1tIFM+wPpfqGJJ09/+AsO28FIqwUydZEr85tTwzFEVYtXwBAxYpF69wvSrWmtxeVrrvs2oY3bG3Xt9JB0pmLFsOYonUhmhPzViK/K+LTKzYAsuCVfl6LCXHlA4AxQ7X+gnJUOiDvCyxhKQ7339DJzHbNUanxRjTbOBxPLZkyZ66JJprpedXNCASlmS8mBQTORwSM9qfMxUrzNcPRl84Ri2+5Y9knKea+lOKfE71AALVI8RYnx/5NKPyS4TCEOddBqeP03RzjzztetH4mYu0x6yELGA7bHx8zUEjHF0HNrMRatVVC8mVvOQ4xuOqmGGwJ9125CVv16Mi5OzrePfE69qm7nJxUDkWNwyksXmUNTUNi1PVXxdlyQIxD9vAcuiNQ7cjZuvVFdO01AEAakajmC5GRrXo7606lfQvV7A5EGP/MjxOWyjr3AqBjpx5rfdfUUJeOQEx5/0UAFsz6eq39AEn0iSGadoE30hKIdlfCUSPyfaOzDklFTro+12K9ExqwMvrlWO9FxRpUsCusoVaDLngtgqNWgoeTrlkBcbjttBFm1mvvjQ0cH+xzWyuKemwg5o5qerceUwWR1lRoQbT8Cg8lcNaZzshKWr4viWBCHZ0IjTq5t1N3djz+CGaxePD/aifQ+JtQ+IERR0KIDoigOM9xwBVjZFEreq0vsBtmPn4Okx6IDLRSkkwJwgvQ3+gzVsApWBb9OvSBb8BHMf54ZQVbdO3BjPwPeDp+Lcd+/BiTqz/h6DvmCtA5C1jm6bNXnEvuiVhe7+hS6HhjdgxmeJre+YEo0my5x0vPikGx4/p3IlksnUjzNNKJUR2hebylPv9QiDq1hiWQOTLpzcNGHAhAr/5rl3NzRznBcHohk39TxE3QDEB1uWKY/z/Nm3VW4WUhKuio2jwXcw06OdO86puXYjUyijBK+ABnJfMVCHZIvcR8x9n3vm/7h3qIfOPZ4dKzLQO2AKLvwz4+HL85/NvHGTGtEaO2L/PQA6b/fRLdixPGSlVwsWfAuSq8uaWr4O47vVm7hUBXhzsk9r/Jffg/O3TOLwwI/CLP9VdE5pOChXqU1tw1fB5l7KPHUrCw1FmGZGaPQEeasHTMGbMhCaec9xWsgKPOXsiJf32FD+bGqPrGM+ZWJJylazQFc19PUTbYUdviue9zqKiPOP5C6LpXnM1uWDc3wL8h97a4MhIt8zE8ee4hcr15iNCJw7SH32HVcwvIys5leSjH/kPFbeI/wEX4IYGhY9zz74nW17BtR2dm9UBaN8vJbIwTh0P+iMXmNaSrloCCtKGlGvN86zL+alXsiACbm2DYTidvUQYlOzUhIO1qb0BkrRzztVPONMGij0PPOU2iGLk7OFvIi73NOU25z0O4J7Nh4GU70LOgi1mULlx3lZcitVoqTnGRamxOpRBra357LYVY29t6PRwWatQMukyAymEmpZZOW4Gw3Dxi0mneRA7i/9chEh1gJ4wNGUc6GHskLq6TWIVHSNz54pNIzGQlUoGh5dWwal7Ejr0jGj/yQpgCtumZYtnadAAbHR1j/olMpgrITeVCC3xz+0SWvzgbNnbUrFpIQ73Ewzr/gnbw8MMCQ0cv/0noreBJFDooEgugwxAnnAx165QSrCHFODx1J1ZJWatXZZY7V5NdQ4FaPEaFfQtQ4dhqr5ikqC/yUO3oURy37loadcisfanvMUQ99h57RzpMfeJJiDWTmbRWDY2zEatMLRWtj5G58DVSUek58m+LWmfQqgDQdgIOKzzbndZZlyvlubSLOvabm9DG0EpLeVjjD43ZZ4YedZL1dKIBvvZGalHEOxcJP6qpmwWb9Igz1acMKZ8ZtJaSTdS3VOCvBFjq2ekYx7uveNlPv9eMvy/ghRYHSc+Dfx3E4pbpjHkmBXMyzZbWw483jMB7z+Pv9eX9i//O4C12lQ8XeLba/Yh1/ramcgWF7Qgrtne4PZzw9bMRgK0Ekt+TDgfvtFvEK1pFWetW6KLUCIlqxzhSNfk7bwQgNdcjxITXcG1pOJ8KYw+fjo9MCBR6Fr2XMkBZ81SqsYKtNcC2sGH3BDMnJEV4FwBdHIO6ZEOHprQbpoDkVcc6rnoMSbnWURCOpWHUUoSUVRXcCwWy1VLSkGwtxtgMZebSloc2rWmkfTTnkx9tWyrcd9R63EtyEPJQuyGTIbMCkTL89MVkaokuYb8+wAonlkEjVhJe+Q9dECCNjGNkEpg6IOHJhV5MyDgwxImZ2YyFNtdMte5EWiP6H8ITMkZzYz3ZuQKDR1GKJfOnpys0v/fUDSSba9n1qOt+9DjeRzgnJmZjQy256yAipZItVFeuoLS8+1rfuRFO4vorQjRhIyfm9paImR5DitS0YAVwVUA7BFws9iKAFUsAW8Aa589Gjvlx+KwTQjJSgVGMaf8WhDw001s6fDNp/obby+E/8Yw/+wSOmfwQ3kNLBLX/FaHiP5B34PZ2Mo/KCC3u5d2ed4nj22WeVx+lNYiolkI3oDds0C3OvGdSZiVkluPTLFftH6JurYKXakVUt7Nt3C+t5vx/duh60iQgfREJuOSqWOtCGKpsY8gCXolMuEovyK9qfa2OlBm21PMoAq3aahCyOIqd8R2+CsfTpq6af6/XW4gh7Svhw/F307QOKvGaQwUCQCwWp1uIUAB06Lkpuz11w48eA0gLBGCdAgEkbLlOgbBDmG/aNLcUKUfXy8FUyNvMkTfUWSPbzDYhWvF6rhcLbVNMYCuDsQxjPzrE5I4jz3Nu+EzrIlYjmreTM0wiF3HxsjG6sUfS1FvggJsfpGK6pzjHUbs8Sgsrd2a4Ly2pvxyZU/M95MPfn4RX33NWik+Tt3QezAe+gHmfhUmm6frqWlZi80/zLtQyUkGhAi7WzpDkbzTnHxgxLMdACTApuP7SyBa2uhMbhMXbFUHt1aRUbQaicbTJyGKMj5BZN1CP+y0y8TXZKhtBwMsRKwNag57BPKQF4RJkwfaXnMbiea1rW7brtjP8/mHb7w8D5Brmz/ySye8++5OPp+BiFLV2Y+bN+IKa2gbrlN3LQYG3QiKdHcz2MAAa5kBjKuyjxbbUnO6A3HdXZMHFMG2uGtMjz1jxhPnIQt8hHEuzUl04Xg5CU66Gw3YPUY25XrIRF2OWWQx67hXnhNMgtx/MnZASq6MzIqimw+tPnsW75/4t9HkIW1k4X62XEm+lzgSVXqs+rmrEHVGMIQ8RUJ3DfgMd7IzxMbQadBYyBzUd/Deh8AuHTiSl+K5ZFUdBRjATtp8TQDFCBEAXbMEnkcYtmvabCU4VYn0iNFTZgrUT02uZ5WXilDoxK/XcOlmSQAkctJ+4GB/+7R76nWbp0z971MOHL97Jto8MZ9LyfzLjm4/WuVtbkQUFFzNbxFWuWsoGAzanaGS+RQYqvIRJY4h11dGLIPwCmO3xb3p5BhrGUxKZ1sqsJgBtzqpw5wUAV83qqrB1RwTR+xi/QMvnZ8Hdlw5Lg5XjHsOqNy33IkhUcEWwcEmKB8c7SnJilIyIWdgwEKMOnHwHO46+yOpuqjLRqNVsJPSYH85f5loncSlhq2u4j0Z5Vm6oEyyrRiJHJEgX/qW7k/P3deYWufYKhXjb23o9VBN0RtiIA9zaIKMu2N7AUs/VJ8WE9TbfC4tMTUFFiZWCGyFhL9X4yrHXar4qHJQ4E0P83i3C5/M95DqGHJEwM1F/VwMvBJ96uxv/iJ/w87Gg5YulnNCKK+ey/ct/5tmtbufMB95lwJBtmTv987X2b09kQcc/JvXA7RK048bIZB6ACDxFzrOgU1/H365OiDDVNmw6NDKjgrswfLbKywJyQAdPx11iViErgLP3HzFEMit7hJWShbWOT8GpN08xl66OUHLNSUWuD7D50QGKymJQ7VlamWLUxpEJdi/nbPrA44Y5mt9toGCfGGRB753i0AzXXxfnD8eG+x6IXGdvbyxIDQ/HkBJwA1062uVnIRT3Kiy02oD09NCxyluUpb2Mxt8shTaGLrQl4W/ttaBSPtP/ny+fXXlZMB0cor0WY1I+87cRov00rKS5FdVYiGqY40/nO4t4LEPSsEPY7PKTHN+8lTQBpeGnBti2V8wowD9x1NVYf43O3fsBwky89qA42408negVucc+AyWp4ue2d7vmXm+RlmZEMFQhlkAVkiH4Kax4L+Li25IiMDMzE9VEBlk0HcOz6u9E0+Y6aICNBiaomByJ27ExxPdy0BUGrD4Uqj3lg53VT4BQVcqlaep3XL2NlDpbGiIZ6sMPcXJNNVC9MOLIQyA71/H5oriRl7ScXij+mr1LHnVvRbAK5r8ruTKJeJy9ew7F9YHROyLXvsqZ1aBYRykCtjpgN4RItGbSV4SkWFc5m1tZ4Ia7tAvcrujDpS+0bRJcd9B6XI5tEOazZyEPW3EAbQOWwrpDlyKLuhdpIdHKtFdUubeDPh7mO+HsL8F84xagBIp2jlG9JBLfVENL6qqkgDIYfmCcyQ+kWgNqes6hTvzhFjjszzDukfZHIsC6N0WpFLG4zI/q1cvbzFH4qeOLqXMYdkI/EVxDgC+xSa21LUuwVm4KlimQqjyEbKTISBZCzukaFkO9FzZkRw+L4Z1jr2Hnx64MmI+HhQ7/coQ7KMbuu8OEMd4KpfRxUpy1GeEpaLJTAZJnshg6DI9RO81blCR0cirYwfHiphey+703Wjha30s1krS0wpvQaMawhThMOOFCHmq+iZYUjHsCazcfQ+bcptCjOM7WPVLsO7CMd+asYnZFjA8ny7u98gjH9OURM1bG2LqXZ4uOg3lu1je88rYTiyHezuiDc21v6/XIjDhkhsLUtNfy7do7YRDyAudjprwKlTzM/53lOX9XJ7z8JK1BwxL5XfV7kbDU4li364HO3IlmmDwuZa6MkngI+37r0/UExv0LPjj39p9069q9SQVCKtnCiiVzcef9OpNi2Ln95N4rgG8wy0sFAIiprIi8astm5F57OVm8/eHu43cTVl8OsNLz+33DQi30QgHvAjvfcwXUeh47v5eEiYtDSnYOTPjUt277ttSLkFqALeh6ZIEuhH1HQe0LkViOqxEwtL+DRqj7FhEI5c6iSkomKkVAxXJneRiNQKFj19857jx9G8a23MTYu2DcU3DyceH7znKflDt6Fcepbvbs0nFHfH1Pjs07myFdIhF0VTCi5hyOKj6RY/qNoL7Fk0olOLf0Al77w5+574JNIN7ehKgf2Nb7oVoYrLCHxq61+k9IqNl8w7h9n5nrrj6pQybGNnDLfzz0h0F7JWBzZEJ2wCi4CnAmkRCWVnTuGSbUYIywoyZmDFkYg52RoGJw0Cmw/UFn/qTb1roHmu0YT2RRsXg6vAG11at+0rEyx4ypHxI7PyYaNwBfXXaIW68Fj9VCVOBUO0CXO3lGgxBgrcLDTPjzpIlQ5rjn/M0gD8ryIW+4k94OQVAP3C0BW8DZry1kzGkDoRqG7Rw3enQVcuxQ41F7PVKItX8L1/XqhBD92B3oBsVDHRsNj0sDmtlewtGVwRooc1b8VbMjF/nWNPgZnrfehTNu/JjSfAcDHEceBvc9Ltdx8iGeqw6NcfWxMTbrmuLs7eH1Fe8xp/krlnR5ifvfhP9uewbUexYWfk9tdg1nvv0uPYpjLPNTmZ47mU+L7uKBqd9CeTvdhytfatt9uHrkeu4+qEDYLPhk+WKSUxNe9lTPbic6Jr6PoMcrMfBxjZBl3j6Ohpe9TXjViFq+TfsZJhFBMRljS65JSFTzOYZ1B8pDwqJzfJrZ99K1x3HAqDG/wlOB2d99Rv/jtoIiePfkG+jYb2uGDN/tJx/HHe/o1ivOktcDm1MLpZZivIEUkmi0GFmsCvhVYJ2bQXz9BU4IS4sxpmECEST5MGSXBN8sTHL4VvDEC06iB/2cCJs+Ht7GAMyVyHPcAm7eN4cL7m6WMGRnxPzvHc5Vj7gWSWATR1FfR/UrkVk8+n50HqSwdPk6RGhnw73XlnHKJaso2Mlx9naOgYkDuPnLl5n6SiApVSKuYDfPQRvDhuWOnkW5nPN0A8eNgIfGQnxzR6rOwzT41+XFvDGziq6FjiiCe173/PPA7fiq/kO6Fsf46xtR+9yH37Ik2xgqAx1Q6iHbwydw7aFxmOsp6u0gFyb+xwvrUJNRMrs96SRpgYY3vHEdwJJyqrDCmso8+wzj6q9ZBRiMHQkhg9BJCGqOt3TfOAwedHqbt6e5DD80FERsqKuia88BdNtLFMguH1/SLoHgDojhRsY475kYEx+/GLedmO479EoRG+EkXKb+sroPRVhKcB7CDO2PYDUeS33uj4ThlnqpUViF4DNKT28C8hzffJKCLFhS40SD50J+KF5DBXTYOwTv+2DuySxHl+wegk1kQc5mDsodB+/hJfKwINxgFjDXUz0+shCio1U7vjT7sgZjwQZg8JRzVkEM6t7zXHd1xMnvvMTU51MS7VK+xUrPiF4xsuPw9+fgnPENHDQcepfGoBekvvRynk6O0y6u4vmn4e67PfeMA2ocOYlCDk2cR3l+Hixz7fMAnHNtbuv1UJM8ApY48TN7whvfR7x4+bFUfxFZtR4tua2xcTA+g5rFGEq5AAAgAElEQVSoSo5R/19z9FuALo6Dz0YmggoNLdKSiRVomCtzSyIg0lxvmYHNQDfot3HbHIXMLs4rl81f5z611VLHK6+gmPwOxXJbr3vG7jpqnfu/89iVADw8/kDcvgEALPPcerdn97tulAhBBM88AtEKb3wMZShqY14FHXs7iBzMQbZixFLIR7AICOXwMDag9t3MDs/FAascb38ElDtyt3bUzyRd6q72ey9+ez30/31CGJFVnmMunC2CqKej6Rug1vP5koQlICk5SBsO67vS9Getd5CP1eVUxqFiTaoY8oHh0FwVhLoWjw0FX95/LuLpR4B8z72jyuhUAIurIg7ZAbbaMyZNYBaKwHvptON4+ayTeO2oMxhzdmcG1mzN6g4L2WzpOe3HFH4DGtsYmcU+s8Ht7mARvDvGc+AdD8sLjjCSimp5LU6iboEW3VBTX33MKiSeHAOWeZ65A4tU5GC1AxVozLwesBBnDpJElI8VB+mAuSPtGOVdeqf/P/u7z9L/X7NL9JLZYrcfsf/arMZPPp/BzkdeDcBxY8eLtlvqRauuQKoad/USUclGFvUin7auRhwZM0FZiDyzDl7K4Zc6ESiamFaL+f8qBBz2XDNL6c3xkmb+nQjOxplAnofOnj+f6OT49UCTY9b8pLwTJTPNRyIYBUCp48hhwUXQMmrKIE+Ga3YZf4NZgMqwLADyYPB+Ca6+MA694JjTYbeRjsF9EuKWbhTuQ+9JLZ9qyCpxXDWxkme/jbF53i489Rh8Oi8ibxtHtz2E97A4ewo5zcVUFCyh16JjaMhdwZK88ez68V9hWXtTp39gW+9Hmqvg8TOgy4Fx2NhRtE1MYtlFWGKSgmQaFtQsPo2tK4NNcYZiRMJnhhp1UikdtwaLi6vLoMf3GJ9/rrdFoFomF15/8qcBjNDauliTltyzv5gtyZZm3MmO95+5Mf3d1lsMoKpiqVCWlwSTdigCKnZEMJLPCMICmewbki6X9v6LkeA4ajr3dEL1TiKp06GfY7psWgwhjW3uJBSZWbtRE4vU4qhFhHcjIhy+BD6EO67yglPM9hKxWeZgOpRuExPcYUD4TQP03jRGH/aR81ZguJCmPTfSunq0vkO1HkKVbIBvn01y5cUpBu+c4JFPYOJLnm/fSUIEDxw2WO6nI9JHRCNgm0DLdFi8OsVRm3nOeOVtNt0zTv/OCUYO8CwZn4Jc+OM1XzI18TGz48/zUOPN7PfqPZx1Ux2X7xmDTduZOr3eWwRtjcwoQiVQAssmCeGkepaXCayaKoHlNGj6bgC60si6fqa9DEsRTaMhN4cBZeom6N/6WSbvYQMslVez/7TfY+hhsKrHf4B//uxHkFloNUqluH7r/XH7Ov516nCYCjtOvxjuvJjDjoFxT4bnMQDx7YdiVX90ji0N+3R30utwJpALbmuHr/cwhXRm4yZDY0wtTkkTlSlYyFCrYWtKe3cfwsYBU9GiN3XYu9EeCpnNXHSxKhjoEeFaAqsnRHK+zsBXQJFn/tspTqx+xazCXk4EleI+2eEcJU7e7zxv1ksDEkItFECQRqArfDsxaQplNbCx58Tbp0nosgmKN3RULfXiRsU9LPFcdXKMeRURB28nQnu3/kWc8Xg15MPLfz6JvMbOJKM6knWD2Sa3iBN2y2K3h25gw8J+FObN+c19+EVDUWxNh+7kRTP1Ql7SEsw/VJKKptYqIKg4g8O0hy7qzHZzmhWXmQDTAREcxUgSlAoN3VZhvSHUzFRCVQDaDh+xbqzgp47aqlXE4nH6p/Zk9B9gUPU+wjgMrtO4BzGzfRFSfXmBgzeATxBugHazihCBAOLLd3EcOMCLFaHkyAaY+k5KFpBSdDU3RI+hpdGqQ/hRn6F+X8S6hazyTvRYWlhFR10412oEVIwQ0lEOUuAlF3qNjEu0SYFkSFsUrPBieQR37/jTwrm6eJgP3XaJC8C6OPx2FaJ0OgCLXCtFUjU5kn1WerGaSuCqZyM+XpDgmcnw5dIEqxrr6NYjDilYUvAh3+a/yfSsLynNG0Yq3khjzirId9w4aS41b6TaZynE3W+OQptDF7Qyf4udxMhzMHNdS413ctDiJSxY7eWzgU7qH2iabwvWgky7JQ+F0VvD07fTWmtpKCsLWVDqguQDwxANlpESmy7EEvY76/RfT6p3KJbW0yujT3n48CryCorwR/0VgEtfiBN5T3bccc2lkSyGBm+LshbRfNshYGEtEjmYHvbLhRfuQgQayKIsJvj5GI1X+09oHQWwLt1xIMdb/4fMfh2a16CRHy3rpr9Tl05xCv2Nx5KoloVF3gPo4Fig4VT9PoE8/54Bo9D362HMv+UecrIcTQ2eJctS4n60IFhLDKNY1wR3Rqnvy8N1aKbuYDhxOLw3V/YZ2iVJVYNjyZvBfWzuRZwkfVIDqWicTJYvILulCHJgVaNIr3YJhezY2u29fhuYBvAIfrDAy6LPRVKJFwcBoVZCrSyE3beBCV8jk2auN22k4GEu6dJYWiXo6cnhXJnWwnLEQtDQowqofCRvIgd6j44z/4OUCC3tB+CAfnDbIfrDnzaaGuvIyS1Y53dZyVwWzJ7KwKHbpz+77qAUbltH971iFo5VEhZAf8dfjoLhscPISeUw8tqHBGQMLeAH75Tg23FJ89NLMG3fiNG/NZqTOUph8pnPMPy2g6EumAOdgiBWoaQYTj2SJLWE1lwRfc9KXlILRK2wrPBdzEHS02mgY8Uc37pNm0PwnW5ejq/vUMHQQY6mDz0b7B5n3icp+bxLxrkasetVoFoFiwoyD3wMD8x3UJWETo7/POnFrRgCTIZHZr3Gu5/Ayfu/yX2PAOWOKw53kIJlc1OwQTtDktnxrDa39XqotgB5cdrVeDmSHPNNsAb6IqZ0H6AHTJhI676FWkFYO0RpG3jFF6ocd40ubh3W0lGJJQ0Fs3f738XSfvL87yLePv4Ky6MPnHr/qOenjJraBmbOkcyv+tqq9OduU8fv7jGLY7/X7uXGKTvgdmpthfiPPIvfSFnBUI2WpIAFnhtu8Rx81ROM/OdDZtL3dbAtfF+ZksWpC6IZi+joKMQWhvI6kkANDD/zD9IrY4YXYFbNeg1PKqbTmdaciMykNq15mdnFTnuBJsANdvK7BbDiowg2gi2PjBsNXd+ZltxTXCML6OEYtYenzx5xals8JJxUpdaK0Zo9W48IHq38rcBoJqM2BlR6Rh+OZMrWIl2zpgDDoFeJZ+stHPc959KWTGOL56RRXpKplrcz+pAdy2pzW6+HgowxRHtpYxA10XUizEYApHrEB1YtVYqZlQoW6kRUAGwZMMNz+gVVlgev2EEsY39d4wmY9EiUpjQ3jKlm0M7HSLguKedsfvOnZy1e9d8CPpov1UZKy7szZdLLALRMbuQ/f5STv/7kWfAVPPggkAfVlStaHcN/6K0E2lIs0UvJVCmIb+lkwXQCqj3dCuKkPvR2f9oKXjMn8+VcaTwms8qULnDNcCzJ+H1mMRX9PIn0zVScyGNdsrTBrNbNKMT4JM3gPxcX8LRTnJR8Szo+mxLJ9zWYwEpk/FZLqs32PH87zH07xaplkeS8rPRmpVSQLsFOVbAsV2JEqOyM6ywA8h1Pf4VYB4WIcAguUV4WfDLFM+6Eg7nwdIfrA099HWO3Pr0CE7edUcWceFab23o9dOFHCDEkDhf9MUyKvDCLNYe90pHT3cEGjtfPPccSWRTgUtNfW4xriFH93xQyOXQ/xRJUIQcUu9PImFF+vZQ869yjP/7lCLYC/19Pc9OPl1/LHG4nx603eY6+fg5uqMMNc5R33QCARFZOer+9Dr09TEwH+Y6v3nwQgGRLU3of/5m30md5iHWlIdSdIDXRW3QmC5Z8ljJfXunaWiOhhHQ9gnTcfwNnblI9YjXoO1JikIK52uBXLYZqxKJI2vnlorHIDtg7VeEw0Mm+VZ5/TfAc9zsvVOdF3lr+pRDAsB6piaCRq47hPL0Ra3I+UvSlGQ4+DLuWOAJQarPizuEaklh1pXw47DAg6RnWIy7h0yAcDz8JmAmVjfJMvko9y72fOrbs4tilb4ojzlwQIj7tFApxstrc1uuhJmg24qcOhBtv9oIjLHO2yCuBmZ6mKpnw+352m7zkWb51daYEplVUo8aw0JlqGjCfXJOkHNAFVrwVWeszD8sXz0lfrr9LBJVmOLZ7DEMW5ipEozZB7+OG8vGr9wPw1mN/AWDZolkCAPb10OjZ8fqLAXjzXaEWnnr+3XIdkzyUOpa9vJoPL7pX6iVGCI7QTLpJbboakFZMUj9en7n60rnYwl/uLREsk9ehzWG0yYvWp9ACu0UIKUm7XQ1HOAC9nQnhXKxqVhMSQtwQ/rCnZ8vd4/L7mTCnIgimYXLq/B2dWTFayUkFI8AuCKC42gvA2uihi+OZN5wxLxVwBHqMjBsGlYtEKVrkmsbdAiyBKVMiOV4oyvrEGPn95EVxrjsjxvUvR1Q2RHz6ueeh2xDhFPpZtksoRKlEm9t6PRSkUm21wgng2BurEqzaIQV8CCQg9ZVoy0PPRCaYVl5SraXU5iSU/i5mPjYYSKeaqzrsW4xUflaGXGgy0rl73/Tl/pxiJ6lkC3fvsrv5thr/r4Kaymm40TE23+sMpkwazzfv3CvP4etwXbmw0z9i7HvzcADOP8Ooz/4/EU+/OIlt9zsZf7fn8+teEIHYBYngFDtbRDGMGq5dtDRaAPK7gjWeS5SxqaavDVtmDQKtdQES8gyMwuN3R85fHiw+DREvRhZQd8eLhxzDq/v9iYv6Pcpnr6Z45KB+0BPe+Y+3YrxNUviY3sC2EN/fSR5KNwcxGLJHQkDhFgQbmoqlZy/wxkANYerLzo6x6JOUKBp1GfLs+7RLqp2wtIt5wIVHbxpx6TUpmYsTEK5ECnNHCtqZJfnwhIHr2gWAY3efvv5mSW6CmXdbkY59/2FzePZ55MUVIFJeE2AcAqDN9Gluwp8ucvz7Ot8auMyhdS1GJb/oJNe8B4dos9VeJpXWZnDwwWW3/+SU6HWNK16Mc+0tkQibGtJWzDVXxrniypT1rcgsUa+p4NryoRKOOQsePtbmiNtBzNUhoxJMvbQFd0hM3LABSLy/IRw3dLJOYyoaQvSINp6GmNBzEAGspC8VKCpw9ZlqsVYwwVGMWRVVwBBHTg9oetdz1J/g0ZsRzZ4L9IdHDxjF84uf59nxjj8c4Hl2MgzqlWDa3CR0gHG7j6agpYAViRXU5r9DViyLi16vonppJKHWzSGR70jOQ1K8l4Zza0u6DZx1lVLQVN91Pw9vYS7VJgjJayVSG3JKuNZlGb/rhkU9Ml1OwjEXBvC1gA/aJRTGvD54XbsAcPxe366/QmEIppU2dWy5ueOzFyOZqAsDKOSRCaxElEyGnMawFeTKZCYS9tnIidTX34AJl1BhKY0zVCJmcAUyyUsg+VLLT6qLuOZIJZtZtng23XtvjDvXiemrITylCisomk2672Ln3eIsn5AyJD88g+f/ehSj7n9MtKACq1kw6nR4/gPI7+aof8dzzeVxrrgwlW65Ti4mcNYkdVViCWWajNQdqSnxbrgRffZ6Peq25WEds3MQgdAElMOeBzneeB15j1vAoPIE5QUR770dcJEGz0dn3scOE07hjK3h9ju84EQVAipn7+xongN09uw1yPH62wgu4MM9lGCYRyHpgirM8+KarAjmfzcEp/om/LYbsAzKDoyx6gsvLpNacMrODEqj515xFr6RMms1gQhqvU+1rIz01j6hcP9/127uqeOkfb5ef4XCJlidglJ46NKBHHfVdPluCNIrYGOErzAzvGDtgNwT4w5Uh2NoxWGQ4p+fYjHpTOwhH1lk/RAN4bCcCiXyxGDXAx2vn95IIqGZVz9//Pfp09n3hn9Zmq+mEKurEscYew7DQ3Ix8161dUC5AUPPkxidezWyqJdjgk8XvC4ojUBo6LLGizDIdMMULFRQVhuyqmun9ONOWJ3EJQg9eUWIlBQHTGGht7LxXVyotOXlHdQ6qbuwJIQRF3vIgv2OgFdecZAKGr8fYiXkhvPoM8pGMIzZQZEUB8GgrmIfJ9enhVm04ItSs8uD4sjsPaqRsAjG/qOvtKJXAlso7UapVG+675aMZ1TYznJsv2EKbYyNHImRTlDbwXDcU9Nbxbf7bZeQ2O8ib52pWxDC0RICBwGZSLnIi1Y0/hOMcafUaO35l4elBjcjIKeGKDdCztMAN24y9hcLhPraKpob69n3pn/JRNNehglkETZiSVn1WIIXyERT9p9iL9kYOFgSjqc5IXnh7xLSwBkguIxqwMxEsgSwsRPegboJmjlaiLVrC3yC+24eyoCDE3LuPEJmI9AHLjs/FvJFxGw/6Hjw73v+ffIeEtJzhKK5TvInlok1wEfIQn4PERwNFkosy0dcgFKXZiD+/ijEkisJ5+/tOPwEYDo8ecpo7r90CLcfO0JM+k2cMCB7exOqDXY/aZdtqRfSlVbYKnfmipbD0WfMSfcSTROyNpfv+5XHOfKsjHe2qp2Ywt0vtp1zf+qBn623lkLBRY6DBnoiD+PGIYVA+3vhww8BvoOyXWOsejOSGn1TvLkAIVpA52BF1GOou2p8BY8yMQQNt2mnYIfxIpoQobBY9vev/rL3EaWS6aYvboSTxamsPl2oan5qnoAu6Gwkrr48aHCtXJSZ1hxDrIDVyITtiJQkq/Zyf5WYe1ZMa/dJmYxN4RgNiHDKxB0Uh9HHkEIWTIUXQb7Yy985iDszFLG8+sH9B+yDy53PCXt9gxvm5Le9MnzvToglU4RpZ7UC1SIMmYvSmSpcR9wZT6UGiXB09QLOdnFpwff4Mb8nRozDnnwaP9bjTg2um8cURxSel7aY12S7kvBMt4Bhg+JMeS5lJC1N+hrooIPn7sNLOPWaStm/GdjIfdAuVb/eWwRtjP0HeB5/CosY1AUASMNrebBqriexkyM5wZvPrQtpOUJ9LkEm2RKsgKvmNSio1oBMoHneLI045nZouK0MAa3yFZj4+SOzCxRViFZVToGi3MXI4lVMox7LVlzmWy9SxT6SWIx9KZbKrSZyl2CGV4fVrP0PHcZJULegGEPYM/GLFiwc3MVJgpVH/tXeBxFCEgpEL6aHY86DeP4cXHYV97+6qfwuP1ybuh4V4Z76OgnlaXEc3Zrg5NPgvkeRUvL5iDCo9nQYKdKt9otIrIzIwRYePvISklwJR739HFGjh2pHzysSHLYljPsgnFsFQAyZcz5cx1wvz76LE/fUe6a8lDLrTJ99DMjzPDXyUA658UkLeZcBq9vJaEyl4m1u6/N46mMEzBoM+x2CaIU+TpDwochirYHkFJ8uv00BMAKjpsYJZbWcvNABWCKOvh0FpWZ70xKlWFcpZbT1R8rCx2HWXz/+1e7TneIsvBXD+ik0IJRckMWkLdsrMaJQFww3qcGKjSi4pfH/zISmrl40srobyifQYqkqnHw4l3Z0Ui6DYgVN4ZoqvKQra3Xk1UhKczbC9OyHmeJBgB0/9nuSlcNwsZQd04dr1LQPPXZduI9azHqL4LGpLk07ZnWwfjaA2nciDtooYuhOcQ4/FBEMH4Tjlcgxoike5jpo9ix6I8W4qeHZ9EDuJUJcmVIn17XAM2jfhNzfHC8u6zQMlFaBmgXkwfWHxDnkkacEtFQhE2jP7UydTrS5rddjKgwuS8BCxysvIbz2HgHwmQl9D4zLy0G0xp3HFYngqHfSKEQfXw4yaSoRSvQuWNXlztBpVEwmo2pCtTRCtyj/SUDDaxwfnXQ//hVPv0FbUbV6GQAzM1q4NTVkkvd/eCxdOEP+M4l0IVFqkUVdiiz4Cm/YQkv4PHAkyEHMZi2hlostcofcUw4SOtP8jXwHM2D8pcdLxyUVNoqeZzI/tSuSChgtmKKYRx3Wgm1OWLyVGftE4XPNI9BiOCuBpfB98r/k5FdZ9qRaPCswgFRdOQ0Xr5L9hh4Y5559+kjUoBoRPClgIexxhKOuGb5+PsVnixLyG3UBv0HwgQixArSHyJeINZBw0OAZdQIibJb59LyY9nqS/U8M17MKjjkt3H8WUlujiDQz9pK/puS334Znm49wJ3w7hUJWLLvNbb0eTfDtq0nI9+Ru6sje3HH0lrDB1pIIM+f7SEz+fMd9LzjOuL/GQnktCNGpEaPZdkcm1wfw57MDgJbnWPFSZOZpknQSzMJ7vhHLAah+YwV+XMTw3Y9KX15xqTSM2HDItunPcvLWnd245qitrqC2uoLiv8QN4FKginD9WgtiM2dUXgUXNQqgQkzLzFVg2kvRcNWu+UCzZ+tdYxxwxxj5bJCzTEEVKMpGTCCaTi0JTa3OfE5Z4V/VkkGL73sSEjouQkDdKsxCKwKyHXlZjqPPWWTl8zV6Qfh7INBDOoy/dOZxRkIDvv4o4sKJ860ZTDHCIYjDh4sc/7lf7n/G60k5flU4ZolYep9d+bQ8u83httNGgIM7j9k6Ddo+/wyWN9KEWIkpePlh6PP7OGTDI2PC8+nsBGci3OO2mPulbfJyEGyrvbkPWfGsNrf1ehQjk3ouHDrY0zwfxk6A5Q2RAVwpRBt960OatLPqPxXewnNxRGOuBLLhjtuDBlvsDUVXc7uD/KbndUP4/OrxgFVASmSZoNaiqmuOZYtm/eitdSjqyIfLj6D6g0jO398J7jFYoi3Z2zgJtxYgEx/Mn48hiz8Ho0Z7LN25DgEhNSKjGjhsn3zgJX8ijoXmIqxnZks4fkN4XqoBU7RaKMddBFscEje8pR5ZmA5evQ/hMNRiboq6CaFewTUPePs8I5+EBBx2rryHQQMTXH97xMj7H06DloceC9R5ThjuLU9iAsKYzIG6/0aW8qx1OPoj7sAMDwthy/NGy3NbAdNaPoAG6fuwzU7OCFhK+Y4heEiwmOa+HGLXhU6qfyW8CMa68C6mhe96BWHeD7meQnnGvwmFXzJipLXQF0viXHesPM6G75DJ3tHLxC1HJutqRDiUQZcBMUYcHJKXsrBy3WHBU4hUKGpCJpVSezWmXwrMgC1uH9nm5UUZHZ4zk6C69Ojfrts7bPtQDtkhhU0rgK9E8929x6BQONUZlVtDrH0cY+/qK4tEAUmtQ6CadokXYaLCQCMsWSH6UO+hxVmBEnUb1HVQ1F8newHibmxBGlN46EH4/I2UWQsOWOikIrMCnWqxKPGH8JxrwvVp0ZtyGHhogn//dRh3XL4ze/Qcwt0HlnDG4J04/jjE1C/1jL30d2zcJQYRXHd7JBq6sxMFUkC6DF7aFQq8kqJeMfxTEWUjY4JJNUN8qIMv4Z47fLrZzcfvealb2YRRtJXxqQB1Nyf4VT8P7yBMT2v/KdbIfE9RPyfPcB72npPtFQo+q81tvR6lLq1BvpyR4tJ7I6gI9nUzXLt/XCb/SoKQQBb7xrBsfIr3X4lEYGg3ZK3M3D/4jj2QCRJHFl8XJ6XeypwsuDxggWfxvO9YvXIxa47Mvo7ZOdaKub6uaq191zWWL55tfrNq4BDqO/GKb8Wy0VTerTD3IoKjr5wjllEugj0o47EIy1tQIajuRAtkD0LAv1XA197IQ0UYqKgVm5XpmAx/f45oY7UqtPxadni+xUA3z6znksZp0KxJBUHVLWrM+DecY/rSJH96cwrZHb+mqHkTsmIJSrNLGTNJvn9g9CBKmkrYL3sMbAqdt4/BdnDd6TF7fpsBA2GLo+NGPnJQvSjCbepY9WqU5nqklntLklOLIwmFZTEjtEXh+tUSq0GsjW+Qmh5aAjAPo3kHjkT151L3gc3DfoPg0WtHtY+n8PRLh7U5cUaPHLfe8hQ4LMSt65GJnxdixnkERp6DDbxUKa7FyEjKOlTNB4Zud0QmxUqsPHgpxs7TnoOaSxHANf/a/59n7w7Q1LygNVcF5HtJADfrkIiLliQbgIRalbHYAOyIxNhLsTJjBRn/6gJXHKIcWAG9fx/nws225IwbPzbspQTjaKiQ0jCokp3iGf9Xpmc24u54JIN1rrdnqFiCUqUbsIWmNRsaMIp6PtDJMebPAzjt9Rk0vOahA+w62vHuQqQb06xwT3kONvZSW7EWyjd3nLIV3PERbFDomPpEytLBOyLm/nfQbae4VF9WKrkWoXUZW09n7lUAndNsRTB+Rg2WUKZCxkH2Xo7mWs+GXRPM/DQFTZ7bTt6xfYzGRJRoc1uvx2pPuszWKthqW2dafQrQyzOoa8IWt/qAipJrzQR9eQ4hPdVikj2OTGwFywqwAqibYuXMM8aaWEL16uVr7bN0wYwfvb26mkpyBgOzPUN6J6T4aXWYhHp9XZHSc9U+lFF3YqoOgO3+EAuUYWeuhZYm0yYn6j6EIqZpDn4pzH8jxRmvfWzswzJs8eZkHCef1iCgD98PdAzYI0H+9mJh/fWAuFCRq72VgnMIe1Bj+RoW1JCmCmK9PsVEknD8uOk0vO/T7t9bE+GPW8DRW0PhFjEBIiu80NVXex7/0+9Z+ZXn+uciapZETB2XMr5BeTjnt3LeJZMjWfTZ8izSbeWU3lwkx0wrkSjj+hR36RwsSiVXOST6FTgLPgjImV+kjCZO1D5L4aXnj2tz4owc9dD6ayn8zkGNp/eIOPNfTckLy3Xpib3tDo7NunvuuctbjBxMCCjAFXIZBu2dYNoLSdl3aySNthnYBrE2GjFmn2INDlY/v5iSsm4/et3aPv4n3+8mTibfamQyKt05DvSDK/8QY9bKiEc/Q1yI5eFaNW6fhXAz3sRARSUklWJELq050NGJW6LRhRlYMk8dsmjjtK7TqF2jtFFMvezv3/K4XYILMgAjj1UHLTsU/EOewx5wPPlYuGEtF6fWCBi4pxiEfq5t6DWj02NVpYch2Z4acQn439h/9yDVks9xV82wwjmZz1WrOzUgLuriYH02QsneMSpfi4zZqniNwkfqAmn5OI3CaJhWhWo2QnBqcBLaXAqUwW1n7NA+SyEeJdrc1utRIhpn/pspqIENdyNltT0AACAASURBVE5Yd+hcOHZ4MeUFTiaZmrOqGRUwa0ImW4gzpxfNTETzdsManpRknDvU+Pv8hhfTeMLShTPXKZhrKlfgvf9ZAgEwDaTlwVQjtwDT4OpLIh4dK/fx5j4XyASswkqkNQMTw292pbXJr70yO2DWkCYF9UEWjWb96UTX5jnaPk17S/Z0DNg3YS5ZLrg9XDpFXYA+B1XBzSsGPge3n+PJf2JsSa1JkemiaHFWzdtQTEQT1ZS8pAKvAxy0JWIpafgPwMHRZy3iuPNnWF1PF37bAdHsWt+gHhFcncL5yqByRSS/G4hZXYrlKMaiVHTFWhwifLW/RiMS7fgq3PNK0kKotGxZO5vB+PV88bc1Yogkj4B6z8xXk5LtNgnYyDF50WoWVGJaTWnJmvrrEbNRJ436flpKLBa0ZVGI22lhV60puBhWLpzIsB3+AUDXnhumL62+tor8DsV47yks6UR7Rl1NJQWFJa0+a2qsE7wkVPABjLqswsIhVkQD7DH9ZsvQUzLQwLAIeyM4S5Y32m1++G1I9U4j6tqhu3Owc9WnV5dL6zpoqbrAI5jxn6SBi9oRqpODXh5mOXlnqnlXh+Mtxp6tMkS1N4emtCuwp4IuiXW0dohLotWgYkCu44VHveAJ2gQmhuRcLAmCW0FS1foeS7fXc/V2EsXqCB/udTexrHxa9q9gxO3nyDPLcxL5iJA5k1lzQ+edzjmAnYB5LqSXe6HZZyGuWSM0NRS0z3147ekz1rULAHuPvnP9dR9ORCZUBoW358FxFn4VyYOuCBpvrjeAsQwjw6iZqAtLsYZVGFaRgluvzOPcGxqMQFNAq7wHP8me+5L539Ot90a/+j2PGX8AJ/z9ZavjoDRtjUyoeaxCS4kxPcKiWeotxVvzIDo7WewVXu5Zi6k2Ie3V53sTlIodaMBLy9bpyOSFqAmvQGFfx4Bt4sz4MkVuf2icA9R4hu8aZ/J/gwqvxtK+9V7U4lBGYxlQCQf8CcY/RujP4SSZKgdLgddF2IhkcbYg2ZM1YR+lsDdmHF8JREXYAlc2ZxUCXJc4+bzRC/Ozc1Aa08K1rkIyK6d7C8EqxqAYUA4yJzt7+BoS2zmSn4fQcC34D3373AcXxdvc1uvxKfIiOjqhLXeHhS+lOPogb1l+zVhzl0LS+RCZOQTDDoq3nojliBZYDXi4+6MW0XZKolH/cQnQzbF0gdRwqF69vJVAmD/r61ZFU3/JOP6A8fi3PH6ip3zHmJGOtCYAiEBQkpCmfLcgSUeKnahfW49QwBW4dFiyTj8HuUH79XfBWsKshBjiWm2ICSgtxqoLTAVnwBpmLEhyw0kxhndxoh27QveilGllLRevhpJaCg4rx74S6OkY/3ZwCT1kDwzPICD6dHeMOgoYEHCYYi+AoOIMGsEowHAZBU494i5VhfOVI4JzgBPhU+1NedR4AXA/gc47xsXVKiKkbyMRIWjlSrEq3MMizyHD5bvkpDBXl8o7cbu3s+9DzCfa3NbrkQejTsQ49M1AZxj7EJYroItAaynqxNeGprUwZVxKBEBopEoV5nMDM95MijbVYqYBCZ/0/9g77yirqqTt//a5t3OGJjU5SVIEQVGMBDGH15wxR3R0zBgYFVFnxpyzjgkzZh0jKqAOiImoEpvcOYd7z/7+qF133xZwWnC9612f7rV60dw+59wT9qld9dRTT025D/tySMeuIpe3evnCxKnVVpfTrfd2LdSWNzV+2SB2U+O9j+Zyzet+AdgwOY791HLJRUkTTwuFNAbPQWLhaufFBO4eVOHESfExr6YENfW2xqVxGyGtNwltyKsuD9j+gIi8gH2tcEK0lbsWJanojRqFECEhzYMrr48z41PLoF2jEIU3XsHXQoR4Fas8ub+7nhp4EZd+BvoYcgYbeQ5tYPx4aPqRFvUX5x0Lry5AvJw2Rs6lt7tuLQaL+O0TxC1Noyp+EUU4Km2tD2H6ub9t4/6/wUI6rP8sLirQRcbPuVS8xkKA7ynqjPgL8/A8B6etQBSobCV5KQijm/35I4/DT4N9O2/PsD2CluBQNRwx1r0MWv6r7rQCZpomGoZn1qkxyE76v7rrGkMnkX12OfAc5s58M3E+/Yfskfg9GVRsaqynod7nLmPNTYnfg2Dz3l59bSVzZ77FAe8MY/KNIWZ3gznJYIYZzGDDP++x/jo0zi7H1ydU4OXT1N0PEZKRZgt0f9VIqEVCDvfyNC6BopERMHDjbSHffhlCBrTJDGQF1tQh+By9gpfqnte4v9UDDZZ5n8V4/JhtZJtkDUilSdfAE1P6MuOZUMKYVVaUt2stg9oicX89PDHe0ntoxLf8y4J7bxK3XBrWWNrnBuR3CMT7KTJybTtAt1ERrzCt51yI94Q0pCwzEnqAeAZ1FubDxL8GwlzMRI6rxKRUoL/hgqMRLyOAZ6Yc5o1NHtDd0C5LWJdUAN/DzicHCSZoqzCFj5+ZuNmJM+r4KX9YTOGkJ+BftwO50GdslJ/ejCXc5s5HRShvCKn7zDpOuRHwTFNrWoCj8mQGiRvr4bTT4dH78dvqiteIuKS1yPdsC/Yx20IMRUf5hlUUtOv8+1zvBHFTW3AB1ONRgRPlUICveAS/Cubiuxnlw+BxEb57Ni7X7Rqd9B8aYeEnMYmXi6zEytsiL1k/5AWaTculTAlcyXUAakjVCdLu3mqYVf49D6l4TAbldKXFXVcbxHDPQ2LxZsT7UUPunl3eHgGVb4SJzMjDf9uOM978XrgdEStU4nIkzMyxRPIN8dm2JSFJ9SYz3D3JMV6puQnGH2h58k0DmVaqT9sZT25aZ720f0Su69Hb2nHVB2WsXRSy50iY/q4VpqyFQw62vDYHIXKtsiIB0GDo0C9oHaYQEN3szx95/OstA4Vw6PEQDeCk85BJNNiwalqculWWyVdHOPUEINf6WFtR74HGu3AB3D9hKF9c+QiPnGg9wzHm9gGZcMUkcvBoZfO0O6ipLE2c19yZb2KCYJOkJR3xpLqI/zZ6tY96LcY4suqpHJoi3plJO6isnEqLt8GHBq4x7HcfxsUIKvK+1rLw/Zi02Kuxkt8fDFk5xlGekRdTNRc0+6GZBzWsirtoONLWtKzYVF4BeE+sAI8lJOf4FchcYuQFjMm59RsV9WQmt7pWfhD6FHNHwxkP/iCp5OVWyp5r3fauuWz8Eyu8iSIjBjMGJ5yCZHrq3c9SCwstfGvhR8uTd+H+776n1HppuApk4WlrhB4fwtuLN7B2ZhzWWPbqbZg64UieO/twJp5pOHRABwrbBwJaDkJIZ6WWScOHtjJ8SEnf7M8fedx3/DBogGn3wsI3YuSluxi7CZnsNYarb4/z0vxAiptUuFSHymg5637Ou3MZse9pIv/VjExU7Z2oq4nmyp0S8YxXbqXLdqOZN2saP837gjmfvMjQkQeSW9Ce3IL2CZyhonRNi7ChNQrPzU3y9lw2eC+P/GcjE1uLeTSt1oSs5trAReNnNXoas+oKHoNPxk/ytRX6MtYa+o6Kyj35HGpnWonpe7o0WjMJXkcCnFSDoMVTte6nClkF0/FEHjUq2s5dAd1SPDuwFl+FWI647GtsYtVe9H7MczEUy9BMRxaS8lxpBQwtw2MdESDP0CUnQq+DorAATj3CSqrWwtP34TkDtciisT3eA1DsRUOMerwRAWhyz6XCQAq8/CK8c/Y50Be2ye/CC6tf5PLZrzLlwZBTLltHyfeWyGDDyWMQAlNvmFk+u5VGIZq22Z8/8jj3oTnQxTBhouFft/QiP9Nw4klIzJmCWPJBUNUUSqagA/4FyULSmZrDzkFibRDLnQGfnfV38nYL/AqtrcoUYW+Ewj4jKCleTK/tR1OxbimRtGxK161IYAXpmdJNJL9tpxZl1a0ZKanyfM869H2fRQH/ggPUQpuxgbD3FuFBMqUwZ+BTlarLEEK/MVFOWDRZwLgxuKInSd+ePNy2pP42WFFj2g3vsoOPu9UI6edRPKiWXJ2pRCONpfU+dsS77trdWdmVTluBOKJ8pWGRyyide5VLuaoYrFKQs4E0K1oTWk5ugWWW4k/jLJkZg1zDY3choVkWnjylqdsUK16MGl01sEokG4zMlVwkQ9ER4TQscxmIDbDfLffDT1DeVMElHe/m8sF78OR5Bzlg09I/P0JOmhjc/YZAj4LIn0Zhq0Y+bDc44IV5AX/9YBnVDZannoMuu0fI3NnllD8GNsAxF+FlyqJIcQ54FN6tlD/+MAv7tOWb295ht8MvpWJK3NOhG932ii53MvQbvBs23kzxknkMH30sQ3bZj7YdugHSEapNuy7AxpWRyxbP/W3XqhNWow5NoQ2GS3YzohjlmJwJ1p+yNRVLqCeRx1+0JEbxIgENWW1k0q+Q1eqqf8Rl5daQpdJts9y52tviuSGN7l+VdNNSYm0Pp5WntXiFZwUUFdXXHghqzPQnDYm1y63/mxa21cg53HePw9GUG6EGMAXJCCT3plTKMQgdvsz6/1fhJeQNiQzOYf0Rj0HT1XGkwAyg1HDmCOdBNVrIhW27RZh4bSBejwtv7ro2mwk3VIEJIFJNc/YX4sWsgXmfxbj7cTHCzXHDgDadWwc0as/ATY0R+53+hwUaGYqfPEqLVTdvGyOTvAmuuN5w8xNu56XWU5mVlhoA+WA/2PT9M/sa31MwHXEx1Q1Ph3/9oxO7Fr5GRlZugqdQun4lbdt3/X2ud2cjL54WCmXCMSfC1AeBHNj3f+DdR/HNcZOR/FR8f4sYHH0qfLIswrqfQ8iyUoOQauWaivGT2WUBEloIvYzXHyx0x9QGs7XIilqBL9YK8dJx4PUlM/AFaprl0duu0ZUqRfcx0ih4Db6iUhsDl1i5J3n46k31/CKQsruhud4Ku1VXeOUMpOF7WWjdRzJOohqWA+GmwyNc+Upc7k0j3oCpRH4MSVFuMF5OPgXJlsSBIsPjF21Dt/WHkBLNoylextgHbmW/o2BY14AVZSFpUSivh5eeB+Kt7Pvwe3gK8+bNY/To0WRmZlJUVMSkSZOIx/97jvy37Ls137FFoxB5+feElH0NN94a4YzLgTy49lTBBb689XFu/qcVNF3FSHW10jQR+FLjTQz7rvXUYi1u0Ri/Dk66bA2fL5lMNCWN0vUrARIGYf3qJZvUT9iU/sKmhjks8OCdA8QIYZduWYm8+rufGZ9a1BhaX7QS2eb1C8dDAzz/Paz7PoQMy3WHRhg+zNClV0TEVQzysmvnamXl5SH3LgdvFC1ellwBR83WgMdkavDsRk15hkn7q2RlgDfsOq0rrJRAa7YnRM7BdYDCuGOnIRmTTojRaW9o/tZKpiTF7aOGSr9bPaENeI2JZLGXFKDScOXdoVDDM4xU37Z1f2/AN5RZY8QI7ICAjguc4QRYbTnlgcWkprWjKvoTzdE6aGuYURwQDeDz5VEevkNa1DNI7tv/CtBYUlLCmDFjaGxs5Pnnn+eSSy7hlltuYdKkSb/bvlvzHVs81gBrLWcNM+SnGa77OJR3IYBvVwsaPeKaU6AGurSPJPoVRvYwPnWkK1vfzX/NnE9fEaMR4ie/VkcXALUw/uk3MEFAfW0VPy/4T2Lf9kW9yMzKa3G8MIxTUFi0ye9atXwBC7/9DECqC1cleTb6glbBX26o9T0bl9hEOPPSzcd6UdVSt19Xw8GP/Ut4/IuRFW0FTHohzuz3Qoo/dqW7zkB23y8i/A6tVCzHFfpYL+/eHl9MpKFAcv9N9QgykBdEm8JoAVUOHnzUFVopwU3u2BuQ+66GRZvGuhRhoiBLCVLlODq0lX21SlQp7unuuxtpiR9oqlf5Cvo367aPAhmWlH5IONMGDpmAD9Eq3L36DEmfRhGGYhrQxXDT6QGNTeupj9az33MPQEfL5XsYMlOjLHkpBlnQtSBgm8IoN0yMtC6nuLXYwf33309VVRXTpk2jXTspzikrK+O2227jsssuIzc3d6v33Zrv2OLhJs6DU6wAPG0Nn+dGoTrGtp0CXstzAGMAwzvHKXa9GuLL8LwDC6TB3YePaHHoyCUB3xz9b7bbcSw9++/kW7UpB19X0SpctyjLB/+5mCP2eZpoSlqiBmLRd5/Tb/BuLY6tIGQ8HqOqfD0FhUXEmptY8dO39BqwI3f9Zw8GXPyZb/dWibxcioyrK5xcrtsE5FmOeOk5yYWHVkq+Y0haTj0hVQFKQTIyijmoClIqLP8m9BkF/XcQInne0/2/uxWpMc0igH9JQnxNRhOS7y+xvreEeloqntKctL86llVw1fUBN04J/bMaChRDu10DNrwS+msJketzIrosxHscGork0aJ13TP3deH4M4vlc1V90ixTCAyA88dCSgRuu1+MTLMFGg20h9c+QsKGedYbwiIjxqjZJujw5x0PwyrOxxKnyO7CFSc+z823wFVz45AXl2sug/+ssCx+N8Y1r7TSU0jLzNnsT2vGO++8w6hRoxIvK8DRRx9NfX0906dP/1323Zrv2OKxA8LNN0g8W2pZ+IXMqhtvDoWw4mrtp90NjIKcgwLBGtLwnY6boCTFr+5mtCH80tKhqCc//jCLNu27YN+xzPzL3bJBcl28YhLAsVNfYtWyBQAJbKF9Ua+NTlv5C5FINOExRFNS6TVgRwD6x4fKiqjEqiHuWrUtur4kAd5gtHNewCoE9OqGxLkrEOadCr8WIbJyepwmKDoo4sVm6hFVYY3vtZVcqZGU21LnLXyA6wMpXBEMiVAl4TU4oNK+4khFKpaSXCehYViyEIlLYd54c+jTfSHCD0iBDa+FPkxRA+nEYwtGBrJPHl6GDmR+aGhk4Phzi/25KlNV38YG4CsR7/3k54DjTnB/+85KYdlqy6GjrcyjriZJYMWK15ZHImS592bLuGfvJCOtiKqmheRluC+pRzCQ3YFh8P4yK6Iuw1tpFHLyCjf705qxcOFCBgwY0OKzfv36YYxh4cKFm9nrt+27Nd+xxaMR7BuhkEU6IO5lo4WhMOpow8SbAgac4GZFHJgF1d9bz7BTMk8EmpOhD1dc0+H4PvTddheWLJwNwC4HT/BApkq7KWchDRFlURDUjV+GCRvWLmuh3Zg86murABh39J3ihmp+fR5Si6DZh1w8T0B5E9ohWav7vsN3ll7rJmuySpRWioaw+s24L15StSll6iniv95KyrIjUGW5+daoj/3X4lWuNfbXsAx456WzPQVYawF0RU5WfVJD2N2RlbbDaxBoXcpafEow+VgOHyr/LCTRNKaRlmGXYh8d3XlbvGejGEwEr9fZyTC8S8izn+E9mEqgjWHas4iRqXQ7GjwYWmASBXeP39WR946fQBhrJK0pn59L4gkQuOthESbvHYESA+/Bg8ftDRtaWRCVk1+42Z/WjIqKCvLzW9bpp6amkpmZSXl5+Wb2+m37bs13bPEoM7w/9a88eEUbDwKtAWbDyB6G5WUhC76Ie3nwRijaIfClxUk59xsPkaduRhvf7NPC4u9n0qt/Ui9PjT2101EZ3u2MQ4/7hlBdUcL8uZ8ATnw1abTr2GOzl5ORlUvJ2uV89d7jxO5o8sIk2pBEMwrVyKTVeL7cfVaLrwLV5jAJPMDfA8otn543xb+Yyd2chyM5953x+gYR5GVQSXwLV1wc48F/tHFt1/B9JwN8VqEZ1r+2hHfiD3nhFAV2NfRRoFIzHnUIo3K5TTTB2e7QiBd4zcerRSkwqdjHL7kE+rtK5+l51SJzRUvllSMBPhQpR1S92gRC9wYxRNsawSxU0FazKllApuHOv+7qrysduq88leaUGn7qcCfXrLuFR942UADHnQdNcbj68ZCTj7LQDs564n3o2sq2cVvrKUBSGi9pWGs3+fmW7rs137FFo5Nl3P23c9alZUIYUffVwo1/D3nmVmRyqZUPYPXi0E8eXVGSozBdvdyE6nfBri2v5wPr1Ye0C5OWFacCqwzZuW0o7NAd2HT48MvR3NTAhjVLASjs2J2d9jmF0vXF3HvZcF/yq6CYhSMvgCf+chA/3/eVb4irXoMOJRAVwrFH4g1ACHQ27HHfRJn8bd19aO+MYYnxq6V6RerCq5S8c8HPmlAmeIHSmlX5qCvMvPwe6GZo16knd99q5aVR8FG5BMr5aMbzFBqQ57iD+84U+P6duH82+l2aylT6sq7QKpqiVZC4bX9EvI/O7nsyjXiX4JvCKm8iQJ7lGrj6qjjUwdU3BjJvVjvPQAvtVJIuE6iz/OUfM8RQpsKX1z7O3bVTOPDexzn1yvWc0HcIBJYR4wJmr4py9gjL4Xtbnvre0HWPiGQuWivxHommbPanNSM/P3+j1bqpqYn6+vqNVvct3XdrvmNLx9k7ugk5CNgduh4VaeEVYJEXpTOe7LPSrXZVJKTGVInZjDHeFU12o5PGT/O/5Mu/PunBNF2ldEVaZDFBwKpl8zYqi94cjySakka7Tj0BWFf8EyVrl9O+qCcHDHyYzNHOA3Jt346dACcXnMHJt7xB7zN28kIg7fBCJ1q2DJBpaIjBWxNOg56GnmMjnH84glMUwVmnG2lplgbZfYywF/PceY5G6M1dEMPXBXHD+0Pm/kaKiyqs4BTqtaQA82Ho3uMFSwBPMdYX2RmrxAuuYGc2klbMgrwOgby0lfi0Yx2itqy8BO3olQ50g0tPcd/VgGAoWube0e1TYum0U0RCs9BCmvFGUT2FFLnu4ybge2YCk68JhcTUxkgKMtdIBacaZIMYTU1Z10Je77159V2TMBrnTp/L02f24H+2Czh5R0un2Bhe/hSO39ay8rtQMIXvW2kUtnb079+fBQsWtPhs4cKFWGvp37//Zvb6bftuzXds6XjgcQsDYfxooAlWrooz9MgIDDCceZFh8j8jdNk74hulpOKlynXlNGDOdZ5MMmPQImiyAXOUPKaGumr6DBzBTnufROVb66UMV+NhJ0Sy+GlpTTxklwNalEX/mseU/HluQXsKCouYO+NNuvcdQu3NIXP+9irvnnUed527MyfmnsWI3a/xxkjZlY1w4NF4pSEnS582CF6dCQc8/xgnjLMsXRPn7n9bwT8a4ME7LHwDu+5iqPnBSvj1FaLpOA/o4YxoCTLZXZqxbq0VGnkbl5Foqxcj55MxJodYzKGVWe7+5xgPMEYRJSOLz3CUuXvZGypLXHZB43unqty3Q9QLrqxz+3YHVsI/HrZekWqVFaGTAgSHcKpOa5bEhZ3ZFtH41I7daq+dnuWzd8o9LTww8CHPKnf8Riu8hO/cTu7vufsHLRSjUlOiXD7kcezHFjINdr5lee1Krpgao50dSHHwIXcesjv/moFgNsvkeP8rRmG//fbjo48+Yv16X7U3depUMjIy2HPPPX+XfbfmO7Z0nHActM0JePI7YBE8ekJ7tmkXh0LLnt260jGjDcULQ0//VbUdXUlz3b8zwZxkfOgQQzCKlQ6FL7d8M+sd0l22Z23xT+Tmt6Pq6XX02S+aEDZp+rCBvtuOBFq+6PFY80YGoX4zDWEysnJZ/MNM2nXqwfIfv2HujDdIz84nEqbS0/Rn/2kP8toXZ3m2oaLrjfDmCzBkx4D7bsjjjJPkWhtnW8lKZFie/hgoNlAM40/E91jIg6O67ewFRxV4KzBiPFT4ZAOudNllNXTVXwxtRgae/uvOKRp1tR4NyIpfahNYQ5thgegUaEigTMwafGcu14Hq9FNJkJ9+fD0mDEQNq6L4c1RCU6Z7xotcSJkB5MPVlwTwPXTqG4gBWu22y8M3ylFA0mFHJTNDX1NRhbj46/FFUs4Isgaq3g5FDCYDzt7jPuYvXknRoIcwRwbcc8qOjD8avl0V59jd4Yxp3zP9Z8tfZnwmrFJIFLe1iub838Z/27akpIRBgwbRs2dPLr/8cn766SeuvvpqLr30UiZPnpzY7rHHHuPMM89k3rx59OvX7zft29rtfo+h1xu9xLBTR8OoPvDk14bi1xyym4uX1DaIq7keT0ZRwEsJMzoJdIL2lu8Z1DvKvDlxKLHcclUKl+0jK19zUwMpqelUla8nt6A9X73/FH2HjiE1NZ3QhuTkFf6qnHsYxjcSV6mpKiU7t23i/2tWLmbNsnnssPv/yDXvY7yoquIHWvuvLri2tNNWa/VAAfQcFWXpwrhTDra++EdpydmIW15mJOWooZFKkScfT133QiPAYyriNmcj9STLXUgRgzUv/8jPX73GbjdeIi9btpF4O45kFhbg8Z4yfPgzAjE6XZHyZ5WOV9VpJ6OXUJqqRcIOLYlvwDfsqUFClbZGUohOvj+vQ0Dl7FAMnWZGkkV7temNtgpU3QdllWqmQb0ezeyMBXurC0fHSRbl3sP34ubvPmXl53GOOx6efdNw4+kBVz0fF8ZmjnsW8uxaR3Pe2lFYWMiHH35IRkYGxx13HLfddhuXX3451113XYvtwjAkHo+3MC6t3be12/2eI1ZhiTtQsbg0Tu/DojxzXzffyFMnxXpkAnU3foUBjxdoR2cFmeYDP8O8d2Pi0sXh8r81J743JVXSE5pa3GnvE0lNy2Dl0nkJ8Pe3GASghUEAqK0qIzu/PXOmv8w5zwYJteZEZydVpFbEX0uodXQ3PHBHAYccC0vnOINQa6ERcocEfoLnuv1nIZ6RAn+q0pQGKXsaeSGVN9GI3BeDV09aByyAzO3cZx0NHbv04cDZl3n1Zy1VT0NCE2UNJtes7IEYhBoEHKxHjLRup+pFGoaAF5Ydgi9rVkGX3d12y6287J2hsJMzCCpFF+CrSFWP0lGOpdgJX+cBXg9SDYI+h2aEWg1c9opgIn85BO6e/xkX75YOUXj2W6DQctUNcfG4KhHBFi1rz/lf8hT+fxt6vR8/dTWjXrrRKzdXwdO3deaE21ZLLDwPr6ufgaxA3yATLVktSL0L8NLnBpkQ2g4sBDt94/trraWmqpScvEJWLVtA5x6eq1FesnqzdObfMh6d3p7TX9ogXZr1JTY4yTGgDVz5F8NNd1pydg6oLg6FeZfpXtwqieWP3Nfy4stwzzDTbgAAIABJREFU8CHw+lsGyi0jDg348nPrS5P12tV7au++T5um6OqZi7y4MXzWIx0f01dC5YfryTu8Pe12CdjwZui5HeAzN6rjAD4rpKpSeYhBjyErfyVe+coVhiWYmu0QCvI3brsCfDYkHVmNixGcocb6TIyKtKpnpCxMLSarwAveatVpgfveZDKZMiIzgO6Gp88rYkH5Gm580nom5Torqd4lRliP3fD8kwFG2JF5/0uewv+vY9SLN8rL+mIoE6yT4YR7VoOFY7bDI/MZQD0cNxzfU0BLfS2+s5CqPGuOWwVJu3uDULJ2eYtzMMYkvINkgwAbE5d+66gsW4cZYzj9gg0yeVTPQTMn6m7XwKL1FgoM1T9aOveKiP5BFCKFxlUUWl6cJfu+/pT7AgtfTrfi0ivHX1dOJRpVI6rNqsuAu1/KpMyHqy8LJG+vzWR6w+AjIuTt3x6yDZNGZXtXu4dxXbwNV18Q+CrFdXjD4/QmTz8JrzCl2YEInmXpmJPjL0YyEco5CEgocRMBerjvCPGSfMl08Ti+85cC0QoYJi8S+v2lbl/lh+ixlFa9wHLCdau48d7QC+mWiXF4YJ+hTkbPeJ5MiIQ2Ubm2Pz2FLRgJ0G4EvjZAmWp1eP39CivVbW2t9JYcjsSxmg9X5DkHXyWnRCF1Q1XxF6DQYJ/XpXDjkZxhULyhNdv+6rWOMp6joG52MqDmUqhXXxgw+ZWQzt0j5Kca5s0UlmL77QPW/xwK47EX4pInt1/TUEFz/imIJ6U8BYvXRlBwcx2+GKqj4aQDLf96DknxVblsRYGBPOg3IMKid11c46jM2cMDahZbYVoGyPPS4ijlGGg9huI8Kt2mjWcb3OeqoZhjxLA1I9eqRktdffUE6/HMy1p8OKYYk8XjKFro1ZT0var6rZwGBUnB4zNuDD8swuzpoYRtysYchcy/+YixnY4XoBFP609PYatGHT7dFEViUQUUv7dijX+2oi+Yh7SCg5Z0X3Uda4HecNB4ETVN0IhDhOjSAKy3mNGGoms3rmNbsnB24iWvrizZ7Ckrd6E1BmHDmmW+WEgNgk48rS1wq+rkW0JYDasWSqVodCDQxopB0B4Yxca7xhqC6EoWx3eIDpP+3tWI8pH2kFCSltZfxB2zW0k8+S6LU2mh2LJoWsw34nX5+5qvQknB9TD+hVXGplK105EXWsONtKRz05oJfVEBai3/s6dtSfYCMV5t8Ia9CfFI1JOoct9ZlXTsOnxIo4ZD75GyFzWEygH6GSbfEvHUa2d4Zk+Ny33QdG4e0v16IWKgNYPvdDkI5Fz/NApbM0LkgXfCq/oopbcNHkWuxpcRG+ThKZKtJbzOhXzjc/ju89BzGizicbQziRd0zYo4cz55kS/efihR3JRMhc7KKSC3oD2LXAl08vg1SXeApoa6xO9V5ev9CqauvbaNx11LZ7ywhxN/mf9xjNjnFrKh/8CIx1C08Qt4ujb4lVL7NShxyyDaiAqyJb+Yqry83vLk7e7/cdtS8j0KtIGiwgh3XbOn9zZqkGey0vrYHRJCMImXPRtfSVmPTwOW47kKWnVZCq8+DjRYBo6OyvNsbzjzDCMrcgTYAY69EO/5qOFXaraehy4UGhJoyBbHey9Z+LBzleXqm+M+o+PEcYkj80YNSj2QY8WK/iznnAjJ9H62ltH459j0OOUyZFIMRFYji7fgIMIqIUKZ1VyzFhml4OPEKiAKJw9BctfakSiKTMAAXzPfACyDXtuOZPs9jyG3oD11NRU0N6mul7z48+Z8SL/td6eidM1vuqbUdC/L3HvgTvLCK7Cm1GX9d1uYcnhEtBCakTSfgnQRYJlh4YwYxKyfzOryJhcuafysf9Ou0eoBqIaBwYvHqpHQlbTa7V+VhE+kAutg2p5PcsHM6fIyFrhjdMKHLRZfoJWof/DPJXFOqtas6cZUeOWK433fBZe6nP9+TPgCP1seeseKdmUbw+HbwnOf4mtVcvF1FBoGxPAaDhoWKGdCM1qKOyXXWOjjN+6+9MWJulqfLTGIMQAJdbu5CagG0DmgfxqFrRiPfyhx2zNHdKdDToQpkyOwCwI6pcElow0UGTr3jjD+HHz3ae0WpPJa7uE+8YQ7cJ317nBbfO5f03VDBBOoqtgAQGZ2fiJNqWPQsDEArWpR/2vDvhKKulQUL3CiCkaVholPhaKSFEV4Bm2sd/Nrra9yVPDQqUUlgD/w8m1qCNSbUkJRiZXya1VPVuNS7Y6negS1iGu+LukC+hl2HHO8hC6K3mfgMz/JRk4JZXpOqluh2yRnRVLh7qt3piHaILTsVDy21ISkTKOQ1y2QNnLAy/fhq0GV+BQinpCGHOpBJIcWqu2ovBa9p9p8SD2K7kYWoI5IunEDogUZw3s6DTjFapcFUUxLj1nxp1HYujEXllZajn9pOeveijPxgZDjhkCv3lEePn8f7vwCKLes+ibkyVn4m685cc0xq3uulYVRIy+ahhaamlJa7SIwGDp07t2i81PyKF23MoEfqPHYkmHGGE+vjeGLkkDc72pE5yAq18o6I8QikJdEG8RqLj0N7z5rH4xkkZNmfLGSpvsiyAtSgLx0/Wnp9ufgjUpy92oFLkEwBHW/9SVTLoF6KMmirgXy78yJ92I/trx9wVm+9Z+V/SYcNovjpr4sOFIn5y2UkSA3HXAGVC6xvDor6RoX4oVmLZ5qrcBmHR6D0GtUPoV23lYvSz0GVacqtyKguwTxLEP3mV6reiTLrQcfNQumQOOf4cNWjhBKXw+Fp98ILLHs3bUfEQOzKt+j+WfkARY7F1JXpixash3b4iW6LPKSVVmfYjPIA9PiGkOi+1N6RnJpoh9tO3TFGHm8ufntaGqs2+R2/3VofK4rpKbj1K3Waj0dMeurP/Pxxk7TbDosvvw6CTQEfBMZjblT3HHdpJ5ybMTH9ypfVoiPxd39GrRPlL8d6zJjH9uWK70qNgXIy67FZSrbVgJHHge7HHQun8z4nv2OeIBzL3EvcBMwGO56aQ9oNmKwI27fAqQYKgJvPQrH7ePc9ywENK3Fg4lqgPogoGe2Eb5DJrJPe/d5rruXOSTUnf5xaxq5BwV+4dBMjnpxyjBVEDEb31XbIuesIUo5rtGNHPvPlOQWjARyP1A/wMfEOXjlH31YHY2sqgoWac2DxungpcnbIhVw1W77HDyVNgNZiYoM9q2QuTPfZOjIA3/z+TfW15C2GWMCLdOZ5uBAcuvq7qfh3fA8xKOpdc+9DhgCBW0Cyr+3dN8hYPm/4571OAhJScbxmIDrA5EQRYm5ayxE3OM2tOzG1ATlb64mKzuflLQMzI7Gp3SVCOQMmf2y5Xw0Y418n+IPCnRqAxhtexfCqWfDoyda1qwto1NHeROfnt6LE29dhn095PjHDM8+j2SGVrswaRtDWndo/MHKffnRGch+RhSrY0a+e4P1mQILBx0F6VF4cQbO7bfCuyi1TkHJeDl49Rwy4PRT4J2fIqx6O+7BRM2caIbG4MO1wN3jKloKzSh2AxD8mZLcuqFptORVsBqZeNrNqAR5oMlqwMncA3UD1WpXIrFeJvJCNCD7DpRjv3vledi3BIHq3nfobz7l0nUrEvhDbfWmxWey84TybPZwEz7ZcDUhrnIWZO1o5DxzjadAL4ObxuZDO8u1o9omuPofnXWlpGQVNyhwIZJWMCroF8UThjRfr0bEUZp//OZjUtJEVsn+x/Le2ROEJ5BPok3drGsf2Oi67Ae2ZYl1BtAB7GeWu6/eWTYKwM6wPHqiGBQ1CAAn7LkE+3rIva+MZup84+N7TREutjR+aoW5+LP13sx6K12biq247vVJ+6TAG58YXnzViHyfprdrrL/+Mps4twRYDTzyFKyaGfdYQapcewIfScF7JgqCI/cwwZ5UfoxmQcI/PYUtGglPYRA+VlYQziAvj6LJigZrGinp5idcOd1ewcRCI2CjGokcfDGQotx2Y9pzyboVFLpGMCDPo6J0DQWFRVRXbCC0lqaG2oR2wq+N0/5leOxePMipGRFd4QpMy7ReJglgcOolR3LhV6+wdnY8Ud//t6sDFqwLef4pvJxZXhJXolSMz+QLI1y1X4yf539Fn9NHeI8i3/D+MRcy9pjbfvW8zV7iur995Wz2Gzvs17cdZ7D/bv2cXbmqhK6dvbDQ4+8P5J9f/cj8WXF5XoVGDIB6dppW7QrbDozwwyxHJMp2zzeCeBp1zrNw3awTWQ7wrMM0xGOodEa6o/MkeiA4ztpfGDynDUoWgsF8h/fYFEPQ8An8ohYy40+jsAVDrze42BAuRoA41RT8pUHQMEEBIX0I6YioRYn1abk6Eu3IEt2UGvCKwPq5c7s/uvBKRh0/ZaPzSy56KttQnOgSpaOupoLM7HzK1hfTpn2XjfYHMHsaD6o5+XaWW4lxK6z0acjAucJGcJBSEp7QKSfD40pnroHGT+pITctg4rSAm+6wvleC3o96y8tnHcdhhzwj3z/OeKCwWVbv1oyb341y5QMhdtrmmZ+/57jslYCfSiyvTsW/jOohNCL3xBUbZe8bUPN56FmKHXGAsxHRlRJaSPGRhS+u64GkE7XzdfI8asCDudUWUg19hkX4aUVM6k4CvOBtOp4VqvM0OTyL/GkUtmgkPIWdgXaGQSMizJsa8x5AGmIQGpAHvwqf0ksOG9SLcJxzYrQsutF8PW4/le2ChO6fvX/T97ymqozs3Dab/Nt/vb59jUxmpf06KfOcXQOqV4cyoQYAn7tzDfFMvmxkkmcDHazoHHY2XgXJje+++jeL1j1GZXQ+DfVZnP/xF7w56hTywn7sdsTlvitWN0P53au2OrX6e42jHzG88By+hbymFpX9qLUump60yD2qwZeZl+FfyFwk1FQxXA3VkiT8wH3ewUg2wQJ5BtMD7BL39xgivpJqfPhQjxiBesSr0H4WanzUA6lK+h77J6awdSMEllrmPR/zXkA+HuRRS68NQww+dtZ8dAOeZafegHX7ZBvYCf8AVaxFLXtxkvudNKy1v8kgJBvzHW6JChqtQz2ftobqxRbqDDlDAzJSjTdy6c5rKDAubSrHmzQ6gDSYddr9fPneY4lDlq5fyeCdxtEtOpYutbtijOXzUf+kPlpPfXytnNO7Fvu5xT4b/p8xCGYPwwt34l1vNYQKlBpadtAO8ZJqWh49wG2n7MnklVrtpoKhydhTE8LudByQDw+7FFtjpfVeBuK9RZK2rUEyNrjjdDDi5WnFrqY3Lb4Yyyl//WkUtmZoByAtGMrE04CVaFSDyKb1MPKZ9hfQrIKGGJluWyXnVCOuYLHx8uVq/Z1Y6AOnjd3olOpqKn61rsFa26IlPXjPx4w0zJ0a9+3awXsBrksReZaBbaG+wibqHohZD2J1M7ISVsMdM+U8dz7gLKrL5jP1zSMB39JuxH6nk9Kcw3YN+xNvrGWbDidj7ObP/fceZkeDGWqYO/NNytYX//q2u5mWdReqrqQhlhK21D1Xopa65Zk4YRp3fdoEVzNQqqWgAKhqeupnyQzQOhjz4d9p3y4i4KSCmvnOk1hnvWegqd7VDuTUeaRAo+IeyhL9s0pyy0YLoFHzwyrfrSSfZD5/R5ffXmk9SQV8/X+yCpMeQz0JnTCxpG3L4M3Jp3LAYY8yd+ZbDB15wBZfS3NjPUEkysxXb2WPW670QFSyKGwKAqK1tQJYRZDVpQZZCS3i1ajRWmmhLfTcM8rSlTE2TF5GYcfuvPfC+eSkb0NaXhHD9jy8xXlsTbizJcPsarz4Sjuwn8rcNUcHsNgmxFQG7RVl3isxjxfF8N6cGgJV1F6Bb+yiHBPFBsAzNXUl1z4XmsXYxkC6lSyNw47u+uvOfFLyBa88i5e7d0SjbntEWPFe3HcjD5DqXAU7FfcptS3b42mbugy8NH6e+z3+J6awRSNhFPrjqwW1a1MjXrILwEKfo6P8NCcu7p+CTOpugjyQ5BHglYZUZEUJJhqShEgbswyPK6xevpCi7i1Fautrq8jI8i3zNqe8BGCGGl8OrT/Kr1fJMPAVi6l4WbQuYhTs1FAyAO0EmLzr8l0YkXMWO40bz9yZb7J0w3N0CkbSVL2B3O7D6dp7O36a8w5lDbPZ//BHAJg7803y2nRMFHlVV5a0qp3Ad1++R3pmDttsN3KTf29sqCMtPRMz0kgcrdNVawOSS5DBC7rqi6yrtxpwt2rTx72IdXg6cTImoGIurkCLXoiU/QYrdRMVlo7DIqydGRd2pC4EBfDahScxqN+5LFz4EAfe/5gHGbVWQ8lXet7KFu3izqm9ESOn3Bg9J/VqtHmuitVU/4kpbN1weeYE/VZXBp0Qzh1bXRcX1y05BZSJJzjV4MMO5TxE8IKjSj5RcpTmoouBxWAOl4MWde9PPNYyNPhlTUSyQShZtwLAsx3b0ZLYo4VKVe469dyagZ6GTy+egn0rpOHjGuyLId/+9V257E+sCM90MFww9QvW1n3EnOkvYWNNdMs9mOq6xVRkLmHorgdS2LE7JpJKm4wRfPjcZXz1/r9orFhNr/7D+fqzVwFa3V9k+0n70u/MXXnn5TMxpxjM/wSY4Qazm4QJ6aPdkq0gocGXTIfuc6Waa0io3pKGg3r9mkruAPblkH2OhhPPx9Ol2ybdQ/UIU+Gec3aCpe74HYyoTVXC2N5xjjkO3wAXOVab+EB6DxxBTmN3PjzlMl656HieuLqv5x2oxLziAi5bc8qhVo6/3PpnWI7MJ9WCcKzTNvs4sZkKGHdGKztE/Tk2PR68fpy3trry5+Fffpdv7p4dkReuPV5XT9NIWv2WijcOWs6QnrRtDmJ8GpBCF017xZA8txuRaCpLF32d+H80JZXNDeU0pKZJZeSbZ5/qQxgFopIAqESVpqsR2P2oKwFIS5eXbfBO4xLHrqrYgH0jxL4YcvChT9JcW05hUW+GjzqacUffSVOkiQ+mXgzAiH1PZef9zyC/aASx+kp23v9MAPLadt7suf9yzHrjXqkwDWD/SQ9LmLPG+tXcsUvnznjDqydr3l4NurrxBbDNIVEfxkWQlymatG1y1yzgvanw1CP4wiz1OjTMSgWqYcLfvoJ10GNIIJiR03d8+h6Y+jSepOXm025HXC7HMQGLcz7g/bpnGT96MY9etp+fe0qZT7qmx2/Fy9ulAvsghkoNYDPisWQYDukXJnQa/v1WKztE/Tk2PZpzvkhIglGAL+VVANERjRbMiEkuX907gwByumhnuM87uOOorkAlvnRac8zGfV8ZUAEXX2AoGNryMWa0svFv8iheOo98s63vnagucAzxTFT2y7nUX0544lePl5vvG/3O/mgqfYfty9ql3yU+O/KgqVRlrOU/Hz6b+GzYnofTffAYFn33ObCxvNyvjZF/myD3TenK2xiPA6jwSAg7nHewxwQg0Qim60EReQYApbBY1ZpUJSkbeRbqLamtLXOcDn1ehUAmtN8zIs9TPYp6PJU4DsveiAtPowoBobX7tYLRKdBxZ5kgM165DbCk0Ymxmccy64176Vk11Ct1JQu7qCegBU4KdFYhnkMWvmFMnYF6y+NP4jGGEp8V/XNswZhwZZVMJM1J5+FjyuQRuAkaJDHZ6qz3ENzqM+OSO9j1tgsTqwqFeE0+bSbby7mcznWsrLeUTWnJAdhc5eSvjS49B8l+aqiSRDcS8uMFhukXXMcex1zzm479QziJ4R0W8XbK3yh/4UsyTRdyu25PapjKl5V3M/etv9OlYUcKUoeyLpxF5+x9mTFtNikZ+ey0z8n/9fhmpPFgbwNi1MpsixU3gbZbBBDMxXs9NbDytbgP/VQcNpRtskcF1MwOBUNS9Sz1LFSCzSC8lYXy+/ppcdFssMhzTi64isrvx+5vee4/wA/Wv+CNyDxqgH8NOh+AaGY+8aZaelUPJ2ZqiKfWUZ1V7HUm1GNUcFq7WVUjXbR+tCIo29bhHo5Lcd6RcO/DeCPnPKVWAY2xWHxTm8gJRyN/XKDxNETSKt+IK6i0Um15HkVctDLjeeyVNpGnfuDcIby/5hsGdQy4/tYQ+4mVop3kpqeJL8Ur+ap0vIGjz4Opp8mGFaVrKN+wmp79f53eCxBrbiKakkpTQx2p6ZkUL/mBLr22la86PODri9+goWQpQWoGKVltwATssNshLP/pW7r2HEQQaf16Ys412Pssy4s3MPT+jtw2qi/GWNqXj2JJsJiS1OmkRg3tTX+6l+1Dis2hLnUtOaY3QSSVkYf+ZdPH/asRjUGH3SRKn9cjq3Q1XudAK1NVH0EVlPLxQjifAgGMOD7gy8WhlCAHUDA8oPzD0L+40LLcPRVxzUOEp6F/y8WHEsr3yIGbroqQUz+MCU/9Rxit4D0JLagrMvx4/Sz6DBzB9GeupTlSQ0qYS0pmAWG8md3vuNQXgCm+kNzXshnxlsqtzJUeRprTaEgYRxaYBmeQVqHGoXVAY1V13WZ//tBjufu3wXL95RHfoVnFPFMRDcdyK8ZAJ4sjsozt9SAvnWG57qA4yx75BnBFO/rg1AHQfLL2VoghGIWB559AALWjAgouLaKuVmWHf30o1qBKS9pBPBZr4uuLpjFkl/3Y5eAJDBtzIkFKOjvsdggA3fts/5sMAgAbDM+8NJ3uXdpR/m7IKRMXcfKdPwKwJjqdUdWT6BoeBFjWdX6ZyoylhEETg/Y4DhNEqakqBSSNaPYW0NBsb6RkXb2tKqAU7piYKVWJzQiyryu66i9qiKBks2okFFsE7Ajp4wxfLg85bhegBAbsEaWq2Xq8QcMHLTXWFPQK93s2stKrAK16HVozUgHdsjoz4cavYK1l10ODRDn2O1ed7Vf/DZbKDSt5fdp4UnPak57SibT8ImIN1cQbqv13a+pbNToy8DoJS6zohKYjaeJk3kQEKdCKGGl6k0uCcdkqT2HZyvWb2gSAHl3b/3E9hR3wHgB4903/NQhxaYP1uX+V4U4TlH6Txx9nfEpTi6A6GCGgqIqOkk005tUVbGcSHYJ+62ioq2b9mqV06z2Y6ooSgkiEeKz5V1WhWzM+e34KezxylbjTi/FVoWnw/sUXEQ+aicbT6DfiZDasXc5PpU/Ru+BYgkgKbdp1pluf7TH7Ga/mvAFf6PMDHvDT+6C6kXFEulzTxJ3cPVQWaT5eg0DJV5oeVnaiBarhgcljaY43c/7k6b7ku4t7thoiVCOqW2vc+Wmsr8dSJqFWJmqfyUEOU+jmeCAV8rePTr2SaEo2YXMDJpJCs60iCKMcs+DvrH8rlOPpPEt1x1ZjkQLHXwTPvIgn2WnFrcFnlqLQ/qAIZ+1oueEJCxW2dZ5CdXX9Zn/+0EP19LQoRYVSdIUYingImuu3iMvqqLDmgs2w97ZDVhVVadI0mKaccvDIeTPykmit/LfCV9iSkZ6ZQ7fegwHxHFQAtnjp/C06no7dj54oE3ABcn9UQMXC3q/ewY+RH/gh+iVffX8TQ0cewJEHTaVHv2EM2WV/uvXZXg7i0oeZOxnoaRh4UFRWZ3XfNSMAdB0R4YRxVtxlBd0sMN966TatJVGDoB5YKbK65jiuRRQYCmff9gEF7ZZh51pPPsvEg5Y1+HaBqmakxCZNbxp8I1ylQ6dD976BVDl+g09nN4OxASlZbcho34ealJUcM+82mlJqWP/v0HelSq6p0bDI9ch45l5aNrCNIYZQPdls2W/9F3FuuD+UUKahlTTnP8OHzQyHDbTbK/APJDmHreGFNmJVdlu2+2wRXPHqxo/A3mqFIaj57WaElaaGRRV0wANs6sZmmY0ITL911FSKu15ZJnUIXXoO/LXNWzecbmXiXPsYUkYbKLW0T21PekYt9QUzmf3x8wAbVXbiqAp1S4D1lvlTY15EFeQlaSf/X/lJnJkrXIijiH4lnmmqdGUFCJNqFwoPDcjvL+dFgyW6sxHvJgonPLycx9840KdtN1jJIGhYYfDgphNCoQFf56CMTwUdS+SeLP8w7sut9eVuAGtCdj7gbHba+yQ6FI7j2r0y2ffee7wHoxQU9T6VJ6M9OIuMD0c0E6FzsMCdSy6k72A8jZrWGoWa+s3+/JFH+j6GbQ6MsuG90E+4bHxnKPAxqyK8umK41f+WOy03vbOJGL2d9Z5AorjGeN0+XYnq8QKw5cByizk44OvPpiUO9ctah18O1XJUY6AiK3ltOv6Gu7H5MejGFAHt9LzbGUhD5OrqoW11d4rDb1lSvZLl1a/x9WfTKF4yL0GuAph22IkJybvEKleH96g0hOtooK1hyZKYAGkOBBx0TFR+V8Ok6UFdWZ2nVfJByKgeIewo5xarcOFHloEaQ0PWDJ91MEjxlz4TVfZW/CHZK3JaE4lUtb7AZe4aioxr+UaiSKn7sMNYWyzpjmF7HkFa7UhhkKoRUC+yB/L8dU7oWl3u5lB3t00Ph7Gsx/ed6AoNs6ycR0/ZrZXhQ91mf/7Io6HMsvjnWMuGKYpudzbi1ivIpSw6BypRS6Kx7MQ7Ns7u2MfdAx3sPlANwEQvRSMVd1qYo9Ly6UCtpWb1D4lj/RqBCTzLUY3B7zU+mPpXPnzuUpE8r0VqRUJgoQNenQrR2If+QfvYCEY33kLH2DBsGKNLr0GEMXlzS9etYN9978d+ann9qvGeC5KBuPsqDqu9JausZAHyxIBceLZh3qKYuPptEZc6B+hpWjSEPegUuP6aCMd3PNa/GTWGh6YM5pEJA6HAcu6UCiZdHniZvRQDBXDOxWKMsIbO+0X8wqDis+ot6EqegvA/+hvBOuIwZWKEyw8xHHGanNPqHz5i9ZLv+PKdh5k35yMammuFuhx1x8s3cg4RpERf8QulOle4a6wxgnO0tT4tqxmLRZCxi5FzW0XrU5KPPP3+Zh/86Sfs/ccFGociL3+x9Ww/1WcsxEt0a1WdAk3aAUjZjxGYdGXA3w7yxuHl14/jiLufg0zDoftb6prh31MRLvtaKw97laOyrrWJdNTbV57JzntN+l0ay/7WEY81E4mmJP5fsnY57a79ToDLAAAgAElEQVTtAT/Bo1cM4LTXFngNBl2pVe4+3/2ubm4a2BmW7n+LsuLLuKzAX8rnlOBLfssRV9hRwW+6PsKVl8XlOF3lhek5KEK/whjvvoDXveyOeC+qKK38jHR4YtJBnHzFG1AAubsGXLmnoXNaD74vX8KSUsvLDyDPN8ulots6LkAhUAYTrw6Yclsoq7c2h63Ch40leCwgHU+66ijewvPjj+TMmS9RuchCE/zr3IM56ZHXxUvStKiThS/cI6DkC+f3K1FrMLDcnVsR0GCE3dnJiKH8ETEqq/FVk6r8VdXKgqjb7n9tsxPhr+cc8sc1CoOSPrTIZFdRU+0MpZNXt/E9+zwPoT/YRza+d+c9F3DfQ9aHHCp7rh5BddKxXQ8Erfb7vzDuemkP/jLrM1gPrxxxPB0ju3Ly3AtY/FnMl5QvScoOZJHoMkUU7DcWs7/x5b8G35Z9FT6jo5qDiqtU4asPlVyUh6yWFnocEWHZ96EUCmkhWxSmXX4ihz78tBhZJW2lyjEG7BplwTdxafAz033vbnDpWMNO0aM58pqpEIFhx0SY83ko3oqK4jQhBkJB4jI8S1Iflyuh/ucNaVwypdFL4CstWatVI3idyxy46tKAG5+xAhLWQ5dxEYpXxencOcLYXnGenIOcbwFivNa6LyxyGY8a641xKtC7lUbhur9P3eyDn3TZMX9co6AsXH1pHbOs8NCAkjdD3z9A3TV1VZV/oOBjHOznG9+7rCsC6pYijDeNx7UWPkg6nsaWIbx0ybH0KjzuN6k8f/nuY4zY99RWb//fxu33v86IomUUBzMo4yfOufprTwfXFxZ8dZ/qULTBA4El8Pnj80lvmMfwZ46U1OMQYK2BBdbn/lUbU9O9WpugwJ7B08bL5diTJgdc9+8QZpGoOel3ZJSinDgfP2H9i2qRtGM3K5kTbRarNRDpsm+C1aolyJ2NpEJVni0HCSX1urWwSglHyboGuXDRBYbbH7RejwNaVq3qglAIbXYOKFsbyvHWQLCdIayz9OwQZemMGLRxqdwq4UTs2RuKsrNZXlnNvxcFnNp3BN83zGTagoD6ONQus60zChdf+9imNgHg1utP/eMahVGItW1rZEVqRCasCm92whsAJb0o4KQKOE5Vyc7a+N6ZfY1sp+5iqfu3N+L6lbtjqSBsHdDTsOrm+b85A7FmxSI6deu3yb81NzWSkpq2yb+1ON8LDZ3zIrRNh5u2OZW5GY8xLvUJJi44iQ9esP5l0ng9z4iEmDZXVU/AgXZ2juXtl8/kgL89nISbGMEi1BNQrkYceRYFCJCm1auQICk9cv0gTr9jnsTa+kIW4LI7yDPs5RD7OCJWohmKgQjFOR05X8cNKNo7wuppcW+kFfWPwuEHWl5+GQ+IVuAL39Sg5CIhYL0VzkIWkAN3nzeC8+/7Uvatcp9nud+3A+ZA9n4B+/cJeeFTpONTpuXMfQ0ltZbsVOjTLkIkgPcWhXz6OS27ci1Imm/t4InL+jJ+zGLMGDOjVdS0qj86H+HXxiDgP5boOENshosreyEc+BQj6r09gWpDag9o+tq5leBTSpt7CjF8Ga3Fl2ivQFaARvdglUJbZIh0kRLqhroa0jOlt0Nr2s7/0iCUrF1OLNZMxy59/qtBMAcFsM4y6JAo82bFWRW3rNj5JXZddQVv5Y3nsnZ/Yfcr7mbSP13qrRx5qWJWDENHZDWei6y6a+WenPG04eETLNzysK8nqbKeslyNGMk847tUZRsRQf3lPW1nWM9Cebl/djiQto/T0mMLpFkGDIgSAj3yY7z3BmKYFyI4jmpaNFtYD6s/jvv6FYMjZlnoYsQgaC2GvthaBq8kJg3/Uty1ZAO1cP4jX3HEUfDSI3gxlu5AKlw6zlA6ytKnnaFrVhE7dithSWkz978PDz1qE0K69v0YZpTxxC71amLIXKoEtgUWwzMLfuLrUmFX/pl92JpRC6fuCYQQe9tNxDyX1w6RCVyDAGQ/W5o+dfFzJjDYSGegCmD7zRw/KSxIoMXK3iu1noWnIUW5Jf6dGIr0zOyE59aatvO/HIUdu9OxSx8AfvxhVuLzj5+5ChDVZLO3wRwfcNkpQAzmvRaTF6IBzplcjjEB190RMuHHe5g0Lc7jV23jxTyy3HnXu3h4jvsC9Yoy4JGHnQyaVgAq+zCGxxka3L1YjwB1WXjFY21flwYUWSZeF+eRvfbjguPx1YVNeIZkHPgOFrwRY9F7Md572R0jHQltii2stBxysE3E9ImwQbGiZI9RswExmH7xdXTYy6GZ2uBGO1evsDIP0oCBcPGFhvNOhAOLDuKeKbn0OigKO0D3bhHeGz2BQ6N3ckbbh9grdjd9a2/gnplx6psszHPf3VEAxjOfNr7XpOIjvQy5+wR+zvws598p23LXR7b12Yf9j7l+s5Pn7anX/nHDB5Vj01RTPhKDrrIywZJ1FlStV/tJqqJvlI06GSW+Z4zxjVQVoe5Ey6aiyUbD4Rr2w9Y/B5V7B6muTM/IpqmxntS0jBYqTfveY3jvUSg8IGBQoWX6SxZ6wfVHR7j22VAAwyqEQORG1s6G2lnWh0zaXk3vgaP7Rocbdmhv+OqVMEGooZxEIxlCXMWoEYFS9YzAk260DyNyTx+5YRCn3zRP0nbJK3QMqaB0XIEpEyNMnBj3hWxaH2CRqselsu89F+7EhDu/cm3/jDTS/YFEg5oE4KkhRDcDDfDZKbcw17zK2F43MWDonpjdJbSgFtgVrhkVsLYqpH+HdC5+rJGULtA8xybYmQ9csjdn3/U+ROGts04js74T0fQcMgp7srr8LQpTdmLkh+fJs/8BAVO1F2WtXCNt3DwZCIcPg5fvxIv8IH87+Sxol2P4x+2txBR2O+CKzc0pPn/r5j+uURgAib4IWqOwK+IGa4ysTUmTq9M0tnMglP1iM0bhmEBSXdopWN1T8MCmfk8c7GdynHlzPmLgDnthTEBTYx2paZnU11Vvkc6CjlhzIylHZUicrStjGlBoOOZAy9Q73YaqAJSsN4m73vXIix64a1fexVCkIKkZSbn+aP2EbcJXIFbTsiNXMmlI728nI55DPWIQGi1E4LKzDH9/xHkU2p9T29pX4HUuLF71qgk6HBIhbi0lM8KWAKFiI+pxgCwKbQzvH3MR70Rv57DIPwmbGzhh/rWkRwwnD7fUNFlmLrMUZFjGtz+RkSOuIyMrj6en7805N33t+2E6NuQ1VwTc8ICEOh8fOpGMtj0Ysd/pxOPNvPT28bxT9iI75Yzi0/KPGdI5wpUPhlLfofcqDw/ednJhk5ZJa02EPit5Nq2sfaip3+zPH3q0Q1ZuRys98XyklDeZi5SKTLwC5MYX4DMSjmo687W7Epv/817PRLRTQ9lfY2iQCVOKimz6NmJJMfSgYaMTzWVT0zIp21CcMAjlG1ZtdBnJ4cGmxvIfvyGaksbnJ/6DTyZMkg+1g1GdZeqz+G7PQdKP1mxo23TVElBDqmXFi9znOyKhhPbgVCBWawe05wV411yNQ63bTjsotTW0GWLk+L3h73+3ksZU4LALPHZbB/m9HQl6cae9I+KlZAFjYN2cOCVvhJx1hvEej/Z40JdJwU5HHHrd3E5eRkB6QVdOWTiJQwaEnDDMMibyKAenPsQn71rOzb2I/LpevPv1hWTntuGc1772jFfNWqTBDTeFEpLFYVH+28xufJjpz0xi5sv/JKcpj907DqRXvB/PvwhZtTvRdqB4KBTgU98BHHYikGmhP+x5qPF1NAZRBFPvaFgrw4eeO5yx2Qmz9OuH/7iewjggzzBuD8tevSOMLL+aOPX8kDqLdSkzWLQ+ZHVVwKxlIawxsspq27dk3X3AfmRZ+GMxN93xEk/eeyEAN70TZeLNIv6x7b4RfngmLi+f8h/UpDspreQuSqtXLKLoF+BhZfk68go6sG7Vz3To3BuQysh0ZzBmfzSV4aOPYd6cj5i6am9G1VzKvLRPGdn2QobtdRQAc6a/DMDwa46QF0wrNlXxSOs/tApR+15YvHegOXglzeh90P0UDFPMIBdfch5BipUqrTc8pbTsr9DR5eCbrfdQ+hpp8lrh0oUDHaFHU6TKOEwHtkFe+h/cvVbBVtXkVA3HKJx0BjTFRD+nb7uA614NOWF3ePpNA7mWh8a3paa5jj1SniArvyMDbtgLmuD5M49k1+0m0bnHQM542vDI4/gKWPWGIGH4/nFtGrkpWZx1ezm3nZ9OXXMTV+0f46G3hhBrbMt5n33E1DFHcszVL8p+upCoIRsCrDIJA5PwOl1KPNFrIqeVPIW2fU/Y1CYAlP749B/XKKiWiZYvK29A8+SKKAfIA2qP58K7VuiHbg9Ncek63BzCF8UBOakBKY5JawwMLYpxQvY57PfZ/dI3MNX6DtDf4Ikw24O9u+UzmP3x8wwfdfQmr6O5qWEjYVeA2R89R1nJLPb54m7xfAIgF67/a4SRVRcx5th/SClzvbsWRdbTkBe2xvp2Z3o6qlNo8Z2KNAzQMEuxBjUGqm+onlAWCTUkNUSn/QUefcAdo8DF68sc16C3YfzBlicfwqsfWzyHoQDoBYfuDNPuc8cPIGNXQ/0GC7PxWY8ehnb9DQdsE9I5L2De2pDpKwLK3wnlnPLgmcndeOunFZySfjF7v3Ab9tWQ4qXzqChdy16vjqP065CDDoGebQx3HhUmjO/km0Neu/QkDnn2KS+64lS/Z117P7u8eQ4EcPU+AZPvCaEJnri2L5GGQdSGyzn75bncf/hQyqPfCT7SDJP/HuHqO+OCf6QAKVbSlhuspNCrrK8UzUAMp4QQrTMKqZ0O39QmADStefmPaxRG4ie9urCZ+AKoCAKQqZumPxU48VCJee0Hm75vyxZ/Tc9zhkEFHHkOvPgvd9zhJOjUBRkBe/cMyUuHwmxDfTOsqrSU1RlWVEaIGjhk2zg5aQEry0M65wesqQz5YkXA1/PjfH7obeR3Hcy2F4/lnmtziVbvRFOsiaeWfs5/3g0lLl/lJlInCz/BE9f05eTnf4T5QAA9xkS4ZLcsflhXzSdLIhRkhKRELFUNAWP6hkQCWFJieWkBsqqXGh4/+wAumvk2t4/cn4bmes65/UO5b0pgUkk61aXU9KNy+veEwwbBt2uj/DwnDustux8VkJse8tYTSOqxzPD3c6Nc9u9mRnc37NLD8NzcgCWvxzyA2d2ljfON75fQCMedDgf07c4Xq1ewqtIyf32UhWUxMRQaqqjCswVyxVPLuDxgyth0hpVcQUNQSo+BR9F7wI6UrFtJx7P7SkyfD2+efxrt80ax07Un/D/23jtayur6/3+dZ+b2Dpd2QXpVLIigIIIFG/auiBWNEo2JGjXBqNhNbLFrbFGs0diVqKDYFUUQVHqvFy7c3mfm/P7YZ895RkAQko/r+1v3rHXXnfq0ec4+e7/3e783b/zxLDKaCjj07XtFoVtd+QRce0XADfckKNo74PdDIBoY/vK4K8Dr4rJb5Yb994epL1o5nyXW9xqpFUyFEiALsvONEOK03YBmISpQAliLUdiekSKykgNUQ+djIiyfEvels+oOa3vwPCN5+YjxqTiDyygY7MsJGutrycjKSd3XCYFv5qGrlgJH6nY70GvO/R/R3NzIroMOprxsNUXFJcz49A0GDDsagBmfvUGbkh58+sMEFphX2b/2BtLz27H3YWMxRwdSmVnnbqYSy2n9xVPp2y5C++xCEhV7cvusD1m0IMZJI2BpecDXn1u58cJgXQKPHShRqwj+Pm4Yf/jkU7q1jnBUvwSrKi0Htt2LTnZnfsh8lvEPJuRcwYOVCuBW4uP2KsgfFXDDnkNZn/450Qhc/5CFdZY+x0SZtzQm+EFn2cYZ+0LvthEMcNvHlpofLBRb+A7yDg24dCgsLEtQkGlojFmemAKUG1Er0h6OjVZSly7FmGwLqPUGCTj7D3Bk4Wl0jIxgyN8uhCb46vonSctpzZ63HyMUY1cd2fbIgN8NNVxzdZzHbzicjg3dOezNB+S4HWU9WUcTwJu/P5sfs58lMAEF6bnkRHKo2NiOi577BvItTEMWmi7Qp0+UeV/FPQ8jHbr2D1hVk6A5YWGFC500M6HemZCrWozC9oykUdiPpN5BjyOiLHot5uM41dzT+njXjTkJJEESiLvmioAbQsVQW9zvocYj7bj/vREKbgzeHXcxh5x8HwC11eXk5BVtfkNuqE7jxvWriESiBEFAXmEbZnz+NgWt2rFx9QJmVP+T39zzHsQhfW9D03RZVe2/E3w16TGCtCwGP3CGuL0KMGrD1J+yFEtcPK8eUybQA/40ynBsxj9Y2/gxG7Km8+X6HykpCJi9JsErHxlZDaut9xjU8MSQkKwdtOkcsH6JlRZqvYC4SXZCOu8Ey2Mz4Nr9AzKjhh9L4/QsDrj5I0tzlZVYu9ZNkj7u2GfAMzd1ZcyflooxWu8umsNvkriOei/VpBpCx7L86sp/0ly7kWH3XCZGM9u58NqlKZB7Y/Rp8Nw7zq1fh8++uGbF7YdHqGpOEGD46yF5pAdppCcKOeuthdw4MkJT3HLj3xPQC8aNMDyklQmNVligIHUbTYjBW+68o1rrS/OdeHSLUdiOkTQKI5AJkIXcSCqFpbRdBXI0LZeDZ6e5cmo7fduvmRnlkOUcA3nQvkfA2iVxHh5bxH2fV/PDF3HsW17Zee3KBbTv1AtIxQ/UI1m+cBaFrdtvIre24Psv6NV/iN/vSOMnejuHaawBDLw79ne0Kh7KoFtP83qIOmH1eRSZEOpqq/gIiJsbszK55+OxGRWjyTCQBeldYfxww7x1CYpzDPe9Iyv3gBERFlZY2mQFLKmKY2dYzjsHOuQH9Mrvyl8/W84PK2L8doQhPQppEVhVYQUUfN6BblVWwhoDx42FndsFvP6DYW55gtgXVjzCuaHfVzERxUk0RauejbIVc2HGX99h1ZqXOfL2J+S3b+t+wzwrzM21eG5EHj6FrYKyWZA5yNCwBMiw8pklCEHLwMXHQkGW4ea3EjATrp8QYc7aOC+87VK7nZ2hqcPXf0QRHUttYwhC715ioV+LUdiukTQKuwO9DDk9oPZLK6uFZgS0tZqSm9QdVJVnh+/ZLyXr0LfXT5SGfjLK1i6jzcXdvCagIvAVJCs05z7wCX12G/aLzqW2aiM5rodjfW0Vc2d+zIB9fTHVt5++zsBrj4UInD4anp2K1AC4fgm0hidubkdJ6YmkN+dz4CO3+g7aesOph6RDvalMhKOwBC+Tn42synq9wp/XjloGwTjqLMMODdizo+WtuREWz4mTsRM0LsR3ae4r3tUph1peGGs5b6KhtgleeMutlq3dtsqt0NGXgP2PxQw04o5vcNc3ii/A0ufKU1DylEWMRAcjYKeeT293jk5DsddxUUbvkeD6p11YuNbKe+ospoW276T8+x0Q5cy9LHm1+3Hxg1OT1/e0c2Bkm1HUZX/Cp0urGVa0Dx9t+JKX3zXCV9gNwX5U2VpZBD2MPF9gPSBeCqS1tI3bsdFZLmxmxHh5cdVL0B/Y4sEyvbEsXH6FYdLlFwJs1SCA0I7pZH1+vp0DkPKBIjhmDPTZbRjlZaspL1tFxYa1W91mdWVZ0iAAZOXkJ1Wddew57BjIM7QfEuHZ55FCLC0Bdk1Lzr2slMP+9gC12Wt8vYam+VTVyMA1NwY8+vdi7vvziCQleNrxz3LicQg7tABxncFnCjRzA35FrUPAz3UwsxRyMwzXDjwc4tA4BzGclW6BWmJhteXFmfDPt46kqhE+WhYRI5BAvK5KNylXGugCmVcGYtCVkbqLrMoqNpucXKqupN6Q0zxM4gwG2BmO2N0dc518ZsFHMV6eFTBmlOWxC/v5Xg8AOxu+uu1JTlQWwEZ4+i896N0mxp/vjPNd/VQmXtuNVoMDHrpyT55/DGbWTeL+L+p58QGImhxenoV4Bz0RYDSKTHo9rjwkQ7TeeoHZNQgY2WYbeQotnkLq0PP9esrzfFH+ENbG+f0nn8GHeBwhHPeq0GoDnlASgUVPfc1XP9Zx2vHDt22/RwfyQ6Yjq8/3pBBeZt3yHrsOOjjlO4obhMdPxVC2ab/V1rvJCqJmkZpK1L6Y2j4dvHfkOAbBAEPXvAiL34+BhSPHwFsvIyvyXsiN+wOesKSsTU3Bhm8xV8xkP7OYCwysQNzx1u5zFfj+CzEku6HXX6nSChjWuHMqdte0lZGSdYM3+OoRJIABcMpAePFpvBhvK7yGgjIwS8SgdBgQsKY6DtPhmauO42+z3mDW8rjUHtS4v26GCecbbphqSXxjfWo7HRGMAaFX18CEkwNemBkwrGuMx6YCZYZTjrKMKN6L3076Jqnp0atNlAUvx7yH1dFwz+gh/P4fnydL1JM6ln0MlG4jzbnFKKQOPd+v3nuKGbXP8H3jZAqzDDfdnPDim3optPBFyTqqCVgN7AZ24i/AFI4KZIVT0k8ZXtnHwoqnZicbuvzS0dzcSNXGUlq7/pI6rn0zQixuufV2S+5+ATUrE75VemfDa2PHUJtWy+m3vuJLglW0NJQZSYZVESgcGlAbszRPs3Q9IMLS9+Jy3QoR2fb1hp67R1j4cYy++0fZt0uMwMCjj+AqFN22SxBAscwKszRAJll744RXSU6qv1wZcNMNCfc9I0auDlofHLBhVUJc56WIgQuLoygYqKGh817OuEQSSbkZhvsfcWFcByTNvFH2XTgyoOKdhPxWQ6BNfkBGxLByYUJChnZG9rHKinFtiwCR5darMON+47AD19m9t0GBQrdP10n7smsNOekGC8xclWBdTcC051was7/h5jMDrr4zLnjNSut/o94GVm6jxHvL2Py4bclZXPjx+6yocBNbJ4OuJlqAoyKbCqBZxNVcDn/4V0DjtrZ5q7d+O9X44qMYrH9pKetWLaR01cKUrzQ3NbAtIy0tYxODAHDDUXEapj8GQElOICkzB5iedaJlfcYMTv+HdIemEF9arO6ySyEmr0czVCyztMoQF33plLgXEtE+iGWWhd/EsZMtc7+J8/gX8OHiqGxvI45wYyBmpECqwHj9BIPwDSrxq38V3HRTgltuisi1X+5i+QJ4c5/76NYtKmFLJuK2Z7hjLnL/lWUJSeHXiW8YmhNQ2WCFNAVi2MpsUq254q2ETyvOgPWfJ0hYBOsoQ4rIFlspvEq2tLNez1OrKQPE2HRF/hYjGadyK0YkimhsWPm76zrLjc9abnorwVuzYdrrCU8AW2HZKbOrPLeWXU6O+pBopRx7i1HYgfH5igg0wOtvGW56K+FbfmknYC1s0Xp2g9zUkAwv/n5ygoys3G3aX9ZA411qZQu62LfNyV1pt5PQmpsb66mvrQQ2bUW/uVFVvo75sz/f4vt33XgupMH89x3px6XnnnoKfqz5QW5k5RVo2KAszxr8ddH6hxWW0klC32ZnPP8iA1mtLbDRYgYZKLWcNxQWvh3zN3YCxxtwK+pG6ynPdUgoooCulp/Xwvhr415hGXjwd3vxeMVFPLTzb5JZk5e/wYd+6xHDoEVXWe58KoD1lo+XRiitkfMBkqHcjddG5JwVdzEkjdPqV+P+OmS51+cbyIDoIEPvk6MCDhYjBXftoPPhEVhlGTvUXdMyxBC2c3yDCiv0ba0NyUKAzjVGPCeLx3iyYU3Tcp6+oQRWCVuWAK6bEMhnilowhe0aKcKtID/sQOQHcPTUJPKuk0X/a/5Zm4g0brl0erP7vsAImqy5/uQbsOCBLzAmIDu3IEU0RUuitzYS8dgWW8I1NdSRcVSOxM9qkOrwqspqoCoRtz6KsPP0ZlTgVWslotBz/ygLpzpDowrLYSxCDaDuS3kA7vXfXGjIy4Q7H3SgWg6emqxcjiq865+D74NwoBxrRrGhsdnCZJJqSkmAsw6/bGpdh+IbG0ktyuprvBdXYoWOXmZT+4qq8dsA9Deiau14Luztzr0Grjsl4NGvDaunxbnxkgjXPJ6AVpZHRrfigms2yjm1dte6nxHthjbu+JbjQ9e+LkzKcWFCBGgvVZwH33OXL1PX+g8x5NumvNQytjC0aCdA3Opa97qCUgq4aWpJuxlFkRtuFyRV9UvGYlLjdF0h06CpsYGCVu1o58RRdGyLQQCSBqGqfF2Su/DMO8dxxsTXJe5VPCSG5NsbJS7vdVCUBR/HfH59A5KWS7ceA9BjdTUfNMHCz2Ne6VhTtyb02Rj+GqunZeQYsgYZ/vGI9WSh7/DqSTFkIpRbn4LT6++EUboXRVncHKPxI+uZpw14A6eSbTF86KCGXc/Huvf6A/Msr/3xDI6dNJErDjLc/gTccEWEa6+P+3tAeQz5SCowU46FBAIaO12M669OJO+fa/4k33/i7CM49+q36XpohDP3tHTKK2JDQwXtoz2pMaupaa7j1dmWafMSYoxXAztZJowMmPC8TdZ+vHfaJVw4716f0VHsQoHcREv4sGNDb0itejT4TlHRn/yFbyRd/eqNSLdtw6gql1ydfd968pMaBydcWrtxFYl4jMb6Whrra5Pfra4sS9nWmuXzfnZfYTLTmFGvSspOJ0gnF7+X2ySLb8HHMZnYnY2cVwOSEsvCe0Za4ahNUHZFMgXaDzeOJwLpKo/bVhyCkcanfOuh/iPrRU/1VEuQ36AcwRUa3fZUraoIaYgSgcWvxURuXpvOJuS9s87D04zDPTWUk9Agj4+9GJ64dZQc83R5fcyXz3LEHvDAV0A+XPuECykb3DlrAZk2+AFfcq7KSGmhP4vgCh0N5z72DqedB4UZ0LpxCOvrK3j6G8M5z8wjq7kzBel5TPswISpfVe5aVMMdn8LeA0yyL8Qhk+5h0Q9xuSbq6eQiRt7pRbQYhR0ZKi2m2vmNePqrxrPhlJwqJG1APIUVVpq+bMPIL2orWosHGr/6qbFx5ceDnxtD2dplZOXkU7FhDWVrlwGQV1BMbfXG5La2JND609FQV+3PUw3aYitegGoKKJCahngTacDuxuMJ1XgJd/AlyoRncDEAACAASURBVMuQSdrB+Pg6hqcx653piF+JT6w3hJr+dMBa+gFGwDrdh3IFNGQIazBqBaVuyyKTKB2otTx1D76ATVux6bmoFkMjvPY8fFMzibcuHcv7f7oM9oZbBu2NtVD7V5eFqgylFTX0wB17HWIQVZdC06SBO4/WCMEoR7gw151neP55GNgxzoaML7j6r3GuHtEOqgznvfEDd35aw3mj8enUOuA7qPnB8tXHFqJGysfLDOceacVwgs+uKGmsvsUo7NjIw5f+6nMIgWF4URRdkdTdVyASWL+hkr+8EeHo02/+2d0ZY7ywiiojgyfZLIH2nXtTsWEt7Tr1JJGQu7CsdDk5ea0oXblws9vd0lCdBQqMR9HTkLDA4vP7kKoPsdqFGrsDfeG0i+Dgw42wMGuh69ERgl0NtDVk98HXQTS5a6gpR3W39bG2cwffoi+ApjKZfF+OetTLvWWSikGATDB1ldWN1xW7Dj9BNWzRVVR/Ty0ccpyHB/9uOfLGxzn4kbuYeMSxtG67ineeQwx3uU1VaVJPSKnSev3UK6rHYw5qLFZYyIOC3obrX7DY9y2PfwIrKxLQHcY8t4oee0RgKSyaFuexSc7AVlsfdq2xtN09gLiFKkvXQQFPvCfndtPNETkWpVcXy/m2AI3bMZJA4/7IZFeuO6H/2tNACT+apgzziCJgv7C0Gh+hfGYC+87Wr5+5zMAnyE2vfHbVb0yDG6+IcOl+67dYDPVzYOLmRm11BTl5hVL/AN4F7mjERW8OfVhDGVVI1q5IYXp3jpEuReuh37Aoc96JeY2EMFZSiEwOJdYYPO1Z3X1F73sgmM4GPDNQjUkavoJTDXFY1xJ8a/l0UnGiZqAd3rDoih8A/aBjqwirvnIZjQ3ueBTkVBBWU5tNMOEvARP+khBjVIk3cuq56DXUBSQsP1cA9j2LOctw3UkB/5oZcOU+Pbjgvfmc3t/Sq22E8TfEvZHR7fyU8JWGAOTlSGHUEivHtyv0KI5yzdCuLTyFHRrKg1duQgfjY2IFvNT1VmFPnSBOjdgMN5R/koCIwQwzIuy5mVFXIylGe5eVeNyGtlcPPQ6JQgKOLHqD2upyaqslWK/XEMCNIBJl/uzPUl5btXTOFk8xJ0/yXM9e20WUjXeDT6+8mzOOsH4F1bgdvHajRTwFxVD0WDOQ3oYW5iyNubJk/GTU7Wm7PUXt1SNLAomI55HjtueqDVMyFoolRPBiLd2Mj921p6O67Wrw1JvIDb2ntRpRIN9w2p7Qv13cn3Oh216xYfCRga/TgGS16ISbXPygBqMe74HoTLR4JasCt41uBmrgdy8GsBqa4zBnboxz3pxHz4IIIzr2ZvyzcZ8V0qbGUbwnlyxGM5KhWQE0WMEsHPty0bsxzp64sCV82KGhN7xz39vsZjzZJey2hhFrVfwFv6LUICmjWOg7PxnZuQX+ySI8GOUmQNzKqv1V6d2sXDSLSMQtGdZXTa5fuxSA3rvum3ytoa6Gjl37bZXkNHr4UuwLCZ498niGPXgpEx9GSDtKn9Uy6Ti+GGw5Po7ujvRkWGclt14NY4cj/R509R2OX5G1slJz/MroC4BB8O6438m+2xq5psXGS6Vp6lcNshqBBJIG1LSktvhTr0NXZS1IUrk5VXluREhETfD8I/Du88jv3cokq1f7DYowbZqFLoZLxxk4mCQ4mUzPamipnau14YuTo7v+qghpI40/lzkSHt3/HJBtuOVRyw2nRbj36FyuGtqFZQ2L6N4z6g1iAT7lrTwNDZk2Ou+uGfGuEtDtwCjkQ49Do7TrHGkxCjs0VC3XKRTXa/oqXBWJ+4wKckBqj0OL/IDZJIG7T1/+2xZ3+dW7T2I/stgPrbigboU9ZbcE5MI+7S8nEWtk0ZxpAGTlFLBx3UoAmhs3nfjaMGZbSE6fvvw3Tp/8imAMEURzskPIiqnrrEi6KhTFoXVRIFiDNpRthsdfNVKSrL0eS00qKUvrOgJk5VNPATj0s/skDGlnadczEEOjXoECvDq0IUtDaHvqOSgvoQaPzWjqWPtsKBjZjMT5G61vzJOGGDpnoAeUxOQzcy13PwM9CqNebUu3r95UTPb7hwmGCbcFsBfc+NcIgYHOeRHOuAAJS5qRuoQSK4VMayzX3h/noS8aOOv2RcxeHScw+B6V6pnqdVCQM3w+dSQZoM8NfpCcLMOB3WMc3TfRYhR2aDTii2GqRLwzhfDSBnErtVGIKvaonoDOw3pSmqiuztDOKJuOvQ89xz9pTbKt/T1fws2XRihdNom2O/VL8QZate1EbdXGZCu5lUt+SNlmfW0VWxrr1yxNPv4x6zl5sML66kdNxaaF/isNO5ckOLlhY4Kn7+zhr00TQu4pBga7899oPX6g6TLw+IDiMg1QkBNAFnTOj1BaG/fFZ/od9aLUa4iEtluIV9QOp+V0NdfelJbU0EZdetV71PNUkNLCc8/jPadllkVfuxxfgRx30jNR4ZkERAOPU10zPs41N8RZNDfOxLeNxP8d8CpdnUgKuCypjkMpvPwwLPwgJveTegbg6fX5xne5tkipuGZq6mDIpN/Qv9jQoSBgp8KgxSj8V4bTR6hal/CxahZy49ThQTelPFuSzUiS8XM6yc6/Jx/14mZ3U7pyIU0NdZSvX4X5gyD5irRHjeHqpxJk0pYNpcuTK7+1CdaumJ8skf7mg+fp1M23y07EY2Tl5CefNzbUhndJmw5d2em6KOZAQ6n5HhYbTyVuQrwFpyCVTMfm4QFG577/caShZO1xUqykHkA6QsZahmgLVuMzDureq7HJRm7wDKDWUFmdgCpYPjcBs/ETWkMYnbS6MuskzAg9z3fbzUSMm4J+ih1EQ+9Hkfi7wR1rOT71rAY/M/SbKl6xyvrFoJW7Niog40LKO26wXDc+Lt2h9djLrOA265BirdXWp7ndfho+sb7eRvehIZGGqW0Rbc0sdzxFhqAvgi0UCLZzYE/D6K5DiCegQ7BLi1HYodHa+PqGAA9OaYysN4qWT4M3BvqZTHwjVOS1ig1rNru7th17kJ6ZTXXlBuzfrTSldZOr5t0EZFtW5cxgwL5HsmjONMrWLsOYgPyidslt7HXgacnHseamTTIRGZk/0YgcZVj5QRzicO1tce86h8uJwU9yVWKOhf6q4P35AUuK/sNffmO81HuuMxBrkKrBfLykusa9YdamYhXtxV3v3isK5ZYHxh3gV2d10RUHCIO7TaRWO4I30upqazOWenceOhH1fx4SqqikvGMCZh/mcIW+eO8jXBinJCiduCa0XT0WNaIdZcJOvAdhJirOUmckY6A1HuGsl55bWPClPdJ/0iCVlK0MFFkSpS4MWWWli9UKWMrnTF+Z4PynZrcYhR0aChiqW6YrFcjNmYW/WZvwWYdMsB9ZaGP8ygZJ16/ojJJNdvXtJ69RVy2MkzYduiZftx+6eDYHWACjH/w30z9+hY5d+okwCz8BKUPjpzoL4WGGG8z+bvVWdzlc/q2hj/ZxUPk18JNO43YD302Oc/6/vufGo0OCouutfFaLjjQO1jQveK1Lg/cYvgOWGRaXiybDRQ9/6A9cMx/Jik0j7ncrvAy9blsNgmJBSkBTz0C1F6rxJC0NkQbgU4qtDZ1yI6J1MB9GnmxE/8ClEslGVnw1dJpurAntC5I41HmnWEYOh2MvxGtdKldDJdSU/6D3lS5OmYgHoOnaDQbWGuhqodD6xkR5RgquDDRPsVQ3WP7zHC1Vkjs8FMmtxLvOesNpay7wrMOf4Hz2rcSmlOiAzfIV9tzv2GQIkJWTz8IfvvTb+cAmv3/MMTBw+PGsWTGf+rpUrKBs7bJkanOrQwEpvemi+OatMeSmUndchxqIBndNdGIVICW+85EuyKFKxRSFIw2H1FZpdyzFKbRZTAIxKN/C4IMDeg6Lem1IxQ2Uj1BrxSho3YOek67aWsCmuI+mH0uMZDZaGQkXFJ9whDNWuGzHLkCVZf60ODQazh8Lk9+wDB+ML9Jqwhs9rX1Jw7v9qoaE/H/sJVlZXnswdG0ygBzrQcohCGW7FT5c6OiONwc551zjDfh6Q3HHgHYFEY+zWCN06CZ47Cm/n1/VKPzwww8ceOCBZGdnU1JSwnXXXUc8vnVV43/+858YYzb5u//++/9r+9imUY73EjTVpM+Vx1/j3lMPwpFizHFy6e2HVrIJH1sa3quVCb6ZsXHdymQ5NIgoSspwFNzXXwUzOuDyj/YiMyu1d2RjQ12K19DUuOWu4VPPmeDdfE2vZiOxbQ1Qbsna1/hCJXXxdXJrnl4Znc3WN9nVsupaPDdAAT51r/W5chtUITnpxhtoY5j2ToLGuCV9H5cOVm2F3dzn04EVkLtvIMeZjzc6Ct7h/msbuyYkRbzEigReJpJlGYDUfuQbAUnTkJXYIO54heXRZ4Bq+PgZC9/B7sMjUjClaUnwYUdz6HWVSmuAaG+Y/Jj12ZFiREdhCZ7fsMqlg/ON/33CPI9S93tp46AKS9k8S+naOCxw+1XCmMF7ZCssqQHl/+EoKyvjoIMOokePHrz44ossWLCA8ePHE4/Huemmm7b6/bS0NJ577rmU1wYMGJDyfEf3sfWDwNc/VCMlzQoaKodf57hyiAxyky1LnfyLl62le5f2nDz2b/zr8Ss32VVZ6XJ67zo0+bzfHiNYtmAmXXrtIS90NLDesuvwCH3axLluwOQkoj3j87dJNDcwcMQJWJtI6TMJm2c5jjjtOrhvgneva9155flzq1/hPhzmZNThG7fG8KxLbSunyL6GGDpBKvC4DKHt6jVWo5MFmXsbuudHWF8vrsGKj+I+p1/hQpK5+JRhADXfJrzYrXpB+hOoRwK+25U29fkWsFY+swQInAveBwFIG5DVWftV7ILoI5QLH+K75+PeQOoqr8aoCJ8h0L906N86YGbruFw7vUYLSaZyk9+vtQLcKojY1p17rRF1ppVWAEX1sqqt1DfkGqizYghaG0hYj6PU8esZhYceeoiqqipee+012rQRCaGNGzdy1113ceWVV5Kfn/+z3w+CgBNPPPF/uo+tDo31lAwTZjOC12ZUUElRd4dwmwOMMPpWWBY9Ng1oz1W/O36zu1KDsG71YtqWSGlll157MOPztxgw9EgeGL0XF/39a+7ocRGHnHIPMz5/K/nd/nsdxOyvJgEkDUJ41NdVb5YWfcxZ8PqDiIvayciEiyKp0HoEHMxGbqyIlUnThC8+UjXjDFxnKHcNNE2r6L0CkhoehFObijNoVqAJGkotP1bHoNzQtU/Aes27a8drrclQw6PYT5P1LdP0+PoZKZLKRiZQe8RD0BhduRbKLtT05Eoj22uwnn3ZCMyGg46EZRVRFv7HkSV0WwpeZuJTgr3cSl9qxTCWwOwNCXmsdQmV7pqpUK9iGVGEq1FvHCZiPcu0GSGXpVlhL6pXouFqOyNGY6313oVL4/5q4cOkSZM44IADkpMV4JRTTqG+vp6PPvpom7ZhraW+fsudr/8b+/jZkY3cLFnIj1aGXFhdVdW1dnUJlBiWPjtDboocBxIusRCBHmMGY44L2DDvXobdFdns7oCkQdDU4YChIsf+22OnQRwOffhe9v97kHwdhJgUb6zddGNubKlO4uBe+Z5rUG/9il6PT+sVGphvpQw6zL2I4BmJuUZeb4cYGEX7FXjVNG5bvKHV1JqjcQO+W9QyYL2kZJd+5moPskPfVYOjpdZhqvQG69/fyUjVZxZSRdjgJkgPI70etEBLV/S2Rn7nHogn0DO0H3Xfe8Gi8oCj+sU5ZSz0PjzK0NMC2h4YgZ5GQgHrtleONK9ZbT1/ogHiNdanLjW7oBiNYlM6cxe5Y6l016XUyDmsREhVP+IFYdRLAx+itTYeg+kgGMWvZhTmzp1Lv379Ul7r06cPxhjmzp271e83NTWRn59PdnY2nTp14o477tikIGtH97HVoQhyFV7VWNNg2aTKvqeDfT0h7n4u1L9RLaXNxQ7hzwbKLYc+eB+fPZfADDCYwWazuwWfOixdtSjJWLSfCNPxqSO+TX6uuamBOTM+YtDIMTQ3NWyirQCQ2ALGcvGEKteRyvjYX+v8FdSrtJ6MFYTe18mZAFpb7wkogg9eqiwNr4uoWQbtp6DsUAdqDjkyYOhRQWpaVz0BJYCpirN6ZwpmKjFKv7fSeuNTCMceDzecG2BfTIhGgvNOgkFGlKbrxCvYo08kiZc8e8Xx3sg0Ad/A0u8S3H2j5d1FARsbE+xUmGDd0rjwBRqBYkPvE6Ie81ADa9x1mO3ORzGWLMSggqcsgydfpSGehhK21OvINanemKpXrXceQpYRsFx5JlVi3H81o1BRUUFhYWHKa+np6WRnZ1NeXr6Fb8lo27Yt48ePZ+LEifzrX/9i6NChXHHFFUyYMOG/to9tGspdV1BMqayQvLI1726U7juhhdpOsmRm5VLcvgv27YQwH/WXyCRJe/7uvv9scde1Lj1praVV207J1xd8/3kKmJiWnkm/ASOSj/MKUvs6AASRLXgmEZh+5yuy4mhMHCBxrBYbWZh+8ytePSlBUgglRSOgKfRcEXdd2UuMf1+FbcOGw5G6KIGS/ASfP5+Qm7rIeuETBUIJbSNAXGj1MHQYvLCspiEXWV57AHpwDOakQI6vl2H44YbEHGQVzjPQDWauiEMM2nQMiOfM9BNbL6MDISveS1D2ZoIuRUZc/PmId1Fjmf9NnKv/HHD+70PfrUVifgu7H+5EZivd+wXGddMCMl0oV43ccznOg6nE070zEOOQHrouyupU/GKt4B5JgNh5ZP9zTCEWi1FT49WK09LSyMmRVS5Zghwa1trNvh4eo0aNYtSoUcnnJ510Eqeeeiq33347f/rTn8jKykq+t7372KahvRcGAF+TOrHdTbl+zVKZ+D8z7HsWc3rAtxe9wZ6XHpXMXOx+xWHYj733U1dTmZzwtdXlZGTm0D4kvZaIx+jV34ORNZUbyC1onbKvirI1FBZ32KbTsx/Kvje+s5JWZ3TyANV6C72hdZuAyUe+yYBrj5DU1jp87YcyDJWrEaYah2m+ceTmBDGGZfjJpYpHrs/FmUPg6VcMB50B+3Qx3PyY9Z6KhmnKDVBvQIFH9W7C2o8qQabPY4hUvRr5hZaPqxwGEQE6Wk7ZB158Qg5v6E4JznxtsexTOyypQXLNbs46Fb5ZCYW9DRVTrOduVFge/dqwbjoeRM1EMhUrDN+9G/dGNhcfcvQD5rlQrotxPSOsD7FAHquX2uSOSb2kcKm7XuMQy/b4C/4PPIWpU6dSVFSU/Dv99NMBKCws3GS1bmpqor6+fpPVfVvGSSedRH19PXPm+DLg//Y+NhkR6HZ0VFI8nV1slk+KnFjX3gM2+1VzTqpRss8mBAfYl6QW4kNX7Mmsae8lPxP2ANqWdKexoTbpMQDJDEJF2Wp+mP7BJgahcuPabTYI4VHUpiPrnlyMfTOBnSIhiv2HZc11tQy47ggvvJoJg44MPBCm6cgq48OKIfgJoApDGt+qdoJyDjREcA1inv4SWGlZXR3hy2WWzgMDT5xSPEOrGcGnU3XS1eE9BsV7lB6soZHWMmg6cI31tQ1z4dPlEdnXHvD6i8BMd4waqyvG0AinnwwdCwM+eMPSnLAMPD5C6+FBEnw9uEeCAftHPD/C3TdZ/RFm5K4IzgKSrdpghbilxV6rrPzV4wHtcAimjY1VLjDMEFV2ZgZJA3bC2fBDafR/bxQGDRrEJ598kvy79dZbAejbt2/KBAbBAKy19O3b9xfvJxaTKxUE/pT+2/vYZPwISz6IyYRYYX01nSouBWAOM0ya8u2m310AU5+5ZpOX7V2W7gdG+fDMv3DhUdPZbfAhm9115ca15OQVkZNXxLxZnyal0xrqqolE09ll4IEAbFi3Ivmdglbtt/tU23Tolnx87COG776cRPq5WeI9JBCQKgpfz7D+povAE3/r4zGT3vLaYWe6z8cQoEuBRacRmKSLa9WlQUC+UsOHl/6FOZNjdG9lGTPgJ8i5GhsnQJpSKajakHosbUkt9dYeFZn4DIg6aco6zIZVn8clYzANJw7r9qOXVntiGnj2C1hUloByqH3f8uPGBBs+Ssj26+DZe2DGM3EffiSAMkP9Kis8hHWG1oMDeX8gXiOhCV97oUVQyYwD4imFJQA1nAgrjIM3mC5cG9VlZ+rj9n9vFAoKChg2bFjyT4G/ww8/nA8++IB169YlP/vCCy+QlZXFiBEjfnabagDCY+LEieTk5KRM9h3ZxzaNZsQgqMuqC7m6sVVAa8PhB+256XfjsP+YGze72UXXNm/xPR3hCd6uY4+kdNrG9atSSEmt2+60jSez5THrx6WANzBvLDDsccUopv/mFQknOhnJgceRlUu59xFYUrfAZyTmALXwn38hn++MIP46qTVLoDezKhm5kOOhcwZwwOSbIAMe/bfhlqesrx3QSaHxcgIvMBJBJksh4smVIpNXGYaaNtU6hVB1pzICs4Ya34RmpfVuvVZXbsB7IWpEagzNKvtmoX6q9dkUDaOU7KbH0Cjfo8pCqWXDYiuGV8NT9ahUOCbc/S9cvanYjnpC5fjfxXkzJ52OGNsASkZEWFg3h+UfxH89oHHcuHHk5+dz9NFH8+qrr3L77bdz5513ctlll6XwB5544gmi0Sjz5nkF4uHDh3PJJZfwyCOPcP/993PggQfy9ttvc80115CZmfmL97HdQ3segMTCegPojZYPLLeYAwzmMB8uTJoyHXLg2Y+7sSMjERfjWNhaQoKKDWso6dI3pdPTtPefTgq4bu/YfVw3zGGG4lNlu3a6JbqPYeDlx8tNuNih3ZW49JdJ3pg33pzwXZMyEbBNxyK8S98RjyHohKlGcApHrR5317fCIHTu/i2/CXw6U70C7d7cgGeShhWIYpB/eOC5Bbq+aBYkgpRyR/Gp1Eao/8wBe6VWJlg67NQn8GSijXgeQbk7r9WWV57HS72FyuMpRjABFXENEG+j2kr6V0OeJZZ2e7gwKRdpngPeq9JrFeBJTM3uvFTVqpJkeNTtkGjSc9hY59LJPaGyKcE/vw149PriX88oFBcXM2XKFLKyshg9ejR33XUXV111Fddff33K5xKJBPF4PCXdeNBBBzFlyhQuv/xyrrjiCiorK3nyySe56qqrtmsf2z00DadgmK40ml4Lsc9aDfSXetQ/BkEzjPn30u3e9YzP396EhajGITwGH3xmsjBKx8/Rm386zn7KpFQ03jpJRENi37pcuio2a3VjJtDNJoHFbqOiPsbVVUrxAkhOcDvRgXAlxgNkDpvotU9EAMNKJBPSH2hnGX9LXL6jeEIcr56kbraKjCigmA9V860vHtLXw5PsMyRroX0WnUHb7eSID2lqYMV3CY+BaKUseOFY9V405ZqP0K97G+njWGk9KckiHoJeF03DRqH0w7jHZOaHPh8gxlhDVj2WNKQuYq0VcRZdj/IMPVvFkyHZlHcs7C/fq622rFkX5/yby1qEW7dnJDMXu+H7JuqPFi5w0oq7ALIHG2pvS7DTdVFWvi2Vgp0PirBswqah0PaMXyrI+kuGGWuEDAPQCM/c1Ikxd64S4CvPSF3DGvxEK3JZCoO46spwhNQMhObQrWQ6zFDjXWiLwxWMU0G2qVyJPgjAq9wH8AZaay7Ui0vIcdlJchA9b0hj0aSY/710VTbIKt8amdiqqqzdkzJcXl/Trbp6G8Q46WPVztBzVcPUG4JCQ8JaWGiEtKQU6M5AtQsblHAVd8dTiKQjV1tf3l2ON7RKBS8K7UsbHfc08IOV7FA7uHV0hIZmy/VTErDOEJTAsb0tr0xEm+G0CLfu0NAKOCXbKIOvBh+zujlfe5ukJVe+HZfXm2D5+7+sMCvWLBD315OfAaCp0eehalwW4udUlH7J6DIhijk+4OTHDF8c/7BXDco1jLl8paDhynTMMJ6pp8h9I3TbNyrXKDzpdBJrhqEavrzyMdlpIM+T7n8EwRyqrddrUA7DWuNRe9cDMUnCUaCzgeTvowYBYNGHMTlOVVdSD88gEzAHWAftDor4IipN/alBC3sBWkil55WP13YMsx2/h8SXVoRq9Dw0HVpmPL6gYZBiDQkkC9ILb/g0zAorKilBS2sshuPTqW1l/w9/Cc0JGDsQevWLkIhbEsB5F7jzrm4pnd6xoUi2lqLqf9VkjMIxZyAFMyANU9uASovZz36ZZ6X6B4NGjgEgPcPzMfILhcodVlHa1o7TmxvLPxFBlZeehSF3XOhTdOut9D3U5iEVyI3XC868CFf8JJNnydSY72aleXIFDmuQVbiDYe/Dx8pOtQhUBU5zjL+uCpbpyr3O+r6WqgdZBFdfG0ioA76qMgrPvvwRvx//KOYiI5/Vng/qruuEbkbIQfs4tz2OULhV5kxLyHX7qo+g51bk8JQ8fEhRbOSeUDB1nZU/3OcyjJuQ1je6CYdBOvnrjE+/5slrr004w5ewW7wsfhMCTkYN9DM8fMoAyIRlCxLc8maCIW13Zue2MU7cBca2OZv9OvYU7MbQEj5sz0iGD3vhpbfK8OmhCHKDuxSX/dr1dvgi4XUXckghJu3I0N6PiXicIBJhQ+nyFLDxlxCWwsMcImlGKvGot66qP11hwbvUbZybrauq5vA1y5DAawDEYe5TK1k57R5G3n27F4xRfYM0Iz0r1ZDE8dRxlULvagRzcKGbnWwxB5nkZLL/kev81ntfc9QNg+WcwquqpiJBXH/HE0mu4uF+lMadh3aVUpBTvYE0d5z6/WzEUGjb+GYLxj1PR0qfy63XVsg2nnAVZoSqLoIyMQF2NU5w1nohGP18GtDLYDqBbbC0L4qw9qM45BvOPtkyeVGEC/aGa6bEeeTIVtz6cSVLv09AR9sSPuzQ0JZktUgcqvXs2mk4VwyC2c9Q/lXCU5gjcMAJZktb3epYPPcbADaULgd8cdTmDAKwzQbhiNN8GjS9wwnY9ySGLTko4sFUNXrqwoKg3JpOaT3iKQAAIABJREFUNMhNnmfI3MuQOchw4tmQs1/gc+bg02PA1BW7ctDov3nDoz0imxFsItOtvvl43cQITnMQmRSqZ+EMkJ1isZNt0iB8O2sRRz0z2FUeGp/u1FoVDT0ioedaqRjuTKUGUYlWym9Q0NngDUIYbCwwtNnViPBqrRV+hsrKB/gy6VVWzr8czy/IwgOqCijq7RNHitLC55KHYAmrLTYuBnXthjjsDtF+UFIQcPVeu/PkN4YJBwSkB2ks/dAVln3bEj7s+FCwRwU0NaZ2sa451MhNnGu8qEUavPfbLVd3bm1077sXQHLyh4lFPzUI4RGPbxnUnDfrM96pvg6AvD9FaFrzb5bM+xbaGFYvSMixb8Sj283IatmAd4VV4agJqLQc3cty3p7w8hyo/Tbh7zatfXDu8YWXuTqOT62f8Hod6xBcoR5x42uQyVqA769Rh4Ro6eJ9NTX9lMsLA6/uJX0oInJsyZVdyTtqZJRBCTLRVH1ZsQHcd9SzCCtqaTpaVZ+UFJUF3XaNsH5tQoRqE4j3U48USWmGQyXbYgi2obwHBRM7ufChNYIRqEaH3kphlayl1hdBBcA68Zxisy3TVyS46vOZnD3QkhYx3PzRBp6+sYSjRgn/osUo7Miw8JfLAt8jUisH1d1TcYsYciNaoL9gCdG0jC1tdatj0Y9fbfG9sCS7DTWCAYhEoikMx/Do+9AwKJQGtjVfJTD7Gbr12ZNPT7xTQC4NF8KIfAk+9gURNgnJPv7rGfjP/AgsN6l9GPUaKVqfg6hTA/Pu/wzyDbdeFxGab2sDWYa1Ly3gkj8bCRXS8fgDbjvrbfI40tPTWLjYi9+OGXeXeBx6DgpkKhCsIJ3FMytVeCUgyX3oc1g0lRcQxxOjsvFeg9YaKFelHpbMjgvHQqs3c4xsZya+6At82lYXGyVi6e1iECyn0PDUpT18jw3VbVQAdWf3/FukPifHcUmq4d3XoeoHy7Vvxbn6P3FO3SPBOwtW8+Y3QIlpwRS2ZyQxhWHIzdkakhJs5fibSm8ArWNPA/IM9o2fL5AKj1hzY9KAfP7G/XQfcCjtd+pF6apFtOvYI+WzzU0NWJtIKir9onNy8nAstakU3xwE9Z6Pd5eVJBNH1IKX4EGxcCMcjbvDLEVd9XTV1cxNJky/4TX2HHbMth3vYIfgt5ZjKh4e8OHpi+nfrwv1DU1kZXrrZC41MCN0Tsr6C4vi6PGkAe0Mhb0Mn565hL9/04V9dmrD2BHrmPzCZVy88D7mfRKTVGsm3HJdhD8fHmPccwFHZp7Lp8ET3PY4IsASXiTyXLrRIKXoygDVY9DQM44YKJWLBwkHuiM8hsVWjGBn43t1rnZeh2Ib7ZH7Uq/3LohR+d5trx7oZMjqB7u1MezcNsGTX8HTJ3UnHtR+1mIUtmMkjYIWLylbTwk8mpEIq/8G8OUVj7P3Yef+4v19/vo9DD3m9wDU1VSQnpG9RSXm2qqNYEyKcMr3X0+m/6CRWz+vfYxveAK+8lBjbQX2VPrRpe7CPQxoQDIslXiRlGxSVacgFaB0K2K7fSOsvXHbeRvzZn1Kn92GYYYb7MeWlavL6FSyaWk4wFMfd+Cs4eI93P1+Npce7Alc5rQA+7wY6oaGJjIzN39tw8OMNHz++wfYqf8Ihv5zd1YsTEiaVsFX5a9oUxwNmdoY79U4TcaU9KnStsO9KAuNhFDqaaVD+kBD0xwoGRCwWisqQ9oddDKy3VYW8iE3PaBmSkLwn2YrPI9SwxmHW7oXBzz0JZQ3Wpo/agEad2xoy7SwVqNSZ8Pcfec673PH2G3abCIRZ9p7TwHw6utjaKhdnXyvtroixSBUblybIuiak99qEyWlrRkEc0IgnoK2b6twb7jUKXl4wCxUQJNMCeqKmEAMgBJnArz3oG54I6l1CaHGK6WLtt2DAuiz2zAA1v9rCcAWDQKQNAhAikEAkgYB2CaDAJLhGHLUb2luauSsgdbXGaggqqpOa6ih9OtFocldhcceNKwqhPOvhDGa3o0gXscuCG5SA+QbmhbDhAsMq6fGfemzpo1zcClbl5FZYhhc4jyMLlY8CceLmDgRHvoSzhsEzd9b6NeCKezYWGQ9TVbFTTXNpbqDTfDEhL6QY3jiqk0rM82BBnNE6s8wf9ZnrKudystvnEY0EaWoy75UbFhDbXV5sudD5ca1gBRG/dRBa6yvYVuH2d+5pGXWcwqK8amvsOKwrkQBYhDCHZsVgQcfuyu6rp6T9l1Q6XfwDD2QVNx2jOL2Xbfre/+N0a3PnjzwFZKC1a5MjYhhVeO63v3XtKF+RnkUWkK+q+G40+HlHwMyInDNRYH0B9kVImmGCecYuearLay1TLgt4StD1YBr42HFFCxQavngbSsM3HoE54ghzX37wboZlls+THDJ2QZTbH494db/XwwFrDQFpbl3LVt1huLcv8/bRGjFHGCSSL6+98WbD/Jh9BJyavchatKwtoGLj/9ik90umvM1GZnZFLRqT9naZUndhPVrltKmQ1cyskQVtKG+hsys3E2+v3zRLDr32A1zucvlF0CH4RHWfBiXDMMeBmLWu/fqCoNnLmrdQw7eZVXvQHkJSv+Ohj4bIJV5y63n6judxs31u/i1x8tvfs6JRw392c9svDkuvAhdqTUjocDlTys/FZhVg6sis9WWV1cBAxPMXBPhwG4dMEcGsA7iDZYJ31ifonRFWYD33DTT0IzIye0KrDEi894IfIoXg02zsAG67Bdh2cYELDQUHGTolGtaPIUdGkpc0R8lFx8jKk31J0zmf7x+qKzOmuuPwugnDJ+9ejeJWAN5dYPJimbTNr3dZg0CQI9+g5L9IIvbd0lO/HDnKGCzBgGgc4/d5MEniHfTCGumOoNQgOTKLd4DUCFal/oaeZLxK3+Yv6Bt0mpDr6uCsfbKBCZe3M1jCyAG4d0dNwjb3OhmM+Ozr1J1N268818AWzUIIKleM8Bwzrl4rEBLr9WIqovfgM9Kgb+GrnM55cD7MP3NOKdfupIzT7KY4ca3EdjJCBmqD6mFURra9TEiOruLkcyGRdLhWkWqIG89kG1YNj2RfO/GexOsWP8rlk7//2Loj1uPb8+uzUqVdtoO1jzsy74vuP89Lyja1kAxjCk4j2hmHtPjrzC0+HLy0vI56agXtrjbRXO+Tj5et3rxLzrkmV+8gzki4JZJUc+AiyPagYV45SE9/j5472cncV8nv2x9uiycNtO7SUMqpesmEPc4HSrfXseY/Rdhv3buLAjNdwfHTe9EyTli+9W09t1bdD5+nLcCay2NjU1b+YYMc7AhekI69x6ey5MT8fiLltUrH0IPTY2AwXsQWsAU7l3pfpun7wA7zRnMInjwvIKkVkN4YUmyK414AEQdSzJhpT6lEa/jUOH2VeVIX1kWVlpGHGGgrCUluV0jmX3YA0+2iSPS3+vwVFklvGSQ7PxkhhmGHBdw6u7Z9N14DjeteoDD+hrO6jeLz2ZfT1Ysi/1G3EbhVlSSFv04jR47D96u4y+5NspJ/RPc+4I7xrZWUnZZ7tgLkNWjh0ltWqMGoNi5/+r6O8n6pFGIhx6r0Wwt4Nz/YtTXVpF9RIEcX5HBvpaguqaevNysrX4XoPfe45j/1UPJ5512PZeVs58A4PtvJjOrfiyj91tG1wHns3TGowDkXBVQ964D78rxfA2L12lU1qNSshtCz5XxqCCjchH0u1od2YRkElpZCQVWWTGwUcRgz8CnHsMGWis5cdsNCwrH8aB4HlKB+aPVDFNL9mGHhqbu9F5fhZBtlIqqWo0GzH4GM1JW2i9eSrC0opY5Zga3dP4rfZtO4btv76Iqbwqd2p30swZh9TKRpu+x82BsYstofVX5us2+Ho81s+aLOD2CYdAEx46ywvRrxLd7K0NunhXWK0spRqI3viLr+XiAMpxrV89BRVBq4ca3fzmEZfY2Eq/r830MH79wI3XVFXz76evc/X62GATdb5ml9dURrr75mW3a/nVvRliQ+bDE7m6s6vgkZojB7GHYddzBnH7Jcsw+hmWJxzCDDWagoe4t65ibeAxB+Q/K9lTAWcG/dCja3+0nhq8IzcRXZ2ptTB4Szin9eSXCguxiZMLXAosM118Vkd9AI8WG0Da0FkO3p7oSezgsqQ2CZ8yysLMRAeL6loKo7RpJT2E4nnwDHjhrb0TgQjMRypwrQHLOFeLa3fi7CEMq/8AneXdT3DSYi4//gtrq8i02Z/mfnMulRhqIzLJemKQQLxqj7EWt8d8Hnjm2K6/MW8orHxoxHOHeBXojhuXN3Iq58d8rKSru+LPHU1lVS+fdz+OqS47n6gUn+x4I6YixskBbV/R0euA9mQDfWKYOvrxl2zghZn9HHdYUovJK1O1XIwg+vZqHJxnl4A0CiLeleg6ailXPqwGZvFnuXLRWQ1sFqEhMoRGFJ4VINHvTyXDiKMvLT4W2VwI9h0ZZOC0uojDgAU31DpQn4e7VnidEWfhazEnrW9lfOytKWFUtnsKODQURteoO5AZaa70bp/F4R+OLZTKAwHDNc3E+yL6bznnFSVAxKzuP8rLVbMuIxXzc29Tgc+/LF83e5LON9bXUVG1MPteO1Mt/N1vSaXo+uqoZPBgWVpSaAWPGL+WVT0nlZmi6MRtfsBOu+bfw768P+9nzefjNgRQekss7dw1m/KUnkZsfeM2BCjyouwZ63JAG31vvOuvkdTf+Pn8cKwAd0OhqIczBBnOI4Ya3o5ix8jjZ6FarMvX3URUp7VRdgEzegtC10VoXFTYJS8ZrHUU2UAlnX+C+r9dUcQPFXGpwvToN947LcRgOqeI9Ky0vP+4+2xpZ6dfDwg9jdBsUyLGGRVa0TkVrK1zYsvDfMYhB8R5GqjIzrRxXjvAgWjyF7RhJT2Eo/gcLl7iqVHgxqSKabQ15/Q3VtQlYauSGsWBfTGyzctLalQtTej38N8b9r+7D767+yk/AVvjJ3N7hBzrBlbykcWm+8UYwDnSCDw4fz4EP3uKLnhwg+XOl4olEnMjAqA9LDoCqG9czf8ZU9pp4EnyBL2VWY6xLmoqaqNaBCuq2xtckKHFK06t5+EyR7jMd35peS5lNaNvK6iw0su+F1uNG1n2mDRx+HEz6xIjiUSESBuTgC6ycpDpr3DkojtDKSI1Gk9tPPaQNMjRPtb4Iqy/SG7IW790U4rUmtUUceKOg4Z4aN+2gVYIYghjSxSsfmNviKezY0JsGfLMTC3aqxU531reDiwELgWpL9dcJmIUPNcpkooQzCj83fs4gbAtpqa5207TdcQOe9LqC2kRVgbKF1pOX9nCvaV/DdAMLrBgG3PfWQHbr7iIg40hKX094YavaEQfdm+YJOBFgOuQVFDNw/xP54ygjKTbNy6vAK3jjlYMUS3VwHlkRHuQEL+SqfAnFSXTSKPin1a5pofe1Ia5WPdZa+VwnxOjoZ106ctK7htGHWrmm2mF7FwSgVW9CQUcTup5VbruZCIhooHm69V5HHaKIraSobHdsrYznghTiDVhnpJpS9SFbIfqWIFogXdw+Gy1j9kNS1C3KSzs4dPLoDQEQBTPc0NRYzwmnAYVWCoq0C7BbnbrvHknmls2pAb36D9nhw8nYAi8hPLJzCjZ5rWPXfj7U0Yo7kPNTskwTsMQIkKpEmfVWvlNuPVuvAWrKBQy95AIDbQx7HXDKVo9r6hvOiCqLMsTvuP2EBBseWO7JUVqLoSthf0gbYtxqHSJdAQ//cQ9fjJZGavGaJieU5Qep4iZxZKKVu/dVHKbUbSNqPP1bPY1u8MrY0UxeFIiXpZ7SBiOrcT/8NdTqyABfpanG+Ac8OS4KY8cB3Q2X/s6dnLvv+h8c8d8pks9SCHamM8I93XEVS30IsxFjtgaOGQC/Pcdw7W8DnnlfAPLcfSMtRmGHht68yneHJJsxY99sCjNh/CEBWANZhuMOt2IYCgyLv4xBGvzpt4boTjB2or+Tly/87v/8VO64OYP//OG3gpprUY6qJGlsnEAKcwqQG1Cl50qEb6HU2pEP3AHAPScnUuoKtjSmPH+FTLwIsppp23dEl9IMNbQ+bKdUpSTtPdkPCGB4JyDfQqXxmgLdDBeOn5kqe66NXKvxlYTaO0HTgk3uOMLNcMEbklwk9x9B4npd/V0Y8nbVs5wz0PLwubtLH1GLhAWLoFPXiPACwl2dAiQsyMSBfsaXQrsF5/GHgBWWu++zviKyDr5/J55Uubr5CqcpWWAwYw1d9o5Id+4sYL1l+tSX5DxyjVxvIBqBofW/5fgRFvaAmg9byEs7NkIgmjb8SGIMBfD4u7BLq07cekYAzZZX5wHtLWRbERIts9x2vyU20/LEU56I1Lnn7v/np3L5IQ0cNvnBJNj20GUjvfeg3HpnJK65NPCMTSU71SLU2lwDtWAO3zZC0icv3cbI2+5ITee5/L0ZaaT4S8VpVFRFw5wI7L5LhGP6w5RvXWq1wLLfUYZzzwVyxfXO2zfwdQkar3c18psNlPNNGo1avPaDeg1qjJScpp6SQVzwkPeyd6+AibMNvVu1oZBenH+09fJtBlaujUt6UVO2Sj6ah1xT1wQmGS6o8VLsIg2OH4ekJhUXiQE9oaw24bgmFmbCso/jYoB2luu21/Uny/kts1ALr98L9z5kOez1B+jbLoBmA3u2hA87NhSl1lx0NcImc2IWLIUuZZey94aryN7TwGKDKTC8duIZgBCaThkNf7zQ8PpFZ9K2pPuvcx5u7NI5Ch0NUy64knFPTvG03CY8yaYZRgUPeAAuHUlrKWQQs+JVbNzcHjYdw//+Z3/DF+JdYTfRzMXGcxAUh1WqsIXvXovz+nREHh1gPXzyETQpNhCB6jcTfhLnI26/Cw/uODIjtWeHirKqQdQCJi3+0irYGDK55iJMT5euPKa/oanWMn/jel5a8xIx3W4C6AxFxYEcVzaCxdTg8ShNY6oBTA8dR1uTlIjLToMzDrdcf3nEZ0dWwt0fWPY7xPjFaWckzfgxHkCNIJmwdkgotRH43nLLw4kkCNpiFHZk6ETJdY+L8fReBzB9mfNnlubP5K8H50IaPDr8UI459unkJl4Ya7n9hARHH/fUr3ACqeP7q5uxbyQ46LXbobt1YYGbbBnw4vknCWYSRCUMUjZcvoFMeOxvO4vQajsjIiA/Mx58fRBmoPHkqDiymipSruMLUguItL5C3e595di67RaRXpVOoqyuGVEz1s9qyjCGGK4C+f4fJzSmGh2D/J6lyGrsXjvpXHz8HxZn0Yau7YA9YfyTIl3310ctuenw9vzAg5ezEfFeDTUrHRjZFwnHmpDroYQlrRnpKobxNw5PeOYxmPgd3Dg1IZ6Kdu9eZ+jeylnnvd33XeNfWiEGschtuyOcfR4cf5E7Fu21MbvFKOzYaIMPIVQoo4Ak133yuMvpU3sqFuhXeiEPjyukY2O3n93kulWL/scHvelYsWh2SteovQcbrhpheHDMQB77g+tc3QSnPPYS9n3L3oef5/s9LLcwx0Ip7BK7hMcu3pn5N3yGfWnLWMKkly/gognfeHKPTvAoMskUGFT6b1iXQFO/LsV2xm6wT5eAo/vFYQEccTrQ2vLKN6SmFXGPK902NljfZ0LLmOvxBVxtkPDDuexfrohw5sV4foGGiWkI9dil9h4/tx+kQ8HuAT3bRFg3NQG58PQtJbKP3tBmaOA9ot2BNYYzT8V7KoqZWLhmQkCv3SNQYenW2vE2GoH5hsIMA8vgnHNw3qklTQvTooguYx9noGtg8plXyOudLdQZ/vk+vPJvt8/uiIEqaKl92K6R5CmMcC9oAZHm+VWODaAH2Mflusz4/G0GDD3i//JQt2uYkYaDjjbMXh+wbkYC+1aCb2YuZK89fDrUHGK8bFgEPjhzPAeMuXnbtn+h4asTnmLvy89yDFBksmrvBZCVTTELdcE1tldNzAAYBD0Ko1w9ohXn3rJOPlvkcu8LrJfCA1kliwztdw9Y+0pcQECVi1tuvcHRfg0xpJ5lhuxzzAXwzEP4UKQNAtgpKKmehhKIegLT4MzL4ekXEUm2MgtdEQyhB1BlfOpzsfWhSRbQ2TDueDgmchFTog/QJ3tnzrvyB9mf83oOPRE+WC7lzo0fWJngPZCwoYOBSsvb553HExsfo3W24YtlAUO6JHh8hlzea/c3LNmQYMriCCunxiHSwlPY8aGrWph3pPFhFO47cu/ky/8vGAQQCvHlJb9h3ZQ4k0+/HCDFIADiJRQZonsa7Ht22w3CGAPzobx8Gi/ccpJwH9biXWplU4ZTvbrSB3iJMvUwvoJFk2OcO36dd7vLLHR1E0RLklu571VY1s50lqfacSlWWe+JaEpWsxurgH3grAsh0AmvwiiabqzEexzacbwTArzmw9NPIQZkkZXPLgT2glOHy/ncen5Av11doYwCmw3AQstD91hmFfyDrDTDedf+AH2Nb0NfBe++A81fWBrn4BmZi+G5m3eClZbeQ6MsicxidNvRDNmpLStrLft0asvDww/l46G3M6TuIvbsmMPK6YlkVWeLp7AdI+kpjMSLk2oYkUB++AIhMf2/PB6dtBvp6Y2cP6Y/TWv+nfLe1a9HuOU5i33xl0momRHGZxmK8T0qi/BcBwXiNF43+Gusq3DEvd8Oif9zSe3Z0Mrtp8HKPrKR9OVSIVMNuuZU+b1aGeFbqCCMSqcR2rcWLYUZjyrMCwIKaiYgFwHv9kS8Aa0DyXL70foMi7j1mZYxB8BrcwNq3nMTsx4PtubjwxTcvnsCy0jlc9S4z7oU+S03Rxh/U9xnUjoY6GlhpaFdv4DSpXExeHG4+5psLn2iXrIe61o8hR0bCmAFQC50HBaRm086uPHwq1sXS/2/HqUrF/L9N5N5+oNemCMC5n73Ccu2wIs4//BZdFx31CYGAeDmY+K/2CDM+OwNeZCBGIR6koBfstUaeIxGZdKL8HqXKmGmxCrN94db0KvASb3l6nGBp6HPhOL9Aga9ciq5wwIRRdEeoBqixBHW3/4IiJmD9zgU41D+gv6pAUsgsf2e7jtpcOoYpB+Gah50M9AX7rspT7CYmQIc1nyccNfFQCFkjjKSHeiK4BVxxDtzGYQTTwG6uWPWqkg1WBmIQdCmOukw+nhL65wASi2lU+MwH176w6lcfXnAhroGKLIiGxdpARp3bGjqqFKkxF4d8TT2HctvzhK0eNxDU37tI2T21+9TumoRpSsXMmfGR7T+/9g77zCrquv9f/a9w/RGZ6hioygoGOyKiooF0QSNsUYU1GjURPMzKkEMGlvURP3aCdYoNsSu2FARCyqCCggqINJhZmB6uXf//ljnvfuMXUz5fp9n9vPMA3PnnHNP22uv9a53vatzTwacewC//t2nsNTT76Kh5OQWfOv+X7R/drO+N+5dXnPTNAAGX3B4MKRxCrKoucIL1KdSuXo1NYnUglog80qz5ZPRf/z9aGfVm5vg6pk+gHfAqH72eXV1mjvfwXgjyiKpluAT276gwLHb4QlD/6EltuEIzMcaAnZRggmgRF2hprwBZxwYpUCLHFR6SrskOOu66uAxVETnXoqFPZug/oMIX1hOaIaz0mdqTh6ZQ8CxigiGtR7L/hC7p81w/6vQIS/BFeOS3PC73el1cJKjbpxCSU6Sge4oO36BHbvVKPyUIZ56IbhhjiHDjgXgF2Xv8vAffgVJeOuZ2//zp9XUwCfzZvL+a4/R1FDLglfuosuYbeh/0T602T3H3Fux85Z6Zr4//luP1dRoiOmbT938g7+/x8BTOGtswE9Ke9xm6UeVCmtVbyB4AAL4lDEQEq8iIhGLKn2Qjfdf+WkANsDfLvWZpjVNMz37/NJx0FjAwW0PAh1gwdjXYJkz2m+8ZFoA43SomeF58660VWO2daGvgsJEeYmqG9H+n3tYHF3jesfNDwHdIlKSCpc2+NBsuLfjuBOxUKY8ugcbCRhKDiFlqBqMKiyEiAzmiFOJvY8+MDcjjsUNh+3NJ/NTXHh1iqKSDSx7OkWvPZKUpPpTXNeBe07Yiv4jLB5qFW79KUMTK+rzV19bxfxP1zJ8v8Hk90jhl/9nMYV0OsUHbzyB957aVQv4rP09jL5ykb1g4vdvIoirRqm+oyZOYYpLsVu/cV9jU542Yg7uDMfzR70PmAcwbO+BPPvghK99/7Cfj+ewg4YwaOCWXDvRtAzcoQmbyN2jmDqHUKXYhYgCTNROPkLnG2hZxag8vCocNRkFQEooV7F+Y7R/JHm3sirJojkpGGBMPr5w9Ltm76BzoMekBq6esMqKN/GZD5O1DaEeRKnUNAZmqiGuAMlmLLNRGJ1PnqNydtpW8ypvz6TK8887MDHVYgfb++AtLY2uswtBJVqV8bnhfJ66k2BElkf/DsB0GrMgP7uA/XaFl++D0eM+gUZY9nKKpoHt8M5z4h8/Y+sRWbB1q6fw00apC1x8B3kjilm+Yj3njp9M7fKH/qOn0lBfS/LoNux0wS/42dmj2PuyPzH67EWwkpBCU+/BfOwlLSBTRFOd/fE30qs3lq9h+tBzuGXxYAAu+eMxPHHfuK9tl102ipceu5Qly9a2+Lt/Om0v/orIIAgQK8cmvVzvZqw7ldKcYhAK6FPzGL34CiG0skNw67VdA/ClZ9FD0QaNjmNGeKj2lgosIvASRJ3eykEZHHM2gWWpbIPARk8A8MRw3C76/2ozAHdO7GzvxvLI5Z8b7VPn7b1Z51uWNiexMGKFt25cy509OxG71A4uLt+2hiCIk48xFXu5sO1aZ81nciE3mctJW40MbfG83fst6M3BN5gX+OkLzbC21Sj8pOEfTmduuukUOg4/eBfOO+OHtT77V475774IC33LdmFaZeUPxmoGcATGWzWMOX8+rz14WeZ4c2Y9zbLFH1DSrjN7jPgzXQptWb7w7J/Tpk1LB3Ph4i9pXPUob7+3iOsvH9Pib+7whOkGFBLazEvIVYVEWmkjzgPtIxfAE5iGmvwqPPLGn0RpAAAgAElEQVQEYE4TU3hFGjOAVYRu1VF79wdeDvfiLyOTtmInMWamB/I99IBlFYnQI1IaElJdknp1Fkb6yQLKnU32KEQ6+Ym13POH3rZ/e2zyysCt9qFIS+XUENx9ZU4GQq8DoiKnaoK3FG88q8xE++g6lkdp1gYsjGny3H3B1rji99hYX9ky3ZuED/PvZvz5iUghyvgdrUbhJw4/JY1/wdqekwf/mNGJbmXt/+PnsWDj3WGyqJRXcXsBoZNTpBXYQiglmpRDLx2f0YActPuh9NpmR8DKrW+91ePGOpZ9Ohd3aAJ3bII58z5n4eIv6btNd9wvE7Qt/Tpg+dLR54fVVnG4OAmOENrIvc7Hqv5UktwQbb+RkIrUccDidKkkpTBDoLg/ygCQxFzpaqAyWoE/9oy7IGUZgAZoP8BZ2q4EWAKzvkiH0KE/FtqoviWLUM34KcEACZvIA/8JfFS+JKQXIYQTPSKjJ70FCB6DlJ1We/jEseyLlP2ublEiOsl7UsYkKoya+Mdk2LYACnZwZNfuyKMLviAnKyeT2vznX37Bc384k8Ebz+Tmt+DOP41g+glnQ3Zr34d/6fAPpTlln7W4kx2/+of72t9XrNrwb/vu426cGl4SCCuCOjurXj/uPehHcXEePD73eAAOPHJCiwxCh70SMB96H7+TTcT1nkEDt2T5+9eYIOtaT5/ze2S2f+f5uzjq5KvZ79grw8qV62wCF9Fy4jpsknnCau8xgZC2hJoDrdbNsf+LLCRPQftpcqlO4Qtn4iiRx9BCl6EONryStu7aS5yt3kui57cOa6C71AfFonosIxAZANNZ8OG7moFKz9VXRMatswvqTQ7TUtQz2RhhKAoLGgg1EV08J+1DCP/SQBfHnX/qzA4jk5ALOx6QNM+i0Yzjxc+kuPmMYYz+HdxwSSE1H3jymvM4uuyXNKWaM0ayU9UW5NOVZDqbm3YbRef6rhz4wvWw0reSlzZnfNf1uiMT9tC7OvzUkMdfu66STh03vy/B957TQBfcS/U1jBsGgXAQYnIIjMyYvJp/LJz3qNsdJbkw+URP2fgsVm9KWXwMkIbJ4/ty8kULg6SYypzbwoc3LGX7fr044jbH449g6cQmb1WKXb2VOgNUgH/Tm4iq8vk1UPN0BQWHtA3HzSfoDMioSC5O2Yd6zDORcEke1l9iPrbae+z5RMaA/o42PaHpc0LzmgYf5M6avvJ9nZwZAN1blWNr4soTk07i9lglZQJK9kuw8dV0MMxSe1JYsQkzBrXRNbSNnunGGHBZ6jjmCM8DtxHCiGK7rmNGeX7e4WhOnPkQv9zOk5fl2NTgWVaZYER/R/vU9pz2l7nQDC+fcyHepanOW8Xhl93DsWfC/ZOBIt5ozT78q8dSD7lw9KHBYNxw+1M0NjWTn5fNGScf8qMUm1evraBLpx+wrXo2qA+DXEoIKkIFBNBsJUYgUj+Cto52O1rbsJ/fZoYgOwmPnhquY/V7KShw3HHBdoyd+BHUw/LGxUEwVOpDVfCnsxLMeOMjtu/Xi2mneTit5em6EaYxQQro6bjxkaEBN4hSf/mFpbw97k72n3GKydiJwZfAJk4B+AfSuL1cmJzKCkAoK14feQnZPhxDTMAcT9M7QHtHQS8oy08yYWgPTrh4SeiWXUlmIhdu56h+04e6DAm9ymB8GVsocoB5kH+Qo74ZNr6Ztutr58wriespqO28FPX6EWo3FC4l4ReHeXKSwEA4aS+465XoXlR46pthzJsPU1/l2aJdgo75BZRmF+PxtF97KDmNJbz02+GsKllMsjqfou47ULP2UcZNSNApP4/7a2ugW2v48C8f/l3Pe1dO48HHHPM/Wc5zL7/PiAN/xtp1lbw/z0RUfoyEezJp8cDyFeu/e8NqQuwJobBIq1AaA6MqsFoDodcqV27ylL+ZZt7zKaY9Anf92nP78S09oYtOS0CVZ+zNH9sH+TBhQir0TdRPyuoEnpr+7bqT008421bCdo7he3nOOvJV8ySKXZBOA3YefhKbrkjRducEFDr8uz6kDLs7ZrzxYaA4x7ES4SqFmEFoxBr1KEQBm5BzMbn1JZ4hZfDp2mZO+P2SUKC1jhCGANVvpKMqWAcFMO6CBGRDYtfIg2iKfXf0DGo/8Ny178ggVpPEmI1xtexcoBsUHJqwDEg9NtnFniyAS/9fkk31jh7tErDR8dkGB7WRgamFxx6CTZ97eA92qz+N5xdV8bdZqxna9VkOnTqJqrzVzOlwPcdf9xg5xZ2p+nIuI++/h7/803POJTUZVfLW8GEzxo+93k8/X8XWW5Zlfn9v7mfstMNW37vf+3M/4505i5n2zFuMOHAI19/+JIvfubXFNve/3ovjLvzCXmIBY4nY/x0B+c+lZU9Bj6UGO2KubBLoB/7mb78uNyIRWHTLfYjx5fKqJmEb953l05nj/TKBf+iH06UPP+FyHr/3Iu59aAYb24/kvOerafzAhyat0qXNwYDDdb4lriIp/ngptprZpIFiOHw0PH53tN2m6O+F8LNDk7z7fjqkEztGnoEKt5pbHieTQuzjIMdnmJIZzARaqF0zCNNyzPbGeXg/do5ZcN/l3bjmjdUctQOMm5Dify7amRfWvMPjr2PHzsXqIhbC5Rcnue1t2L1nit1KhnL2o69x/S/25LZP3qRLUYq2eZ5f9O3FcX9cFhrTGr7zRqtR2IzxTdf7+kNXkMjKJrddTzr17EuPLQd8bb8/Xz2FCef/KvP7ezMeZqd9jvr27zkygX8kTJgZb3zEPnuYHO/b7y9il8HbGlNQBBzRfasIKH0Ke8FUzFND0HxQWkwTqi2Q7fBPffMkffn+Cxh291VhIq0lTIZOBLJRJVAE/q1/7fvQY+ApLJ/3D7LLRtl7d7YLk0jI/kKihitRPF7nzeB1c0aMEuYhgykAT/G5qMviPiQwY5eDGVD1ihTrMhvzvFQ/kUso7FJ4sCsmxFpNMMrKBHXFPJU66DEqyfIXUhY6pIEaF8Rxy2HSVR0ZM2Udtx/dnlMv3sDdl2xNurYPnRrKOOzNf1DQxjG4s6cg2/PMK47LT0mQk2xDTWMTF18alYoviTytImBLOGIwTLuNwMxsasUU/iXDneZMISgbBh2V5A4eoHvv7XDOfM5LnkqSTsPE81Mt9vsugwDAKo/by+Fft8m1RQ+rtHriuXcYeVDURzLesk1gm17yiJW38+EJ3rnXxD7w2EsclwBTSzFlIr5lDLvjKstlex/KjLXKbCRIl0fKyG5vx+gxBlJ+23jr3U+YeM2DnD12BAcNG5z5/MuVG+jeNaR2s8tG0XTAVLLLTN/8nfcXM3lUJ06+ZK2dUy6WWWjCKieXe/MUKsioTGdKjr9a6i7UPyv2ubaTtmOxM8n0dT7KTvhAK4ZAgNKlZmGGshzLXvTGqjWlBC3v4gsyId/yR1PQz0EtZHWD5mWeK85P8j9vwhm7wsbGKk7YBT6rKIcOjuqqUhY3PkN+tmPkNp5p73peXeT4xXBgk+eiq1PQkArs1aXePIlPoWCnBDWvp5m2iJDmzAK2aQ0fNmvEr9cdEWUbNCl3hw2XLKddp+64fV3IAjhCmbVcwjysPwJQW9dAfl5Oi+855V7H5Luj/dqBf862vfTpLC6+ImUTUaruWvkjHYdMjYFZ/1BcpFy3shGdCOBbrf3un/nm5+iGO6vUk/Go9IE9p14KKvlNwY0X7MpZN7yFnxHeoXjF5adLVnH/o6+x/947sM/h4zJ/m3z/i5x+3i2Z3/cZOY5XGy+nxy5JVt/ekhjWuOpRRt3umPqEg7XezqPEQTZkbwGNz3lj+a3w4dykTqR6Agg4hif0YYBMOXbX/ZKsnJ8OIcIGHyjj8hAgZHa6O+NbRFJ11GGajmLAZhG0Ilx037ZxTDqnPWNu3mD7RhWPVMA1l+dQ1dDES4th5mdpYz1uFR13YfTswLwaZTXAzrenMxZnR0e7rRzlizwnHOpJJmDfHltx1axlDOnezP5bdgWf01o6/VOG28WZ9Y33KljhaNepO7NfvC8w9OSuxgU8Ulg6LRrpb2gWu1fWi/TfN6slRRm4eELkceRgL2YFIVbOJrysygoo69AWCx2yo/93t1UpQ3IqghnHT+DRp9782rmc+UDCXPIkxtmv8IFFJ1dcIxtoA2dd/5bdp1Psj037PNbimP13/y2XXfsQCxebqEJ22Siyy0ZRURma2mSXjWLW7IVQB8s/+uaw5tFTfZiMTVgKb4OnMcJDWe1bNn9RfwQxKlWEBcFQxHEZDytnpIyfUeUpGxThKtu6kD0QXiPMYIXnoJ9jHstKbwY0bgTELtX3RMZnzDUbbJFRNiJ61A2pZqobPDv39GzRKWks0Tcx8hSEtKmwpXZkwsl7f7+FcSUa4fy9E9DTc+8jjl17tOPXt35OXhvPsF5bcsLdK+OYauvYrKHqPd3JHMytBIbsfzz+Wc/5ZzsDkFRiC8HFXh9W5MKCr7dNP+mYYcw8MxLobwR3kDPasDZNYROwHRbTCvnW37KwlUMCHZJlTxJan9URinya4MAPJnLM2Gu+di43vxKda5W38EPubwIKD0wET0nFS5pczfbZLXcugqWeM8+/jQsvvafFsU//Q2gD37jqUc474wj22rV/5rOmQVPtuuLpvmjb7LJRlPU/ifWTNgZZtGZdqzckX5kA8QeEe3w1UyDDJmMeV3raRMZLWPVUykDGbj7c503RMxhExvt47nGs01MzFj6IIh2Xk8sjMC83RjtmEUrFI8n7cZekuPYqz3V/8Sx9JGXvT9QV646rOphQaxvsHrSF8WdGz6Sto76+gO22S0IDzF/dzPW77w5dPBvqN3L56ATvLUhx4vVLeGH/c2m/+tDWKsmfNHpHruHnPrhve1i7+K69+pJOp7jqF2l+s/0ceh85OFTwqUlTsuXhXnx1LvsPDUVJR09yPDjGh9gWzDPJp2X9QopgFMSNzwbKoe3QBBWvpe0FzCesmPU+uP1Cv5Nw6NaeqV8RVfls6WrL9avCEcw7ifatnpEOtORCzPipmWo2+Fs87hAH3Rz1DU3cdPVp/G7cJJoOnArZ0LFzgnUzzTV3u7qgt8CluBMes3ZmEU36vZeupWJjDUPHbZ8JSZ56YDwLF3+Jf97jTnRW7NSMsfza+QAKEt2z9QRgUl5BPi3BQQhMQ4m21BAwnFJv2QHdOzXG+YxI94Hg2udg7r56WygEiadGs7D2AEmf8bQynofKqIVzKNRrA9v0TZKq7sFVR2yk2zFdqS7fhtNveZHbZrtIqcqTk1PHqX124ZzP3uCeu6DP+W9z0CCobfRU1nn+fGSSzvnFLKl7kVOnz2s1Cj9piCqbxlR63gTegG6H9+P68bsz9uBnycsvpk1ObkvFoCzoMjTJdbse0eJw54ybxMczb8z8/tAMeOhWF1Y5YQRaQZKYJyCsQGk3TfY8qJjrw4vvCACjMgUQiDztHTcdvPBrl7n18WVmBLZ2QQOhBFvZ5DZDAB5FuNH3AXiYdsqbdMtZYlhLEgY2nc28phtYtzAd3HcxLJMYw1HMwzKgHAae0jsSMLHNx55wICeffQMVldVMvftC/D0ed0zCWI5bAilnbdbVWVr3QV6CsjL6Hgm5+ugeKuUqhaf10fl9RMuGMbkw9gS443bCPdG7kUfwKGRcREhSvYr4E/WE+gp5ciKYFWHcDhmmVZ4/DN6O51fMYep0B01fkN/vC+gBa2enMkSyBreR897+nD+PSvLpuhTj7kpDR3ju4zRn7+N4doHn5wOquXvOfG4/cGBr+PCTRldvL1waeJtAI+4E5/x5Fvm725vrcEw/+/dh8jTD6hkpbl08NXOoZ198j8EDt2wB6vbvlxU6FDcRePcpQrVgXE9Qsa1wg/bOugXFm6huwlYevZgqP24DLPN0PaHP16+zc+QRSSegmFDyLGpxA4FRqNLcqLW6OzIBOY4r/v4oQ/5+bIa2PM/f0CIMyeynNnyiCqspSpvYv72hc6dS7rh3OgsWfcnqtZXk5doDmH7E2VbKLKET1X0IyyE6dpzuLeGXpugebcIMnO5RFsG46jkrFIsM8h3/Q5jY8u5SWKhSQ9BDcNEzKiR4JTKiSVp2G5Px7+G4/MIkdPFcdlICiuy9W8NHDO6RZOLoBPf8oYzaRs+oXWDYIY7xf0zw61PhtKc2kJWAtrl57N6zFJZ6ztnbce5+jhtu85w2pCN/fLyJ3+0Rva+t2YcfPzLCrbsSATieZH9H6hXPu9c9ws8uOdKYcB1h9vgH+Nl+v8Lt6cKDj6S/3rnhnxm1puyyUew8eBveeX8x6xfdy3tPXMZ+d14RSEVqOrOCDJkmUyIs8EqkJK0+KiRyBFS9DebayqOQynHEYfjbVXn87oBannnhXQ454GfmzpdiiP6G6PmWOCjwlkevjuX+ZbiUYdFIQ+99slgyqznQeLUyCpNRFaU8Df3UElZYaOHVsN7jZ3kWLv6S2roGBg/8OiHMHZWAEm/hT6O37Em1N46FjGUzNkklsBKvE9F9FWVcbeM0+RW2udg5VkXPZ1PsWpX10L3Oo6WoizwT8T4a4Nhz4P7pEUGqD0ZQ2h4uHZlk/GMpC016w6+HQd/OSf70YpquBQm6FHrGDmlLdVMt7bO6Ul3Ri+Z0PRfOfpO8LMfBW6e5bxL8/c8FzPishmnPOdr1d9Q0eRqWtQq3/rTRBHl9gBxHqs4sd6qh2l6KnWHGmPFUr/yYt5+fzF/GJe1lqyKTjdh5wnGZQ+275wAm/f23zH7hGlavrWS/qVe2VAEqwFaazmR6LVJFmHxx9F0dlNVxqIqwQjUSREblbayNtk/C7w6o5bVZH3PEiVfw3txPA/MvJ8rPF7loNXdGDMp3lsXQ5HGEWDxW0rvklWYLQUQMiqsnCVRTTC/D1kDAYSDIqNdigG4tuAMcfbfp/o0G4cnn3sE/nMZP8jx8ykzG9v0fK/YqdKFFnbQw8oG9scncnYDm50XfV0xQVpaHpmdSH/2ujIGPPRthByI8eQLDVLJyIkQ5oBR+83sHQ+CJRQlOOdTDNnD5kUlOPg3GH5pgi4Ke/OOo/iR3dQzfBX6ddRFtmwcwbqgj4eCI7R2XvFzJdTOjG1f6Hom2H3LJflls2JimKNex1fAsNjbUs3JTgnGjHeP2yea8PezZtnoKmzEynsIADGxMYPG1B/+KZ+miOWyx7aCw/a8SJuelrINc2vb2b8Vzq7jmthe5+sbHWuTx73j8IE694vnAK1BqMypzJpsg1qnVNhtGHQeP3kNoTCo3VhkCucCNGMVZ8mclDj8lTXbZKE48el/mfbyU2alrLVNRG4Gp3VwgSC3xVlRVGnkRNQRehCZVHSEE0IRSCbGP/QvBACkboBVbn2u1rSAg91FFpn+p5bv35cr1zPt4KTk5bei/bQ/KurTjtmkHcvpfXwhegcqu9UyEAUhNWszEWEdpoGWhlIyG0pd5BO9DuIHEWaoJlZ5KF2v7CqAETj/d8dziBEufSZnh2hL40nHJaY5L/umts3Y+sMYxeXQfGhvyWOvm4Rz0bTYyXE3pDF74bDX/nO4o2sJR9W468FYcVjW6xM7tqdNO5sP8u0m6BO3ZhqpN7VppzpszMkbhUAdpD9Ww7QFZfDLe8oHl676kXcfuPPvI6Rzy99syjTupJbQnK8YmVx18PuVdevfZiUeenMXGTTWcctwB9j1HJoxBl4W9gBBQfiHeqgQUT6J9dHyFEBDotQmCDJsMjNJvEdLtX7DnvXzuP+jcyUq93Z4RprA+Ou8sLGxa481zKPUW1jQTwDs1S5UnEDUayWAFUfNXUgTClZB5j734Ci8aCbUEup4or081wW3v6qDGZ/ptrF5bwZTHZnL+JXcZR2J5ZNi2stAjE5roe2UQ4kMTKY9gfIu/cg6SUlcYoXsfN3zyDBR6qJmMjtXW7ueoU+HR9+1vx+8Ou/cs5exnN9Jc4clr73hmwIW81vYqFq9LcVLOHzjzs7/zyeJm+m+bxcCyZvp2StCXUWSlsyiq68htG29g6pTo/Yl7lTLsyryQeSdaw4efNDy20qbIGASAdh27c+xkxyETbwuxO4RaA+EBaSAfevfZCYDChns55bgDePcDY6RcMSbRYsJmcvDiRRQQCoBUEVgVbb9VtF014UWPx7X6Pd7VqNjRqe+JALw/77NwmTN9iJOl8bfG27+rIoPQCPTgmyeFXjqFLDmx7VSfoZoA1RM0RucVzwwIDNQkUzZBHtMXHsrBDXK4AxzL5z3DW7MX0rjqUfwD6aAQ/aUP1N+62Hl4jNikc1B/ivbRd2YT+j8IcxDwqvoTpQ7lbWjSecyA5xPo0AXw1GmjuexPSe44dTjn/D/Hq8sS3PLLtvAh3Hc3rKreRFEbR6eyJHWVnrrc9Ux4OkU6Dfu/ew3l9Wn83Z4jB6Z5Z3kWaQ+/uuFhjnzmAYbfdyNTH8YwIC0gqnWR+KwAaBm0ulY15582vohc5hgzcdGHb7BkwRQeuJWgKpRDyN1rJRQtOZqkv77L8eTiBBtG3czK1eWccs6NTH4/FdJP+ZjbW4M9RDVCUdmwAC95FB8SVtl46iyNYQq5BFBQK2CVZ9229+Gf+AbmYD4tadJV0Wci7uRhPP54Pl3YhVB2GTcRmxRSxFdRpex0vvIYILjlPvb/ODahNF6Uitv5z8fz+u+u5s4X+nHyJQtbhiq1hCKmPIwjkE/owRCvfJRXJq9HgKpwAHldyqCId6DnLrXqGHNUY8TMO2GlI6vH8zQ3eqjz+KotIf896AtXzvR0yE0w5meeS1+BdZ2epLgkQd/ODu5KcflF/Zn4dBYTp6ZhYZqJMyGxg+O+fX7B9A2PctdjjiG7OWY/5oO3CMErkqfYjIXDq1obzG7WyIQP2wMeXp9wJXse9Uf7256OiRcmufhvqUBN1gPQpIzrJdYDefDKKeOY2uZybjjaJuTylevpOb6jGZbPnK3IKtqJ9wKIXNsueyVZ/XrKXsKuzkhO8ZdVE9UTJMTqMeBSoUceND/TQDIrm1Pvc9zxtLMVVtd9kAs0bXkCWQQth7zoO7bD+ijmYVkCncfqiJhTTeAltCd4LI5wzzThCwkTWFiF3HWdR1uCRySDqQlJ7Dx1jHgjWxmUNC09r1JC2zoZBXksxdF2ut54lkEGuCj6zngrPDEk0zDq1/Dp+iS/GAid0gPZkJzHkg0pupQk6NS4Bw8ue4NZn6Sh3DHrxBt4rPlsHpib4P/tlcdd79Ux5+lUIFZ5Qvo0FwOEq6JU9PrY+epae0fhkwyejHOhg/W+NXz4SSMi5ux51B95Z/pd9ktFVJtQQQDbpEkYn8xaCRNAJ8eq0oXceC9c/vdHABj7u5tgtYMZGHdeq6sajjgCCy+JGYQmLNb/3LckxCQwRF1AnzgKHQgZikiNOpmVzcn3OO6YBHzucWcYCxGigiyFQmJYijOhkCiFkbjAJt98bwpCmyKDICHZDsC2jna7JwyXEEtT4Y1WfE3IOBAo/QYBlgLtNMR1SMf+FveJ44YgMoYkCD0h5dXE06A6NxkwMRllXLSfcBsZS3W9goyc/Au/PZf9tiph7ooUE55I8Zsn5vCnl1K8siSLFZVpznlsJutrE/AB7LRzgmtWn0VlrWe3Hikum1HLnBkpOu2dCCFWNVYRSnTeK30mtTp+YoJjfo0Vvg2Ozi03WrwVkm6EgcOSGW+t1VPYjJHxFAYBKfBz7brdgc5kziB0O4awkqqcWS9pAk4ZC0srHC894zl2i2u575bfZUqu3e4uqBrJLZXXoReyhLBaRW2/WmQkqqLPq2L7avVTqjMyFP49z4PTZvKrW/eyFSbf/u6f9Wy3x295/L5xbN07iMW43V3weFSZqfNSKXYV9kKuxar1Nno7tu5FN2dZDMnIFWKyZmt9WPUThFWtkhButIv2WUtw3eNegTQPJZsmN1nXLyOZSwh1pD8hBqQ8ERlyGamdom03YrUgtYSqVUcAXDtG1yzj4eGyPyYpbdyJkuyufOGepKbRs6w8zdxVSY6KWO4Tnk/BLLjisiQ3vQk/75/mxinAlp47D+/M6H+ssXetnuDp9XJ2TYt8pgq0/UEJNizytNvWUf5qmpNPg8nTooVDleqfRO+BhW2tnsJPGqLEavQguKF6gYQHOELNg8IGB/+4Hl56xOOf85x5UCJjEN571TyGzCSP59T1Qhdj7nkdhmukoePghHkpRdgESkGP/ZOBm59LyzJnueb5sGzxXI4+Ys+QP28g4xp//Mb/tDAIQEhxVhLQewhgpPAE9aLIxmJ3TZpcQkhBdH7N2CTKwyani7bTZBY4liAUpCndKm9AnaTkaWgfomPuRVC0Viin1Vz4RW5sG2Ed2bHt3wbmAbWOrIEu8Cu6OXPfVfvQYOBnhoyVDUV1uzC3+h1mVz/OZ+tT/P1Nzz9nQZ+OKRqbPROeSsF8KD4gwYXTU4wZ4hnUrg908py8I7y6dI2dUznBa1LmJwvrJlVv92FDTRqWe8oXeXAw+S6gl6fHyCRj9yU0xVFvztrWKsmfNkoILxPAuwT2XTz9JLezjQufKUUHkAP3PjSDPW76PW4/+3CnoUcGcKtDdAy5rRGrruuwpMWGKYyl52BdRTrUG/R20AmWv5wKIJwIRkUEALAJ/OueXtvsgDvABY8iWqXdqG95TVT+q/4F2kzkHK3w6t+w1IcMQJpgTJT2kwdVgxmPcjjx5Nh593CBm6BjZxPid6U4v6p8FDv9iWcn4S0CDhAvTMrCjEZ59Hd5aWBhmUKO/kA3R/bOjuze0Lze23fsSeCFdHGWmcpy0M2Rv1OErWwLf/ngbe54xnHDozB5imPajuewe78EW7V3bJnXl/GHJGAgFGc7RvWDS55Lc/mbn0ICerVLctcrkOzowr3VvVvirY+FFhCPXWsS48kUwRljHC7hWP5kijteiK5xbXTN0XFajcJPGVUw6w83ARj7TzF/BcGF14qZj9XUawjdLgRyHK+/NT8DRNbXRUbWi4wAACAASURBVFxgdUFWukyGJipPXjktAjPrCCHKiujl/RJ7EZpjf9NKLq4DhBdLwxFwA2UZlkTy618Z1x3zuE1wtXOXwZMnAwGQa0sg7chVF605rjMgA1oHE8YnuOce6LlL0q5xvrf0WtvoPpcQUqUKseLem7w1gZj1cPH9aZvg7WkZYun7K2P7y3htwERaIpxizN523o1vexqrvPVrbAY+daG3xCofgM42UDsvMoiLIOngrtM7s8cujnGnOd4puZFZc9PUNcGCqgVc+kqa8/ZwnL4LVDfAhOEJjh+c5qbhQ6ioTUMhpBp9wIwUFqViP5ES1FPnjzZg8zd27jff7PGLsIVmLlYt257AbC1pxRQ2a3z1etUl6fmHz+SgiTdHTUMJrEPF7x2dkZHk5nVzUXNaj5/ucftHq3Rbh380jdvNhf01gRTDC+hSvl25+r2wUmO59sI20l/5V8eU16KqQRU7iUodR7aThjvExzOPjuXQGybx3JlnctAdN+Ff8IatSKdBacs48Cl8Q+eRR1AiasAmeYmzlG8Sy5A0hP26jUyyYmYq5NgFAkpDUSCk0p0q1MoFesPJe8CReadxyHW3hWcjA6g0cgUBtYeAPyisifdkrCdgCYOwzEsSy07NJ+AlzdEzryKUQC/zsD3cN7YXX9at4JM1zXQrtbX61ndgfV2ag7aE52Y6/nSMY1l5mh5tE1z+13Rw+QWMSnSnJDrXHg7yPd27J/nysRQkYNzEBH+5Pm08lo8JQHSb6HzXu1ZG4+aMb7reh548ml8e9iCvP3wlw965iKZnfFidFbsqnaaVLQcD1dZ5/EvRalwFbQ9KUPF6OkxOR5jkddhDV58D+Xr6N950NY9Qbi05NgjsO6WicgiGSpLvYtzJnRcJZyA8OOx1tt6yrEW9wdU3TuX8s35h9+fYBFecmODCG1I2qaqxySYWYHPsXykgiYzURAhH5BVJ7ly9dMpcVAPhQ72BvB3hDQIp28S+v7Mjb1vYtm2CuU+m7FrbECTt5DVpcsnr8dE999Gx9ExEflLaNIvAVI30DlkGbkfHxP0SjL88ZWIrSwh1HV0j0C+eYi2BdnslKK9OM/HAJE0pj3Mw8YU0tx88gFP/+SF/PibJhBtSVngnDQs9b6Jr2BZocPCJN+3H5T4AwGJy5hqou+cxCWa+5qHMtxqFzRktsg/SF6gHdgH/D8/gK7OY889UmMyF2MvUjiAeGukd2AEJMXAVAeASGi40vw7YHXiDgMprhdVx4gIfGvG2a1XYpNNxFf9rlayMbV9Pyw7PEUnqip8/wgXnjOLY067l/tvOC/fl0ITlx9UxqQz7v8IgGTGFKG0JhUPCWPSySnVa//fR8Woxo7DRmwjqVw2I+BdiT6rSUiviYOALuHHsrpw1+W3TQtT1K+xRyKff5XHpHstYx1O8qkeJE8WqMUOmCZsAShylAxyVq9KM2h2Kc6B3+yTJBIy7MQXdgHcI2I/qLOqhYC9HlnNs3xEO6ecYNz7ipXQmeA39sLBgW7htdDtOu6g86DHUAjtgrerXYWFDsbMUpp513n8x+zB//nzGjBnD9ttvTyKRYJ999vlR+3/88cfst99+5Ofn07VrVyZMmEAqldrs7TZrKLcuAPBduPulbZnzXCqsMFpdFEMXYi+KVgUIsmrFLiDd8iSUccjGRE7eJCpeIkxWGYc0tB+RsL/nRN/TkRBvNhDSh22wuDK+Gsa9Cx87vgxPM7A9XPjSUbiDHfse8gIA3QecbABlXIewCIvFq2hZ7yCqtLoiyRjGjWAqur6K6N5lEzgVjtBdqWd0v7q7MHk1AePMUd3rfGCD44wTHWf9z1v84+y+dq1yvQsJ4K7SuxAMqhii8sTqCXUluo507G8y9jJIWUCNp3KG4QKPPufYpd2OPLvQk/ZAkePwnxFCmDxgCJnS9Jo3PGfuCn8uO5dxD6Za1oioMKvSWRjQBk77W4XhJzIIzRjrVJmQeqyQLQczehFW9V8zCnPmzOHFF19k++23p3fv3j9q3/Xr1zNs2DAaGhp48MEH+cMf/sBVV13FhAkTNmu7zR4VBDcySrGddO7iEC8T+1dEJsV/itU1qUWzFS1ZE1MouMPSd1o5BdZptYqOveGptJGB6rAYewMtdRVU9SeNAJ17HoH1puyFJrJc6k4YkLnRJv+pNzwPwGknDbftFeI0xM5fk8ETVvJ47UMiOj8ZH/eV85XhFUbRFDtOWQSkCgSUQVI2QwCj1JXqgG6em6/zsB5OuXJBqEtQuXYNQXFJeIe8HK0lImHJG5OR0HMT3qDrETFKZdZg6cwNntNv/oD56+Fvb3iOGe55/H5CH448DMQUDyEBn61Ps/+T1xoeEOeuNGKLQLmntFMCNkbPSUQmZWhqAOeCTiQEADoSh/mv1T4cc8wxHHec6QkcdNBB1NfXf88eYdxyyy1s2rSJadOm0bGj9UIoLy/nuuuu4/zzz6e4uPhHbbfZQy+80l5yOdXhTS6gcAUZEcXSYuFVY670Sh9ANa3sbTGXvgBz+ZTS00TV6irQy2Npyi2cpQAjwY6MlxCh8JmJJqxBq6RqMkQl1sqnMGKDD59Fk6LjNn+Fh6NrkaFRSjIrdhyttkrZNhPi87jga7yeQ5NTb2o7TFW60ts+gzGFpRpCtkepVmk0FJABTnfokmRuY8pWxlw46lh4+KbY9+iZKEwQ6UkYgGJ/AcACYzsTqmHltRC7FyJ3iQMCGUOz8Y00JOCBhQ628wZONhFSqzED9+Czzp6vjtnOWQZhE9DBcfRIz4P3pYPHJT6H7mUOjBjheeofX3k+uu6O/8VekonE5n/1s88+y7777puZ6ABHH300dXV1vPrqqz96u80eWpnEyYcQJmiF0Cok+6OHEEe9ZcVd7O8q1tkA7IvFz3Jz5SHoRVYIoFGNTYw+LkimadUWt0BegDIZ+pExKCAU7kiwtZzwkmPf/9HCL+iec0tgKMo4KlWmayZ2ffq3kKBLoOuQ5yLgUErHjQRqdTtv5zMf2OjIGeTCKr6tY7uRWYF7ILc+ClWWSJ6uEUp2THDY1luGTICMeDyjIVBUzyv+DFQ1qe9ysW2FTcgjk6eREz2fCoLgjvat8rDSWYaiqzPDLowljeEFajrT1hlIvZVnu/2yLNwq9zx4M8GIyYNQWAWQD09NIxjKuEFwkN/7B4YPjase/daf/8ZYuHAh/fr1a/FZnz59cM6xcOHCH73dZg+tRqKIxl1iCJMjja3yEPAHvTwC2Cqjv60krOz12MOeh8XNbbAXowQ67Z8IKLwwiLiRqseowoXRMUoJL6c0AzVZlX3IxsAnpSu1UsnQpWJ/i5iJ2/ftyYjhQ4ysI69DIZJIR3FPRvGscJRsDPfIJngMVQTpOJ2D0osVmAyZiEXlnob3vKXf2tjvH89oDrRkZRQi7YVNL6YNrC2FtjmOE8d9HrgSCgfiqdp4/01pLyrEITqHdoRJr/QtBG9Jqk1flXmLaz32wtKEaz18Ghm9agwTGIhJ/9U4LjndWZendZ4xR3mogI8XNlsxU3b0rBUCChBtC/R1mTJ/8lxYfJTSjp5z7Wz//UbBOfe9P//pUVlZSWlpaYvPsrOzyc/Pp6Ki4kdvt9lDk1AvoP7Vyh1HsDVB4i65VhatmpJmdwQWYw3W+EOhQIWDBKx9PG05bq0Keok9NgmW+eDi67xKCXTrbIKYqCYBtEwTqq4CIko1AR+I4n63j7NW8FU+NKFRTYUMle5VXeyzeB1BiQufydsoIOhHKEavjX2/QDYxr2t9cMsl6lKETYguLnhzORjztB9kJ5yl7brAz38LbOescEwTppZAbBJTUd/taOkhyGiKl6HfpVXQEN1DyeLFsRSHhUBvEIxlhTdNyW6ebr2TmWNe8lIaZsFJZ8Kk+7FFZEl0/QoZNhJCwhqgwFk9RBP03z8LNnqSg1zIMCmUixaMf3v40NzcTGVlZeanpqbm+3f6AeObjJH3/muf/9DtNu8kCEi1UoQyBDq8VkcIfIF43Bkn2YC9ODvBqSc5m5RZ2IutibvCW0oJoBlGjsVeAOEQbTBAUP0c5OoSfW8nwgTMJ/ADtGJo0uozpS4doYuyPIe4luIKArFH1x0PSwoIrraMXwdnNGBhCfKOVLsgbEAMxjj7Um7vpzq+CyGRMhNa4Yu8rbhKyW6EI7eHRaubYQ5QDo895dhtiLMQKYV5JDJoCnkgVCWmY39rjs5V6UOFLLqXSjEr9NA2gtE2Rj8y1jIikaL0itlWJn3H2O0NYCyCV5cm7ZrjGQ95IqpvkRH9Mlogujrmv9QMTZBaCAP3T9r9KYndt+/KPnjvf/TPN40ZM2bQtm3bzI/AxZ8ySktLv7bSNzY2UldX18Iz+KHb/aQhxFoPO2oWmpnwIip1jraRRp/SjJp4immBG/bdjbISZ/p80XeMPj/6vwhFEYL/xF3Rd+qFEpkHAlNNRVVVhBShVrLs6O/iLpS6YAhEd5YRUYZAnodauyuEEVj4VaNYTTA0Op4at6Y9pQNdSL8msLBoB2yFlzGSzmQ1NlkaCTiLgxNH+EwKs8ewpAnN5mOTbQ7mkqtOIBseed5BNRz+Gyw0q/e8eU868BW0miscE/9B4ZDurcJFeUECUmVAZch89D0yjFpM2sR+30QLqfzifRNmBFYAc2HsZR9mKMxLXk0ZMN0G/CwfDI6+U30noiKzrUZlBQasB2o9H21Ifz2tXfQfyD4MGTKE119/PfN7+/btv2PrHzb69u3LggULWny2cOFCvPf07dv3R2+32UMTIY29kIo/hUw3Yw+6M0FKzBPiS4UPMs0OKHDc8PFsPv3AGw4RodV3/o2WE07/V4w+CEtfiW4LAVyMA556YeJ6AUKylbdWGhCCjLncXXkJotKqDFo0YwiejVSaRe6S+67GKlGX6MpX0zZBJI1W7kOlp7AOAaBxVF/ucT7c85CDpOe+y3tx/IRloTAqSi/mDXPUPeczEvd5W0HdLPjlmJ48Pu0Lm3ianJroqk+RwdYqLtBYz1S4kLavwjwm3XOlJGt8y0VBuEtnrPxaz64I2BE2vRa5I9G977hvgnUvpgNtOwlsikhjyuLsCHwRZWfkRbSBC3fpw215Cxh5or1szy30HLdjMWdsrGT8yASXXpy20uv1PwBT+KmjpKSEPffcM/PzVeBvc8bBBx/Myy+/zNq1azOfTZkyhby8PIYOHfqjt9vsIb075cVFEFHqCezByFmRFLhy6prQkGHAjfmV59NXI6AsH9jGhb87AmjVARgO9I2+dzZhlRGeAWGlioN90i2IZwsUo2fHftcKrYyAriFeGSoATkVXAjlTBBKOftdKm8TUmeLZk0ZsMuxAMFDNPvxf3ku82lOZm01kCE3HX7gMmiB7VxdCme6OuoVYFeMg2O7ALOreN4N03G+/MI9D56qcvgyQvDtPeM4CUkWlVpggYytvMV4pmk8gIxUSQsjo+rKHu9Cvsr1j7CBMHq0IC/mKYd2z6VBcp3PNxvCcBEZ+W+OC6pbIaWkYc+3HzP4yTSrtqW1M88YrnjPGV/KbfR2X/i0NWzrDMbr+F1OSNTU1PPLIIzzyyCOsWbOGdevWZX6vqgotlidPnkxWVhaffPJJ5rPf/OY3FBcXM3LkSB577DH++te/cu2113Luuee24B780O02e8RXFhFJvgpEyQWVwYCWBU0QpMRyYNLk6HgN3lx5pb70subCxAuS9tDfwHoXdnGWolIYUBf7/jjqD2Glj0uqCT/QtnE9BMXMci+FyFdhL/FXU5GdY98nj0KiJ+JBRNWCmWMSfd7GGSNvE3TePxlatMUjU02EAkIXJ2EHHjM2CWic50PItNxbxehM+76PZ6VCtkjPIivc30wKV3G2cCBdo4y7/l8T20fXo/dBQ6HYTILnpdDBQ+M7PtYLwnPvhw6WQv9hWeH74niF+ncIu9kEnQYk6N0/GXgeRc6yEl2gaKcElw5PcsmNaa643UMvDz+DVz5PcudFfUwZKwGs9N9eJfnvHp9++inbbLPNN/5twYIFGfd+0qRJjB07tsVnAB999BFnnXUWb731FqWlpYwdO5YJEyaQTCZbHOuHbvdjRgak7B/7MO7WJmOfudjf4pV2ENx2pYY0kUQrLo5SRw3eMhB7Yw/uldi+okdX+5Z0XAi/yx12BGRc5yr2ol5ibadVPYfg+lfF/p5NYBgWYSSatLfJsZ7g+qsgS/cinscX/qHP84HsaMVSjN3DmRcgopOuReCk0qm6txKQ2RlD+jc4A9q0wmZhAKeo0kTPo2MERH7qQ5iglT4+uYWnyNOrJYRS6n5VSEij6nrj/I0BwDpnFbPxRaWtg6YIH9gSA1GFFeg+KaUt6TiFY96whW4XZ3F4vzS3XOMt29SEeapbOG4avQ9n/v2VgIHU2v1K7ulILcdk8/L59oKo1vHto4Vwa5x8IgOQSwCeNDRB40o+4vgLuBJI1Nnx61967n4w+qyzgWJ86QMzLb4SSSXJEWLValTgElKnX2VeChCD4BHo3ARayRgIGJQnpGsS27KIYBCExOdgrvlXMyxxenYkXEstRrbaCJSCK8Pq/rOx3H05AavQqMWMxrpoAqi9fALjczRFrnQHZ8fQdZY5m/y50f5rPGyB4QrlsWvs6+yefO5D7l/EMN17fa40YIfoPHR9MjDZdv0/Px5O6ngi6/Pf5ZT758PS6LtKXSAwlVhsT6mzFTyGc+Tv4qhdjnk/et82YXUxXT0zdpvAR3nP8mblO/xzUnTPK+Gpi0eT8G04ZNLtZiTS4Zl23j/JmleiqtGOrXJsP21oMsfDBrl2ENxtra7yIOSCS9BVhkIqQg2efbtvG1z9cg+1npLhCcMQylxLeXJxC9rAiScRiD81BBWhKlpmIBoIWgEqaVZsrzZzEOoP5LYL4BQGUYStfCLtaOVS7rubC99bTTAoCj8kNa8Xv9nDRvCfETIdPvZ3eTHKbFd72Am23DULBkPfI7IMl8iNri9C2mlLIDHp3OWpdHPWa1Jl0YXQ9pCE3fe4pqXkz6SVoWcsQ7sbgeUIIU0dVWseNxoemwKzk/dxyu0LuOzopO3XF644I2HH7okxNrOBtj54epHeY+3r3nQmJAorQ17noQ7WFy6ih+vLLiW7hcUgCQW1Xclqyg8GXnyYIljzZlTR2962bfUUWsd3jqLhRVQ3VIcKSk2cuOCLJkVPZ5JgJVgj11zMTVdj3Lh+g5iSdYS+jsWRB9YGC5lKXEiDLokmSFmEnSyKQgJllpNAW8dRB3sefsllyF7H/gbufwdjhQoEFNtPvAYZq6boeF2wasKtMPakvBPto5Sq6OuiZbePvA55P8KSSmD66b8jL6sre716vhmXJKaPWOqNfNQXI1UJ8NQiIrwnN/Y9ynAphBMxrQf03jqLowakGNv3Td5echXHX/EYVMMzfzqV7KYS9r/jr8GQZBGwikJnBVQdv0NkpXW0DoiMQn11iI0VUshNV6MTpUkhqB/LtZV3IYUlhUpxsZJ4WlYrYyPm1q+CnQ9M8I7ScQp/KgidnIqxF9thEzMF1MBtf9mB026aS+mOCSpnpqEWDhoNz02K9lXYoYnS1UWTzMMyAm4CwQiKudguuv7tsDBAPIr4NUVx+9BRjtEDtqbb2sM44OnrIO04aj/Pw9Nd0Nns4Kyb9xqCkSpxDN4twfvTUy1p5vJKBZiWYEbsM6A/9O2cxcIPUxZm6NrKnHkZqrWJ8Keu+yQpynbUNnnG7NyKKbSO7xlFBxdRna4O3IesKM5VZadWzWZC3YPDgLslPmQYcrEVUgVZWn3lYkMgFyk0asQmeqU34k8D0NHD54QJp+8rcnQdlODK/Xpx4t+W2P7FGHagMKFXBGJui0mmZQGlmITcwc4mWKfo+1T7odW4MPadxZhBakcATAuwzMv82DWJdSmcJt/xxJgTWd32KU69ckMUbjkjIYnIBCF93IyJ7671IRSIq1THG/pmQ58Ds/jkjWboDr/aDXqWOq6+PnpW7QndxfOie5yy6/39UbBT/hEcf9s0qGhtBtM6vm8ksMlRG/1U+pZgqngEygBoIqzxof5B6Hongu6AkHplQ2JZm612y7Jt2rpQ07E6WvGWYZkOZR4Kna2wpZ6VH6U5ceLndo6bvE2mrs4mTmc7p7J9krACeoxM2sTohWlKgm0runU8sxGfjDpXZUeiwqUt98yyDJE8IVGVIdCQ6z1nfHAfF79UaenXZgxYlFcR9wL6RJ8t9cErSAF7wt2XbhWAYYHTHj55udnOZ61jylOOotxEyESprLs9mdTmgOFJxh3nuGk2rMl+1u5H9/8iT6F1/B8ZjlDUo/btKi3Wi6rcvMAr/U3udhuMS2HodtCCUIwcrxNIwYqaKA4p9zbBVW9R66HA0a1PwvavwhiYqyKXuDTKNAyMvi8LaG9AJGVwx4XDWfVECtbD8mUpO9+FBLe8wNvx4hklCGSmFJatEP8iVl/w+cvNZuiU7Ym3mVO9RFvHl2+kWL0mZddVT1ChqiNUhHqMnSoD05/AZZkJ6UTkuUkbUuDnhug4FZ7rj92d8Tel7X7IyxAnYzD86bwEH36Q5i8T0zQ+5znv3nrI9/DZf4DR2Dr+j48mWvabVHpNoxmLyeXuq8ISApsvjaX1VMWpFmtq1loX285D/fs+sEK1cupc1ntWvJIKuo3qDzkfWAx5vYHyCPBrBmpd1L3JMfb+6UGTcin03jPLwhyBpUtpqS9RR+jhoInX5ENBVBILoUTDVt9MGRCNImh/SAIqPd33SDLxcCMY3X1lWUs1KgGxUS1Ch6EJ+hyclfGmLjs/yb3XdmP0H9fYcVUWrcyQskJpeHnDGwYcrvOBTp2G8WcloAEuuzZtoVWZg/7Orn2pfX+rUWgd3z2kGym3ORH7N041FpotVxcCWxJCWrPAhbJspQVFgdZ+ipfjaVwIehD1BNddxWhZQC+YtPfPQ/EThDqLAt8SnEvCkuebzRtpxHADSd8p3MnBgM58b5mVDoTQoQoLN7YipPiW++BRqcqxn4Mujg0fe6iFL19NsUVxZ/5+XgGLKteE80tEx4u8px6HJula4Khp9lABbYcnqKhNc8LvV2Q8q7K9k4GLIo3JiIm6fVnCzlMeRi2cMBYuvSxtXkgS49kURefdiHU4c60pydbxPaNotyKqa6tjHxAUrOHry4oIUcpGyDVXes1jk6vAQV5EwPmMljX94kzIPVetRTyT0YEgJiv3WIYpF5MuX+ctNm92wZjU+KBcnBvbX6m5ds7ifGVHsjFCltKAnZx5C+VAT8cxIzwPPETgdwzBdCxXe/qPzGJjg2fFh2kuHZtg/KMp001QxqYI/nJOknFXpsIEboYehyfpVACH9PNc+mI6g2ccNQh23yKf319aG1imUmZSdsgTeCpRaLbTsUne+yhlAG0t5hnkezuX+L52Dq3Zh9bx3aNozyKqqQ4reRNBqwHCyin3VeSt3li8rnBCBU0yEJ4gsJLGdCLU2yFeuBWnNSvMUPjhv3LsXKzXQg4cOQAeuYuW2o8qVHIYQFntA/Ow2AUqdbnn1t8N4vTr54TUp0RX+kfZiUagH9w5qg+j/7bI8I7s6BwHYLyI9lG2w2PGYj1Q7WxbSel7WnI+2ju2GJJg6eKU8RiaozConaPbtgnDW94mZH2IjqEQTl5dFFr1GZnFJ881R14ahjGkMe9AmRSJ4xQB6VZGY+v4viEDoEmvF1kVfSIgbcJeTHkJCwnFTCrikSHRhK7DMgRrfWB/xus24tJmIh4V0xK3iOMYAtPmwSP3EyTbCgkTRQSkbj5z7sVDErCFtxg8Emj13rUUulU4sjGapB0dLIPRNy0yMLMSdtw3SemeCVPH8gS1rBSw2kGjg+LwvUDAE0SoKoCli9LcPqY9RxzqzeOJDOeKOWmO255AGVcoJ+6Iwoj20P8YwyI+mdIcmKXdMVBWPI5MjQ0ZFaicXVuzD/8nR5cuXfjoo4/+M18mcDFe0KM0XXX0I8BQq550FTYQqNRxERZxC+L4hFSXRd1W+CDPIy7XrqpGUYhjlZ+XHJSg/wFZhgXsROAZyM1W1gIyyH/HvATDtyLwIyqgoHCjkYjAuALybFZF17fSg7PPLz4qAT0cHzyconKhN++gnQsgYIoQ+qyMnb+wFKVoC7GQZ7Hn1L+WM+09KO7jyNsSk9crhH++RkvxX927CG8Z/Vu7T/MfaTYP52eYl7LaG2MyFTufJC3IWflDHQ1v/8Aqyf+GDuP/9VFVVUVhYeH3bwiMGDGCp59+OvN7SUkJlZWV37p9ly5dMj0z/t2jaFgR1RurbaIqJw42QeOy6CovTsW2USVh3N3X5woj5AlIdVrgosIVGQ71pkh8ZVvVRyhvL+NSD2zl2GFAgl16pLl9lrn3O3ZOMm99mvRHUQiwIyD7qqYpaqCj+hCFJx0xEtU6b6BcNsab2Ar43JmmoprXFGBGUSIs8mxKnRmXL7xdi3pBljrDO5YTiEwywjKg0b3b9ecJ3noy3fKam+DwU+DxuwjU8QIH23rrLSo6dykWxihDUkxofWe4S2v48L9l3H777dTV1VFXV8eaNWu+f4f/1NBqrP/HY1atVCp7jhcPxf+N038hCJPIAORiK5f4/JKQUyMW6QwkYsfT96uc2xNESCX/ttAz9/kUH61xdtyVjg+eTpFeTKZEvXNB0tz2NQT2YSPccNreQVptG2eTpx5Y4PnFkViIsADzHOZhOIFSmBHFuoWAq7gWa73F8/UEVe1mbCVv4ywrQ3RdNQTSlIxKPbz1XDqTKSAbzv29gx2xRjINWMVkHwyneZevhytR2pJ8zAB1IjTw9f+ilOSYMWO+U7txyJAh37rvDjvs8J37nnHGGd/53Q0NDd+671133fWd+86cOfMb9/v4449/0HVfd911X9u3oKDg+3f8htGmTRtyc3PJzc0lJyfn+3eIxttvv02PHj2YPn06YF7EzTffzLbbbkthYSHnnXcey5cvZ+jQpa2qXgAAH6NJREFUoRQWFnLYYYf9OPFcTVzFoALspN4k4U8VOekHArqvjECZC+CYwgCPkY1UB1HsgosrxF94g9xuGQ+pIskIQEiTxvQgZz2VhllYPB11+ZZRWfN+mj/9MRGuNQcodZx99WthxY8yBaTh+LNh6hSsgjEyIl32ToYmNtVw8mmEisxcgqdQQ0sR3/hkF/tRRVqlGPtQku3CTcQwzQK2goOPgOvu8Kbl2B/aHZwwAzOHoIUhirYASQn2NmPeTJGz+9IGkvu3Ygr/a8bFF19Mz5492X///XnllVd+0D4vv/wyo0aNYsqUKRx44IGZz6dOncqsWbOYN28ekydP5uijj+bGG29k9erVlJeXM2nSpB9+Yh57aUTo0YsGGX3EDHFJn8flzPQiZxPa3ikkIPr7O9FnmzAgT96HKiSlwAQhfi6KUPTuDrpiSH83FzyP3s4ml0hQSULJc5Hj18dHx2vy3Pw2tlpKcXmpD4Cqw8RHtrb/3zfVGabwJRmQc/WMVKj9KILJ/4NN8urY97bBDIxEU/IxUlg1ga9R71tmaGRM5SEVRx5LHlx5TBZUO54VoNrBrr18RjpkS/RcFAJJ8UndrhqBbV2LzFLqbf/vF25tHd8/zjjjDLp06UJ+fj7Tpk3j4IMPZvbs2QwYMOBb93niiSe49dZbefLJJxk0aFCLv11wwQV06NCBDh06sNdeezFw4EAGDhwIwKhRo5gzZ86PO8EGHwBB1TxAAAbVwEVuqdzlJEE2TasdBFRf2+YTxFogxNIl0eeFsf3lRch4pDB03mP1Dj2cEZWKPceNhH8+7qB7tJJ2iIhYqz13P+zYcs8kxw5Kk3SQtUeS8Xenjea8HptYbYDejrxdoO5tD7sA70cGYz2GMZQ4K+OWepb6gQpzSRCYnGJB6joS0TWvws7bYSBlAdawBQynSES/e2BrOGkPuOCaZvuszNnfl3srwc6LHV/PCALQqUzSzliGqDq6b+2je72xldH4v2IccsghDB48mL59+3LBBRcwbNgwpk6d+p37XH/99Rx++OFfMwhgIYRGfn7+136vrq7+2j7fOlLYyqhYt4mAH0Dg9itGlRegl0/aAlqx44QjiaXkOHspZSRkANKY1yHQTZWDcY5ELbDWM+Ywi9NvP3kA1DgmHJgglQYKo/TbNkA7T/+dkxx6LFDh+XxBir/O9Ly+xDN+fIqLjnVWQdnDwb6w+3EJWOMZvqU3IHBeOKcbry7iV0dhZc89XMA5aqNzKyKoT8lbcgRjme1CurQNRoiqiHkoKf81/c8JYx0sgbuuwVKiAn+X+pCajc7vkosTIaQD8zBEDiuFBaNf5elTT8H1IQDAUbj0LzEKkyZN+s4OUrNnz/7WfefOnfud+958883f+d05OTnfuu9JJ530nfvuueee37jfdttt94Ou+9xzz/3avv+KZjfZ2dmkUqnv3OaBBx7gpZde4oorrvjJ3/e9I4/QKSneV0JeArQUeoUwmYUxSL1YYKM+i7dR060TRVgeh8dWNOkeSD3aY+zDnvD+iiTUwZLGD2Gp58+TPFNuxYRgVzv4GPI6O+a/1syQnolICt3TUO55+RmbjJdfm2bS4f0zaclZ89KQgGnv2flN+/0JGaDzrEuqmPIgFrZ09qEYrB5LR0qlSa3uNxIm+CZsdVZTXJVQC2RVmrHZDEPeEMc+Q+HP16Vt+55R6LTRG8AZ98Air23yuy7UqcRFdrFz6nfWUPLqO+Ervf2tnAzo2eop/JdHTU0N999/PytXrmTDhg1MmjSJZ555hhEjRnznfp06deKll17izjvv5Nprr/33nWCckRjvZ+Bjf08QyqLjHbNraSmlJpKO1KJVfUm0j1ZNTTClHyEAZSLulBAk5hbA+w+loAmumBh5But9ptHNgcM85EDdIjuP++ckwgSZRws17TF3LzAQsQD4BAYfmoRVxna8+ct7Lf0o4+exbEI9xoloh9Gv1/mMBFsm3Sh9hmICUKrrbMIKxpShkNeR4/jjmY66OZ4Z9/pwbyX4GvdOdE+zgAL44u2U1VJ4AogrLysN1ENt3hrTlVAWKcIwfhCm0MqE/vcN7z233norZ5xxBk1NTfTp04cpU6aw8847f+++ZWVlvPzyy+yzzz5kZWVxzjnn/BtOEHvBC4BklD3I9ZafV3mwx2LwEgL4qJhcPAa5t2IZprFeA0t8cKfrfDAOEjhRyJAg0+0os79YgD2dgXTqm7kb7L+NY85qR1bCMf3TlMX+BR42wqJXmjn3DMd1s31oVtPJmSHZ4O1cVti5vP9KKjNxpz8F/ffKYv4XzfTbP4sF65vhfYznUERoCCylZXlKK6OYXT0upbXQTFCtktGLJu9hx8KTr8NVF3szJBLszcU8kTrMc+qAGeSOzoR9BWp2g8IOjuqSCE/RTJd2ZTsYcf1kO2d5ayW0FkS1ju8fRQcXUV1VHV5c6SAITGtDwBwaCFWLBdF2SsOpaElcgBRmFJZ7eh2RZNmbqbASKh0ptmK8glIxuoRLYrJimfRpvFeECFD1mKsfp1o3YC66WIV9sX4UudF5b8LUmjp6a7JS57noHDuRy++ODIi+G0wUZn2UYVG6FlpyOsTR0HcKF1DDoGI45hR44F6CAZQxgZDa3MIAzo4jE3TITbDgvZRhEv+/vTP/squq8vjn3PdqTlWlKpWpMjFJ0EgCymiC0AwqtDYytKE1zM3SthFRsG1F5kFEcVZQARmiyEKQwUbbBUhaSBCUQWRIhAxgRiqpVFWSmt67p3/Y5/v2re610D+g7lq1Knl1373nnnvOHr/7u/uBadB9QIlSBm9sSW7o4ziprjIPyaqoXd8KrMbBS+PH33EoG5DhLMLK6StwKLaiVgw88zasNHcmY+MGsi4asIh5CdY9k3tKUxsm4G3ZJFRacHyD/HfhEoRjUFASHESkMW4vZAm2R7J98GDnLozRWc9RI2WNtE/NLAswDNd8I+eaZblvfgk7sM+KCE1p/2a8FHwQo7TThszxeoxFNmd3frcw96pizODGL+zvQd6UIu5syHh5WQUGI2echQmxcmDDI1VihDMPSddR4FPPpfdawXuQJvbvcaEwfrz1UUQxKu2ozyO2GdU0tZlU+xCNsKMv0PDOYNH5Tiwn/l7gEEzTzQywZ0F7C7osYaP7iEpMVoTiEG1pDII9y5UpovbUDEV9OBrg1s/uxdUXlsj/GK0/RA63fXO6md8CD9UB3YEvn1+i78XIomMzzj8/beZXQ4GzEi9G0lzJgipS10vQtQZL8cbCsyyCEz4JPI9hNrqDC0RhPErwpSefd8urzl7E7I6qWQeDcOvt8K8nRQNpDcBf76taD9LlaSzCK+zEe2ikWEqt+U3HuPswfvyNo/XYVnb07HAOBVGxCVEITqCqoqi9zIzuXJgxMBI5YZ/I3S8H9ukokefQ2Zyz4tncAEDJlD3wHzOe/lU+NrcvLVkOFmWXzy0B0I8zEwtHMSUYSAp8Q+rQZm20633inMCNDwAro23E16P550W3pytY4HFXsMrKF3A3px4nj1FwVW3nyml8Hdgz7cSrNZtIfn3ggrPg+t9EwwyoHb3iMsKDiKNCQmaKBT7ZGJnxwRLr76vauOvTXK2ObjGp67myR6TPJByKQDNzu8b5FMaPtz5aD2plR8sO9/G34BRkPbi/LA2peoW5mCavg9amjMFKpDIaLZI/0dJxYVogDkSrI6hgxB+9SQCIALYeC/wNRfex1cRWlopQjOqhqXoJcERhlRoz8kfPgOEqTGkJ3HAnnkEQZDvHG9UoIJiQhMXS7vp3B0aejj6eLjzFWMYgxHJ9xKAcgW2wYHGJtobI7x7IHeW5DduwarUXqHFA1jILeuZJwWIaYm5qplb+TFO61oFp/l4LVmU5NY1d7pJ6gk7E3cMt4zGF8eNvHR3pd7F0egjPw1cL53Vgi3OPQGmaAW2owMDLkcrWmCyACC9D3fRASznACFx+emY593rMd28Ops0VmATnIRQEukgTn1idHvnk502LDuFCQ8HINiwQ1wQ//SPcczdMbg3esl01FUV4SEpp0kYKOAau/FyJ086AzkMyRvriWGGoPpPinpCW7sSFwy44+7Pw/IrcBMKUpL5VfKXuYjsK1wg4EEz08ZqXErapJUQVo5gIbAkmuDtNyH74BDjrY7iQ0ve3pXv02O9xmPP48daHUoLKqxfrFrSJpJ2lxd+I1rB0diA0QiwDA8msT4Sro9sjo8MmCC79RtUi932YrywWI2UpZCUEEjAouoWSzN79jipx1PVfseDdZJxc9SDgSYxpKbEqsQqYEhgcTXgEsSgrgCdt2xoMabgVeNkEwMV35KkVX26uRV00INTLeMxDeANt0uROXHpBxo+eCtx8U9U5I7dG7x2hDlVCRYIHSYvCoi39DKTxbsFdLqFJMxI7dcqelGBCA9xyA846rc7jbdgzpn+PWwrjx1sfIkdtCrZw5H+2Yxt3bnAtqUWqfPqaSHw2Ws6/N9o1pOFWYqzLO4NpyN4IrcmTbcKExDws/x6wzdscDAko9OREIIM9DyvTVBdNm9eRCE6Cjf33eDViUbP/NTKhITNYc2fgsqsz7z5V42xI45mYftpwLZ1h/AejWHCw38Z83Em4IBBT8yD88xK4/Ks5G+6ret8KFZnV4QAjWRvKTMi5l3nfjFPDCa8wMwVzW9N1WjCBts3cJQbsvKX3BK9DCTjKVIViJcb7Powff+dRxXxSRcsTvPnyS0qeWpucsgmdwfH7XcGLn3bHLIWIUaZPCuYqbI62GffCNtskjNGoLnL5B0oW/BOsWZpc9xoB5gROWZBzzN6w9NNz7G/1EXZEbr9+D9vIOQaMksACaIIswE0ndnH1J9M2EMuTApzqcSGoNYVnUCC0+NMbeegXOFN1BgtPzzjtPLj7B3h6dWf0oJ9SgcJiKIgpCvuIBxiV3RnBrIA50YTBLAnTJGza09x0RxvLymhNd9ujZX12D+aWTA0eYGxOPxvH+z6MH3/rkJaVaZwW553nncz+I0tY8r4U6a5GQ+5ti2PZl+rSwnvp/1yvEVu8M9PnG4KRmr4J5KbdLr0tH7uRu6IJh3bb9Hdd9BF+f/otfLDuBn74VGDJt9ax7/wM3gwwPXDaj9a4WV5gKBJ93Bu9OTN6TuZ7K2CP9mm2WUQOq+yCahZETS83RsHEfjweoRjGJqAz8J+fCTzxaOT27+H9JFS1KEEzigs8WQiyCsDBV7IQwFKsvcHYnspY5mI4ju152YABrupDIneBveeWPf7RlYR3J5YW3k6t23g57B+eILCw9mD9WBS1H5eygqy2pRf5l2hotL9EfxjwFuuauHL6rvzQ5nRdqBFS1My5Is1XIxxzRmBBN3ztp8Ar0WGenYxZpPG3kXBGIN7qSZQwP4wFlQRc4spnLH4uk7Fqk/ntSw/lUycuJ5wdjBZb/QaKIBpFgoU/nxBo2TfQWIKt/507pj0HDoW5s8oMVyNbhyIDq6KZsjkG8Amwz+Qyryyr2IKdndJj8g8jDulVxyUFnQSVVRBQm0gQ24g3AwHXDHpmaaet6e8tOJ3ZAigdFOAR3AdNkf6OwakM1w2w9OdpYVbT/O/Cm6SMRqc4a8OsgR0hwX61yZJfPjvaBlTqTFTyinp1BS/+ed3OWXzr3Sw7eR6Nk2YzrQU29UcO3yPnhd9E52CQKS8cQSPsfUSZVS9V2TUaOfbBHzB/QcZpN2y0axcJSeQOFbV7A4ZteDFdu5hxSFyQF1wUuP/FEtd+veJl0+KGFCZA/IjDmHWkmID+ruxFPc6+JCbtJmBKtEDulGB7si+aYKhiLNXTMDLZI0o8Rw6DkVV/SlHUQSzNui0JjNXR92YGgXfyOBkLaWVsailtnMM/Flj24wiN0HVMRs+juV00TwNUFZjAGi3YZpdEHEx/68MZfDTpLdhCV45b8FQVzTTB8ou/x3tuOtfMTPUunBXMHAwQf+3CACAcF0xSq0X55vSdTpwWTAEW8BpzqAmR6SeW+O67F/PY0J1856p0YhnPOWucwb/DIOz2vhKDFdj8aNWrCVVqHNJ99fzC8TdgFXLVaLnmgfRsm/AFpe8o9aZAltJu0mDyFRWpV3kyhTnvx8uglZLSu1GvgNY01jb83W7Hn6nYU7FIplLFFmNDmhSlzJKwrc2VouptwUqbd6Yg5KyCr12Byz+ecem1VRdkIzhngQq1mgN0Rb70oYyrliZhK7xES7JSeqJ3YNIGa4byvEDl2cil52dc/uWcsz8BN98M4YBA/EN67yogEn38KlwRSJGllOdlV2Vc9kBuVlFnsACpBIDYoZqp9XKsVYLqfRQbzAqspX4SIlvZleauNUBv5MarOlnb18vczqmc+fXNJjiH0n2aglVwDgQrr54RYF1k/odLvH1KlbseSPMu5WCW1BNZDfUlH0ZaPmmmZXdHqwCbhwkEWQCjwKGMbUihaKtALUJySfovoAbg2Gtx2bSkJkEmWcBBGwMwOLCOgTt6bIEq9TIcoT78P4EAuG+6Bdc0uwfTHD04sk3Wi0xZ3bsLNv6uykm33Mm3F+c+Lm0A+cjFdNwITDmyxMadOZs3VL2keJSxz5TGc9p52EbUOTvSi9xErV/imDZgYAKiSJ4qMlH5wbJ4dmAaRt2OJIh0/gje3HV7GpdMU5nMg5gQ7U7nbca5AbSgazwAeKMXrYOeaJZOoiyvwZxHsEUtyvSBCIPJqpuZfvcnF6QvcunNuZ0vxSPFof6IHSZArzyhxFVfzY1qva5gJY5GjyVow5Hmahgqj9kYL/9GDvVw8632vWnNmX1nenCBPIoVPin4J2WSAfsELrky47IrcxMaw7gbVYwHgO0FCTfNia7Tw1irIOB4CQlUWYUdtjD+vKWXh1cFzrx9U01RUsbcMAUTI84ZWYI/rci56+Y013ones7mZCnEF+LC8Pbg4I0hvHBCoI2iryVLoQGDrq6OTnjRjDfZLKdzVUIbcTSczFFdS4u/EV/kAWiB+PvI9q0b6fj3GWYxdATivUWoGoQDg6WiGlLEVS9fP8r75jgJp8pUhYiTBsPGuOHurXQfO8lRaBKA0oqiHteLnICZln9I5+xK35kTbAM0BoOgylVphjnHlFj3dG7R97Z0vc4k4Z8vLBoRmXSkxaPxSHhoAel5i1pfNOvFOdY5FM7VM9VjAngW1pBkbVrgk3EBIStHxKkyz+WiydVS3jziUN96TAiIhgxsgYKl+yTslJPvSPMnF3cXVsI8FGw9tAZYH7n6ihIvbaryk9vSd9uCCVxZVn047qKEW7FygaWMWtP9tKmKa6QhGLahAsyFKz9S4uKvJe2wAGNOLqZvZU3KnSsS2Pbj5DLgLqnOleDQeFU3AjAb66wlhqY8WtpVgr8OW2szQuJwiB78nRjh1cJ9+/FmtS08kbFnIOwfXMLk2Ebvxn3RQbjhc+/yRS5AhxaFEG7Yd7/76SNq8YjbLzvetXwHHjSRFtNClT9cxNonQbN02R6sWfkM8Wc58beRzT9USZkfP7iu0yW4/GJNUIbDYTO8Dl/SEVwoSGr2w/RpnY5wK8YIJAx0HblKQ3gTlEFsEzVjWmMHhq0vukiNsO5POcToi0DXfh7baOpMnNCBgvaGowITjsysVj8AUwJTjy/x9lPKTDo+49hzoO1DmXUsVh8FpdRk1YkDUQuuWJbcjy26niQQJmFW2Jxg39NmqSv8FtWYnqUz2MaUKzMRB/TI2hrGu0MNpTlL6b+wMFhacgK2CSI1d+Qri8vmngRs4+cwu3k2P/kptjkCphxk4k8OFnnX/zXXGm9DsPvU426PLDwJkBFsozXCp1IdxMVfqbr5rRLqKiaAxC6tdwruuxc3vABP+rfWm76rd9IQzF0SeUs/Zh2MxpSxwQV9T3r21dH4F7Zh8b2N0Yhn2oKXsmtOUgVnYH8eBxbWpOKMwIlHR57dWGbN7ypj0zGh8G9p3ypwNJarTUIjHB64/cjjOfWK+xx62Vj4LpiJq81f3JjtuBuj8tIAHAD5rTl3P7Ccrs5Wjjxsfu1S4eQMBiJ7LCyz+uFEHbM/1khTEyshpOcIuAVUBORI07YCUwMP/8uFHH3dV+1vwq6rZl1zI9ZeXVsaQUQg6nsY4OQl8PMfw37/VOK5tVWX2Hnh+xELHoG90AFgOuZe7AcH7ZvR3ZbT2QwDwzBlQuDRV0vsPblCcx1s6A+80V/igO4KPbsCj76YrA4F7Yr9GmXaDuNIQJXYgsU59I4kVDfhLhd49Fyablp67hmmyZdesRtLLlrrwqM92Nz3Rl+UdZiGVnZCWIdyskI3pLG2pJiLDgVK+7Ao+kB0oQPec3FqMOGs2I7KvWuYBJznoBETtrJOtHmq8MULM657PFJ5Jo1rarB3pCPgrkUfzmupja41KAJcuRVShtor4DGH5sJ3moO5zxPSfXdirl5DMPcpB0aDu2dlLAPRaxY2a9NnXbgwkBVqRsETGfPSBzNDbaD3fhvW/KJikqU/vXSZ+b24mS1/8ingXf7w8enIqTfcPzYApnkrBhkFngCPvAqJlhXOaQdehfMvuomPHL9wrEA4N/DoCZ+H+sDqFRU7vzUYo4zou2TuK1Yicy7iuO9iEEx/+2vkqI9e55pVgc52G/fiz2Ia7DDcRFXOGhxXnqySzkUZbQ2w5ByY2V6F1+DkU4D9oO6gUAtq3XbJXhakWp9cjQnYAuuCvd9WZu/JOQ1lMzDqMtg1Etmvu0IpwEgVNu0oceisCq9vz2iqi2StwTe0/H89bzFoVp+eTfGBLL3/nZjL0odZHoLt1vxb3DpqwDZwlaSVYMkFa1n34+egCv913jlmMb2WrKdefEP2R9PS/cmiej0amUtC2019T8kWOrhWrGBaLyOlRHGLUeXKLelhW4O5cP1w6Mcy5h1ddn9bLqKsqW3RXcAqTFmUcdGFGdd8M6fyZNqUuzBXohtPI2pcTcHjQBpLsXBMXavAXSbwGISsIr0bvTtZdhMi73h/2ZRXUxKmO4K1ppsQzUVoDPa31uRiyeKbhOFGdH2VTidrOONFLOq7MSaTMdpmFFKtuTAYSeBqevHg0dlncdDGFFvgZ30cL6udFFIVWDJ/JuJaWi9XgSRpKVkQnYH4RORb15zDDbf8ijHHa3DkddcauKYvXWdn9Oul3CvgARxN9Eh6WfpMzyf/V/cXd7/y74n+6q4V6e8rcW0jVJy6Gk8JtfO33Ztzy/dh6c/glw8FmGNWwxfeGzj/EDjzdGAWzNx0kr3EaemnJd13aqASobkukCel194UaK4PzOkITGsNLH+jxLu7KzTVwdzJOf1Dgby/YA6DCZkJaXyKJ4i8JGALrR3b7MLIN6XnfgFmq88BjOVk7MLfgXpNptjH7L0W8NQ1Swkxc9ITvZMiaCi55ycfbZu/7T0ZZ3/U7rN5WXUspFoWViW66a/PpQBUxDRc+HxmYMVLOS/+NqlKuZvKpKTNER+OMDlwzQUltjwXufrq3K2abdGyERVgPS6YFEfZFX1tK0WroKu6MbWmZ1ahkhCjgki340jDqcGFdTnAJHitL8HD5QZvj9arUgp1RjRsx2QSnCBaTKErjVVEMgFXwN2BwH48ThcL2cTYck2Z8UV3QWa4TDxpHOV35wMr4MXbX2fe2bNpf29G38bcN8zLNkl3XNvNqbdsYPqsEhvvrXpOWtpK5la58DvChLWLGR4ZZWTjPeZvyseXi0Ia08xgqak+PNOgTboN3+wy9WVJ5IX7JwHV8+t+uj7YNpYiW8/ciVe0tSXTbBCPnci0rccsipSyveOk3Tn1sjV+/z0xwI3Kg6tpPkXGkWG+4cwA3ZElh8Dsjoydw5HtyZTerTPjwZcC/3ZwBw+t6uGZDSWOm5vTuytSX4LX+wKtDZEdw4GJTZGVb5aZP73Cfa8Ehp5LcYPutAg3BMuDbw7uWolpuD2ZokXhWiRRkQCO+AJvgWxR4PuLjqJ54mpO+8xqx4so0Ka1JksytYRvOySj/8ncMz3FJjIRbyfXV/hu0STPsXjCTsz62gW7HV3i8N2q3HZfsHjEHCxt15/M7x6gCz738cDQKHznpujgJwXxlMJrwTflNCzrpbhTUchoPOCu7HzMfZQw03UUh9ka7d+yyJUhKmFoxk0pvrMrQnvg9OMib/QFlq+Hoe2RUw6C1gb40Z0B2uCIg+GxZZi1NRcrA5cF3JXmaW18oswQiXcek1SdmEm3Hd8AVWyhyyeqYL6mGomOpIl8AXY/rsS8s2cz9wNlVr5QNXBKSzTLIqWiXtm2CVbBxv7cBqOJbsGFUI4Dasr24hefsIh7HlzOcysecjN+PWP90IhF7nvxhSQtp//rHrKAQnr+9emaClZOChx1Y4fXwr8Ni8aXMeCW3Io+THOIPVfj6cU2UgPGHZBMtVO/sMYXcwkjJIlxrBAexQUzabHMiLRNzPjzpkCeV2mph7bGQNeEjNe3VfnEwZP4zas9rNlWYutQZMdwpLkehitw2O6BZ9ZHJjZFBkdhqAqvbClx4PTI3vtGprdn1JUCrfX1DIyMUF+ChlI9bfUT2LBjG5dcX7X3tCVakdHjhWfTgg6Y1nsTL/J5P/A/cMb8yEsjj/DgspJnfUQCWwyulaHtkIwQoG95pH9F7pu/iIuIuPU6zNhMhsx3fZ6lnTkCvBPW/iFn7cpQe+9zdyuz8tWKuSrvgEvOzbjilznvH76Q6XOP4zv8A0sv240lX1zr46ym+01LQlJxj1nYdYpY4aKrpgzKMCaIYvR1mSyUmkujFH81QgzJPY1QCvzHosB190dzGabBuR+AuQ0Hs39zHWfvOYV1pfv5yR8Dk1qqMDOye3eZ4+fV8dgrg7ZeV+IEKykNnXVDvh7+FzPlXU/GxoDyAAAAAElFTkSuQmCC", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" }, { - "cell_type": "code", - "metadata": {}, - "source": [ - "# | layout-ncol: 3\n", - "ndvi_list = gs.parse_command(\n", - " \"t.rast.list\",\n", - " input=\"ndvi\",\n", - " order=\"start_time\",\n", - " columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n", - " format=\"csv\",\n", - ")\n", - "gs.run_command(\"t.rast.colors\", input=\"ndvi\", color=\"ndvi\")\n", - "\n", - "for ndvi in ndvi_list:\n", - " map_name = ndvi.get(\"name\")\n", - " m = gj.Map(use_region=True, width=500)\n", - " m.d_rast(map=map_name)\n", - " m.d_barscale()\n", - " m.d_legend(raster=map_name, flags=\"b\")\n", - " m.show()" - ], - "id": "4ae11ac0", - "execution_count": null, - "outputs": [] + "data": { + "image/png": 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iYZKEARsaB+/Mi2DR00QNPRSbRPnA9fDKu84sOcSYbwdUH5vQ3RjaHh0mdRNGNnkHAzzP73s1j/lX6OgEWjzDx2TY9krQsCJ9ZgLvY4pEg4sN0Jb5hQi7k9RvtsCxBzcwY+BIfvTGeg4cU6C2zHHFo0t4ZuZV3PrKS9HCVhB9a+VsyJKvDteSwmwjkm/iXTowX3WJtTVvkZFndIXv1Cf57Q1hLppTgiKXoSf8XxvGeYCLyuNvKWW9iuAzlzneWEBUFPLNS4gWLx0m1aKXz67QpE/9HuKC1ffiGUrs618/ej8HVfZy6+yXI7lIGKeW0F59uA+FWT1Q7OKYDHNmeHptXikhotS0v6+8G/ERNc7Gso6odLKwbUXBlIXmSiHKrlS7vURibyVR5tpS96mcD6FCGZ334bbXXsPv8SzF5dtoKlnE/PUwczScuusMRg1bx0sLMYUgFCLlJvJZilzEue5TaKqYKA/iibLw5Sscr75JJIA32Rxu3hzGoxgjUJewNsNgzifLqD6N0ktYuAHSVocOVIT3UQ7KnN1oDaZJpa2wQVr0KtGCKBQJkT1vJSbYpOFuMXQv9zAWW7QDMKhYBPQ6++1SuHXOS3QUe1gDVDm2LStE1tiF604A3gsCofCWoG9ReAkViQWvhMdWbuKJx9bR3uJpqshw0cizuOvthdz68Mt2zn42uX1JJcUYtFQMewYmqC6Mlax8DTFRZ7iDjINyOOcsWLjWGQLpJfrCLVj+gealmRjKFSR3RMtdQkR1eUxBtBH5Dp0vN2OaY6f9s0wY4Jk6Hd56N7SrRCyNpRa1Fopg/gcRZY7+ikW5BSVE17M8NR+1cOu8l2OfSsM1Jgf5EL+g8dPCbwltVYTztFg1r0qIErxXyHM3+PlJh/D4nPet37WY7A4ickRSthAXOESeIi1DisoJhUgJlxLlqRhDwWvh3EvhrXl2rxcc+mFqikvJFnXxocET2bX7eJprn6e+tIKu0k5WLiRaeoe5RU2Ysu/Bcgs20z8pMJ0uIA5HyqEYjjg0w6EHJmytT2jc5qO72klM1NrqIM9ax0xeIcesPgEqwXz0bd7ImBEeXgs3WxImRZMjraVMxUJKOMZhEFb+pwZa/uoEZ5mSyqKrxSBMFktKCoTUtA9nWPhe3iIG5dj5vTDugCwrn8rZwtvqI8QLiRxnfBnu/CGwJxbmaQyuyJ7w0d3g3puJ1klopw7YG0s62gsTyhWWbfnAD4lRAGlbWcMe+qMpCZbY/CzUHp1YwlZbsHR1AXpudZaJqEQxCVqCoYMSZ6GzllTbUtQjHHR7G2cRwD2Y+7XeR6HQISU2HFOa8+DKryRsaC5QX+GoKHZcf3UhKmodgezqm2/CPCgMLQuaRhNgQifIqyQluZw1RMUj2F2G3edwZ/67T50jVwT40CccL9zp+8Jyckn7lIgWRUv4PEldZyqwObgn6XBtJzASphyQpeCxhLgdRERShrmEWohSGkm4l/ow5l2p7xswZS53Wud7TGEPhW9ckmF6z9l84o3b2PJCSF4aHGQhRPoOPsvx/O0+unDK3C0P/ZeyTSMFXUdjPchFVzTB+MCEmFsiL6DEz076Qh9auB1AT1isa73BW8HjdIZaLdHyk5o8Qc3Vqc/TlqoGE+oWb5MvH2wklk68xcc4crXjkxNmGZ8Qohxstu9WLsqb0trmTdMFMvTkL9hN3vlW+M2ScB/jA2ScDffeQUxsko/pwgC/GP5e7bjjE6O47AuOBx51UfhLMKHPp34vmJgWckG6EFprfttbhKTJw3pPZqCzNjaHwWkM/Mrg0K4SaVp9ZPA16R2hH2u9wd20ZZ4B1HizbrJ0HwwPjscWxr5QVeIYPzDD6iZPNuNiiDJtKaUgpAjzmOXS5+nENvVRERG5W9VEgZZ1EzEnQxIUytCdkxj5AFuUQ20cGQzvNyU2RlXhWmOc8SjiE6pD21KuEHNkFmFGRJZ0pIsIYAMsvTdHZbFn0jGBQKjEqP/qoLhrUm2HKIW5eT4iJ/WjC668JomRG0UB5E72QH1pBRtrH+XSWc7kWdydDGgHPP+Ij26buI1caCeFcvu4AyFhyewgx62XjKdqlIPRPipg5a4UwO3pjHPpdWQYzfnUM6pPEHYN0LXaGbzyRGtYlJqINvrDf4hZfAMxRVMBTAl+X0V47YahiFWYX1Mazt2KwXD9LvhhTyxYHfmIttD+vkCzixxIwfVpx6XP2/e7j8qwaYU3OCoUIT9MykwCK5JIaGcaHHsofPsHLbz6ToBW4lLEI5D6Pfx1bYEUZDUxfi1fsAB+CzFmLsWp+5uEjX3Id8/s4vBr6G9te4kJRnVEcnIjRqoqopSnv8XNYvBzq4MOx+xmzz7D4eZHYPoEz5yXidBX4yRFJz+V1Gf6Xt/JFfxgNERJQxJgyVtnuIdULciOzSnDsFNAq23OOBfvaFkY0Ey1M8u/DEOZufCuOUrX3iiqI+QgElVuitycTtj4lmfb6hDGHhzWQZkjOx4KWWyBF4gumlCSLG8vZvC64eWnfR+P0qe4FWrsgKUVeT40bBSLt27myv3O4J5Vi2Gl5yffquSJv/T05dZ89ExYUsCQYwkRnQx0MdKnaJBqSORmdsGe+7fw5KICNDroCIhUnN8EIieVZ22GkZz/4GVnj5p+8GKefcbzmysH8Mi7HdDpOOd8WPgSMe9dmmVbavIH0d+39ETkcXD4e3TorJJmupwpBAmf/KdeImMuARPxJsEqYJBsLVH7bsMW3xiMNCnApq3erJlShTOYb5bO1KwJkzqMqDCChcwMybK1ssB1pye88LA3JSZlIAKI1HtaQaqQZayLSCqxSSzby5FrDt9vD+NRigmfOJiss/twDgZ5TtgFlm1ydt+tob2B4ZpdRKVZToTq6dx+hwlXWfhuBNDioM5TX5Ow21BPdYOnNw+L5xOVqKAyRMWi6EVxqm0lmqWLqGpT/6fTn8V7dBAtrhjxoDD7FnQxFE9z5F8L10xzJLsRQ4OJs1TvamBduHYOG0OIHICiAeJHpBxqiO7XYBcVSN7mzObZUWgJ19pmczbqoAwtG3x/MlnJbFoDA12MDIk0LMCRH4eZB8LcjZ77b97C/EVwz+y3ocpBg+OJl3qNGO0EWmDJAoxDa8La60r9ncP6JDdP0Zo9MNdymOPDMxzPvekjF+GAKZCd7Chsc6Z0i2HA8MxaxyxeIcOsPkhYS/SFt9OfTMwSOYAM5jNtJ7LqRRgKaApwfqmPIanBzmokirA6ghU+xk2V1qnqOFmhJmI14BDMAorDgJht6WySGG2TRwFrvwdDPm96mIXxEoLH5dgCE3EloS+DL17huPEVb2GnLPCWjwSSFnlJ6tqKK0shJOFeHJEVF4moMZvkjDtRQdU+mIZ/MzXeHrKHOXI5b9mRyouQbyoLRThfXIPcPFl39U0LaibQBkWDHRNrM9SUFnj10UJcrGovPS5yEaQUFMbUeEgghZDS4bDy0C+lOyt1V3MvxVJC/8pRRRPkp5dhuQQLwt/DgI7gFjb5GIIc64Lr4rnsM47v/8Kb7Ajl6rolWN6Dt3NpD983uFREylvx2arQr5IwPyoGbMfkVNm4EPNNlG9TTEQJCutXw08vnMEaP5dxRbtz2ewFtD9bMHkfhrk5O8MvT5/OBd9eEJOkhEzTyFa1KrnQJ/FPg61/e52c4fV5BXbaNUPBw8q5eWjznHIO3Pe0Y94Ff2Tvq84wEt0zO6GAaSc11BFucriLySsSPMHfhvD3BuwmKlODsBzz2TxmkcY7W3xrAk+xG1ZjoZRnMdvK55eAKIFnB0aMDQuv/cKgK9tSSKIdy35b480PD7nlLAoEzatEzdqIWRQV+NRgfmkdMMLx4sqEnx+8t/lYq1P+p5CKrI0mahD9LafIH6UkCw2McLEIJ4cpSoXMFmH8hyB/EIDcU0EhKP9dfqPcFAkJxIrBtAujVPWy1Lh1AM2O3qWweH6eV58pxLh3OodBv5cyEX8iZeCJi6EEg/qKhqg6UXkralMuhBChlKj8aL20mATtJwBTYGxdJt7DO9j8bPdxbsJ3v/r0YQB8/y5MITjMZ68KCKzKWZhvtI8hQF2zzccF7YGlRDnbTh8iGDUzE3kyjYVCmArX16TuX+MZeIWLv/caN/4FerpLuXuf86zdGmehzkq7l0a3KIZG03kQKrySu5KWPRmskOL++hN5yMGKTTlWvpszcnoq3PeM44RDPYV8D2Sgqjjh7GmQYSzns55RfeggHXce7GKevRaCogcKM4pwUye1uJULvzk1KKFeAY9FHzbRX+gglrgODzBtrIuFR1vDS5GQKsfIQzO0tngYD+XTHb2JM+1fhOU1yNKUpvqZZrs1cVuAacBG2H8fz3s7NvClDx3BI0+tiGMijS8+QrUKuvdya+PoE+Hd1zCIL0KH1IQWYUK+3dn4qFpwGqa40pmhpCa5hujPpgUt7fPrb31ejyVTKQcCAopxZh3Tbo9y5HVvQhhCZILYpL4TWhHhpf0JSPVJRLWQlpCeFEseQznqfwVQC/sfn3DtxwZw+O478/hbG/na8QkPv1OgaIijsJLoIiUY0lof+jDQ0VG9kvcXwKmnwOK5RFSq6E51GHu5sZrfApYLUYIZBRHnSgXXGqiFlhU+JmVpbEToCskpmc6lvlPdSDf4DfDkq2s57YBdSaa+xaVHDuSiqZ/htjfnwBZ44ZWAUsVdSB7Ulkt9rvX7wZL4YoyLaA7rucLchZ+evQ/fP3M1axa/zMgDnuK4SZUkmdzaDKM4nypG9cGPtJVRklKvDUJfhp0sYLpmXnyDfF19rmSoNAtcii3CamKarCCpwoSC2+3h+0ZMmEWgBaKkdWHQ8uuhd3uY7GIPPc4mtcpFEk9WTW6QFolCayW2cJbMhqWl8MjDK2KkQWOjIhlZZME3+fFb4N1lH7ivzvC7icBgOOFAWPaq48aLS/nzS7nIzre4OLGhvqRvQUkBafEpuiGCK12NNwRDJFJInsC7BFJKHI02AFE6rvzTnVxMY5bSUDu7Y5GiDURys4AJqpJ0dA8Qla+Yc/mzYsilkKqICrwOGAFr3oaKwe3813MboBRevKzAGyu/zub2hCMO9ix7mz6XYMYeCZcfOZMn16yDLnh/mbmqi99xdt8ek4UMZjRafES+5UReREhVil/jW+miMpM8DTY/vM99kEJWvofmY6iLxJ7WU2jrjutP4viDJrBT7WmUlixl9+Lv05ifyz2tb1vacSeRSNaRVuSOaMTLiDKpOcjAt6/KsKqQ0LSoEKt1u+DL085h9M4HUT1oDHPW/ZBe34v3rE3wwHb46TX7xhuTplO6qCBRIMf2PCoTBVGW0wdh0g0rYUiWIG2Z80SST5ORzt+HKLAziIkh+dR3PdaXPt+2jhi3bXeRuFKylPZ3UDhMlXQqC/ZApQ0Ws+DKQ5KokFTfUU50kyQAhxIhteC5tPVEZ/2sheI9nbkIs+Gh24EOzxe/3BnvrRHzX9enJnhEGIwSYsw8S0wDr0+Np9DIIIxwTVv0TFAG24NvPTzA52pswUjgBmB+qFJs9fuEWFos7kjftROjCRJIjY0UvRaXEuMkZyVE5Zp1oTw4zG9Adne+aOcs+tQzfPTXjj+9CdvfLPDgrURuotRxxpiZXPrcq3z8WB+N1eAwDjv5iL6qnRWjVQY3os5Fw6XKSVL9d2E+u3xUGCpAKoUBeydx16Z0urFkeQdWsQv90UIIia9KHuaPqx5hz6+dzOjWQ5jX8k029W40l0X7WTTSV7vTZyzStRZaQ2k0JnK1G776QJ73nstBF3zxDGw97ICFg3/KNY+V8c7rTzDGHcnGlgLfeDhPhjrOZyijnnh6XZwsMcCt9Id4ASZtfCPcpHy4UUHIFEqSkCm8mMOsVw1xEQwiZqtJu34QWvZg+Q7DMAUyOvQp+Ft4jLRsx7Tx9vC71ZhG3ETcCUpWW9BLhFJa4WwAyuHzpzq+930flYms5I7U5EsZriMqmb2CsLxvn331EscrfwY6IDvBkS84xuyfoTmHRU/klqP+/3AAACAASURBVMlyBs0+9aQsW3whhNrCeCgJaCAmzArfCqXt6mzBD3DGkDssVLsdnrzgQm6fO8+UzEAHZd4UwMBw7U7M6q0n7jswwtnCqQhjNB0YC8OqM7S94qNylAFRQpfGRRmWEN0IuQdCE9p9ShxFnpjctANzFduBzXDT27exJZPQ0eXNLWwiyt92ePKNtbAOFswNY9Aa5KANY+3FrShKIBnLYft3lLjIS3iMMO8MbpdIVN2LXO0m6HjfW1+0IKXABxAJUiluIaNw/fuvOJPxbYdx7c/+wh4nZpgwuo2RXTM462f3RzIzl2o3vVZc6jshSKF8Gb7gln3qFCgZnjBjf8/vfh/OycLeM/IcX3kb3hdoqbiP/XZ8iVsef36tFUSNd7NY52P9djorTBA1n3oXE5/DLLT80XYiVN6e+i3w2x9P4RPXLY2LtIZYfyBeQrBMvlAKAjHJWXy1xtkGEZ0uRjMklOWY/7zVx0IWWSQf3kM4qa9efxMxlNdjg8gULIsTIiOeZvs/CNtUT1+ELa5VPjLViqyMCRaqhFgg00JEYlooEFGU8hJk5cowK1qDbSG3zptC3uZtEbd5s4RtWMKNBNljCiD47aXVjq4OH61Ks7O+rwrtrPdR6IqA3WHyoCzLtuds56NVKegtAyDfVenGyjMQ0ah70DhJcOVWyLUToZbB7qXVR3dV2YtNWD83+mgcJJtt2ILME42a2lS6uCMkQznbJwFi5qiQp1KkISoriLkIJcEFUZm/T30nIlQyoCpaoSbJvMrkJ0DtyITijOOMXQv8+E6s7bLU/bfDZZc7vv8dH0OmLtVuHjO8k+HKQxPKihxfeyJkAo9ysMbzpc87fnCj73P3vvp5x29ed0xqgA2tCd0Fz8Fj87OzZDEh6MAWprR2HXFrNiEHLTKl9aaVhXxnYLdjM7x1Rz4ijAx84hfLYn5A2I7qr9pWDnoOq39Yi8HzZ7A9+BIYcnLCpqfykPV9xB7zMYHPhfPUz7SPJeimSfMYMnDEnWwGBWFb4G2AN4bxkA+uylDo72dLOaSJIIXh9PkGHxO10mElaXkRlXkTEt4muiINxOzAKVhNR94bgur1Nm/v+NC3oHjGOEonQleTj+RmEbAAujp9rOosx5Ts8GApV/u+kFkfd/M2LGvOWT8U+lPufDoqkw4vVhAXexuRHJbrpfBfWpbkAiky0ewj0w4mP2WhnS4fN6LZQX8UojqJhqAotxBTqL3N8xUXOL59QgF3ZmJjOyTlYkiRyz2qSLXZFvrW5qOBTO/B2IAhlITIW6WjdzIgUljO5vPjx3ny3tOTh59fXM2FD7dQUQbtbXDKdLjvQVi00Ue+TopgjOP4oz31ZdDaDfe/Ciu2FrhnLlZ53BPmF6gvTyDJh/wixzHuR0zZ7zkmJsdRXD0YX8jx1I6TSfou4ohlmXIdktQNpX1FWV5tz+UwvycQZm89lo9a1mFZjct9JFpmhIEts/P7wiragcfRB8F5nahRE9j0TB6KoeKAxBaYdi+SxZLGlo+YTsBJRxB0iHEux6z8Zh+FUySfjnT8P529p7JmCUvHB4RhGNF6BOs86iOZeF1ZZEHo1zEBlgBuIeY7bMUmugtTHmXO4K+KirQoVnq6/uwN8bwR2lzj7B6ria5QZbjOmynUVRfex2G1IGOAA+nvK4u/SWdNiqiT9Vf5vBCL5iftQmhuNQ4a0wKxlkFFVGF/xH1PTmJ+f52z+84S+QopYi1Utav9HBP4zjc87kBnpHQJJkdFmBtc5wylKKFN0QMlMwkdyi2qICKMVal7FaeWjuzJqIgsngofOtVRlIFNrZ6WLk91Ug9rHD15+ORMmL8xS930hD8/SP86lASu+oTjxJ0m8PvZcOy4CdDp2HVohokjsnEvyrA2rvpe3j4b5WCQp2rYFPYe/iWKqweT72pl9ITd+XDx7UEp1NIHiccfmY3WOj2Zsuiy/rXEEI9CWDXEakp1PoNBIVIT/lIY0HaixhT7rY06pIC0kASzAyxsf74Qi140YTXO+lVD9FWnEd0L+XNqV8x5GZbQsyEQUOOCj6lIShbjCxRfl3LZi+jHrcF+10gUygqM7FLILRRzUQJrns33lYv3wW6lLyvqIOVcC+yE8QGlLirB+bDT7hmD0eInxjq7/7rQ1zriYunyhgolnFksTVjCrUXYjvE3ECMfy7FrK2tP7o2gs3I55B6k4uTpkum+93JidCTBFmNacXanzpUshPL8OQ8WwhZpmOsEMWFI4wxGrNY4I3zrXZShFiJqeY+Ybl5mu0HhMZQy0sUdqkL4c7f9k/7JY8r+LBA3wNV+lcr0lZHSnEo5AeQcH5mccOdbCQs2ZhnbkPDL+auhydO7zdPZazxx045CHM/S0P5kxyOLHa9vXcFnDnScd9u7fGhf6Oz1nLOnt36Hbe8Y5Aw5lQXD9y6sXXMPU354IHvcdwxzm3/DgGtGc+rLZ+OYziv0Mou9MDjtMT9bQpMugtnN2cLpgMFHZ2hszNsGrJ3YALb6/nsCyrJqYDy2kN5IfZ6GjBIsCVkh9bcGQzFekWxZzEqLIFMps7YNrwj/D3NWjagillJgAnxiP/jtnaGtSoObg/fO0Phc3vqvxCO1n0YRDUHAakI/2olKpxv2Oi7h9ccL0SJr/8SpmOVWlpvGRkeWWK4rN0vs8kQXnwlQYr4iFViS2LveNm/ZHvztCcSwVoZIWjaF9iZjxWYSXm1iss33P38y8K6zRQZxjw2lMaehfzoHRBGrqtR8ytC41AtijkMVKbcm/L4Lc+3ymFv5Pibk630kG0MGafG+jp4nvSlSuThVzgrOJM+SmzxGUEtW09yQ80b0CoEKTStrNB1Rk5LQ/Y0KvIvkVXs/DsDmZCVmPAbZeN9y6U68t+M9dvdn8KUFd3PJfsV84Zed0Ow55xzIJvCndxK2PFfoQ2eXfcNRnHWWbpLz1JUnLG3MM3NUHZ+9pQl6nUWzskFOWoMxkAumvTd0zz1AmeNTp/vZGaZzPs2MYjumfaUYZFXTmWZNcM6FsLANTtzLM2EILH2VWMLaSNxopBeLacuf85ggrwtt7+ZiHnZdGDAJT304d0iQGO2DqAy5iVisWZGKBmc3W0tEKfLTc/TPnBvk+jLBfnn2dK7/5aZY4h3I05tOO5YHX1seraTaENIpJha1yEKUOuMgOmD8UVmalhfY8JaPySXaJDVPTLIRcan+Kbmq3Ma6D3ZCdHN2YEqlIbSj6MUGqDjM0fsuqVoVZ+hLEH1EGPM67PMmLG14M0z9aJYt6wsxtV0Fby3hPO1XoeQdoRp95okoUuQsROUPMdUZ4qKEyOvonHTERzC7zlk/GkPbIrLLwt8BxTbslKF9uTcjsEv4rj3ck+C8ZEFuSZULyNXDIPjoAbDkJSLKEdmt8ux0+Fzh+hoip6Kxkxwqz6fKmYHS/HQAFY7jp89kpN+dTZWPMa6hm6k9p3L3m4tgJCxc4Nh5Asx5jrhZUDW8+ga8/Krn5W2e2Q/Asws9b611PLauE7Y6asY7uluxSNWq4BpqTw7limhXKqH6zTB/DmsTMi5Cm3Xe4PZQYm63kieCpb7tFjjjEBhU6bj/Z2HAFFtWvLbB2WS9ZYNT+5EkbLvmoj/0tu8L0Rx/HjaBjRjc04Bv95ETKIHMfgHWv40lJu2FTf720NYw4kKS1haJqHLv1Z7TPwZUOi74xgJTWvnQ/832OvfyR6Lv/rcY9sFAOXzigjA2BezpOg02Zu/dm4OpYYdrJU1Vuri/ogpw1Oa4MCYiWoWgtOgGE1OVO6ByQGIkbBPRx+2G9pcDZKx0oWrOx12yd7P5TQ52MYkHTEnnYMnLOVPMY8L3O7moKOVCCaXJ5VE4Mk3mSkmJZxD/Ip8f+oe4Exh9cMbuTUScDEAR5jJlsPp/KU8tjsEukrsB3m9+OfBZQ32MbgX2Xn33z3n8s56aDwWScauHrZ6ffLkSOh33/jbMvTgdRbaaidmLmj/lDSiTM723hiJqZTY+E2ZkrJ/aaWwvwHs+/ofHWMg9XPRwK9vaPSf+9g4og+tPyHD60Z47bg1zqZTvNpv7j54LSy98kUeu+BiTZ2UNQc61c86d7vnWZ5Lo5rSk+qo2Rrr+yYJBUSas9TGjrRKO3d8m4rSLoerAJG5EMRDGHp3lnPOgrAieeieJLLUgv9pRMVLQStMGmebeeWom8gw1WI5BMTz8qLP8/oSYh95ChPrdwDbI/8lbEdE4F/dKyHuz/u3YZirKYUhbd8HbZrjqhoS7foYpwDTppYnW1leyECrE0aHMx1ZzO8bNynLqqfRPmS0BlsP2JwsxvKr+LPWxoEwczWgiISQEURzGVkIvIqsIdswumNLKh7FuJYY6HbYgKh3UOiYdmg1ZbDZGhWe87cNAuOZ2YACM3jcDxVA33lmpeKk3QvhQE8A+riFLJAUTVG7bH5ILAaQz6wSvZaHDAhp/aJbVT+dNSJW3AtF4tPg4RyJ3D8HI682p+5DMBFncdWSGWdMTXvviLTGyJWI8HGdN8ww9JnxQBJf81w5uPmta5HIUXRlBLHnuhMHHZKKRGeGiEhPJmUamQgoJvPuXHHfcMCq6g1XAGLjlosFc/ysP8+CmO+DXX2rg3MM9IyoGUCLXWbJRisnnULj3KceUKw7iuLv/wLK5eVPmwxxXn+7YZ8gYvMfkXG6YdqvSGKzxET1pp27A8hRqmNUntIOto3Rj5FI4Jh6R5eBxeV5fn/DGY/m4FVYbcatvFZWkScqc3UDfxXvDQDaGxSEWWWTbaGdhNqUeCz5qr4ZaZwtBZFyC+XAtPpaTyhKROmeyswUpAU1zFB3EDDAVt2jw0m4DYWCnwszdEv7yVIGaPRNa1hbMz91OfFiO7k2huBLipqMQszkT+Nk39+Gi380zTgD6qgOHHJZh06KCwVo91KSc/gliJcQ06+3ABMe0vRMWvpSHHhgwM2HrwwUYAtd/warkrv1OPuzliCGlWijfy5FNHIePL3Dv8wF9bPa2Ictc+kdetEjzMPj4DI335aN7kx6zNJ8keK18lvrQ/630z9NQnkt6NyHB/47Y5scugVt/Stx/UdvI6aiCm79Vz2eu2W7tDg08C+BnRwJny8ZVDPrY2Pg7FZUJFdXTv/J0moOFPkaL0vBb/JvQkwxKIGWLPuIYUZnh/ZacFehpJ+oub6nj2xx/PvNiDn/1J9x52Cls697KRY+9YCHOPBHhDfFWifx+4JN2ALvBt0/J8F8veZo3FYxLUnRIoW71sZiYwl6R6q+5iLMdu/AKBWb1MfFZYLhjyt4Zlr6co26PhJOmFMgkjl/9yuD8UWfC478glmyWYbDz7TDYIuYGYj6UBMNh2nobschHPMA0rGxYPquiE7KQilIoNr0bJqwKZyoMpkXTlbpmKJWumOVon2MK5aefncHFP3jNFMrbPiaapHMO1HY66lDAHk2nR+opoSad2t1AhJ7p8FxRqv3tRGgtf9wR0cMATFA2EStX0/4tRMtRAuMOz7Ly0ZyNuR6RV4FZz2LMzVodfG1ZiKrQTgkwHirrEg4bV+CdLVkWL8hDDmqnOLIJplh0TVJjuw8WD9e8Kw9DRGOWGOUJCUujDs+w5umgtZUDIlQkYlf32JNqWxmm+8IfThnGuRdviMy+5lxcmH4jy63syg7w86NSAPjcHxNueghbZNMxt3eIs23j19I/R2dPLF1d7o/aVo5DQuSGFNLWBi7tMOv0hNkPF8zFVghb8lMbjFu1s+Sz1tC+kKWDi65wTMjO5NLfvmpcWD0mG+KNZCzF7+n+e1J91iP2ZDyHOkPgpvxmZziW81nDqD5/rxjYDFtbPSP2zlCWdTz/iGfyzjBtOkyaBg8/AIefBTP3g4WvhQsqFCeore3b0rnvKhQRihDxNS7wBITJEA+QIYbJSN1Ijlgtqe3nc8RnWApGe6ISqXf0rvdkdnccOwt+dOd6GOI47VDP4oVEiwOx7j29kScYcVrrbJJCHysPTeip8HFXYYVp01EbiLtJ1acmSIoA4iKDvgXxxMc/xyPuDXo2+JjSOpyIohL6EqqathUieeWIi2NXgtA46IIRMzK0rvd8+hLHG/OIu0u3Qc9yz7KFsOW9gglcL3St83Skk5BEMoonUBGV7ie9WOT6yZKGZJ+W9721EyJIpR9x5NYTXSyNu0qn8/QPVW+AB5ftiI83lCUEQ7pdqb4o/Vi8UTHMqmlh/C5H9E3rMVd83SIuY+zJSQu1p4UUtuB+gpG76rugvRTBRGfzIzcmKIxbv7MTD23bDs2wdlvoS3FQABOAbXDTNbU8dk9XJHfbiAhFvNoIx9z5nt33Wccrf4aBRyV0yFWXAarA6kikJLsw7kBRQcmzIihCypKXDGsT5tN/YwZp5kbPunvzrL43Dxvgjh/BHb+A+35mk/Ln38PtP6Q/C62F2EmMQae3C9OFRV6tDFpyWehpHoN4PiUYyqxLLxolJrVhJdgTXfSbtEmINmsJ4ctTT/RQ5hhYlvDIA8BQuPo0x93PuZjSqknQ4ClXfUB4bcaEZ4e3p119zHHJTKDVxQSWA1MDr/uU1fbE/RSA4admoruiYxR9IdMjb72J1m/nTcnoobkbU+0qCWwwMb1YmYVgEZF3sNj0YkN56+ZYfsSvbvb9E7zkxmmxO2CA49Ofcfz01ANj2rIWidxBxfzlPshlSCsPKXJtmKOt6kMotGuOj0grT9xfMj0Hjogg5CsrczRdCLSVKGviZYYRQ9Q1UJYZCsCO9i6+/qcUybDJc9vNWK5HNbFOopC6hlCdHtQrmeuw348Yk7GFnrdrXntVwsd+/J49+m6cPWc0u5vjuI+kUHUGfjB7h/090sUEQXEUJVB1RMIzZ14GtY7DO74G9bDlXW/u9iBMGVVjyr/gY6ZpKRaaDGRnv4fXSmGLJA2uhZbxf47/xrHT17OsWJ2z/Q63B/+ukUgKyY+WNdtCJEG1sCFmAmpzFocJ5gaPn+1xe7uY4KUJVY5DEZHHUKisiahMBX3lxmSg4aDEnpMhZRsesnPHZSM567/WwmBv9RDB+j5x1gUcedNNka/RYpdLID9V2YMQfVghmjpinoaUSyH1fw8WneolKF4iWtCRS/3tU9fVWCrtWAl12o9xsLM2u8G/1l/ce7o6KDmhwhTRZuKmOHIXPqgE5RIoWzVJvUoxKN5h17ry0oQlmwo89DK2yDdi2afVwRh2GmFNW3DrVgTlqBoXGds64s5ivfCtMzJc81yB3Ks+VKg6a6PWxTFt9HYfVUS5UGhcOT4aWyFjSzuf/R+l8C8c07+dYcGcgglBK/FJVCqGEYGmyQhbdvdNkgRAXIWY+YRoqQ7Fkr30dGQZNimGDH18xezP/4Snk89z3TXBlRgZBHQL5iu/jk3+oICsmn1MZknv77iVaJ3l7igUKDJZiCKXeq8i8hlaNMHS9SsokqAWhftyxIWlcQJTjI0+ktdJ6twQvehTPMqFUb+VyJbFchx2eIbum2HDN9Kapf/h9nMRTosrkKuWjmSlIyQisgOzP/bkLO9vyrHLyAxvzy7Y4wvbXGyz08ew5Hhnz8VcDoyDEw+AB39PjFZpPqT0ijEFIZe5O8xlOcYXKSJSiik4jZFqdoS8xX0p96KNuGNWMbMT7z3/ef1zLx21pQXT0GWOP13+cX598a7RQgpOK1yr0GKaC0j7rNqlGSI3APAUZmHTlhciAgiZlg9fci7L3BNcd2UhWhhtMpPBFEI5Bjc9DNkl4fbLTrQ2WjHF0UTco0KCKMJUj2WXhZbgyk1IKz2ZGo8RkXLLtA+AFrX8XC007a8ghbraGxGcThSCuPu2CLy0adMiEtkoMq8VNr4i4uGvj66uHmtvz1RftNjVX7lB6f0MpNCD5X3/6RxsdLw9twAN3lzLNgzCl8KgfRPLypwGbPMMGJYw4OCEcw6FB+8iykM3scJ0ROjkHrDn4ZlYH6TowWYfSXJFfzSHjhglSbvgDcToobiXkHDmfFrK/3P8Q4dzYWR3x7S9Sm43EEud5UK48Nl4Z9WXADWw05FZVtybixvlai8Isfb1xA1cZSWkYBz9tw3vSb1LQMXKi89RPUHgNn735aM5//bHOesIz7YOeHIOfclmfQKkDWnTVtKlrqFoSbouRcqvOrzWpwaugMF0RafyqXfliuSIpftyUTwxy1WPzRNHoN+LlFQ0SNa9HLOm67x9Xwb+L39b5NevWsrwMVPMXZNiSOe7SKckxJoWKSD1oYBFjZaHz6sdjPDcfupo7lu2mofuC2M0zs6fOiLLfqNzrNjqbNdwFb/J5ZsIrIGyGY7O13z/J3+LAB3tLJwtpTDUcelZ8ONv+SgrQjwQuQpFp5RbY1Gy2QJ5/zn+G8e5l2K1ICJrKjChFWMscqwTi23r+YIZWN+ej9WK8rVlfR39Hy0vyyGBV2GNsutkwbRQ0ynC6zB3QNl9YSvw8+94HLZ4yovgyRX23W0/GWsCrbbqiGEu6B9JkoIQb5G+dharrlyf+hxiIVeOGC6UQtP2dUIOWoBSOtuALVB5UGJl3vq+k1i7MczFLEuwsLUsejG2gFrBzVCH+h/Dx0yxPwIX4ed4K1UfiimlAeF9nOOUU+DKi5OgFAK7PwauvjCBbQHdTISLzwBWQP3mI1ixNdNHzB+1J3ztqIRPzyhm8qASPjwp4ZATXUzHlhu5HGhwdK4lKnZ132EcxiIfd7ouAXo9P/6R74+sIHIiQhHK0FQUJeRV/Ecp/AvHH35HfAaiCqLSURgt5hLMsiiJKQOdL/pIjvVgMFubg2SJZFBgzPsEIZ3G3UV8VgLYgoZYvAMxzKoFPR1DLWvMV1+2JeHrH87Adsc5P1rFTZ/bwzIGa4G94eBzjQ0vO8Zx5KexaI94hHQ0APr4g73PTuB5+meTeqKi1I5KGiNZXLk9aRJRqCGgnR2vFSzlVxC+jFgbU4Vlb8q3XhXGdqmPD0rJAiMcb87+E79/cfDfnthQqzDmuixfPdlZ0pnY/ATY4Lnvd/Ct7xlZe+Wnw5i8BDd8vwDDPed/ApgHP33Ow2g46pWbeXtzvm/M2rodrZ2eAaX1VOUmAfDcah+jU8XElORh3pBOM/03CCrHOCMVXeWdje+2OF59siJXQ6FKKVWhSyHR7f9RCv/aISJrFP3rLT743o0RP9qRdzqxMMthAryE/vF1ET9i+/WAE1luxck1ueXEx7Erxz3BhEfPMezBqlqbPAx3XPflhMYdCS++VzBha/Ls0nUqT+13KWeeDZPqsxw6MYERjs4tnieedFTt7GKiUUgK6zsSOOgsx7xFhUj8pRN/HLECUsVIenqWNnfVPh7iS6Q4BXelNLuAOscb33kgIpQmb9mBQ13c1ara2YY5E5wtpipgk2ePq4/l4wc1/u15zVg/Vt+X59tf86ZAxesopVzoqNbxq3nw7e9krO1m4C343U/tWifuCTUNiSU8LaePqH19E+QL0LWjhvLyNtPh77sYeSlgyqjF2uuXHUpqTJqJCjVn/aGBWNUr10wuhJCYT7Xpic8/yf9HKfxrxwaCMLpIfEFM4pKlVNquYPlc7HmP2v5NO/oISgsFpF3fNHmXrjUBs+zaIr0KGAKTTsrG1HPNcjEmMCE+Xd+1P++35pk11nHtuWbtHst+ld/s+DF/fMyxfGWOq39TgC7PpHFZzjjB0/ZKwe652vr6xS+6SOrtBS/e6m3T0TQxKsGTwtOTwoRo0khB4UkJfZqMhVjgUwps9Oz58EmR7Cx2UOmYtFeG711bHJSnt8+3hMEUsit33PHYSX97XjPEmocBRMgtK9uLJdklcPIJnq0rPF/9Zj7OR9gX5OzzYKcBjov3xRa4FFwWOhd6NrZ5Gv0y3u9Yw/b2AlP3zPSPaHR7iz6NJVaRSj6U2Jd2DbQzda2zfsvF02YzQm1yUaUgSJ2b+Q/R+N86+ojGKZjgKHTUTv9tztNhOdXdF+DSqx2Ty6bz2evetM8GYwSTwm7pZDCIzLLCZRAt7+SwKJeE0F0dMaNTlracuKcDRB6iGKhwnHyU5/774ZYrhzBi/VncmfsBv51PfPDJSjuPzb6PzT7lAjhkfC2fu6E5bAvnDKZD9FHl/0rC8qn/xS8INYjUU3WhkI6SozLhvqqweH0oVvrlR3dnI29xz4KEpc/k+Pk1NSTt49ngF3D9bd4K7ASNVWXoMGvs4Otfz3DN0f3DlIvmPs20z34kZt9KuUN0ZWaFzxcQXTPdex1WkLbFWzgUYj+Uil0MJXs6vnKAY2TRVMrKd/Dou6u4+7Yw1o3e0E0bXH4+fPcHPipSuVyKjij56MPY1oRCmtuIaE3uhDiatMKVAbPnj/yHaPyXjgJWm6B6fG0MogkTtNdzFcOiKC2CKW3HRcJOgqJnT0qjNxCz5pS/no5bgwme9pQcjJFr1TD4qIy1p9i2CspETmbATXN8/ETP/mPLoRs+91gj7WVbmDVkEr84tpZjZ8J5B0LxXs5geSoicWn9dxndfLL58K3OslLVJ6ED8QJpi6U9MwTBZV27iaE05WOkCcKJWObqUGfIbJODTscbzW/y9acKLH0yBz1w4TUtfPbn87n+D97ciYR+hVR9W+VV25hce3Ue98n+xOOu+xxmhOLAMHZyvxymAEcQSbu9iFZ7hLPckCGw0y4ZBu2fMZ+/MUQVGlPzvR26F3qWNRYor2gjRxcjaoJLucNDFcza2xT+uubAiYi7SqeUh/qgT34Fcw011um8kLSRkXwR7quW/sR1/n8JKSxZsoQbb7yROXPmsGTJEg488EBeeOGFf/j3ixcv5uKLL2bOnDnU1tbyqU99imuuuYZMJvPfOu9fPfohhQImQOkNOIQW0vsEpjmGiSGEJMstVyBP9AdTcWMg8geCsrXhd/XOCrqU61Bnvx92QIYNLXkmD8yy7LmckXsNwCDHJ47x/PZ3cN2XElZsLXD7ww5We865BG57LCCPNhg0PWHzK/lYmr7RQz0cfIzj+Xe8VeINwnZvSuiPa2FbhAAAIABJREFUkiRVaWJULoQLfdVTxlRxqEcJtqfOHeMiSnrPxwQcKZ20BVfptRJ0yokWcQdx01ehuKAs/Kt/vQRGXZtl7Qv5+CwK9UHl1NpTQvOq4rg8Nq+jHdR5WEhERy3hvqXk6+zzj58Hr63N0t7rWf183vpei6GMrd72GNngbf42EF1F1QTJ+Ix1VlG7jbg5svbS1Bgr50PGQUpZe6UWmK2d4v5HjzfffJNnnnmGfffdl87OD9a4/r+PrVu3cuihhzJ+/Hjuvvtu3n33Xa688kry+Tw33HDDP33ev/3wGMxO72ojq5wmAmWMCkTh3kHcTm5d+F7clxh7QTyhA20JVxEiCFu9hcwasUUVHkO34XG78LJczvoltPKu57ffB+rhuucLjK/Jgs8z5vgMtz2f5+SPeO5/A0pHOjY/G1gnoYBQhzC+wfP8VkcyDQqv+ZiwJMsvy6O+9qS+l1JIF8ZJ2SlzUg+CrQ1s+hYfIziydFKYSjtuJ0Z3pGzkMqliUXkQigr1APvD6nVbGD1iYL9pXftsPnI+4gIy2AJd4ePDZdPb+Ev5Z7BFPIiITvL0f7xigPQ3XVtLdVE1Ewau58/LC6wGS8t2GOnYgRVOabNkJZspdFlNzHLd7Dn9fLjrZvptC0gxRm6vDb/VHiiqOtauWjm7p/8VpXDGGWdw1llnAXDEEUfQ1dX1d34Rj5tuuonW1lYeeughBg60idu+fTs33ngjl19+OdXV1f/Uef/WQznqaaY9nUmXjiQoUSQdmgObnHVEf0/MexqKyxolqc/e89Eqb8MmOux8fM03Er7x7UJ/Mk958KqVqHbccvAx5Aq9jJo4mT90/YhVz8L9a+CYU+HVdQ6/P3SvxizeHGCYY8B0x/gBDsryFF4m7j2p0l1xCbL06bwB7aWg72RZM9hiUWXqxHB+L7YPo6INxan201Zaqd4aQxV6iYfQITciLNwlv36BDUsf+yuF0HdoIaroqRPIeKs8fRNDMY0+Wt+QB9GnwGfb/GYPd+Re8rG4SlmdU2H26magmdENCS/O1fj4GEqup2+bPxoclPi412IhnL87lhvR47nrCQfOM/ZDWd6/PxdTsteG39dhblU1MdmL0OeAdv7XiUYphX/Ufdhvv/2oq6vjscce6/ts0aJFTJs2jUceeYRjjz32nzrv33H0uQ/TwwcK/ShZJM0LqO4BorCk04SVPKJ2IDLyadbdpf4XZ/HBRQf9sw/TdQYCaHUw/IAM65vy7Dw4y6DKPM8v9rDNUTfJ0fRqwfq4N/BOgKODHSzxfP97pVx2Z5cJWAKD9knYPL9gsHZpqh+Kg8u/FYmoexIDLqUgaD7UWS1AERaiDf2l3FkUwWOVnwWsbkOxd+3LmUm1qVJvFWopi7II2AFDjsqw8XpbMe48h7+l/zL4zpNZvnp1PpJwoUDJv+WpHHUa7ZPvMXQoBa4aFj20poy4naEK4YpTbVVjrt84zy4NGXZqyPPQ0y4+iCcVDTjweMdLt/q469LG0MlhziIUNc64ixb6Jz5BRHEyVkKnel6F0G0MVf5/n2hctmwZU6ZM6ffZpEmTcM6xbNmyf/q8f+uhXYBloST4QgFp+C/hSTPw8lEhugvpLEVSvy1OtSGlkmDWSuhDlXTKnyjFtL8q7sY6KIX1r+WZODDL4mU5LhvxSROiZk/TtgK3f2MMAEWJCeit1w21x8xl4I9v9sbduGodm+cUTMhWE0OKysRMKztVHVYSLVeGmKCVYHtClmNRjHfoj3DawmBkXfxbO1pNJKIqWXWNjcrVe+i/gCc6Nv051kF8UCEAXHFELj7yUBu/APc/+hd6enMULTqJEz5J/4UltNPnPrro33cTOY+MnbfHvgnTBmR4e12eh+Zi0Z0RzgqzxCk1w0v3+/hg5wJGKo9yViJd5UxB5rD9LHswsrkAX/t6YvOhZ4Z88DH1isRoq72gDf6vSsE590+//ieO5uZmamtr+31WXFxMeXk5TU1N//R5/9ZD5JkWtIZA/pzOSSfgaKdrfVYPN3wz0z8ZSUIua5H2odXmQGzh7fDxut0YEaXU3yqi0qkJ524G6h27DM5x+yfHcPQDv+En51Zxwqlww/EZljatgTpH7xLr23df3gLvw/lfgLVtnhuuzoTnNJqlzs5wJrADiC6O+qz7FGPuMFQhFCVXRs9XaPS2+5HyFlQ/osSrHeG7Jh/JOj0ZPZ05mfa9xafIt2+jLxyZPubOf5cPHod/lLjXRpjnN95awZc+dzw9G+/nIT0aoJX4hDW5QllggI/p3NoIJrUPxfzH8yycXbCt/BbQt6i9yvA1jmlkuJWwF4U3pdPpOe9jGKe0xlt0pMVBBq7/UYFRH80w4qBMrG9QKrmIA211KFes6/8nyUt/S+F47//q83/0vH/bEXZv7kuzTbsMSkoagk2G0ET6SddFwBa4+iv5qAwSIsxNk5MisGSVNmECtpnodoiwG05k45Uuq81N9gCGevIesm17s/TLLzC69UQeWgRXP5jn9jed1ftv87AbLH48xy1XT+Sutx1b5hS4+md5q/DrAoY4cqut7cc/8+koTSIWtVi1YYjuRaHJSszP1U7iqSdokRAfxlOVmj/xKAr9pvP2VdmovIR0QZOeGu7o2wN09gM39jW7zx4T/mp6n7zIW66AyruzcMSENTxb+nGrnxBHpMxRzZP6toRYaq6t+8EIU41DU1DUig40eIoanLkGk7E8lB7ibkxCWG1hzNrgll8RlcYGbGPeUqDCsebRPOvm5e278S66URo39U2h42Hu7yuFf6aU+H/iqK2t/StL39PTQ2dnZz9k8I+e9289tmLavYT4CDwJifzq9JO1RYiVYWFJuRHpvQKkGBTOhP6prWKupe2HY3HzEig7ylkftKmurh0yBT/1WbjvmDPgHcdn6y6kx/XwcvNJrKi8h3P3hk8cCF152H+PxIRyCyQzHY+89w4dr3hrZzKwAIYcl4FNnqvPtnDlUTf8qv8mKOlKR1lbPVUqvWfE+97Cs7LucslU1lsM9HizjmmOoof4hG+5GrpX9SNd4QimGBswXqIC9v/DZX9vhvH3FuJDf3Jw0E+uZt6Dhf4ZmGkXURWOguQ+1SdtM7+OmGAmEnqEozQ8J7S3x3PfGafbva0I60t8hCpdIe7greQlyVIe4yvWexsjyeJqH/dUDYT2ny++JObCFLDHAPzdUQFcmfu/vv6nj8mTJ7N06dJ+ny1btgzvPZMnT/6nz/u3Hg4beD3ARFuOCfJpI9IebCKHEuP2eSIfoCd3j3URAgsV7OJsYpVcIngctqD7+qUZI7L2gs7nvT1eTu5D2L3olAuBXWHm4EnM7r4LWjxvVv+S1q4WinIDOKjoD4ypT2jqhMY5eVY2OcZPzzBpYpbjJngeuIvwAB5sF+J8eKbndrjh6kIUKN2XSC0tFPmtijhoh+R1RIulSkftV9CFLURVnU50VscgErHKGbJIP5QY4q7g4mEcUWl44nM+CuAfKrDv9/9+Dssfvj4uRm5kA5VUJQSnhCiwFGiNgd7FA2kLubrUPQOUe9uSvcbB6/DZuXdHl1OJXek6hQ4iIsljsiX3ZTgwysdkOoiZmHIXwuP1vCtEkjGEJv8x9yHz/3j9Dx9HHnkkzz33HJs3b+777K677qKsrIyDDjronz7v33pI6DVR8pslAFoQg4lJSZuxUW/w5iP3wodOczG2DdES9ABDPRWHOM76IhQf7cge6+z3q83vvPa/8lHgy4G/YLBbHEc73Her/X/+ncv54d1w+nmwcEOeMf+HvfcOs6pKwn5/a5/TuZtumpxzkiQyKBLMCXMec04zhklmREDFNDqO4jg6IuY8IEaMjAHMIopIzrltoHM8Z6/vj1p11m4HsYH57r3PhfU8/XQ6Z+999l6rVtVbb71lunD+Wwv5vv5mjIGpnwAdYd3yJJfvm8bCz5NMe9kd6zvEK0oiMXoz4/trBpHvCnpGZcVz8WBiJR78jDI/beR3XcTq0pYgxKk6F2JsQlB34z5rlIQT4DMQSgKrwqcKc+DZaztiv7SMOOp6jjbP/+pjnrdluScAqYcW/dxdneFWvoqSpCIZhJQxt3g9gyjOsB5qy618ziHw06aQPkfF/QYBPvzR8yolPAMxsJqmLEEAYZVy3+Teb9y19YCmQwPIMxzxwj8kxZoFl1xvoPk2UpIah1trMfm/7BHYUtvgtVsblZWVTJ8+HYAJEyZQV1fH+PHjATj88MPJyxOt8cmTJ3PJJZcwb948evWSctLi4mL69u1Lly5duO6661iyZAk33XQT11xzzX+Rlxrzuv/FSGEUe+CtrAJI4CcDyKStA9oZsjtB1WKgxHLuubCm1HByl0HkNtnM2beukFST7qYgu0kRqYmRdpih/hMrD7qXEeKSdo0G6SNQaUWodYlNXcf518i/1U68/GNAh7yAOVeXcdf7edz8cpKRAwM+eTKk24lxlr6TgC5w4n4w9XVJAbYYZKSXYSvDiUdaXl9sqJ+PLE5NkakR1ElbiGNpGkHWVeQXfN2DLn7d6X+eJtP7EQVcNZUb1W/UxROdquWR42gIUwj2I8unXy1g2JDGe5BmpPGfT1sUKn9CyVpal6JeimpuqgHUB9AcX2pfi9CjV1ifXlW1pyrk+W7Gi+/oXNPtXMlTycjfosZDdTicZ3Pe6fDEZDyGYUh5ThnDDLVf20YyGneS4rR+/XpOOeWUBn/T3+fPn59y78MwJJlMNjAuzZs354MPPuDKK6/kjDPOoKCggOuuu46xY8c2OF5jX/c/HUpe0jheY2j1ErTdnpvcVR/b1M755OfAQssHXWZz47EB7YfHGNUjSWktvPRXd5xNQH/nJq+31L9t4UBgrfGTajDccmiMmyeFkuOvRvQGNG9eC48/4n5ubiBpoX1IRoHhx9n/4ZnZBkoMGyoCyA1ZOjMhE3EBTN1ESrvxp3dDmVgrLFOfRNJgCoaqh6A7Wj2O+m0EJd9kPYNRXV6dlETuke6qChYqZ1/xCW0MrOlXrVhsZUQ4V4+nC1LBPPUeXObH7GfodFCMFUN+Wa/xv4YCwVWI19fWeT31Vnba5TTEEbQPaVQROonXzCgmJWhz66UBY8Ym/fX3Q8hR6fgGw8qu1KySphd1rmlWK4lvqrvZevzFEcOKo41toozbGNSuluM1zlNouQ1PoejXPYX/v42Up9AfeWAaayqOABID1zhkuYMhvQfUvevuTwugBrodGmfpawlOvQxeehCuHmN49ruA9d+GEh7kI2y1eUi2oY9JsfmOP8wy7R0DLSwXjYTMuOHhbyCx0Up6aiOeapyF7EZ18O7ZV3HY6/fTqXuMMwdZVmwKqayHTgWGBz6wHD8YBrWPMfbepJeHK8GDqJV4eq/W5yuirdRu1U7Md2CXVksqV0EXTpT0o//TMAB3P13OneXutWmShktlIXCfs5iG/R+0liS6MBOkGvVcfYPhryfpAX59mEFGFmQ3I0Sh/sAyw0sXn8pN301h0b8jvAbw5e/gQwWtl8jDZyV6GQkbmxvJJqjIaiUCIFchOJECqnrvwFPIiXw+JZ6Vu+sttXKetu48g4CVRvgeTYxsIFuQOWmAQtNI8tL/i5jC/6eHpWHXJ6X3ZiGI+lpcXGupe8d6zcS1QBlcsW86JOClL4A2cM+TUFQdesCtH2RnG5nwbYBiy22/C6DK0ruVIegKWQWGSf+AB1+EP+8LFx2GlO2qvJnTcrjpPAP5cNhj90OJYeXaJDnphoIsw3cbYjzwhoVlcGDzYYydkZQQRD3EbGi2T8DIow2X/9H4op4AT5JSck0/I2k8ixgE617T33gCjRK0dHfTHa4WT/JR47oSMRZ57pihbRgiBEgdiCLoFp9yU8AyhwZdxM6+gpRBmPvV+4171pn4jktpwMdAveXU218Ug6CuuBbAaaihSL+mpMHv8gVAjrtHq61v/KqLvggJHRbgNTTUiKrkf17kXIpZVBqpF6mw3hvYYGl2QCAbTIk7gVZfai1NGZBlG+kpdNiGp7B6F/YU9sYz+BJIAYyCWzo5DySlxjPgjBjff5jkygsME28RI3HqFXB4j5ZceEeRNPJY71DjVkbSdWmkWu399nfw4lTD0Udb3pgMexwf58fpCT/hWxnvMi+0Pm4vAHINbQcGrPsqCT3gsJ7SKDgewIEt9uaKaV/SrF3AyI4h36yLUZ20FL8Z+nCoENlZ6pCdeh0eO8hHKkZLncsaAfVSis1RIFIXjsWnajWdp9mEpP9+3rUwd2OMbz4NXTiCLFIVrumJTPbyyPHVS1J0XqnmmVD5QQ3ZWfqHXx8zp9zDyPuukTTfOuuxBG1lB37xNY38r4KG+IgSh7RJjQuNmuwfUPZx6I2kdffzazxQqxqgmqZVLCNf5kYq01KNeENKVNJeljofOzrvoCeivaAGRbMnTRpLc97tKWx96ISLIyQlA3seG/MppP2Bj4ClQB/D928mYSNMfMxK45NOhpeeggtvLJL4couFkYi8W671enyFBgrhxVcFSPx2fQxy4eQBAvyldArXWlmUK6xvQZ/AVeZZ1r2bhBzDwd0NszcEHFg4grkb4ozq/Q9OHQGbNofEAli9JKRYayAiqssFPY3sPt1pyCJsa8S9XWN9sVIMT7bRHUxxgWg3qahORFQ1WVH6AnjifhjYxlVsKhCn7rJFjJHuvAX4FK7iD+Cl43PZLoMAMOKkq7EzLfa1UBatejT6GcADpka+9jkh8NexL1JK3dlIJqoJsjMXA1VQ9k7oFZM0HF2NfKYWeB6MwfNPNPzSFvPKTwAffii2Ea2PWe7wnQ0mJU/39tVXiMJTOtC1sSnJYBtfu/Jw9+DcP7ifN8CcZ5KQC7ffHROD4NqX09T6WvsmRsKLxTbVgHdA15gwBb9ELPhnQGcE2S+2DajCa+eEUA23jAuF2lpCSqU5pbakzWMSQkC66XcBDIHee8Zo18RSvCokr+VC+rdOsGHRZ7z0JbDZMOU1l9Uoxe9SSWAwdMg1kgOfi4QIzZHfQ3zcrgtXF6QSdxzfP2VoNLWnAGO0NkDDkhpSupaTJyHxcQ4NJdAtMtE13tZh8ExTxTmywTpcp6Ky8ZW6OpqNjvn0qkrKN8WFAQhukwS6GL54JvQ4yg/4xakZiHLbkBpfhTzLUsRYrEPwC4MP5aJrLpr21numdRfp0OWwuOgx5BtvuNQrSCDP+Ce550c8/KCknMuB5aaR4UO3bYQPS3fh8GEAfHjtGA545FbPgU9DpLo+QPLyWvWmbnQa0BzeuPwCjn75cdhoaTMixvqPkr5j9lp82ABeyg0aTowst4CzESBS3XPN2+trNfyzlnN+Cx8tj7FydihhwEZgGL7T8lLrG9OoOGs1srt1Mvz+WHjoSSsxfqEVL+gnPAKu3om67urOux00dUzw2pSabkvD14BoMVOFnLv/UTHmzg7l81bgQ7W4O78qFWs2RPuZluM5BFn8V8fpxtLgzQjTsK5CPSIND+qg/4kx5n6UTGk0plSm0omQiNy59D4ZZI44j8rsb7DfuueiUnVKodbMjcEbQNWM0K5RdUB3w+ChAd8UiWfKWnzoErr3ak2M9tCohfT9DXU1tpHhg9nG1648knDA5Ftd/0N8DvpDOPQyA90sbUfFvDudARwAlMHR906Wpq/ZhvUzkxxxKvJANT7sZQQV1vhckX2QvH+IhBvVyAJtgTcW0U5T9Qha3tty0Rnw1Kdw7mALtZYJf47JzvI5kAkXnWQl5izGYwmKVzQztO8Z8NBTVhbaFiseg9Z55ONJVzV4KTncPVFqs7r94PkVStPVmgflaag7Dsx9Iylch6Q7l3oK6RJapbwR5TAorVpbtGkJOXDXA1N46sX/AFuvl9nqUPxE+QBZ+LSqq6Sc+17Si/l2NT7EzlBDYCBhvXBLU0t6b2ROpMn9s5UyJ1Jp1Tx/fLbgGw1FL7s+8rO7x99MS4o6dI0Rz7Sdbgw/+1y5CN8mA+rKLXzX2JRkz214Cot2YU+hL179JgCaGbL6QTwwlJeH4jYGyI5ea32nbIOnu1YgO/lyK+HDSsTlW2w9wFdBSrqLDkCxYfaN09jrweNdnYCFOuMXTbG7UPUYHJ+g8JiANtkBSQsL3k5IGkxTUiG+05C69tnIa+rdcbOMuPBtjKgx5eKb3GqdgS4UXdwViMe0zDak6tb762qAqOv91HRlJGuQcn3dbpl1sKH6K+u9KD2+pvuixWkJsF/J/Dzx3Dt4492vKVrwJAX56o5t43kfbPz1qcuvrrgzdqddCi88C/SC8/aFJ55AskBlVhZyqwhesMQZBq3n0M+nhCz1rCr9tacyGMoz0DSwibxeX9PB0LS/YcsKCxvcvOtkBKda4M6bT8p4fnH1U9y1/BymPguEjQUad3sKWx8hkirMRx56taV6IZzYO4SZ+AVSagUfaGmEmJKA8WNi3sUvsrIAFsG9N2bCUstNdwQCSrl+CNlDDG1HuJ09tAwafiyEcPLhlr594pDuXHrlweuTVSwiHTavCqmot6wqTzrcwXoVaRBkXUOQ5jiyjNu5AlL9IoRyjLjkccTQ1eA7YIHXVkggkzHa6bgFHl9Qw6JIuSLrWugTpVD/rFdl9SfWE4ZADJBmAZq5c7R1x3X6jw9OepPpH8wGYPlKT4n/pTHmtZgvjdY9T0MiZV/G4YVZiKEvMzzxkXt9vbufXQzkgOmJhFyF7jgBHozMgAdu2td/PqVQqA6EprujvThVYk5DGjWOGbDlm9Bncpq5Z7YC6IEYaUiBpvO4nWs7ToImhjYHxnYDjTs1DkZ29c0Ia88AtZYn/wmkwZirAvl/PVBiuPEc55q3guKKUAxFF+P56sBf/lwD+XDbmFBAvAJDn+PiXL43lNdbnjm7vYiNAL89zDJnQ5xuzRKSmy6xsCeceBqSwVCXWnfMxbDyvSRH97TQDTJ+4yaHQRZNM4Qg1c25ry3dda2yHH2c+6xrnGFQzENTchr3RjNTGnd/i8yV1ogxUfKTdphqhU+7aRMTiyfn6O6oC1Hxi7rI77qDx/H9M7VGQYukgEVL13HEQXsBMHHSG7/6iG+7J/Q1DwrqRQ2eZkCWuc9RigjZ1iM4Tw1S57LSYr93GIxiLQV4r6wWrnrucyFraYiUTcNqUcUTwsh3rZ3QY6pmowFaW58hyzNyv9YbAb1VNr+d4YLbF3Dgfy6GdpZ1tyQauax3ewpbH58BGRAcaKAC0gcbzjmNlBt9642htPwqA5ZYbh8XilFYDxMfslLE8q2kD7ueGpfUHlC4fyDHWAi3nBMw/8UEfx1n6ZgbcNbta6DSMmn6AI7p3pklnyX4TYcYU887g5uvDeBHxA0MjK890AycQ/hfegpGnxxQ+4VLXbYD8gzdhscJOgNFlokXDaVdl5i4nelwdIdBYnQyEKKNxtYW2ZF7kFIKoikpive48YFPXUZrQsCnTQ3cPi4GWXD2Nch1a55dNTA1jk7DN42NcA9SqcpyvM4BeE6EwzseuONixl57GheedQgXnnXorz7ir2/9ty+o2iL3jwp82lkrUusQSbp11vdbsND64JjoKmgYUO7ukTIRt+D5JJmIAa0ilWrMPMB4NqSrek2FDmociHxv6sLIlogB0lRwJmIY6q1sIPXuWlZLeFOdkNDC7N/Y7EPfbWAK83ZhTOFEQ889YyxammD8KTHGvp4UFL8s8mJ1Zw3itm2xFI4I2Ku15f03nUunBrafxOzjr4rx3kLLzPdCOu4TY9WHSQdEOTdeW4uNQMCkrpaT+8K/33cxbAV+4saRXVjbgrkF2vTIgLQAihZYCW+Uz9AUmg0K2PRBCO0NLXobfno7lIW6AS/4WYfveViH7HoVeA+yL1JmfSAMbBnjuy9DwRU0ZnYGotuhcZauSnDngClc/9nJLLtrPc/Pa8foh0NZYLqglRegQiXNjIQ2moZNRs6d515Ti6fy5hvsK+KTb9i4hdatmjbuWQ8y3nMJaKi/qUZJf1fCVDaSyVluffo0C8FnVrlNQrMJOfjFriX0KnyidOi2DsMBH15EC6BAnl9zd5zuQJGBTs54L8WHiMZda7RZjUVSpO0MZNtZjTMK/bdhFObuwkZhX+SBtkdc4yxkITje+z4XB3zxQuhj3QzEPZ9n/STIRh7MFgs1cMbZ8Ny7Br6xsKeRBVho4Rv32nxS8uSHnw3vTIOb/xBwy9NWXPsMJJxRBl1UFarUXWNTd42FRlKQUaVpDQlUF6K1gUVWiDdl1jPjFART97W9YCpswKcW3W5Jc7yrXUgDo2lnyZzpNyGNH0bXc/Kjhn9fbDF7uh0yOvEVU4hBx8NjrPosKedvYXx3Ks1MRFmUMSDT0HNojIVjolD9rw+zp3vW1t1/JQupIdRGPgqWRrUkDHQ9JM6yD92KbG5Eou0T/EagYGrUWwBfBt3L4USLrKfUa1g2EOkrYZHXtEKelxZvKS5RbH2RVAsLq41Ppxq8xLvcv91A406NfWHg6TFuuiyQrkUzgXr452178btxRkQzqoEMuPgG6HBMTKTOWpPaZXsPi6eAtTPOgufuh98eYoUctMhCuWVAnxgUwB23xsTCI+99ZxkQg1teDIVpGAfK4PEJR8n7defUXUXThCHitqoSjxqLJngOvcb9La1IuCnZZgte0l6zB/k4qXPjJzrIhNYmtHvjUrMyae0si51lWbt+EwU3xpi3KUFJaSX/vthSV1vljYHWRugCd+DsqveFnSkIP6LtoNdfjp/o+v4ay837td+ux2sOMH7BKi6R686hGadMfMajDu8tOUxl2XsJaTG/BeEjFJuGZCLtUaFVr7qQleHZ2vpqSA0Z9P7Pxz9Pg89uadqyxD2zTsi9yrdSYZuwkGm55uTIuVV8pbHKS7uNwtZH6+wY372e5P7PgC42Fbf+7qbZVNRavnwmlF05gEcnw+qXk/LAVsPo6wJOOgUWvJqQydIdnrsbyJb6hma6U/aF719KMu6GgA1loU89xeD+I3MEdNzQE+2RAAAgAElEQVRiYDW0PSAGeXD+xDd9mW4/BDhUTYwKfEVjHIk9VVVIMQKd9GlwQE8jgh36Pq0rcErR+fsHsjBrgDbWk45aI+6/hYlX5zHhsBiXX26wb4TYzy0/zF/J5pIK2rVpxh093qDu7gQF+TmY4YaM4Tk+nFHvAHyYgDtHsQt9Kq3QghWwzUXuexPj07Jb4Ky7VmzfA9aMSBM8mSs65zUFGu08BR6DGAl0Msx4zoVnFUhIocZa29Jl4/p6Ar0QI627+Od4118BT/AU6ChnoQnQysr3Fm6TKLeijr3Jhar1cNIJ+G5cIQTdYO9hLrSJNZanMGgb4cO3u3D4MBT6HROjtBZWz0pKd+CZcM718NQkBHDSGDAd74rHgUOB/wB7w4lDYOp9MOzigK5NQ565F2gDrYfG2DAlKZa+HE48B6a+beRB1yB/LzXiJZTiXf4ExPY2JEsEPKIMr8Ow1MoOvsg2JOPkI5NOyTcjgc2GI0ZaRnaNMXpCMtWK7bHbW3LhtUUN3U/FTvYn1TiGZlZo23HIOtRQddevlyp/9e1ihgzqgfmDgS/w7d60hkK5EHpf2xjJxUNDXEGBtTLrjVm1D1caM8wQ48u+lTymnIH0yPeE+7ylVrCOTITv0c4w+jzDhHHucyu9O8Q30TX4qslapJeINq1VELep8VqN4LMsyphUsDIfwRPKjADcX5Myil/c+jj7PHKBbF56/CwD7S2sMx5rSKeRmMJe2zAKs3dho3Ck4dbLA8ZMcNRWBaNaIAaht5uUq4B9oLBtwOY3QtgPAX8UDGzt3Oz2Fmbgd6DmEpM+0P8cjv77ZI47E3LT4dl/4tN+rdw5NiEx5gakAm6JkfCgNTJpBiETaQ6+fFuJQuoWazVdV8PxR1hiAUz5EiFUaR0CeE+hwAjS3drIbq3pOU2FNjXiwgZg/+PnRmVlDe9+OIcTjhq61ftb0PUMqqolh1jfeqonLYX4moosPCU63503y/gwR2sedGctRu7x3mDvb9w8fXDKAVx510eePZnAi+KqyIvKrmmWoxLoCCeeAFP/Y2SHznKGS0OZPDwmo5/BhX70MBKKqYqTehHFeKxEsRoQXEOVnToZf4+KbKrOZOFjM+l1w0jOPMny7NP4Ir6WRgroKhAma7qFuY01CoO3YRS+2XWNQrubY6yd68p5tyBfexrZJYYigJLuxiHQFK6/znDnGAvtoPfIOAteTsik3xuyCw1Vr1vOuRaeesCdLAvaHxxjTXES5kPePgHlm0L27hFwXD/D6L8nee7Kk+hQM4SRb14vBqipEWQ5lJ+7Do6xbEFSvIQ0ZFIq4UjptFFZdFedeepJ8NJEvCR9lCmof9PCICVqaUcsrV8IDKyz2Nk2VWdQVyd+eHr6r0t6pTYkDVejrEld+O3cLu3A032GGga3t7y/JMaiz5O+m5QThfl5/cOvnl8/o4qoWDyQq1JxSkRzQGzBMQElr4UevM1A6MTfIwZBY3itRVCSmXpB0TqFaMajDVIkp+fv7j57OeKtGPzvScRoJPF1NbqU8xXvseJtKq9jU2NrH3aTl7Y61n4bygNIN6mW4My3kAudW8a8MdDFUwl3jrGc9ic45RRYMDUB2XDr7TH4DKpel13uqXsQPKCbHHfNnFBy3XmG8i9D+A6+fCFk9P1JLj3XcMbUKYxecwNsMtx3fbbvopQG1FqaZlnBLbQwRysblZ6sE9sg2YHewAaYuSrm03vKLFRXGryKdXPjjYGSZxQUVGQcMaY1tXWkp6fx3JSPG3eT27tja0GPoWFr+X1xjVFwoKnliy8sD70Ai35ICqim/Ai7fQYBYPTYwIOWm/FgoNZyROs9tDy7FZS8FXrP0bWeR3tF1uM7YutzUHBW77G+L6q3aJECJ1eARUvEE0m49/8kwDSleAEWNSZV+IxECK0HBJx1pIXaiJdaIHOkcZ7C3tvwFL7cdT0FjjGYnmDfd5+7FVL8stq5sP0Rt34Fgr7/ZIQ8EgcyDXaqxJpPvnks5419vWFsqSh+vj8vddDt8DhLlybkQa+Sv7XYL+CnZVaorLp4O+C7Ni03orGgLmax9S6vsue0ilOLqZpDq8ExNn6QlAmlPQa0T6JqLo6AJ09ow+gPiljzadJLsx8E2ZmGqs8siRn1xGI7JvRpDnFGQUMtgw8XdKGAr7Js4z5fU7f7KQdDlZ4cMq91EI26hlMC+MH64qQkvnZBh3oPhcgi20jDPhhRopemijVNnIkYvworxqMen3rWz6aXq0akBplvmh7VuRPDd81Kw2MfUeKYhg4JpG5mORICZloy2jZWjm139mHrY43FJi2jbwlSmgI9h8Q84WYdfkEtQ7gImxGdwRWW296KYwYZzrvudYadHsh7hgFN4LG7j5SHrinAZoZn7+hEv1YJSWstgKzBBnLhp69CcQNrgZaG884HlsJ1Iw0d8mOySCziIWjfwXL3VY3vNgUpQs4howzH9kp6jUel0dbh5dIcKevcCetZ816SYKARZmMXAz9A1ecWMtlhgwDO4EYXl8UzG3XoLhhDdjz1gDbI+elghJNh3XW3Nkx+tpEybMDmf6723AtVk1byVhQ7TSJeRXf3c1u8F6BgrhozDa+auGtaYsWQqJKXep56XA1D9BkodR28R6bGQa8puk6j9RJNDORZ51kYyDf8Zu8ANsENI4PdtQ87NeqBuTBhtHsKFXD6oJBxdwa+mKc7gvYnEGQ5DVmkg2HMI6Ecox18+n4oYGAlZB9ouPDGtwSgKiDVM+LMiav4z4pAJlkfGHNAwOTrWvHWxZcKgy0BXXoH9GudATG46y3L4LZJz7JLNwIoaZv2KG9eC5qcG/z+k5ZHH8KDddpFWeNnC7SGfdoGYuTqIKy0sNmk2pmRhLcuuXinbnF5abEXiNVrrqUh1VhZktpIt9DF2Z2N3O9K64HIONjXQwqb5m3tdFsdc9+fLOcYCWdf666jgoaeAvgGMd/gsRqtEwnx3pi2EWxmUjyWVsfFGjRpaaAalYkYFE0zg89aqNpzHt5Qx/BEKHdvbvpzwJ+vMD5ro+FKEwvNLF874Z5xT4S7eQo7NdoiRU39TepejJ9kGTc99HF1NJ77DJkEtbBv70AeWncjAp09kBTSHKj62sqx9cFvROLmfEtZucSqY44PuHFyyAUPF/GXBY9BBwt7QUW9ZXN1PelDDelNDe8tD/jyzqcpPDiAWkuh1vlrhaJWDuchxCLtUBxDFpcScxQhj+58JZCXYb22wHw45GBkYjs0/chHH92pW5yX39y73lrcZPC8AC2aqkaMAHjBkSyH/MeMo0RbyIH0Nidx/JH7NPoaljZ7jomj94FMePoNQ7eT477wqhnyrArdV388vlCPZIZ0sSsfREemTd3LjeuSnkYN/hmpdqIaYg0fNMujmE155P96HKW5x+C25y0vzw3kXtQh3BPFR0odMF0GlDdWuHX4NjCFWbswpnCk25EGIyBSHd7VHoIo/h4EVw833HOTlUnT2Yirn46kB53y0IkXwtSpyG7uqh0plni6de+AyoSlXHEDg1+kVciOU2ZTaT9zuEnpLpBvOecgeH9pjHVfJznrFHjmX/jdS3eOEgTZLqGhu6m/axpNMwDOEARDDeFMKy56E0vLNgH3HtqJs69YnjqGnbNz88KMMJ4LoR6qLg5XFp4ycjXufmgJtlK8LSI2Uw0Zextq7v51zkTq/EcHsNaSc7jhmhGGcY9a8YY6GUkfpiEYhoKDW6z3ClRbsQ6pVfkS10gWMV4qn6/qzMpeNHjQUY1yAgk5SvCehJLOVKbuJzzJqR5ho9bgG/Y0R0IG7UbWxgifZIG7jha7ac47N1bb1EPL3s9wxuVAS0PnI2Ip5t++7QIGFHaVh7QXEjosRQxGGwN9DQyCqa8ZqZq0CDj5FZBr6TEgxobPkpTPt6kcdLeD455i3AuCHkhF4hsxHnunH3P/vgI7yWKnhbABnnrFsO7NJKyFZ6YbAbXauDCiufEo9xZ8STL4UuFsGlYDBv7/4XfWq0cvhKJZIWdfubzB3DAn71yc+cgNe3ruga5l9RgUdFMj2cQINbvEeoO3xfoMRgXUztxOI7XR8vQDbalcCONuC8XjqEG8gFZGcKIkEqfnIwZU3XO9bxZJRypGo41sVCFKqz+jGpSqW5mHT1+W0LA5k/Ij6pD5o+dVQ7EY9u3rPITmiBiPVrsmEQDaIJtVa6C4sajAbqOw9RHp0NM+N8Zz3wArLCvWJeF9oA7a54dc8vYyeaAf42rejTzoTRZ+tLDGCMU0DSixjLwo4IizgJ8Mi39KcOKpyANcaaELLJ2dlCKsbvCnIwzhpxaKYfyUkM9/mke/Pp0AWLdygdCc17uYuhBoYtlvOHI+nRhKwQ3dtaW77xr+BO6z5iG7SVNSNOiUi6o9HRQU08pQi/AjtjFa9Tl3m/+/9PY5DZWGdBdVIE69h3rEAGwwwvUvsYInxJHwweAXXSOHGSFYzdmT18kmUIYAyEr3LnWfLYnswFlW/q/0aA3PNJzQ0EwBR4PHRDRk0HJxfY+WaP+8lisNLzCjzyqLFDCtRVXfbHQhTJnzbHRkIZjVXMRzWAHU7jYKOze0nHcuLCpKQDp0PDbmqwENvPwg1Ey3nudukMlagWcI6o6XBr0Pj/PJtJC3p4LpBiw1TF8qYcBT97aRCZQJrIQr9jOsLbWC9u9hYC1MmgHmd4YLnzYMf6IfzEImVAvIGxrARsPHb1iZQE0QN1hlxioQwwNe2k0pxuqKq9pPJTLpKgTESk1I7YKkGQPXtckc9suTZdLfL2/we01VOWaEYfSrMcy+xocvBe4FUclyNWpaK6HXXiShApvwRUeusOrxm1vxwL9e/8XraTD6y3v4Dm84tX2dNgtu7T7nCivegIZmuttn4FOVKpYSVZVSfoP+XUHMTHztRhfjeSba3TrEK0lH5fQrEWPYRM5XN8dKXYpek56nheGJa44hvr8zohlwwumN5Snsvw1M4aNdGFPogweOuhjhmytKvszIAstDmGaLrTzAn/A01QCuvcVw962W311r+OeHbkdfgFj6zeIZZLc2xI2hbLGV0tscOLE3TH0OyDb03jfGgoUJocK2A1bDSSfDlGluIi22vouT1uZ3cP9baj3tVRva4n5WubU6xKhFtSECfBYgD19SHG1aqruiMyr2u8bPDzPMeBBRy4mjCkPRZjK4c6i+g54fd02qLVkhx7BfS0GWelTbvI5RRlK2ycj9aYZH+3ON3/GrrICzG6ws6hzEszB4Q5aFhGlxOOcqOKL5SZwxYYqcLJr21AWvOIXKwyu+oMYpWiym9ztK91agu6O7Lq2+1IxOC2Az3D4+xrj/hNQtaCzN+YBtGIUPd2GjMAJPCNpgPVJfgMTqulOUWMkg/Dx/HCKLWCXPyyP/a+kMifZHVGKRMhDrkUmaiTxg1S/Q79Cw6jFKc9Uekb0Q11Hd/QJ8v4ekO3Zr49u/gUfCtZuRejvDEKFalVQvw/P2HWGo+8lxFt/cOD0DM9xhHQWR61bDE61FCPBaDk2M7JCZRkKmtsZjICrIEgP7QePn6R3T49z4WlIqUbOsNxAGecbliOtdgBiCdsbzQjoYEZbJF77FnLnL2LN/V8x+holj87ji4DIpusrEy7ztgWShtKZBAVN95nrp2o8DfDVnLbI5lVrR1Vxl/bUqjb0JYhxzofuhcaqTllbZMKBNkiemGNjSWJrz7rH10QsvT1aF7BrtjTyQWuShFFtfcJQVea96C3Vw/PHQZ3hcCoyaGMiBkcPxVFgNO0IEyMpEgKFc2cX+fsVwOo1ytGoFuVxI8td7070308fwyQ130eSogI6jYiLLpepB0c7ZSs2uRSZ8eyNEKoPn6YNPfxnEu8GdPwpGquZiApao2MivjJlT7xEjmEZDFSto2EVKDWVNZAeMG5/XL7Gioq3XWIcYjO0YN4xKiE7GCitVm+tIeRwD+gXiHWhmoAApXXYhzflHCZ5x08HPkN7mJPbs3xWA+hkJ2la/w9B7YmK4AuS7E35NsREPwtenqPegYKTBhxra90HTkFkSbtISCW0Up4jDyedCm2NinHUBnNAvyZC2SXq2SPLqAklZE+7GFHZubDHyUPZG0pJx5GEss95V06IWg1fMMfjqvmKY9hDMfzGRqst/+Io9+eQl62sSSvCNRNXVL3YIewz++MgsVr6Z9CIc6kZ3M1xzdZ1LxwErLTlt+nBin5CzB1n+dBo0PySQydPReC9CQas8d6xVzvXW3oWVkeswiNECn66sxfdKVAwiEwlHGjFGnHi1BzjViynCGyvNiqgXlOmMaZ2Vr7XWp+aqEEBXKdpVO+DNqmK1uuPuWX6/NikbgKYHEwiVXUqQefxZsJ9ZfrNndwAqqwT0iMdj7DWwG0OK/ykeTgJx92sRvsAQd84P5Thk4MMP9T7r8BRmbcJjkTnhMKeUSnYn2WjoaejfJsYZA0KGdMhhc6Vl2jxJTGypDiWsSdttFHZulDm3cY2BVcap9uJTROopa0pPF41FFttAfD45A9c2zHLZ23M47jwEJCvAKRshnafUNS9BFpnuIiqvXoNMhg5GPBhtbW6B9oZHVhzHxnKY8HHIpNmG4sqQg442tOoeyLENDesJNOTRSj8NYZSXn41gGSo5pzub9pLQjlAupbatitvo+OyaR/jzn40HzjRe1uvTn1siIcMyK7l4Be6i1GxVbtJr2s7x0XW3eP2Djkaeh0FUm3s4oLYUF8bZFLnKviM3csmy9Wxa/Aw52ZmpY949cSoPfn2pZIei9ysNaZa7wX22LLwHl4E3sGnIYlfRWiU3JRDw2HEcYnsbeg+N0X5UjL32DGiTU0C/gp689mMVVfVwygB4a3HA3UekC5GuerdR2LlRjOxIC6zEsEUudIg02gA8n10tfQx50Asix9KU1EbgI3j1deP1EiuRCfKtO04untVWjcS2AxAXX4uHiqx3Q3V3nW955B7L9GeBuVA+31KQFTBjseWEPqGEL92NXEshAkLVIJ+nHA869jT+M9XhK/k0JIojnoKGJrqju5bwt7z567UQQ4+8hHtPDvl03D/8YlHvQem7+vkKjNyf9kYK0nQBgc9MZLl7mANnTt6+iTv4yMvlMzRDNoIqUhoGmXHjswqquJxsiFu0b9ecvNysBsesr0/Ke2bgPcH94JZrYrJZNMWrR6sXEBWQ7Yx4RIoP7eE+UxUeS2lrSBZbFsxN0rVpyP5dQ3JiOby2bCHt8y3Pv214+X3Dlo9Crh1Tl5ozjQMaD9kG0Pj+Lgw07oEQQgqNZBoyRdJ7w5QkZMLtt8cYUHUu32Q8ydiXkgLq6YNV9Fh/VrRejUaATIiuBuotT195PGdfNw2awB1jYtxwfVJetzdQ4kClLLwYh6LVTfD9FAxeW7AWUKbvcreQil08XIgHLLXOXsk2w93fthjZkcBXIVYBPQ32edmOzXEBGb2g9ivr8+1O6NR+27i5Yo4KBNfQdJsi7wavcdDWSIVhhgPZMvAGs6WR9ztZPBKRqtbtGGag25XjeL3GCsgcZaj53nqhkxg8dvUoLjjmrQbvf/n108ipa8KGvJnU1WZx2THfYA41sAkev7sXT/6wiLv6TOaV6gu48z4rhm6l9YZXMxeqXaH1ETpXVLqu2t2fDOQzK4+kPVBvRKbNbUqt2sbYODOZot67cG03o3GnRoA8iHVuQfaDDfNCcfmbQkWt5egpjzN2XFK8Ao2RHfB1zKWIO6rEoEy8YnN3A4ch7mg9nH3/NHlfgWHe+qQ8+I5GvIfF1hOH9Lp0MW9xx1XxFPVYksAmI8q+nS2tBwYeiyhHNBW0j2UYOfZCpOBHU5kWTzNG3mPONaxYXcQ7Z15B1R11Qr/WUELVjxs5fn/Wz+6bxu5a5JV091+/q2egY731upF6vTsyuhvx2ErgrHNIues1NS5sySBV/NSmtkODt056uz/F9T9R0mo6YTJOTsz9v1o+0/mPLuLDqZZ97jqfHrFRPHbjHhL6aSgUJTdp1qUSocQ3R8LM6GYTuPcV4wHIxcjz3GRgM3TrFOe43qGfJ9mksjm7jcLOjASSslOhzkUIrlAg/1uxOSStLfJ/11QlNSkNvP44TLp8Dx8rqmtskMn8Fdj3rLiKm5DJ3d3yzPfIg1xuJRWok93F+XaOFQ3I9kaMlQp7KIgYumOtskLN/RQ2rEqSsafxDLnZePlxpUFrUxI9ThzxkhTdV9GVDDjk8XYc/sBEAi2b1rSasiEbOR560jYEQKvw6bmo3JrFM0xjSGZGawoqSYGn7UfE2KFRZFMZoBZ5xmsevIdPKSaA7hAGCZ6f2ZHp/76UJ2f0pGX1XhS0XEx+0WEUmx85+8hpTJgex8603HnOFFhv+fuVIyDbcOEDb3HhNT/6z6YLXY1BnruHcQTMVoOUjk9TR9v3ge8rUWLFU1gKSxcm+ddz7n96j1y6d7dR2Jkx0HhQJ0Ru8OdAtuHQkw2t8wz171gfCkRxBYAkXDR+ntf417y/5uJdDYKdZAU4rEYQ6U9IWfW0mPF01aR8md8GPH/gyQK+qYSaHl/7O1QhE2EV8v4lUDsfT5jRTtkqThLNdytNOEQWyxZ33FwkdfcVLJ2SgDjMeO46+QyzbcrA5A4NeGnazMbdY8166ALJxu+aGt6o0VOGaQaiuFSBJz65e7B6fOPSoj8fn13/sPyQBfdNstR+UYmdabHzQv41tj92hsVOCWGtYdjIW9i0sStHPvUo8Xg9x57wJKePWMXqtDlcf4Scv3DD65SWVdKyz2iohz++MEsWbTGeManp1zzEiEcVo1X9WbNA1UAT6H5I3JOdwHsOTmsj1YFqrpVNIRtfd+E8st1GYSdGRkc8EqxlrglgoeW9f1n+dq8l50i3aEtdWkxBtxhMvHGo3wEVvU4gbuFAoBLMvkaovuut7wsIKbygfqP1eWvdBAstp9/3bxEB1ZgT/ELS82QhIJdmLDpaAUp740U7NI6PVt4pFx88FVpfrxkK57kc/ODdqfv1+fhHwcJtg4dx6vEjGnWP7UwrC0C5GnV4ZSFNz2kHKQXd1ECoQVN3ug5OmbRjk3boUZeSfZSB3gb7tsXEHOPMGC4e9T3vfThHfo9B0xbtuOKkDyEHupT8OXWMy475JvXz7589kjfn9OX8Q+cLULzReiOnIZaWoGsfBy0dL3T4RjPnpeUaaAoXXgjxAJHxUwVrDbvykZCkFPFa1TtVSrUSoOobCzSO2gbQOH0XBhr70rAYJ0o/1Ye6EZm0CtzpZP553by2ECtDUG4VC9nggCFlO4JPM+piV0Uf615XiKey1uIpzpq60p2oxr02zwilWtN/6rJGP4+m9sDrFWg1pX6O7Mj7VcOkDOxcmRdfTJ/E0FsuhiywMxo/VzYXraHZ6R08YNoELy6SgderaIVXJVJyk1ZQgsckLNgvdnyujp7wDE0Lcnj8uRnMmzURgBde+YTe3dsxfW1PbnDegBlqsJ9v/TxmkJFr2RMJ1RQ8VOOqKVd1/aOl0+oFxJHuWE5bke/d51Ml6JZ4A9PaCPak+IHeS51DAdpRfDfQuFNDLXc0H56OLJpqPLV5AB4zqIPb7oox9u7AM/P0oatldzUHIw6OxK5KYolgB6mwRZ9FDQ2BuKZ45eNSPO9A6/jTESPU3KZou3kHBT58Ubeykv9eXBoOKQimBklVnrXyMt0tDmvZZ9RFrJ7yk7/+Ro7Clu39dSdJ9Z9IpSb1vpS4a6hHSsO1mKgevhj/BHaW5chz4Nl7Om7fBfxsTBh9Fq+9/VXKIACcdsJI1i26k98Pk6adr7z5uffqtjY0NNCO3CEe2FV6eLToS5+HZnpCuPHPbg6twHMoVMdSeR3Os2rb2x0sF8maqdG0ka8NdnuqJM0vf+3KQ3eiJL5EVnse6K1pAxNOiPna+SNg1eaQ8XeFDUVDFIS0pFqzz3wrFGsfbS3mujkDqVCk9f4xcocHKSZdalIo0Uh3Fo1P9XyKbH8HT/7pWNhgKV9pxYgpkakeIdjsgQcUdTFaZPEpJ19LqLXeQXGRcgj2kanWvm1zjmg/bvvvdS2e4q2bbxyvApWBb7Bag3BHNgJN4PPbHmPvw84F4M3fW84YuXL7z/+z8fHrt//X346661Hym4i88wlHDU3VtLw6/YsGr/v0tYkNKcvKDFVl6GjJdBqSTmyDv//OcNw+yfLMlR1d+OEA717Gp6I3kmpUO7B1UlrrJRGhlxw8IUuzS66YbbensLNDMQK3kxYeEzD5nj5MHDeU868BekBhYqA0gBkATTMD6pLW7wrq0qoIqMEDRy2NUHg156y7voYnDg3fMD1JxUehj/O1Mi/mX0MuDeW+dCE5Eddz//aaGAOLpCn7IZMzDdFdXIDn0EdQ8EV3zvLzIIEYDzUaavScUSpatwyA6S+O3f77rJkPxW/K8c1Zgsj9U50HTUNmwD5HXADAl7MXc8al9/LXB19p1CkryhrJy3bjhIvk+1vvC3ag3aiOG+Wl39596UqG33yVZ7mqZ6e4hwKD+hnV6LXE7/xq7EssZ/19FYSw156B4FZrrYSf6jHEgeaG6c8gDMwQ+T/uWFEP0An3NA5TOPqXbYd9I9x1MYW9gVpodlTApjdDcd9y4axDLa8tCrhmpGHip5air0IBhVpZITBp+WsRwkSbb2UyK4DXlFRZbPoAQ90ihK/g8tqpdnS622hYoLu/xqa62xQgiyce+VsuDXX8MnBFRPimpTkIiSaB7zikdOFmyKRrZeR/9Ygx6At8RKow6reXwouT5FzLnv2GLr322vH7fkLgZcSUGq7eVZU7p6oc6aIIPKaxI6OybDM5TQp//dpOC8jtbCi/85djBnOgkdDQ4AVnFZxVL6CbwwicKHDKi7DIoh2IFGhpHUp7oNo4DMtKpWpnpLCq3EI5vPuXP3LYQ3+XzNS+RtLc4NOcmhXrZCBtN3lp54arPNv0Tgj5cOtlAWceannmAShbHRIYKJorAN6Dpw6hc4T7tKoAACAASURBVEGM9sNjsrhbuZu3yPrKRt3p3S5/1fmGuh+sMNtyjCzsYvcajQl151ZXXXUKwRc2VeDjfv277hLqUThiTsqNVANVBRcfa6ErPrui/AS3+E4/h1Sx0h9GGB9K5cKL/3DHroau5w/GDDOYUYaykp+2+3bbV0LfZFZZlipQovUIivG4eouz/vwLB2vkaIxB+OjZm2GFpeL9/y6sMKfLEnvs7f5izMGTySxeUUrDzjxJ6TLbvVaBRoN4Dt8iDM7mRp7PAiSrkECwhTykwUtIitty2MS/p8Bt+52Vkn9N1SrTMwRKLd37x3aHDzszbr0r5nsAtDK0ifXm2Sdxbq1h7vqk7PBJuOL+L1nxcZI1Mxwbca71OosZ+MWeD+RA52ExPlkR0HyvIMUTGHGuYx2qapKlYTm2LhaVYlfJsARceIV7jRYHqX6C1mho+W0mHqzrDNRYPlgWl4Yh6n0YBJSqApZbnp+I1PFnwP2TJUX65dinpC5EuyHFELCzFtgI+Ze12rGbruXkCr7pYlKab1RsZB94+vz/vfcaJhOsWf4jb025mLqaKg547bYUnmP2NZhDDOYII02UVlkefn0wF43/wT+zOJ69GsP3ptTnEq3rUI8u33DDGCNeWolt0CaP3yAt67fACcfjn/sAfL9Lg6Soy/FhYCfjMzWu01f6bkxh58aY6yOu4grLRaPnQQ08/WAXjj/KMqpLNwqHBE4eC6l8K8Hz2DPxHAW9n80M/feP0SLbsqLUclCXMEUSOqvHQBF/7e4erhJaFDxUt9TQUJU5Fx57Dr9YAjyopR6Eot6JyLXMBqpg2XJH+MnFM/ei6cohCFEq26RqLPb+6zl+YuchXazbI4bIIkDgjowogUcxE53UKh3nUm32of874WwQi/P0wgGsy/6Cq1/NlQWmYquV+KrROFALv7tptnh5KvBahudVaNZJQdMi4707DRksDNnfcMcTSNPiXkAe9B0Vl1RykcN8CuD7DXEIIaMHZLc1ZB9gIiX1jpk0z92vIsG2HvxbE5RF++PCxG6jsFNDU4mF0PmomLhi6TC/ZCXTPoP7vljB5tWhZw8qsKdEEWWlqaxWGtDcsqrC0qdFSJucgLeXBPKennDZxG+lpyR4zT9l8WmlYgmyQ2fiST7dYI8Rcc9mBO+O6sLVkm5NF5YjRqCJEbfU4vkJe+Gpwy2NTMrBCMgVQwqTso2wMFu7986LHF9Dnx0YF5yHV31Sb0gp3JoRSYe0A//3k9McaRh8VxxzkWH6fMsfPvqB6nor96kttDo05gHOCrwsvV5nNHugWgea7tWQrcw9oAx83YKFr6aFghFUCNcgo59h3vKEGIhlVoRVDCxdmmDIYEPtSqj6zlI1w0qokYCcpobzLkXIaUnEcwnhihfLZO5mAKt2ewo7NyJg3cn9QlmQpXD7xBCqDHOmJenSLSbunaoE6T3TuL/QePGVJLAYSqtC3lwccMrAkLLVoTy8echEqwOWWiZesb9kCJTKqzJtOXiiiz74RfDjOwlfKKWGQcVRNuNTmMpiVA3CzdYbnvbOt1yFEF1aAC0t551gJbyIIfegzAogWGU9EAgyccvcfasFc+72T6DHzrHcPDrwRkUB1jTEtXbh3McHPrLdx97WMAcZKIHZn4TwBXzygaVqJUx6EqkuLTdsLE42rMfQ0E4NWOpgeC8uwFeuKs9ApfbzkQ2lnfE8jWrgG6hdjdTaqMBLhRUSWrnhq08tFFpfrFZmoQYqP7A88TCcNwJoCY9e2V8MfIUh1t+kMl27jcLOjDJcisfQNDvwgBGQ3hn4DQzrmOSdw69yoirG8whU9FSbu+goBT6ATUss428NxSNQHoDutO0NV771ERfvDRyIFzEBz2ZT9tvayHVGyTBqNAy+JFdBRw0pdILrNRdbQcfbOTCx0MBCyJ3vFqACYk6YlDokw2Lh6WuPF1WqaGHPsh245VuKGHd0vW+8q92ptObBhStDDj1v+w/+C8OcEMjxWxgIrTe8dYhXprUFy/AhnNZoqM6iCsuqMUhGvirdsRNIdkENgrJENcOUiYRgPY3QotX41JLy+vJ6GQFktxiogYNONZJBKiRV5/DEZ0AFXHzTXKl4XW5JzrBSL7Jb4n0nh0VIJVWWtxdY2UkdMl+3BsaPivHsC/CXpf8Q9H6p9ZWQWkuQgZ9kCjwaYJ4AlHxDw4KVPGCjpUfnOPs3PYGTBiAt58CXR2t/hqgohyr76KSsw2sA6GKChrJviuh3JwXqjT3LYJ8NJVTItpAFDy69TAhX+h79HBq+1MPZT7wKq/GLxQDpEIbbF/c3adqS1ct+kI5M4EMHzZq4LEwsnvaLx9ieUVVR6rt0V1rPMM1BUocZOBl5KzUrOgzyDPLxXIOol9Yev/j1/ldC61Yxnw3INeI9rLLeK12LVMfWIF7Z9/jnVQvls0LMlUaAyABmLLHEusHxp+HLzVcgGYzBSGpZsZiWcmm7jcLOjADZhbMM3ZqFtP9NAHsY/vJb6NIrYOw7SegKP7yZFJm2qL6/VqdpWKGIv8EDaQrqWXxRTFtxMRe/n6CgtoAv1sTo0TrO+RfTcNIZfB5bn5NKqmmooHTaeryBUHwCJA1ah6TIXK+A8RNCERxJIuBWHRJiLHXH3IDveqSptzpEe1DBNdznLjCsWL1xu297izZdpOmL7rR6Ty0psK++tnpbh2j0yDmjqdfYNIh31AbRfVxBKi1NMRIuaRXpJmTR9kfCPK1cTAcKIHdQIKlBFb+ptJC0bPg4mTIU+x8AZxxqfRgYbaCrJdROBu/GMYGkM6uBT/El0V9A8l3LtNfce5JAYCS8W++8iObO81sm17jbKOzM0M/f0vLEZDikaxIWWWavgeU/hPA5nLwXngOvlFKLr0wswbvq4F1wdTkrEcOjSPU6mwL9ivNncUq/kMXTEzz+MPQ+Ki7gXnuT2jknXjTUx7alCC25H343ivIbHFqeQr4XW9/gVDkNNYjKcJ279hIkltUCqn7GpzadIUkBoKrjWE4Kv+jaqfV23/Z4PN1nSdLwIJ4CjZlw/es52zjCdowKK7tpEUIbXm2FGBQ3nnGoIVc9XkJN61W+xte96HOshoovQ54+qZ1XcypHjHAbQ98D45Bm+OhrS1xTlunGG9tqK0ZHU9AB3P5QKF6EKoerDkY0U/MT0qtEG+Xo6leD7bCo3UZhZ4aKZs4GyuGJVwUBbpXrcII6OL5Pe1+QVItr3YZMpmw8LVcXKHj8QFmCiikk8QBlC8N54xZx3xPu/f2ck6A7aB9gCFz5t88lXm1GyrWfd+UMnwtXqq0WxxA5VwZeJ7KLe9h9DBcNxiPqnY1H1dsYCZGauf8pZuHa0pN059OFtNGybtXC7b7taekZvuhKPQ/1sBxm8bcJltVL5273saPD7Gd8n0fX8YtM5B7Xus/ZwngJNMVz9H4GiKdQgXSmVkPvskZnj1kLFs46D7nPpRYWWvq3SUh4Ump46jF37HLrmvgiizsHT+QKEYP1Ez61qYxUvY5NLgT6hMizsOKhgA8t2W0Udmqccileqj2JNFltBi+8bkRsJAlnXbrGewcKsqmbqxx287O/QwPdhRT7TePSDKDeeQylzmVdDAtfTciOvMGKoZoJx5+NgFKVQAU8dsEo9tjrQL9AFaFW8EtDmKb4gqdm8Iffutett0x6Fx+/11qa9DIS45dayIO//N74Ri65yIJST6geBp4Q47Ob/wWDoG3HXjt28/V+6HfVpUgCadD66BgduvXfsWP//Dwa3jnh2RQ1vBvyHPSzKTagRr4a6Sy+BAkvNMwJEGOSBbffGCM33Ti6sryvTZ4RhaRSB8y2Nql7nzJAenzli2gmIwsxQtl4rEXLqZ2YK8MQg5ZrxMvTe+e6eDeu9uG0bdQ+vLDr1j4EfzGcN9DyzuIYXZuGGAMfT7ZSz/Cj9WlGNQrRoWIgShjSwh4dWpJcj+wOJYjxCRGvoxDZtaKim9o8JZqWdLyDa28y3H23xX4mFzLibzFmvRA2LMbRjIHrJnXx1fDol9CxMMY/+5/PDB7jhe8Dfj8URk9PyvvWGyi2jPtTwLg3Q7mmWaSyJFgr1x4VQVFEfgDYx3dszpjhxoc5Wgeiu2IfsE/t3Fw0Rxhxx7UDVx6eS1ILZpjBJqw0iNE+jqo7kQ20MQz7jeHTd0J6jIiz+KOEXG8FYjw0q9DcSEgSLUdv70KFH2QOZR1iSI8Z0gIoXhtK7F+Nx5xau2vbiHgTW6zvc6HVqrrJgDci2mUqHalZWQoUNbb2YffY6gjft0y+B9YWJTljzwK6F1opXd1oveCHWnWVZVeXWskqihtonUI09ajkFaVAK9klhuzMuihqcLFm5P2KAbjz332LhQSY0wLMMMOsf4e+7FuNU4iUHztJtkfvAz6DVT+G3L36Marr4M1Rb1BQN0hAxsUG0uS4456z0oQ1RIRDeshOSCv8dbpdPLV4FkD/239d7n2rIx9P2FLDlg8bpi3ZboMw/F7PpDKHGAkbNuBbsRk8EzEJ5CFitDPx4i5N4aAzZDE3Hx5wy5kBn74Wcv6ZsPjjhGSfdLWl4+sXNtkGLEySiJH40Yrh/w1UF1kyY4biBVY8jwo8JtQW17oODj7Xeagl7nj6uiDyejUImTDomBh9j4nLs1hjUjUkjfMUTt+Gp/D8ruspMAoBfLoZLj9W1JvTYtClWYyFRUmeuh/hly+0HmTUUKMeD5Bpj0SNN9XV06FpS41pq/Gehao6KdDmsAxieMDLhSiFBwZsmpDEnBg4XUbry7FjeHWmxM+OlYVwE5ZbD2RFSVPZyCRfYsUtLrSwBtgT2uXFWPtK0odFmnWJ1CzY2ds3b6oqSrjqlaY89jc8+JkN9uud9A4OM17vUcM6VSpKIiQvBYU1THDGrssxcZZ/nhCXPNtKS771DqgdjizmjkCd+/8W8bBSDFdt8qIEMIfn9D4ozoJ/J8g63NC5SYz5ryS8V6SGtp2RtKVmkpI05FKoF6Lhq25A2iowDamT+A6o310luXPDNVG96EjLP96wPPmMGITRbyZ56hE45feQ2QOPTifx6kDq6lpSdNOUIpJac208W4885BChEFsadmyChjG2K6B6Z/RV2E8kZLCfWjZNSPLC1E/EvfzR+pLdAN8zIANfnxAimIJFjEA705AvEc29r3YGpqczCHXAD7D25aQ3AlHBVcdVsLMtX327eLtue3ZuAY89HfncWfDR1bdu1zG2Nmpfr/IAZhae66F6j82AHGh3Qkw8KuV0BLB8bUI+90YrGMJS6w3sNzgNTiM1HwZJ48YQQFgxEYM3Oh0NF5wPC5YkwELHvBjzFycallI7r4VKK42KtTO44gwKHiqOcSBeVyOPVH3M2b9DqOoB0NXsBhp3apQBm2DSX4E5cPAxhtF3JVPZiEQI8cBIMRA0lG7TVJ0u5hDfuzEZ+Zt6D8Xu5xorC1PTjLqjaUekuIh72K8ts5bvwzszvmVD0ZbUJZ924khvZKI7IXiuQjk02U+oxB0GBlzzB+O7Nutk0z4T6k2ESDz7tTtOCUKb1dRcMxoW+tTCx3+8A4Ahg5R91bjx1XtPe1feAaZ7HHjOdh1jayM9I4vPxzwqRlGJX1qermFZAtZ+mRQDoEBxgNSkRHsyWGTn723862qcJ/Ole80Wed/NtwS+K7hiUD9ZJn+BlEGnwcK3E6KVAH4OqaZnJeKxbqAhx0UBTwWrP8J7emXI82oFT083KXl61trGGgX7y1+78miCPExXBfzBJCvuYwAMgSYZUPGtxO7djo373pFqvTV3v8X9TduRadZhKPIAtRx4E5J2inIJlJLcyogx+MTSYcCFnP27+1i2ciPHnHkbE/72Mr+/ViTKzX7GA5NaeqxAoKb2e0LZRyFUwuppSf76dysodaHzBpoYP/l1ZyrFl/NqarDaivErxQOiKvMGjDzl+h267W/WnufPAbwz9ipWLZq9rbc0euwz6iIRlW2BN9xxGvbuLHXfN5MSe4nvazwvw2kX0NmIXob28lBvQH93peu3jA19CbNCLC0NrDTCmtQQULEYQ0PANspI1RHAo7c2l4raTHyashny/JJI+FID++2LC3UMtG6spxBs42sXHr2OiEtl3Fr8w1pp5YEuhM7NAsZfFeOEobB0TYLRJwaMvzPmS2I1Q6D3UUMKXWhLEaPQCV+12MU0VGVG3tN5kBykeMNKtpRW8OK0mTz9zz9Rt34KE++8hIfuvsyfQ1OcmopMIIugnYF8IzuSKiQ73KPPnjFOGgYPjMkT11d3IPV2NPMRnfSb8Aw/9UKi9RY7OP40bK1frHVgbMBeI4/f8QNuZcwe87qXvVMehvIrNA7XjEMAiXLrxVUVc9Bmu2XIPSnC3wPFJLLw+JGSn7LxFaffI8ZHRW80QzEI/3wUmFYiF3KOi28sluMk8TqfRXDZmXgmbTV8/BVioNKBZo32FLbxtQuPFWVJ6pW7r0g/CAIMjP+nJR7A/l2zodgw4c2Q9uFhwgjU2FVzyzl4Nz7X/Z5r5Ljr8Ei7thNTHccMYACsmCMnb966E0eOeYm69VMwfzGYvQymvxFJcfDCp5rv1hECaZYDDsFLrSlvvw7mv5FgVId+dKg4rmFOXAFUFQlRKrcKiShTshky8XTetNvxyZNf2FpEYyqAQYZ9Dr+B4g0rd/h4WxutO/Tk46smMOGWmA/PahAvQReZrp6mRnAEaNi4JgPRmlAwFDyvRY+32f1ehvf8ytzXOus9wijwrDhFc/ycAdkwVIUr4a5RZf5jiJeWAQ9PwaczK4FVlgvOR7gRixqbfTjvlx+gfWIX7vvQH7DQ67dxFj6XaJhyzEUe2ECYcGiMJT8lefwVI8y0IvwOEXGn2YLP5TfFF7po/NwMWcyaXdAQQHf8ASIsYoYaz8lXzYV6+M/1N3HAWbdi9nf/L8CDm4XIQk3iqdT1cn3Trjyb4yc9Q8YeUPulFe79UuvPrcYlyuQDrx+hqVL1gBw4aD/d8fny9YznGXLvmXx4xk3sf+YtO3wcHea0AKrBvhqSqK8jniYo78Y1S1j27TsM++sVcs9y8aI5ahwHIKXjpTRUhmqGeF5KWtpiPQVcO1+B56yU4e+neiiKOTVHzh8g7n8zK5tFjpGNQglILZFWcpoZ0f4e4AVqdENRAFhT0ZuAPGY1zihcsA2jMHkXNgr74YlHuptEG2wo4aUTMplm4x+CMs4UfHSkGAYDy4y4feqGK3NNySjN8Au5Eh66NZ9kSR+uvOdzTytWboSKdTjVJfuh5dtZr7HXjcd50pJmGjQcULc3WqsRQ9KO86zXFdQsiYKNSbzHoMdTw6Zyb4p8A/aTHZsva1fMp13nPpSXFpOX33yHjhEd5sxAjFwc5j0wg14DRjDzxVv/y9iYowJhi6ontx55nk1JqWKT6753MYKpZBipn9iCcArW4Bd8PuIpgDemUZ1NDc1y3GujBXN9gbWGg/aDGd85/oJW3zpRHr5B5p8CkrpZ6XHUq8tB8I/FFob9P5iSnDdvHgcddBDZ2dm0bduWsWPHkkwmf/V9TzzxBMaY//p68MEH/+u1L774In379iUjI4Nu3brxwAMPNP4Cd2Bcconxff4MvsRZmYGOjPLUBW1ghfE5fW1zptY8Wv77MR68VPBJ3XTdNZoaWeQVQCn8/s+lXHnf5x791ny3GhR9Tm5HHzT8WDlGthH8Q+NefRyqHqTubBsXxhRZ2h8fE5qshcwjjK9S1Jhbzw/eYDSP/D8ON/zF7LBBKNm0gXad+wD8bwzCcAcGApRD30sOIj4onQMeuhUzyGBOCjCHGmZ//Arf3vSGIPaVCI5UiBC1wJeJq/e3xYGsZdYbxSiJS+tYNGukcyCOZyEq4FyJGKASxMhkuXBljWXGU1Y6SvcxIubT0jixFuM1GaLPVen16rFo6rvcXcuchr1pt3HnGvWqXxzFxcUcfPDBdOvWjRdffJHFixdz4403kkwmue222371/WlpaTz33HMN/jZo0KAGv7/77rucdtppnHnmmdxxxx18+umn/PGPfyQIAq644gr+b4x/PWLFPbQuTViLr52PUEvPuXa9K3lFdgaNAzUu1Z0Z5MGUWckyJJDdpcz9T6XM2lkvpBoFfJWqrPLnOkmzkUnrlJa+mP5oykt5+MKBXHbbHC9WUodMnubGd1ou8uFEVtwZgjbQJS/G/J5JTj/S8vwk/g975x0lVZW97efcqs50oJtucs4CRlBMYMaIGDCHGSPiqOOYRhQdBTPmMY2K4+CYc8CsgwrmhEiQrGCTOtCBTlX3fH/ss+vcHm1txfH3rQVnrVpNN1W3bjhnn73f/e53+yyEajlGgDb7ucXsZVh8+0f0GjjsV9/zgqJfXlXZ0tj5xphXvXIhDQ14WnkO4kE0wXZ/OhT2htyBAdXfWnlPOiLDno/ndlTgeynk4vU3NbTS3V+5ITo0NayLUz2xKO9AOSFqOLTxDgg/op37v47Wi+ZqqJmND1kUnFRvZANCqCoyUGpbaRQ2Mstw1113UVVVxbPPPktxcTEA5eXl3HTTTVx44YXk5f10b/IgCDj88MN/8j2XXXYZw4YN46GHHgJg9OjRlJeXc8UVVzBu3Dji8V9Jp/2pUYUsYE3lqXZgVNdAEWmLz19Dcx6CZgIU8S9HXPVS60tk9Rhx4H1kAmuPA4c7TL42xqV3hoIJKOiniHlbZKIDO+x3Kna/U3ng9YGcdN+Xcv5Kky5BdP+Mlc+uwGMGjbBwSUJ2qQYYPShJ/2JL53znKruFZbYx2CYrHbJdluHaV+LYN+Tib777ec4dN/pX3/bfasx6KZTzU14IeEygAN/VS5/p61CdDL2C0ir3GfWW6vBhl7JO1WvSuD6SSk0xEHXT1Q5PAeK9dDGy2P9bi3ON9eesGawKpA6lFpFp62SkyGqZ9R27NKUJzbp6XT0pxoQJSVFeMr9TleTLL7/M7rvvnjIIAEceeSR1dXXMmDGjVcew1lJX9+PCGdZavvzyS0aNGtXs7/vssw/r1q3jww8//NHPbfRQmnK9+6mS3boYlcuu6Dzud9cBOYU5qF5BD+NxgHIr+nngtRcb8Kh1tNTa0ZQvvS1Jp20C6GA44DQkzZiHeDOV8n3mZHlo7zx2lXQ81pjf4NFot8t07R2T8+vqwocuRrQECgxkQf+0/Xn2JcOUN61nO9bDDh0Mk0bFPIMxAdut997a/w8G4ZLnYp6tuAExiko3VmBwMLTdO5DFo3JmmrnZgM/kRCnmIb7gSV11xW30vQafTdIaDtx3Lrci1jIcn7bs4u5tMQIqqhZHVFJPsapq67+rjRUjAzLXlAinXgvymQmTknL8XKD972QU5s+fz8CBA5v9rX///hhjmD9//s9+vrGxkby8PLKzs+nSpQtTpkxpBmomEgmamprIyMho9rnMTFmJ8+bNa92J/poRwzMElexSgJTV5ppmTU4B76pqZV86sqB2xruC1Yir9wUeF2hyx1XKtIJ/Ub7BGhjeJQlt4KVH3LHK8ZmCKlKpsxFHXsLDLx3mMYs4EpMWG3r3i8NcWN9opZBnrfW6C8o7qIaTrn1JdqK1BsotxXsEtB8d4+NVlomXJz1XIQG9tzruV9/ihXNm/erPtjQOK3zS8zWiIinKQWgE8qGiNOTwc/HhlbrfWoQGkISTT8NrZWq2RYFiNY5t8JuFYkiKM6jBqEeEccuNT+12cOFpBT41qeehcyEdec5KfstGxH7VIOmxokZEcbBydy0u/PldwofKykoKCgqa/S09PZ3s7GwqKipa+JSMkpISJkyYwNChQ2lqauKJJ57gggsuoLq6miuuuAIQzKFHjx588sknzT778ccfAxKq/E+G5uItkh7qgGQaQmTx5VhJGdXZ5rRTReI1fCh36PQG62nOmmLS8mdNhXXAF8wogKUFVDF4+h73vV2NfMd31u8Q6UhRjhvHHPAUxxwAZnTApEsCJr6aZORgGDXA0mX3jgQ2nYqmCmYtr+KtpTGstaxZH9KzXYyl5Um23jPGF4+L2hRx6JkPH61M+ntTIdf80Q3/pteAob/6NvcdvFPq32EyQRCTabuhZj3ZbfJb+thPju2mHJYKp1Ixui58NX4zgRLDk89Bm+0MNa+GzZvnKG4SwhuLY5BIOoFehMocTQmrV6nPXuXZtP7hK+SZKk9BQ4RiI9qWpbZZ6XaKWJWIXEM6AiCvspJJsEihlAKKmkZVA6RDG9PUAvm/o8hKKo0XGdbaH/17dOy///5MnjyZMWPGMHbsWB5//HGOPPJIbrjhhmbhxPjx43nhhRe45557qKioYPr06akMRSwWa+nwGze0uERTQbXQtiSgpFNMFnyJ+7saAO0duB5fWx/VWlDOQEAKKDz/YskOnDneeBqtNidV8Q/cZwrxO79FFqtO8ghH32wv9/zql+O8/+JdvHXkRUy8NQkNMONjWFMdsqxqDYurVxDakPQYjOiepKbJcty2cMr2cN35aXzxVLJZrv2jR0JZSF/gBGyBPBi25zG/2S1XgwD8aoMw4dlAFllUoKQNTtPSNM/05AE1lpqZoe9CpQpKllSYsPzzUH5va2Cl8e58Z+MzQJ2M9yby8GnBBiNeYFSPwTX3NX2QgicNRdPwGEG01Z9K6a21HljMQQzOAGQz2BH5nnZ4nVDwIKZjOf4uRqGgoOAHHkFjYyN1dXU/8CBaM8aOHUtdXV2zsOCss87ipJNOYvz48RQWFjJ27FjOPfdcANq3/5Utyn5uqHCIAkBJqPjasua9pNz09c5qa6ypJa3tEZqqFtuU42PUzMixK2HKFeI93HGz9QIrjpjUc2xccAhVDW5ACnAakQYh+nzy8VWNWfL6dMaT7Fw+gQ8yzqMhvVLeOx/a9wqorLOsrg6pbQjJN51YXBaQGYedu8Dn38dZXx9S1ZD0/S/z3Hkp+LnW/V4Jl/31t+DC/7b8l6vHhJ7IEyL302lHFvc33gOLIzvuGuR6wOstgk87x5HnrN5A72G7tAAAIABJREFUnfXpv0VWnncWkGUZsGtcwso848PFuVYK3jQDoRWaOQb7scMQctzfNJUYi7xXw48oZRp3LlXGG40mxGjpRqR9SFWFy5HNfhejMGDAgB/E9fPnz8day4ABA1p3kMhIJMRnCgJ/+mlpadx7772sXbuW2bNns3r1arbaaisAhg8f/ou/o1VDgSS1tBmIpVZBzxXWAzrqKnYz0B1O289IsUqUXKLx4bb4HHWIxOXFxvMgXHflpY8nZAJGZd6+cZNoe/yxVc69hpRoSBDPoCJnKbVNjRTm7ZDyWlbPTPLPd+GOZ6AhAclkjKO3zmXaVDi65/4cumXI9Y/CVS+EXoBEabQaR+PPf/umP/zi25pMNv3XX/xEWzjn/V98vB8d2kcBfBBdbFj7VthckCQJbGm8slUeArRmG58SHOyOsYP7vQNyT1ya8uCj3e8rYP7qBHSynlWo68hlWjvtIADtuD8ITpN6j+IZbfGYgRKeVLkZmgvmViHPvsxICnsxng+RR0pENgV+1gEDWmsUNrIgar/99uOtt95izZo1qb89+uijZGVlMXLkyJ/8rBqA6Jg2bRo5OTk/alAKCwsZMmQI6enpXH311YwYMYI+ffq07kR/6dDYUnPJdUh+vxi/g2imIA0YAkV9DOftY/huveXk0W4H1IeuJJP5+HJdPY4WtlQhk8C4/9OqySb3d3UtZyKNW7LwAJfuKjWw7aTRjBkzjXHbLaZu3RI5Xq7zMj4FSi23PgNXzvqGldXV0A1mVb7EvFUhE481zcEqZcbpQtI0aRwOOPT+X3xbY7GWezb0Hbxjs99/TfdqkPbsNODRf8V2Ohme/8uJQthSHsk3DuvpgjzPNVYqQquRa/8EyfF/5f4/FzEUbjw3DdrsEXDxWQZWGZ+GNMgiLkHSmwPg+y9DaIS777c/RPx0d9fzUq6Behy1eHo77j1lVkKlLOchaOZC06raXcuFe48cPfb3IS+dccYZ/P3vf2f06NFcdNFFLFq0iBtvvJELLrigGUdh6tSpnHbaaXz99df07y+CniNGjGDo0KEMGjSIpqYmnn76ad5++22uvfbaVHYB4JVXXuGVV15hyJAhVFRU8PDDD7NkyRJmzpy5cSf/UyPKQrNIfv87BxomkUm0CrHKjq+zX9+QNdXw1eoYW3YMJTeshCG12tphSXd/xSIMnpIcBS6rEEOklGuQXazCNpM9T/V3iNRbtGvfXei8Uyc5Wi4e6FxrWV6QZMEaGLOreA4D2gdMuimU71F7rXl9Tbeqh9JxIyfOz4zyNSsoLOnyk+8x+xpGj4HnZ8K0U3py3MglAOx91M18VDyU7S84Tu5hDrLY1lhGv/ag7/ykRKJMJH5Xtqp2cs4zQl7TBdZgXWxvRD8hBnQx1HwScs1nOE0Mwy67G96bhX+mxUDSpSO1jV93I2pXuO9Xb1LvuwLVCXwYq3NRjYbW0ICX4s/CzxOD4B7fyaaTMI2/T/jQrl073nzzTbKysjjmmGO46aabuOiii1LZAx1hGJJMJpulG/fcc0/efPNNzjvvPC644ALWr1/PAw88wEUXXdTss0VFRbz//vucc845XHnllXTu3JmZM2cyaNCg1p3krxl6DzTHXYovNMnE89oboGteDL41PPQBTJsNfQtDctIDz6PXPpHqIfQ0PpSOxomayozqOap4iVbgKRhVj/QL0NSXSw+m1Hsiw75pRUegDmhv5JUE5kL5BsN2XWP0bhcw+bpQFkIhosNYDPQywsXXgiHVgNgofPfncYSfMgiznr9d+j+Ww/P3AvPh+IuXknWRn/LD9jwWdsMTmFRJaZ2RZ6mktHp8mjHaTMc9u9hwI9oESfjnJR08N6WHCxFDpItXV1LZqaXrXXiwSu75A6eVcNqOxu/yWrMS4Csz1QBoKlV1G7RrVXrkPTo304xQo1MkKuc1aGVuHCG7DZAJUZb+eiurJM9refXbGzfhgqhhyEJQzr+GASCo7+fITddqQWU89oXDR8CT7yH18vpZdb0dU+3+Sftx8lUv+7bmWXiJL81A5OMJNepZZMPkK2MU1o9k/FNvyXlohqQGaPvDYiRzgos7VbwjDamGrHDIdxkpSbLcrQOqZ1vxgBZYD2JW4Ov0Q6CvwT4X8nsPMzbwlZ6aeYnspB1Hx/j+StluUyXlmg50AJ+0aLMeiNQOTQFemQl33BLE+ObAfrtYXr4TH6cXIIt6JPIckrDXUYYOuZaHpsFJJ8LU++U9HUfHKH0x6YHBHoZDR1meftM4UNBK6luzInF3TlpDobRp9dRqaEZ6S9vJ0PSR815y3HWvsZ5slYTjjmlllWTs/JYdiuSUTVi4dQiyiPqTov7ShLQDiyHyV1rMVIt/WBaZMOX4stW1sP94mP4UssALjeSYoylLpcWqi2/cTzU2WoKrbi+kCDRTzs+ge/0hjL30UZmo5XIu9kM5+PJFXzLj28M58cpFcp5leBqtUqS7GaF1G3fODUbA1CL3dxU4Vcp0J7Av//ycaKzfQHpm9s++r7XD7GN8VaCGV7qvOZDOfiznZXYxXjhX06iFRrI3mq5UbkAark7AHUurQjPwitsFeICvHZ5wVAL0g4v3M1zzD9s8c6V8lGhjHtx37gSDesb5uixBetzQOMv60KWtkeyGzgE1xiEekFRynYKSUcq8S6cXbRNQNtdK+NjGtK5KMjAtvzbpEQLdDd16xbyXoDttufEZB2Ukam17OTJRejjX0hXfWItMIs03//cmq3z1qJCGtgdzWYC03Y2vpFQD0Q3Ov6GBbfqcK2GJxsaZcPI0eYjd+2zFwVu/C3Vw/wVbQAyumhyj/2jnzwZAifWGaA7iMreFvUa5v1Xgqy3btM4gAIThz1fL/pJx35/29QtOVZB0h3dVh2YnI7oSWqSkuEEZkiJUHUSNzRUvSac5duIqVVNU9ALjd/oAST2XkFrw11xpBa9QnsoG5L5pTw8NCyGFZ3z9RAJmQeNSoL3h+OPd/2sIoWGkgs/R/qBNkb8VGaG8q/Fw96hsbQhrLNf8OQZltnXhQ+aFLduO+us3YU9hK8R1rsaHCVqA1ANp9JmGR5dDJMZcaD3AZCA+ypCYbn3ev6+RQhidXEpQigKN7fCTyKn2ZO9j2PChQ63Xuveo/uLOyEQuxQNWjjdhX5PntmrFQjp06ZtaLHsfYhjewzDpzlB2wmgY1NbQccuA0llJr8GozLk6oEi0G/6vhtnf+D6d6/Ht+TRUw/2MljNH/67GL6qLqEMXom4AUfo3eKBWi9y0saviBcoPyMV7IT2RUFIzCVo63d9IiGbhP+ddzlHzJksTWq3D0HRktG+kZrt0kyowpPWHps+sT11avFan6jc0AcWt9BRipuXXJj0MnvyhFNkEYpHnITe+i5E4sB3ywOdbH286QZLEa9bvPjFkB9YdQ++xlkHr72X45rM5cvwNrzvvop2R78o1Xuvha2AR2Fdkob592qUi9PqaX7gduvTl81kvQV+wb1lefw+enu2mSCEycXQhVFiOHBLKd6lLqp5M+v+NQTBjI9NZF2sN4iHUIlyPAneu65F7p1wQHXrfFVhUVedG/PXryyD3OR/JtOQiO3EAb/zlfM8xqMKzVbWorVMEyxiCVKNmIpmANORYFukS5TqE7/bvK1n1Wei6hRuf+dJr6Iw8JzU+WuBWYWn6wHrDofUQJUa+vxrPzK1tpUZjLDAtvjbpoai1gnia/lMCk0WAHOUraLmr6uNpOa1mEBSYUmCxLWJUlI2mmQfwxCndsVbJMeM7GPnOdAQo2wAMhXHjDU+dfwwfTP8HEy4KeDXnKsx4eX7mWD8NttnpAHYpdSrLTfD12wkh6nR0515JqkHuLVdZUWJSjEPrNDoYPp/5wi++ndW/knMAYPY0sNRi9jf0+Fvc03ZVzCQPiZkr8bl9XQhaEAXe7Y8i/FE1LQXz9Hnp59ZZZ6jFGO41Y4o/llKKNWWo0mwh4rktxRvWKutDTPAEqnSEG1FlJdzIQrJA/d257ISEjLrAdUNRr0YNQYCrhjRcdWZA5nDDpZcEPoPVWkbjZkyhhaEuoat7SPENVOJK3VPnPfQ5JO4BH40DFWiKgk0aq1YhVYhqdGKIxxGdxI2IClC+fF/iVetLufsZV2tvuPtxOOzGh9nx0tPplpfPtTdKuHL9q+kQb76rv/uS9GNISbaXWZm4xYYBh8VTxmHipEC+v9Z9sA2uyYjl3dIbfvHtzC0o/tn31FT9sLjNHB7IeRYAaYblbyZl4Wia1iILRkVMFY+xNCcSaXWkdgMvxIustkMEb1SGX5v66GLTY9ciz/A9/HPQ56mlGkpj1rLofPeKQe/d4r6mRjeBNMToq8z8BoRQVWWZekx76GDo2SkOWdbLralB1DWqIUzSfX6Zpa7J0j03xuQpoa+ujLfSKGwOH1oYjfhUoNbRN+BVbwxCYEoAlZZFTyaax6+Kr6mikgJSqndoEbmvAJ+1qEDiTN2lugJZcN3EtJTb+aezDXf+ZQ/adjfCI6ixQopx4OK4SyoYuF+cS0cGfL8+Qc9eLXDYVLZrvfvedZb5ryVkstfDpGsiVYNKvnJS4mcf/s7G3NkWR5u8wma/z3rudtmlDeIOZ+Gl5VVG3iLEoHZG8BrlEYBXqIqGa7oYdYfVY1bitTI1ZtfMknoCW+Hjds1cZCEGS8M/9fCaEINbbuUaMmDxh8mUslUqNIlyS7TXSK58/pp3yiAOS2cnJQTp7EJHNXrOO5g6sUSA7a1g8AExtjg0zorKkJKcUO5bdyPdrftuNgobN/RhaUGSRW6sqiQnkV1c8/wa+2ksqvGgpqDWAEOMZ7g1IRRaCwP3j/uJOtf61FMlnHIOXPF2AnLh+svTGZi+G1XZ73DzviWih9Cd5kDZMJj3TYLJz4Xc+oJl6Vs/pJKnrk93EFfZt8WouC+gUdRdga4sdx86/X4T47gv/uIK0ow30or1aGm7hlobrM/eZCMxuAuFmqV7wRPJNNTTY6uXpwIttfiMRC7SKUrDQSe8MvGvgWdNJiOfd/gDffE9LGuspER1jlRFzkm9Sf0+AwtfToiOgrJZv4sA1Grc6uGkS9ZI+vg7w5y3ksx9KcE/34FtOjmDtFZSkhkFrWwGEzOmxdcmPfTuVeFapBnuPGI7Xj7nDB+D6+5jaCaBRW/DMefSfIcywBdu4q5DFprrIDXv0YSPEWNww40ZdD00xrTrejKwQyZHD7K8O/5adqiYSHFaCd1yOhLaULj2CQR0bID7rynm0EEwdldcWbDx4qP/NT659jEhaCkoVQXbdU54gM4pRKeKe6oQ6fYnfj/C0tJ3E3IOq61gKFXWh2hV+I7a9Uir9izrjXOui4G1QzP4zt4GwXQy8QtMQwwVTNF0p2aeNByMtmuzMOnmEDJh6t9KPE05RM61F9y+9w6eRh0Cva03SApK61yKZhrUOPcwEup1NPzhNJpzWdRb6ok8wzKb0qEcOxxuu9P6LmExmHfSx5s9hY0aas17mhTomFtYyn5X3SW7fhTocZyGlHFYYHn4Jpor6WQj8u2d8Px2TfPpDueOWRLvynevJKleX8h5k+oZ0b0jnwfP8Wrm5Rzx4mNc++73nHTrWqHRLgLWWvJHBJx89zreXiaPPTPdyC7z8Y9fng2TUlmXAacdLec27XMk1nYisHQ0Pn9fALVP/bRozm85zJ+MxwsKEFnzNhFPTXdYTd0l8SzTJLJDrrNeLk/rApSmrrt/FGjUcmXNIuThuyt1MV47I4pbFBnINpx0zRpfAq3fNQfOuuZDT3fPRPQoVN4tB09j7mq8F6JYTlyuo2jngOSTjezZradPhaoR0UY8qxx25LyKJ+7HMzOz5Tx7XTaslUBj0PJrkx760JUOW2o5/pyVXmpL0eYCZFJ9Z6W2Xhll4EFGNTBJhACjQJNODkWOHVh04tmLoAHGX/AprIUTzyvl7Cnv88xXAXxvmP1oUha8ljcnYP1/Qsi3VKwOeeITqE9YjjwHOu8do8+VP6xMHLrH0Xxy+eMQQKd8I7jCx/DUeU40JRNxSQOws6W7dXabX66P8WtHVo7x2EEbNcxWBEWU9WfxQKi7l6f/2Xjaci2+QlVbvWVEflbi+zWCJxwNRgxiP2R37IF0WGqDX7gqrLvayg6t3pRLPf993O7e89DvDxAAczWQgPRdjccGVJsjwNcuZALroOydkNix6Twyd6kPeRSLqkV6joCvzdHzi2pSllpY1tqU5GZPoeWh+fC11k8mjeWUW1CBPNR8JCzo5R50e7xrGkDajsaJq8hCYxc8WzEdwRn0OEQ+q65tDcz7JClGSjELRcar3c9SQ0H7ABYA70FdE+zRM8l3NT/OKtxut7HQ1fC3v4XyHRWwIW0DJOCVP5/JqucXwaD/m4lQNxenXWEh393/PsAySOkdqtGNVA/ec6P18bkWFKlLD83z/AooaoinfJI10H9oTBSUyyxUGNq1DcRrifZ01FujHqOmKS386b63UzjFIcciBmgdnoVYA42fWs89sHhAN5pi1BCuzDL92ch36Staz6Lp8VoE2AZfSFUBZLQaaNyMKfzo0BSPQSbnGvyuo3/X2NsggB8IQy1AHowCT9kIwQRkl0iHDkUxHzY0IWkppxCUok+DR8nbAmssx56F574rnVXj3mWWymXiQVxxWYzn58C0Vx2nvoVhHwuxn1jsLIudZ6lqXMkDV/Vn1BF/p33n3qJA/DsNs6fBHBBgDg6EGdqEaBiuBpYYuhbGZNIrEUx7MuS4n9rf0smd0c/4HVNz+KmCLgT0y0DuZxB5X7ZhwasJqTrMAPIs6+Za2W3B7+iakgbxEvrC8AMDeR6l7lwKjWywOcgCbo94Mrnw1z+ZVLoyJf6idHnd4fMRvCDbyPmq56mGrM4dV9mPDXiBWcUmNERqoHU05/6TWha9WDCxadOlOW/h/tAe31FYMwlRc6uunLqJnZCHMQTR81tpPYAU4PPMnRFlX81Y6Etvcxaiv7cE2WXU8KzHk6U0DabEqRiyONyu+MGl97LDfqds1P34/L3n+W7dU4we8+BGHac1w+xkZEJXI9fUzYiXNhDJ9MSMhDQNyCLThay7ajaycOba5mlLrRVQ8ZEY0iNyNkIS6mCFFaoehXIJ1FXv7J5jHd7oaOg2EvgM3jzjQk5eeCPl9Za0AMpeEXaifdfSWL+BjINzUlL8qQK3Cug4KkbXXMtHz4Y+/am1HU3AYAMZlrYdAypeDL2noICnNrfRsEMzM0q2U6NogKpWto3bTF5qYejirPyv3wOYODlojkYrHgCyQ6wD3kAmdCXN415NZ+WZ5roVulOoW9jTCCdCH24SIRlV4hvLRFOeuihUlm09rTIIa1Yu/sn/79pnKw6eOu1nj7Oxw+xk/E6pi77SCn15MQSDDHHtJKApRvBGMUQ8ijLrQzjll2Qi3oDumBrbW4RH8A0+jNMS9HKE+5CGL73uYbzalRrwj+Xnnrdcz7KvQ6oaQ8rKwhQnwpxiWPrNZ75wbi3iVZTKcUu/CvlopvWgpjIcrTvvuXJ+Fa7zeLPOUVo7o9eqRVJR0VoFVd3msxlT2JihC1EzCLrwQ5h0aei1FfSGD3STupeRf2fjd3hNTfYwPp30jW1OqFGwSxf6IiuTczW+Eq4HEoO2x0/K6CRQl7GHPH2z1c8/xJLOvX/y/9t16A5d/7deohlhfP2CSovF3e8rLfSEcCkkElZQelWX0sWTi2OWIgtDvYho92WNv/U5lhnIMww+MOZDNP1eVUv+1kItZHR2J/qdleNpEsZ5aCedDuP+bCjuZ8T7mIPwOWqBJbB8/uO8Nv5cOWYnxECpmladlYWbb3wZuO76utFUIeGlPs4MRPfRKWrTxwgVWg2elm5riJNHyiC2yiikx2yLr0166IIFuflRUOnH6uMTiG5iF5eHHohMDCXZGMQQaI46WtGmqTEFMQ1elzECXvEtMiE7GJlYmksHn4prAx23CCAJH1x3H2b3jbfuY7aED166h3/P6Mn0p07d6ONFh9nL+HtaZcUIKJDY1u36CxBK+DvupyogK7ZThed9KOiqcbx6Xxr7V7tXsYVKy5znk7IA1SC42ohHJ4xNEZsaPnEZKG3ashPeGDfB1JcNd78E7TIDtt8nkGdSZlPG6Iz5d7HF8FO9N1NivJe5DgmJyqycRwYSroSRc9YNqj0eN6iDQbvH5b0NVgyRGjTrvkOZtKqzudkobORQ174dwlgc4hbXfys4JxFXf5XllCPdw1lihT9Q7x601jSooQmh3ZhAjI1KwYNnTkZDA9fanWJEeTiJpCPbGEb8wXh+g+IKVVC6OglpMHzKKdi3N+452jDk38dWsOMj4zh25FIOuPe+jTqejr8/tZuUca9BOACZiCfUzaTUjwVAtNwxKV+MsIJ1CszpK4bshirdXuNQfQsUGdruFvjwzN2riYe4bEIhPrzThrEJOGrKE95Nr0EwiPaGkj0DqX3Q1ZUDnfsGUA/zVifYrbczIFqUZWHJ2wm6HLEFn133HP0OiUOlJWuYgTq4ZGLAxAsD8Yr64MFsbWTrgGpiSIGUUrmz4Ov3k8LFWBO5DzUIVT60/tx142lt9iEt3vJrkx5qFJSoNDuCPKvl1sm5XCbCfbfQHJle7Y4VbVbqQLF1KjceRP6+HjEgecC2cMnfAv9dq9w5WKAOLjvd8M7LtjlI6VzlkuJAFlC08/GvvQ1BQHabAq4+Tqyhlmdv7Djr/hmy66pwbW8Xv89xOEyRgQ+A+XDmdet912VN32lLd8UhipxX1sV47wkYM9JS8Vkonts2iOdUBP0LO0HS0nFozJOOFJhr54Pva26ISe/HtQZKLWvKQ3nug02q8/TK+SF/ONiS1yZg4Tp3fwLEyGsj2wC2nXAw37yUgGqo+0DmzODYoXQyW0N7y27bGskyaA2GGvoMxOB9Jb8XHRR4TCpKygrwNTZx4+eEytTHW5l92PO2lm3Hm2dvwiIrW9CcotwNWZgq2aXMtWp8L8gqZLLMsc2VdvTBNcrn0oYbmuYjJbYKZGrBVR7SY2AtknlQXEMzDc7tLD4oYO0ToQ8tlGIbIDuFSyWed4nhxlvsD3Qb/6+H2cN5Od2R60xHrm0tMpHz8UpP2r4v1/1NDUkGXlW61HqXud6KTmG+hVKwr1lJcyZIFS/ZJ0LMaYbt+sT49Imkx456GSi0UGskvZxP6rlpxihzW0P9N+47FdfJBobArXvuxDm3zfJAn2JKNQjmoXRn3DX1MlIOX2x44tgj+bDpMeautkx/Gl+XoQSr/tCnXZwDByYpbhNQXhvyj08N1d8K/nTHObl8vbqaGUtibNM5wa7FWzNr3Rc8OF08WTJamX3YHD60MDQWVXLMdzTL91KPPGBdrB1dHDjH3Te9fer+KZBVDocOsF73sD0+/VXo/v0RslBi+A7GWxmv0JsBa18MPbsu6k7HSfV/JBNuvNqy66EbT0+d+fRNFE7YKAnn1EjpLFbgvSnNqSsluYNJ5fNTmRXte9DZ7dLtDLcctbNfNOssW+4UeCO8EMgS7gMhXHQKKZzGnGhgpeHTD0JPQ7fI4vkSWajqxSlBbBl02SlG/XTrgeASI3yIBuA7wzn/mOXBzTxnpKrc+1RNW+eGA4b77BbntrG78vcljzHlWiEpnf5H9/4t4eST4cgjYMxgqE9aBqbtRaecdmyVNZqD+oVQYKHeMmDVOA6Kj+OmvmeQCKGhLo/vqwyvHXoOD0xqD+mtLIhKj7X82qSHegiaXYiSlsAzz1wO+MQDrXdntZJN897KOCsAtjI8NgPoDdnbGtrtGMgOojp+WrCjsWUpHnTUQp1ePq5MgWO4n12QBeLc644HxHjn3B9nNP6Ssd2+p1LxWsjS+Z9u1HG6XB6XxaIZgSE011zMwbvCKuxSh2Qd2iBxtRZGrbD8+e33wMDrp58LadApLynxfw1CUEqHUftZMgfCdW9YHji7L2yAnbcKnNS69ZJ7qrmgbEeVtAfBH+Kw4rNQDNKuQDso3srQb1CMBy4/ULITGipG08XpSIwfyjmnMkUA8y2LPkly9pR32LEH0New90GGe/4lgOopu0BOhmFo13SaknDyMMtNc97m2+p1mDazefhlwysjz4QGWJTzBWXZqxj1/u0MKAlYk/4eYzrvxucFf+fVhauJ9W9l+HDIPS2j08+cvglLvA/EA1P9IlkEJSEVWPgAjj4XHpmF0G81baQuPf4YB50JL9yOr8zTVKTu7uvxbmUXI2BitPZfX6oKpGBWDM9i6+rCBgdSHXwmPHv6b/fczEgBBN888UL2OOa6X3eMowLItJJRUEDNIkYxhm+q2svIAtIenBbhDuTjd/DuiKeRbaR0Wo2yaiPGYfCeMeZ8FNJ72xiL33F6EV0MZLj7OxsvilLhjr0DXL1vjAm3OEGXtsjz6WlEtKbeCOMyRLCQHi4zooZOw4Zk5FyzkeelTYRjcPmFAVdcGdJ5vxh/3M6yS/14TppzF9//J+kqLeX4Wf3gjGFQscGyZ4/uHHfPt0w8yjDpjhB6I70sVlkenNSR5+aX0q2tITBw0zPw/OEn8EEwjcy44bKXkpvJSxs91FvoalNu+WV/MLDU0q1zDLLgkWmIZmMdni+gk0OPAbwwFV8/oUy5ENnRVMxF4+rl1huW0B8D8MAjyK6Wj5RAd3EGQYk2wCV9HvoNbwYM2TcGjTC14fpWvd8cFmAOCrjzue2Z/8U7giNkuhvT03hXWvkGIbILZyF4S6Z7X08kPLP4dGOJEdJRBZKmLEMMhN5/Vy495z9J6GDZskMiRQlv08PIwjbQdu/AVYEaj/h/BTUNNkWnDgYbKDaMGIYYkQp3DWlID4oZeDEd1bNUY64GoQHvMToM6IqJAlqunJ5k8qSQsZ/fyfevJL1yNkC1pVNOjIoNlgfegOOeWs7Y3S09MvoLxrEQyBNM4sSLSnn6UbjlTstN/5Lvq0ivYHh4PFs2HQPlhlblDzYv/haGmtQQoSs6NauwAAAgAElEQVSvsNDFsLQsZNqNPTn+uqUyidrgS3eVZNQY+WwMX7Siu5jBqzuHQJHhlPGW+67DewHxyDGiQKJ6DMrWq0c8lNXWy4YFQIHrkhQZyUQTsXjLtPafHNayvMpi37bc/PrP93Ew+zgkPQfOvO1j2DDS03CXIylWzSTodahRUEWjDu7vK5FcvHZKMnjBkQSyk1t8HwbdqZWWXGl45h0xMrnbBlTPtdAohqRilRVqdA30OzzON08mIISrrwhhKPC9IZwH1FkWVrgc9Go8GaoGzzJUXkG0HZ3BG4M6fDGb0pgzEaMxAKpXOCZkNr4ZTB0sfiPBYoCecOee2/Hp+k95f808ThwBC9YGfPBiKNcTh1dPP4u6jErahVvzfpsJVFaV0c4UU5VZDnmtrJLc7Cm0MDSvDUIPHSkewrSb4PiJS327L61o03SZsuY0x63pM90RM/AdfnZ271ltuW8KfrFn4um0WprtziM1lCORjjysTHztvxKZ/mv8aoMAYAxV38gO2X3DIT/xRos5OnBVgVaAuwqkDLnASIoXZHdX4dsEdDog5kHFrkbuawGyMDoZ8RSiyslRj6waj/ZrVyXj/q8UAQXnAauherlN4QTdd4lJ2FEN5Fu+mZUQz0Rl3JYi/TDiQL5hn97upkaa+abmSYb72YgnpiXx0n2q0ZAOw8YEHP8HoJfh6FOh/15x0WEEMUTpeD1PDYmqwBQbbp39Ja8tirFHwWE8+Ah8V2XovUdcMlZJWJ73H7IaC1iZ9iFDKk/FEGN2zj85acazsKiVmMLR97e8+h85eRPGFAbjmXBFQGdDxwEBpXNCsvvChoXI7lyHj+l1F6vCU3G1eEZ3wai4K/jdw7WLT+W3laqq5KRo2KAAViHNi600p+12rVvP3omzD//tmvAOnJzGfYOuY+dD/oI52WDv/+GcMCMMqX4VWwJrjKggqwSadmLKRPL/H+OZmd0REZIMYFskL5+FZCKWWc/tz8MrJHUAKox4DkoY0nZ/WnWqi1O9NAUxwXtkFsnxN0TOO89CnZEmKkMMD+4xmhMuf86HGRruKTCpz1Xl66IFTprd0LAxRMDKSsTziBloa3ngtA788brV4hkVGyHCpSGG0gAdLFfvHePSN0OOGWRJWCjMMtx5o00Va02eGGPx2iRlG+D5r4Flhv33sywrj7cOUzCm5dcmPfQBx0g1RCl9JwnrLRvecq6rau/ppNb0lbqMmsNWj0PZZdqmTF1nHTrJTOQFzUhPqfPqEvmuLGSRqSisEw+9de5Hv939AG4YdBy73HEedz03DGYL8Gj2NvztxRhmfyOYQZEzCv2M5PqzkRRiT+P7HvR2//7SXfMAhDA0H68L0IQY5iqkn4bBN2GpQRZeNVBtfC2A4jVxfqi7qA1lNfcfZUQq4KthwUykGKvGwDwLTWBnW054/jlfddjFeAMc4I1CLyPGRWXoFVTujRgbfVY9jeATK935rLCQBX+8fbVkV2oRLyUdYXlmWPjWcuEuhvqE5fydIS/TsFfnQdz5hBzT/sfyxlnns0XjUYzNPo3tusZ4YNSBkLAcPqiEINgcPmzcULcvgezchVYeahekC3Od9bu46hlq/bvu7Fpvr+FEVIFYU5e6CKKVlqr9n6vf7f6uu1wM4czrxFOSVPT4wOLL1I/9bUaXDkdAiSEto14wgUqgDq64LhSgrwnREwQJDeZZ2elWWWdY3eKus7ITdjbQzjCwd1x2+qgi8rd4I5GF94Z0h1dNzA3uc/HIhDU0F6jR/1KFZn1W4PUZ9HPaKKYKIS81IcpPSXc+WVCwbyChUTTDpLoWa6zPQiXh7D/LDt+lZwyWQ/ZwI57PEptSVmIt8qxXG2gTwUoWGd9H4iugDVw/3VJWa5kyE+7/HEqT8+m/bQwScOdz2zMv813KTBnWhBTU7UCv2uGQbTj1hbXMeT652Shs9NBdxCBpn5VGHqDq9INvcV7s4vq+ePe+r/GegOIPcbxOfyNQYjjkeLynoUPvv0UWnI50JO7Uia3rPlo8FcKIw377B2iM4b4Tt+CUfb/CTresebOSMcdD3i4BbfcMZOEryq6GCnf+Xa03hN3de5ZbqLbMezzhS5RVKq3xv16q5JzjXrnumrVTllKVlegUbQmnhkCxHzXEBnG5VbVas0Iaqingu94ZgGIDeVA5M/Rq2Cqkqo2DFXx2G8Ztd8h1Z8YMNMCGeuuPV+rOJdVl2or3oJ7l91aO59TC224bMLhXjOUVlrDa0iM3RmVdyILpCWkWZAvIbLuYbnV9CYMEfc0gglga5FmGdzIQsjn7sFFDXX+DuLZLrezYmWAGG+wyhDmoGECNhWzILQ6oDkOZVMusJz3pRG2DGBWVAsuwPPMJPnuh8eZaBMtQL0QnSg6ya2QgUmnrrOTvtRUZQHfDjD/rB35+tDYrsWHtEnpWH5j6vbhdvnBZhhra7hP4RaXsQwv0MBxzoOX4NmdQceAajpnwlEz8Bjnn0WPh+btI9cxMNTzR2By8sdR75La7kScZ7hr5Fns8vRdDSkLmroux8tNQsB6N4d2OjUWen957g+c/WHfOqqUQ/W7woUGIpEc/x88P/XxbBIMoxRsTDSM7Gxa9kZDPzsd7lCqsmsDzV/S8FWSMVOJWvBdS0d4wpwzoCgv+k2DBuwjIOAseWf4G/3nScuq+t3PvvUAnOHIkUGeYuSCErqZ1QONJ/2rZKkw9YRMGGgfiJ1QvfBy6DomJF7j7sT3iRWS6A+RbeJ/moKFqPYJ3Z7WdeVvD1acHTLgs6SdJFFDUlKQ7rQ5jYqx6LSm/tze88IcTOej6f/rdLQvsO7/NszJbG86ZYLjlCDEwFz4dMHOpYdYzIfY9y7HjbmLbLXux9eBe7HXBVt4NV53J1TSvBFU59iYkTm7rvIcFePAuitQrg1TTt5rpifb2DCMvEKPpDA71+KIw7Uqt9RQhYoB0AWuWKIx8h6aQt0CMibr1OYagH4TvWt8hSjVtFS9KunPuCMccDjOWx1i5PpmqZE31IzV4nKKdkc3F4LuSqaej1O10OOkEmHq3u4+FiCexKxwxGD7/Ps7CRQnpcVpguOIPAdX1IVNusmA3Ky9t/LA4SXAjrjF4xF9xgsV4euy3VsAz1f1TUEzdfP2p8ec6YJFlwoSk3+l1Z1B3V3+6f696MZkCtuxzIe0ydhJwD6Dg1xmEu57Zi9ceP/uHl/+FZcIeoigyeXqcG66yzHo6TO1c/777L5w3fgyPPvMu9kPrF+s6fCcn8EZQOxx1ROLkHHf/9JS1RkTJTNrsVUMC9RIUW9E6CaUka25f/+70JVIdo9safy9Bno2GJtpSzuC9BqVZLwfaGB4563AJVzZYwiXuvTX4DlLg06raKeo7ePgWWPmfpGQ05iNl9XqvlL7e0wi4WYV4fso30blVjwixpMPUT5GNqsjd6zTgG8OCNTEWfpXk2UOO546L86G95fMVSQYVl8icq21l6fRmo9DCMHgdvPUSJlx+diCTQgOzHiYl3d59ywCKDFMnDZDJUGC8p6Huq6YpFcBUpNwVSjXbFQweN3AGqPjAwIOYFmZ/+CrD9z+Vj/78IAwD+/ovNwhmL8P4q95k1D23Y4YazLb+wW+oWU9Ju3yee/lDxm272Lu9+YZ7X94y9b57bjyD2/7xInaWA8+K8HG+ej/bINRgFafJQBiJmkFxgiWpexvNFuhC7oRXPK7Gs/60vkSzDAE+E4M7hyqEr6CXF0SOG+WBKI9EQ5neRs5tpeXoh57isAOsGLVK69Oije58apFMij7zPHe89sh8qLQCiCbhyr/EPGgaQ4BWNWxKXtL77cRXTj9K/ta3XVyMrptfh/4RqLb0L5EN44v4v/l05XrGDIFtusT4459Xp/qgtip8GPdwy7bj7mM24dLpAe4PMSRnXohUL2YjD3iFi1trkQm5ExJGdLDwId6lVa8iWkYbFUbRHLcudn0cusspGt4eH3c7oox9b+OfycnTDFOvwWMXtUBHsG81P/abj1zAXndNkYKk5UA52E9+/PvN2CDVSerO57bnzBs+luuqcNcRTaWqW67yY8q1+G8+h7r80Jy/oYZTjYHec83saGPg3ngsYBuE5lyHKD1ZxJjthFCWQ+SZN8DVx8b47LskrywJqPkgZOCecebNTfripoFIOzklUMXk/mmxXOHQgPK3Qy9RX2u8XuMy68OkNkA6jBxtmPGEu2gFVzMjx88ABhjxSjW96vCI/nvHGbdDOhe+Xkff/Bhz5ydE9KcAAcZbGz7Eg5Zfm/RQFxWgyrl9HQ1ma5c2akImuQJSH7rPLARicPzZ+Ieo7rA+RCffXTQ68Dl5HWo8wLc7y0cWTwN+d8nhNxnHBRd7noXqG1bBnE/ewBwS8Mlbj8rX5fWWa12ATLA0OOlfwlOIjrWlS5u1lvvjPu+K8apHMJRs46s7NaWqO6SKiUR7MajGoAJ3EXwl5YGB7xitXAUVgNXvmEOqruLSwwNvNMCnOr9AjH9Xw9MHHcusI+7g4n0TPPkI3DmqB/SBeW8kpBguXUDk4vaBsC13guwDjO+TEQOyDOUfhbK4a5E5VG4lbVlufcjoQsNL/xww40V3r9RwaC1FHO95fOUAbsUi8uReHDo4ybmXbaDpVcvcxxMSpoDMU1e526plHQtafm3SQxdniEuBSThwcF8rop9tEJJKxJ1nsZVJ3wDTpsgxLr7M+B1QJ3QOEIOyl8PmJBrwBkILmzpHFp3ugHXw4Nmjf5PL/KbTPV51KOLCr1j2FHxvGXbZ0ZjdDDtOPqM5gFYDDzwA1IMZanj73xcDUNyxJ1UVa4TYtINhyA2OU9zeyMLIs7JYy/BGTym9eqkxhBy0BS5kkHQa9chCijR/Sb20BV+kaxbg76viBA0w+RFL0BMotRwxHp9WjAMd4aHTxjBxzmPsNO1PDL4qDXrAHZ8sk12+L9y2145MH30a9128L6P7h+w9Uo6xodzK7u/qWaixPgzQgqlKhJ2onAn1EtfD5LtD6WxtkWPkI/TwbPlsuz1c+NjdeCq3GsEauOZy67EMNRqdjG+Vl97K8OEvT7S8+m8auwmHD4PwrulQKOkaY81/krAdsNj4LscxBOmNhgcW37BEK+QURIxO/G2QztNqWMBPEu0TqICTovfaCTmd30RN6YEXDuSPB72IOTKQmF8xj3o8RVdBVaXv7gi8i0/ppQNrYeaVN3PGvPOZ/WTSX3M6TLwyYNKTzgDOh6NPhUduRtxaFWHVTIJ6Xl1dRmeRwyl0968ASqD9jjFWT0/6+5aJz9aoB6HhgwqiKqKfC713i7P4/YQYpH6wRfc4DUlY/IGzJkn4ZMKTDH3qcDoVxPh+RlKyA2tll26/a4zVi0MotPQpibNoVsJzT2rx5K64u75GxLittML2/M7hK4UIOWqJeB50QbzCkcBSIynnDQhwXUszpm37vWKsfispoYViYDrfoiGUzss4M1tlFC54qmWjcMNhm7BR2AofrxXDY386giOve9xRWRFDMARYYESWqx7vsnZA4v88Uu26qPbfkbW/oe4V6wuolASjeEEG0i36CzzHAZrx7IfuH/DxhT9S9fQrxitPjGe/6++Sc1fSj+o0aCZEG6pEKb3Z7jr1/DQsWIWP73VXV4ReW5qpS+vk0VKegtZyKJGpjwPoKvDGQdmNKp4LnjCVHjlOiCy6BLIwS/HPRhdrjhEPL8+9Lw/x9lZb8VbqIbsfbFju7sdKwQH67RPnmw/d/a+xEkKstJ6lqPcpHcESqo2EDQXG9ycNkO+wiJpziMyTHPwiz3UGRLEFTe+6zeeqyTEuuSrpeROaxiyE88cbpky2vnAuczOmsHGjr5EqxmJ5HTn1CT/RKwy9d4nDMjdh+xj5P9VqXI082Ap8h+RcUrnsulesBxy1u7AuCm0s+gHy8Nsb/70dTAqwO3/gYb/JZb7z2FXsd91dPjWmalIVyCKoRSZqPbJbabxv8W6/hhUB3pNRhqGm9rSlm7I5NQtRRjOhVQJ8H4eOyALSrIyGCbmIkdGQIAa3TNyFI850/5+BGKgCYCBccl4gz6aXgfXQde8YD19wGA/9tYcXS1FptTJkgW4APrNQYdnwtpXzqLIpozm4fUKyUkU21aq+YJdAskiZ7vqLDLsdamARPH3sMdz9572YemZ/+Z4BRs7PAu2tV2NS5Wb1UiusGFHd8fu5+2SBIrjkIucpqCZHHBghn40FMPGKIJJFa2X4cMlzLeuuXXVwcpP1FI6ZCrkZhkTScv8/kRvbDWHjdZWdpP3IGKtfSYpRmG2bg5PFyILWNFwuXj8BfNpR8+zqNai1V4uvE6cRCSdckc9nk19km50O+G2uebjxO74aBE0N6oK3eEJQFpLzL7diBHKRRaBpOTVwKmZbixiUtkYWVgLhfaix03oRvX+qxpR016w9HbS2QxeMGhMNPUrcObU3QhHuaMSYfGeFGv4lsAXcMnIXstusZ0g4nh3/doYYv+4O0cedazmpjEAKt1BjpkrLW7nvX4D3itYhxrAamSe9rISIBUYMSKXhwZMPIi+RxyGP/Rv7cIg5x8DbeNq1hphRzY24O2aeu6dbQVHngLI3Qh92KS+knyHoDPfv248/XrbAe3hdTSurJH/itSmPxgTc82+4/z787vghjswirv/qb5N03C8mFOgoYcYiO84KKwujKzJxtUJOR4A85CbEiFTj6/IVja/Cs9n6IA8mz/xmBgGQSaN9EgyySLUYS0ViojtZEll8+XjdSEX5w8jPCrwysxZLFRgxDroXaZ3ABsRQKHFHG6dqWk4NjYqZaJGUlqxnIUVWmuKLIYVY31svu9YELICsnGra5FYyN+02n85UpadMfKemrm4VRLtHuWzAcScjtTDLDKQbOc9VSEhZaMTI1FiYbwiGqQE1sN5y4rQXOOTxf8N6yL4oYOJegccK9KfyVwwSYoBrLWeE6NRoKJsZes9SnxHQpV/AM7sczx+vX+CxhQy5xtYZBdPya1MeT74HbbY0pO9g6D48Ru62gbSDa4ug4tVAlaH0g6Q8wKHI5O/jbpxyEKKLeguaayvG8Cm3Ffh29PqgdTdsQCbaMkGSV9469ze5xqbGegomxGTiVbvz0nJwjevV/VdMwJWREyJyYGkIoKbFUMrhV8OQh68BSCKFUausJwppebHyCVTA1uBlyerwylXR8vA0970FblFqObWKtxQacbe1rNw9mtOnzaambCCJJletFiU5qVHORkJDLb9WEhZyfx772oVytRYSmnFAUp/ZloP3sdADqLaEM13YUWBTRCjKLdRY6t62THrcgbDdjN9cspDNxAJrLUW7BnJ931s5r0XWb0Imcu+z4Oq92kv/z2LT/D2NrUxJbjYKLYyFUJIV0Dgfln+YpPrTkOzuCNX0O+h5YDzVUfrEU+Hh47s63UErxiMaA6tE+EIk3stBXM9Ohqz9jXdJNdOguXvrCEIuRXXribtgX7N06j7gB6f7a8YX7z7N+hdCn47TMCdPzi3ltivdVyXmNcxY6P5PWYC6a6shiyHS+ArsFRtYanjwpo5y/YnIexWTwV17Fj6c0EyCGoW4+0y1+/8VVv5ehhdzSSDhgGYDdMdcD5RbPqx6jdr0BT59qWGdhjVpkc9oTUa5vKXHATEu2z2AbCvn0Me9dx2k7yG7+HP34zU3Mt21L0IMqQKhSs8uRQwCcq37HOuexSJS4GrZeyHpI42cawVccknglZ9U8j4BVMIJF30vWQsV8dWq0qC1NOefeG3SoxGWvJqAbOizY5zCYQHn7mRoP1juzNIvkuIi5hgefMJwzN9XOPTYCDFp38A3imlCiDtpwHtw7B8QVmCTpe51613uJKk28x9d/JB8BrCfWexzIWcf/s5veok3Lz/WI96qimSQRVjtjNFWeC9BqdnR1J8KzmbhF5SSbXR3Dtz/11joaTnxilJIGKEQawpSMwcqgBt390wZjtoXUu+Tegr1eKPiSGI7HBP4hfIlXrtSU3Zphqw0w18urpNjNiALTA1PE/L5ATDtxp7c/9ctvJEPYdn7SS5/K5QMVAL6dYhTMEqIaAXpRrgKBq9Y3YSAlx2BtvDmuAuhnaH7LjFuPXMnyDH885QDICkezmsv4QllDUh6vAka37P0PTQOMbjq5lBCviKX1TDuu4YYuV8G76WmI6FNa4HGK15sGWi8/MBNF2hkT1KS4heeZbj+KUTeO0DIS12tyIDNs9697mXErettxEorOUdzx8qHN8giKcezHTWnno3seH0M9unWlz//0nHtK3EunpT0OfVGxN3WyQji4qobX4tMQtWmLHLn2R4fapThd0XlGCgdWfUjM939zUZSuZqmbIPPXuhntAeELno1MNVwxFnwxpKA8nddmXo1pO1raHrDegBXf6o0v4J0Xdx1rrNyPWrkXBx/5NnwxDzDmH6Wpx9DUpQFFhbCcePgoWkw4eyAq+8O5RmqIhT4VGiAr6zdFqg0gj11xAO5HQ0njbZMvUfeO+JowzsvWI9L6fmrIQbP1ehgoIeFcmeEavFdy3KRVGupA11VKr+xlSlJY0yLr016JEhVlj03N8bEI50FXm884KXtxAxiABZaQcA7WcadZTzFWdN0WsuQg1hudSE1t66CLLnAGos57H/nr50wcI7HNVYigqoLLGyw3D+uWAxChhHXNolv2dYZHrqzuyx8BRljeIZdIwLarbLe5VSMIcsI6aveStdn8Duchglt3P3JQO6pkrZ6GKlfcDUQj0+D8k9CX68BNC2ADgfEPI9Cz01DGtxxa63wECKiN73Gxrl70jb886oDGdWnhLsOaMtuRSM442Qj15MFD196GN3bBpCAq292nkKx8dmXBlJhX1Qwp6hTwKtHnUXB/kGK8Zq9i4HFlql3IIYpE955A6m5qccbx1qaC/DkGElndrQwC1nwNXgPyqXE+2wdk+teapvV1WzOPmzMaGdSFYsLyhJMesCKRFgANFiu3Csm3sA6ZKK1AzIhczDwDtw91aXEOhjZYdORyd3NyGLriOSf0xGCSpG+1wg6n4mk0v5Ho1P3Ac1d/RQGYjj54jVOQdiFEEPwnZnr4bgrlwsDL5tmzVjJoXntQnbk33VAfyuTugLhYSjvIg9ZGDXuexTIVHc+geyGWq6cQ3PCVJY7Rm/LqleTXsVJ2Yyaw1dVqCY8eOlCoyXLEoz79xcsCqdTVLEv6bE0ega9uOtVAQfvO3QQuU25HFb0DAU7B+x2iIHt4YozAo85bAl0hZ6HuHyuA13LvrGMuv42Kl8NZTFnwIYV1hu0DFI0+lQqWIu+FHhUbGS5Fc3KCuNxIM2axJA5lQWL3kxIsdYeCINzVJyHJh7SuvBh8vSWBZou3T+x6YYPRxmJA8vxTUzr3IPsBqwydNwmoHRGsrkLGi3/1R1QefgFyCStwrPyNC+tAiCdjHyP5vBDNrqdfIvXeliQov3S1sK3JoV2p1z5DogRW2Ulzq62vrVdA0LV/gpZXOvxysWaNtQqT3WFC+R9bfcLuGr4Noy/+tPmateJyH2L4Re2LgzNhlg8b0GFUMqMnNv3ERdcn4eWXCswqnwI5Ybod2YCbQ13nrw7V385gxUvJCEbMnc2NCTBLkBif4voC3SwgiNVWNpsF3D04JBH5gTEA6h8KfRhSQEiQ7cMoTLPpXm2RlmKamCKEU/EIhkZ9T50x9YpoeQ4rSrVkHVHPN253kCu5ZZ9d96s5rxRQ1NfJcD3ljEHWu8Gfw6mP+zaLem1GnUnUuOgE13dZxDqcqTUFZCFoL0C2iALsgbyhgY+RfY/Gpl9gCWWop4GlhvJ87u6CmKIyz4ESYF1EwCVKvl7t1ExMRh1xmsUKlKvu1zUhVfD4Nz5ijdCxk/7zDMTVRlJ6xSiGEuUq4B7z05QuGtA4a4BdIZ/HFYkMXSt9YvfIB24lX6di+dF1OErQxWrsMg9b7SMf+JtVryelHuxHuqXwWnbwsTTDEN2iTkjZCVDsMJy+7iR1My13PuSISMGldNDv3C1c/VSd4+qjVeD1ixLEV4rUkO1QjzHAzxjsQGZS6qOrUZiS//sCgoCWGsE0F1nYTakxzM2hw8bNRQ8GgCkwbNPITFxklT66OABXX2naJ2EutMpeOgozt3HxkSPoRwRd9UYt4v7WRP5TAhV74SQgAfPGs2alYt/8em3xrOrvaYJDJTNCD0wutimgL2OWwcMbBun7a6BTNgeVhZvueXbF5OCRSyyTicAv8s52TDSaF570BbhFGiJtF63ZhDK8FkCQ/OuSooTKJj2Bfxz6PGUvx/Cd3D6i+WCOZQYSQlnAEPg4z89woEn0Nwt1/oS1czUMm5NTTpFrFT/x0yg1HLP3y2TLg/56tkkrHLhpQNhz/rbDFhiue3wHTlvVyP3SRerqyqlASdJZ2WhFuDDh3oo2jPw5CvdKPQ+gFfyiiNybgrUauvBD90zyIFK1WpYa+Uc88CkV2wWbt2o0daKVNjHQC30PSDOwsUJmdhV8P6e/2Be/RRZ5NHqR3WTVW0YIBuWv+WQogBRHOpiJGb/BpmMbfAurDMm/y108ktGa4BiYwI/caOCoW6XLn0jSWkN4hFkGZ4dezxjvpjmc++6mL4AYpAzylD7egQJ10Y4eXjJsybrsIfI+emi17oGNap6TwC6wvYDAj76yHkDGTD69gfl/xJga6zsjCCpz3zgKxh289FCDIuWVqtXkIMniOn1q6enoYd+v9aGuCYznXsHrEyGEk5plgE4+9pZ8o84cg5K885HDOIGmwIWWYN4okmgyFCmoGBXI6C1xTe2UYOiQKaGBgESajTg5ep7GMF8iowvPKuHrKzq1pKXNmcffnS0RW5qgYF8WDg9QVHnQOiymZbhr5zKUwsXeFl1rV1QNyvECbPitfhc8Q51+L4BmpWweOHQLGANvPrEmXz48n3/s0s0xkhKEZpXPqrLrzyDNcBqy5gp0/x1qL5hESkmZ+0cPK1Z+QXVyITVuLgRWSilVjIcupFUwacAACAASURBVJNqlWgTYmiVOLUBuS8r4aPHQq+Qrca4vZEGu6sieIiSlBL41u9N7m9anKZGC3y6WJ9jHAmbYnjKd4m7N/lADqyckRRtiCzkGbdD8BWVjNd7GBWZrbIeOK1DtCIKDAU7B7x99CXYh0NmXnKrkOKU0uxwpRQjVBWoNOUZw7NMt3Dnuc6Kh1btMDDHd0km01sHNN70etaPvQWAv+xdt+kCjacApRFgrQ5KDo2xZknoySjtnEXWAp4CfCpTdf6ijDgQy22RxZSEeye349Qr18kDVhFQTaPVgv3gf3vfV69czNMLhjL+qkq/Q0cbrqj7qoi90pAb8WIf66xfTLrTdkHi2e+t4C7R2pDuRgg3anQUZde6kA00F11RjoLuyBsiv3c3tNvasG5FSG7HgOrSENYZho0wfPxq6MlZagCgOVinxi8fqIX2B8VY/WbShxWr8elRDTm0MKq3cTRn93sVPg0bFTtJ4pv7gGd46ncXIVmZemc00oz3XMoiRq6PkTAv2sAYfAoXZCPraEV6rh8S4mUJrmBn2dYBjWlBWouvTXp8gDyQfCOkpM6w5rUkZx4EZFmZaIpk5+FdZJUUb5BX+z0d60Td0Hy8zoKFs18uk9ScxceT0Dzr8T8cOblt2bv9y3wy8XHsfyxHnoBPMWqzWk1dRklY6rpWWU94UiZiPeKyr7PNSEGAZFeU6KPNchRfSOlRGsEpNM5XfQEF4qJVlemwbmXINUfF2KtnyJG7Ap0tw7paL3+nhCLtQamiLsq0VI+mm2H1gtDL0Ocbn0GJAZ0N7UYE0r9BwxyN56G5t9Um8m+tY1mPGAS95vZGOAdpLqyIG+ExGHcPl1hhlPZw37fW4T09jPdG9RrK3fFXW3bo6cLCxch8/FbAVzPKtC58SA/iLb426ZEPB5yAPMDvnZvbznDH3ZbsDsaHCnFkJ6wlRVGmlpR3sXp60u+U6uppnG2h7n0rD7sSH+8C9nOLfeZ/x2jU0SavkGlLdma73cYC8OjJFvuu5YTTIm9S2XTdJ7JwupHWx+QKGGodgBpI3S21nqPMSrycgMKeJpVdmPjXgMNOQu5bLyshi1b/qWJSiDwPxQfiCAlpEVz8tyTPTDdYCwVFAXf+03q1Z/Dt6vOBJPQ5Ii7nXmgcnwTp3VgjrvuZp0uaMSqjd+lJhnWloWh25gA5VgyEhj96XvoZTROq96SLGCQ0yAFyrVxvH3dtvaykpMtcJuhThB9TZHzqMQ0JCdQ7UG8mC0jAh8tDb7y3x9PD17aSvJQWxFt8bcrj2JNhdPct2W83N/FLSeW2h3dGJoDGxAbPTtSJDLCl8RRVFSrJc/+3Hg/UaXdi7XHwOxaemDMNV/4txOxqMH80mGEGs6XhXw/imZa6Q6t7rOIrGqtr6tQitQYK3GmvBq1VqEFANEcYKl9k6TI8BnGYdHPIU88AWbBPb3y36MbIMZSfoDiFxVdRNgKNlsefhNv36+D5DVU0pzFXwT+v6cuilxKSRaqxYlgaoE+3eEqde1TGCRx+GF4CLRMmXxYKz6BSXPjcLoEYmS5Grqutga2hZITzDnXjaEKMki7O1MsK/dlCcdtA3rfQcPuZO4gRaIOkHZVclmOgr+GCY5DwLAY3Tsn04HAW0MPQLi+Qf1cAs6HHYbFUSNgqTGHau51bnDDH77pyk8UUrp4eY8JEIa6MPQGeuJeUK9pjbIxla5NCQGljZNF8a/1iVs08VWpWwArovnuM5drhKSoUUk8qriUJbAP2nv/9PU/7f+ydd5SUVfL+P/ftnhwZ4pBzEHRVRDKIKOawRDFnXQXMumJWzGFVVAyIa8Scs4gZxbxKkiiS4wwzTO5+7++PutW3R2EdEff8zhfuOXMYet5+861b9dRTT10UEPvQehdYawYMgpFU4JFv8MQlvVaLvPAq5JEBbfaNsuTlmCcYtTSktYKqT6y85HFgg6XJwAirp8cl7RtF1I7VyOq/yldQbEb/VU6IGlQNE9SQ5SGt99TZUmOrkm4KfnZHyp0LnAHfZH1a2U3ifUcYpj9oE4DwI9d34qRH5vt0YJHDlZoZaODAx7nU9lTSkYVAWZ8ZhpROUBMKZnXZQQHXv+3qOOYgRjbTeROqCWHd/SiBf9/QgXu/WcRXX1jOGAoP/NuKroO1HHkEvDwD0W9YY0U+MGbo2iVSN43Gpz5ptaVNADi6/9Id1ihwCrAcjh8NDbLELf3XFCt01HkS6913Uj7/WbWJB6Y7YAd8/NrZeKmvFHj/oksIg2oy0lvS78bzvFutBJ0AydMrWp3Cdmv/tm71zzRs0nqLf+syIYV5L8R8ZqCTAwFLSaTfEoZNgVONwVPw1Yu6Eqsbnenc72R2Yg/Ek4iA+ZvBhhbeQyZJLhJCKZCn1Zd6fHW9lb6s4cMmfHytq6NiBlV4vsBGvCen/AeVbssyibRy514R5r0X81kiS6J0nRokYxB1GICGTEooaoiwXX8EuiHErhIJhU49HyZPNUJdT8586LXou6CAbaq7H/XduTfDZcIsfANHngYvPy/nOGF8hFYcRoOyQr7NfpCc8r0Z99Hnku5uCmw2sM5y/cWRugGNYRjZ6s+OPB45qhOUwWO3wR23WAqygtr02hQ468ZiPlwSEXqtrmogv6+xfkU1MPipW9jvqDvod8158gI1SNpeJ5UqHYVJf9sOY2sGAWBi+7F+omQgOIGuzCpPXoNM6ORuTaoYpZM1PWnbavhizIO+fFrZmiuNTJYQ7PtWyDYdjQBnqrikk0WLgLR/pLrcKqZShHzH4r0D9WL0vB2lmmISqUQtckukPKNIBqG+xPLz3ovJeWhlqAK/1n2/GEmnNjA+xFFdiExDl/ZRuo+MwAI48VArhgKYfBey4ut59oTsfYPfMj6TMzKN8KQ2TWn+LNu//DJ8fNr10BHyKntgsr9nXYN3ueyhkHG3fy4M1SYwqq8ct/2gKMUVYd0i051GYcvjpDt+gmaGY86Hh25pQE3c0nFA1DfgWA2t+0VokOnYgI3wrrdmFxTpzkHwB5C0UiZ8deFUsvsGHonX5qvJbeP+ByMzo7Wn0eobo4VI5VB/vwD6ISQug0+jgVybNi7RJjcGuh8Rode00wS975O0358t1x7oqhjr4ysqG1iCgcbXI2jqErz7r06T5v6TW6spWg8J3CDhPTTCpxRVrVo9oPykfS/EZw/c/seMN14WT0VwVNvB4DIHeEbrKsvct2N8MyOEbPj3PQixSyXedeJnQn5OwOA2oU/vajbHIByD3ZGsVCN3nALJgCUA6bUw4LbLYAkYY+kUv4m8TX2ZPuyf8g7VWHbpEKVL4wA2wZAOcWridYSrwniw1Z8dehRAmy4R4iGc9tp6auKW+TPjRDtDVj8Da+HnV+J8tizk6HGIEdC4ehe3D135khhv9rkQO8PSdo9DKL0pnggVNIWp9f/DR/1vLrPPEeM8RVuJNZpebAxDu4QwG5mEqrykHkCywKrKlkXgm89D6VlgEa5HNZJNaGK48pa4xPqagXGdncIfrazmnY1P8yWv5uqiJzeOyca3rs/Fy9Mrr0Jjfr3/KorrcIloD+Pp2aoTaUh0mrpnkvWegBorXcmXWylLVqOl9S66lqo3op6BFr65UKEiZmlX3/C3ke4Leg6djHxvlWHoPtZ7UIWW7h0inH+RSXSEIgbXXhRhzJ0ziVVsYq1Zw9zsaQJ4roY5n8S4+q4QApi1BupnBXUDGqe8u8uWNgHg5CFzdlxMYS98fbym1jS2bGMSlXjHnQuPP2dk1ZllPUinq4qju9ppW75/5tBAVkvl2G/Erxx58NT4YYw+5Pm/7nr7GjFoWqGYBWecYXjgHgeYdQY+x1OONbxxHAE2kSDajDgR3l0UsOlnK+m69Q68q7RiCJTVqCW/OtGbGynGWoaAluruG7yCsXIHtGKyHJ/JUf1G7RVh8VoPGt7o50rIam2Eyr6U2mzK+kayC6oerSDxCvzz7IF4Iz9Qu6oTvAeimYYN+HfH4LtS7wGfDLiZM366THo+rnLXrbUZ2oy4gTMSm614XjUI5hMD6sPk87vSeuNBpKc3o6p8DYMfvomOg6KM6ZPOog1lrNlsaZpruOMeC3XtJbk9wofZs2ez7777kpmZSdOmTbnqqquIx+O/+705c+Zw6qmn0q1bN4IgYJ999tnidv369dsqFfujjz6q83n+oVFooBfCCutsuOaGCMdfAOTBiSPkoXw8/noefxRydjMw33rpK3UFdcUt3+pRsK+HvqdgOTJZlCq7GY6+4QWmvj4cgLLS4q3uZ1uGGRr4akEtNLLwwEzr9RPWGs80LMGzHgPEIAB3ndMHquC5mbDpJ/nuMX2hya4B6V0RcBbkpa9EVjIF8XIQA1vP5eGL8WXbyvtIXoV1EqqMulZnqtisTsZSfDwO3gtTFH+TFbm0EmrjFhusD48UVA2MpC9zEVGV75AMQQSvS6nnhTtujbuWLDxgqiXbLoXY/41LmLMsRkHLQIyvtnirQYxoKmKgfraOneh+r+eOtRZOvW8OaSkN2RTOwgY10Arm/xRj9eZy3l0Q4en7YNqCQNSf4r4u7L+OMP7nsIP169czePBg2rVrxzPPPMOCBQsYP3488XicCRMm/Nfvfvfdd0ybNo1evXpRUVGx1e0mTJjA+vXra302ceJEvv/+e3r27Pmnzn+rY4mFFXD1NQFXTw+56q04l+0fQCykJg5kwYCbL4MQuhTAlw7Eqrd/QNHroV8dVFX4vw2Nh3UFLkZeiHxgIxz93gv0bP81bTvvtd0uz/Q33lipd5ONTJLvkBevEnkJ84D6hhcvPJqhE5+U81yDrKSNDec8NENe6BVWaOFReHI6sCouk1FZkRb6jQ749NXQT3BtnZbuZq+uzAZfIakhgRrdEF+U5Tsq++OokVAPILlgrQYRuNH6il9jJIr6a2aiClFr1rChhRUykXotaggykval+1VKtuIO6qWop+RSvuUxy4jdYUb9gBUlcVoMjLDsjbg3ihHgW8QwLbCi2pUJ1DM8MrYj4boKgmga+029A5rCdSMipEQMc5+NQTb0ax1SXhPlmhub1tEo/ElAcdKkSZSUlPDyyy/TsKFArRs3buSOO+7g4osvJjc3d6vfHT16NMcccwwABx54IJWVlVvc7tceRDwe5+yzz2bo0KGkp6dv8Tt/eria9qsvCeWlLTRcPz2ECujaJAJBPKHc075+yJfrAAtFc21tWe0oXHtGbaft1McNk49LCieyXIorwHMDdLVMBz6Et/YZw7Csx0lNy6CgUXO2dUx6aTBnTZwuk1/JPdn4iaWZEH0tNNZuZhn63JPe5e/vzvF761Zx6yv6CpDyY2U16uRJhU8/sLVf9jhS7rwOKc5Kk2PxCbVFV9LwOEHc3ZcyxN2vsR5bqJLjJMRLFS/RSRrIuR03Bh5/EI8zdJK0XVoPQ9Wb1oO+GsJozcdcd18yks6tHn7CV8PxF8Jjd7htkrMJCcEV4RMAsMxQOdPyn+woKzbEoDssmx2K5zAn6fybGul2rs+mBiacHdBqzVBCW0Ne9i48eWFLjrl4KVf8EBevJlWe73sLIyx8O8Yxr/7yv8k+vPXWWwwaNChhEABGjRpFRUXF77r2QbBtYOa0adNYu3Yto0eP3qbv12nsgRS8GCTmXmdF0jwFxl8fl5XGKeY8dQc0HRaBA/H9BPNIpBXvnOENgDnY8PAjtQ/16am38fmFk+Q/Gp+qJoFzd8dM/ZIVi3/4UwYBoF11N1/DX40g2o2Mn0Saj9dCIpVcW4rE1TVILn6ZkQnS3EiBU6GRWobWxpf2VkL7oVGf3ShHPDBVQ0rBtYeXdCCr3N8+xk8EbUOvDFBN17oV2L4RelVnLSTT1VgZorpSQyKz8PhkPFYUIitwBKresT7EUMPuhFmy+wQ+vao6GgHyftSQ8Lweu9MdSz0/pSNraLnYCmGq2sn3AfNfiIkRmAMXH42kHnOS9lNlhXegUnQpcPkVcfZ94SbS8gop37yUTcUNfBi6EloeEoFuhgVFTpptrzpnHyJb/anLmDdvHl26dKn1WadOnTDGMG/evDrt44+OqVOn0rhxYwYPHvyX7B+AZYZ1DywW8scubiUrQ178PeDaWyPkHRYk3OKVr8YFpdfVXVNnBjaWJNUwbARiYAb7kKLpLgPZa8jJnuuQjsTh6mJnAPMt3Qf++f6RQ0bdJQo9urKtQbgJusrm4L0FBda0EEfFRGcjxi+G4AG/WEm5llrJ+atoCrDwZcev1f6KEWoTfjYj2ouqWbnZcvFVxrvi6/HCsaohoPcE+OzF2/0KrJWH6oGAT/mWu+tpYSDXkNLbeNFdFXVZjy9y01AEv81mVY7W9KvqLuQlfVYv6XMlfamnosVd2UAm5OYGVM7H4zTF8vstd1kxgspPCJKeSZ6/d1Nu7MJnJ/wLa0NSyGZT6vcJlmyjIyKM7RMRTOJ9+GLEZFhWx4KoP+spFBcXk5+fX+uz1NRUMjMzKSoqqtM+/siorKzkpZdeYuTIkUQifyGXIg1WL1/EhHMjnhm3EZhtGbYbvPgjbFpoPfGkBrr0j3qU3pAAydp9cQbgDIGuGiFsXLscgPqNWmCCwANRmxHlnxK8+xhHeg5uh7H66gU+26GTX+PqUjwLUMMLrdsowzeH0VoITQUqPrAxiYlZjdeKaIBoFHRw3AUFGrWg7GcSgN8tEyxP3N5awED1WDSLkE9Cn8B+bXkzcnEirZmgR2vpdzJMpZToIgsrLDXvWEiD9EHunmbitCrxNSnq4OkEVz0D9aT0cTQ3vioyju9XoeldlcXH3b9SoBHcfVAjL6OfhqRj2+LLprVrVwaQZrj3kh6yDxc+tVkzjLLKJXxd/QwjZl/DpU/FodCw98iABumGix6q4cqzAuhi6HX7qdCqrm3jiGz1p65jS4Is1tq/RKjl9ddfp6Sk5K8NHYCU1rDrBftx+dVxcXnXk3gRXngMvn8yLpLoagAMzF0X8y+lTpJ0WPjV/bLTZJ0CC/WHtwAgt14j5v84g8V3f+2lwnRFyMGvOMsMa7ZBmu3Xo3Gz9kyZ0FleOnX13ep65Di48pwA+4n1BkDTj5pndwQc8qFtzyToygBtjICYZQhBqQYnUGJEgVg9oV9rJGgmwXV3Onbsz76uRGsdokBDwz3n75Por3jDDS57o7hFHK+foDiE0odjyATtRcKAVH6e9AwVdwCfxlSPIc+FRZn4MEs9gjXW6Ri4fTQyck7qFanojHotGcCPcOJ5q6EEJtwUkX2tsj5zkkwrdxJuZ1//VaJAa+o/h/NC9HqGPHIX59z1GQ/udQxUGwYMhqxUy/DdQs4ZAXd9Dt12CxKNYepkFKKRlK3+1GXk5+f/xiOorq6moqLiNx7E9hhTp06lTZs29O7de7vvO3kcs6tN5JPpD8GhxiPgVciL0Q/oZnwHpS/wykKOAms/lOXG7JdkIPXlSIoquuw+gDadumPftJ7noC+yvoBLLI2btdsu13fS/nPpeXyQ1KQFxl5huLDRHVw7IZRO1FqXUSB/T1B9NbbPhP6tY7w9dgx0gPwBAcceYKXIqCkcfTyy8kUMtHKhRUSQ/LQhDn9ojEwgxQ/aG8wQIyFOiRXNAZ18UWC+ZUSvh6mc6rTukhH90J1fG+NxBGVc5iPHyoC2hVEJCzVTkIYYi474UKU+PqXcAa440/h9NTP++TR1N3SzJX9Pl/rb7O6p8jI0FLDA3tDukKhv6BvC5ZfGBb/KNKKonW8E+NSh1GwFNqvgqEOf454XSRi/Iz94nMknduXATgH7dQyoX92LB76BA9qGzJoeh07ArLoahSC61Z+6jM6dOzN37txan82bNw9rLZ07b5+ehzpKSkp48803/3IvAeDfjwG7wsn9gCiEy6HVkRHoYPj7qTDh5ggN6wVktIYTxuBXKnUrHXHGnGaorq7xeXJdjdrJfs2Rv31MMy65V+r7I0nfyRSNhe01qivLua/XS3xy3s3YGZZnLx7FqNTbScmu7+sONN6ugnb7RUVsRpWCIhDtZnj0Ezjw3Xs4bQgUbwh5YiYColXAU5OAOZC5C7DQiLc1C5gBVd9YUQgKcXUGzjOpb7HFVuTN8wy0s4nj6eRvPLwdaemubDMPX6ad7rbZbD35R0HN9e73FrB4VczLyuW4vzeEwiYR2U8Rvi9lF2A+XPeYu/dRxOVvj6sVQYxFDIrnWRHnTUee7ya8QbNuf9/AopdjUAkd/x71gPIqKw1ySq2wJedbL7yTCi0PjPiwxS0m9tlQdDyzDMyD1XYu45+N0yy1HfNrPufmHr159nt3fvPkmdZNTyES3epPXcZBBx3E9OnTWbt2beKzp59+moyMDAYOHFinfdR1vPjii1RWVv5PjMJRo6FN/QhTZgA/wFNjmtOnZRzyLUd0boIB1i2wVBRZ1mzGS2JpDb3Sl2dC2tnONdBKuAwESS4FSiz/+eJtvv3kpcSxW/9tMPHXajjpTBKU3tXPL6Bo/crtdn2p6Zns2e9w+g2/mMVzv6JdvdH0m3Q+RcUzZVXSSj2AKlj0foy2e0WYfENDjj9Kri32tcvIlBomf28kf78URh5FYqKQDZ8e9rLP4+PuT64R8pBKmhe5e7POiGKQVknOhib9IsIi1DAmycNKNI8pTTpmSxy/gNr1EWWIcdhMooR6+Gi/n1VvxyXDouBeCsIPCBEwFve9TCTzoj0XsuGaSyICuO7qjrfYbVsfXy+h5eeOwDR/esyXhm9GJq5So9WQpAJr4ZcX4oI5ZIL90vLdjNe578V9MaMDJp26ByceA899D2TAiY/M58dVcM7HMyRkc+lgbB31FJ548+9b2gSAYw9+6XdpzuvXr6dr1660adOGSy65hIULF3L55Zdz0UUX1SIvTZkyhdNPP53Zs2fTqVMneQ5lZbz11lsAXH/99VRXV3PNNdcAcMABB5CTk1PrWEOGDGH16tX88MMPWz3nPzv0eoMLDId1sHRvEeGGj0Iq37W+XbrG+IWGBn8zrJ8WekRc3dFf5/st8jI0N5BradAoYP0SC0stp5wBk4+zzP5mOl2778tPP3xKy3a7kpGVx8x3HqHnASf9Zde7atl8mh7bybMpI/iOTVo9qfqECpZp6XEuXHiu4bZnkQm3yYprrT0arWyTvXfA5qXW95bUeD8NP/mVopKNuM+brGAK6wQQZA/EABXLd+yXLizby7gOUUZWWa3o/N7tL3TXotFwf2RCNzRSxqxZDtU60KYs2nuiDLmmdUlhnUrvVSEp3UzjtRM7GuFZ/Egim0CU2vqT2ntCBV2Vpq2t51RnQ42CdszqDfZ+d92HBZAJjxx3CPfOeYuv349z5gmG+5+Hh8bV57R7N4j3oV3PRZSmbjTnSBjZ6k9dRoMGDXj//ffJyMjg6KOP5o477uCSSy5JTG4dYRgSj8drGZdVq1YxYsQIRowYwffff8+cOXMS/1+xYkWt769du5bp06dz9NFH1+m8/uwIN1gWb4hw5Y1xKistDQ8JeOj2br6ZSzWwyLL+7VAeXGPj5dS0cEZLfbXENsC5hrD+w1B0GSw8fJ8cs2v3fQHotFs/MrJEleWvNAgA93zbxRfdqNisIu0KsmmKzyITo5nhxpsjHDwabnvYOjkyAewG98U33HWSc5vfCIUHkOzOGyAdGh8Y8WlcLSBb7rYttjI5ipCJ3AW5l03FcF/9esRLvxUnreTf4UE6NcYhMBBY5EDQVe68tXWdenfunBNpygwktNmF2ulB8OHULy5l28WQ18FIiKSeioKk4GsyXBdpbW2foJiDf4e0HF3PLUQ8K4T8RgvLSYdYzvrkDQ7qItd+/zQLTSynjV/vU5yr8Nzm7Dp6Cs+9dtSWNgFgxGFP77AFUe88PY4DXpooD2W1hTKnuHP3fNHy01Xlc8Qo7I6QT1S8Q18KB8glejUqTrAZH/caD0gWrV9JvQaCXpUUrSW3XqO/9Hrfe+Y8hjx/lxioLPehrp4K0DUxsNEy6AjDB7N0ohpJ77ku0sceYXniSTh4KLz5nqysnQ+MMu/LuCMm4Y2LTkCVv9eiIb13WXgtA5fTb9IzwupP4wkasp1pMSMDOuwaYcGLMW+oQzxOoCrRBt+DQ4+R4Y4bR3AJLbBy2Q/S8OSmBnDePwz/utv6Ai2lL6tntRxpQrPJ+pVd5eugtmCNsi/VO9FUpvO+KMUbaM3QqEfVxnDxcEiLGq57wkKaFQ7NBkTkNUDCrzwjJKk44s2sALL/R57C/9VxwNSJZLc22KdCGvWNQG846UUx1SN7wd7NA3nw2UA1HLY38iJpnluBMdVrVEaermCOpttkQIRVj89PHFcNAvCXGwSzv2HI9XeKG61eQTlecTiOFy7JNXwwE2l9vspIFWQ7xDCUWp54V1bgNx8lsULP+zEuK3iW+a23oZOmDZ7noO5yMYkeC1deEkA3WD3fEYcaQu6+AaaPZCV6NIt5ToDSpPMMV57nBExWI6Clqm876vTBw6jNlkxmH+ozS4Mz/2mgnuFfb1q/chfh8aFCB6AGyH3UehKXWSCKL5tW8pVuoxkdnalxEuERG/AhisW/T3Mtt9xvuW6icy02moRk/KRDBrtnY7xHY/AqWQWmbp7Cqy+fsKVNADj8yEd3WE+B4Yac9obS5aHEhz0QcHAjsKth124Bq8stJdWWqretpKIWu53E8TJhGfiXSRuaKl9BKbuZQIbBvpCMoP31www0noegj7cMn3p0L+vEa3IYe0upxM4aXhjYrW/ADz+GgiHUN1LSuxmvZqyaieAb6lbiiT4Grw2gAqkb8St9A5d9KIFWzSMs/TEUToCrqGzeNWD5B3HvjVmI7G6Iz0fOKeL2p/RinZyKaWiaU1d01WNQ3ob2okg1nl+xSs6HdHw5toquaMNY1V9Q7xC8IVTJOvVkqt09iOEzIlrMpbUTeq/U67FI2nd+0jFXA32hWcMIK76Myz2aY2unc8OdnsKfGwsspa+HUjOfjYQJruiJja/YcQAAIABJREFUHy0/zouz7u2QqrlAT6Q2QF1gnduKLJcBrWD06dBmn2htskwm8uIWWcy+BnOeYd2qJf+ba9TzrEn6LAefknS9DcZeXpp4yY84yFJvdwM58MO8uKxC65GJovwNvTat3dBJC54AFUXCklTjGZIK8CkluMqyb2sDK2BDpaXJLs47K7GwxrL8hbgQhZTRuBniX1vxXloaH8PriqysTNWYVBanekWK+2h4YWWflFn+fpD17EM16iryoquyhgRqZJwydCIU0upIJYKpgQyT9qkt9FxnqiPOhmuuj/jya11YPnP3u9gdLwdYZ1gxO5Tsi/aZVGMSBfLrmJI0NrLVnx16WIRQsjvi4vZBJn8vhHSz2cgKscSKVJky0DLxhUSaO3ec9anvGJZ8GfeYg4JB9fDu8wbIr19IGI/xl49kheAQ764qprALgtKnASUQtIBXnoGid0Iw0KF9VKo7U5CJquCqAmW6KutKpaK06gqvs9DS+pU7iZyjAOP0yYLnbN4QUlQV+u0yEDpxFVx5TeBJZZtxbeas3H/1CPR7GqurB6epTK2ZUEl4la5wE++lR+QetRsUlXMvNFx1USDZpEDu1akX4BvbaAYhwHeb0pRqstZnzJ0D1AY3HT/klcfgqptdGbVWtOr3C4wPx/SehQimoNRqzYK57MdOo/AnxpmXOHc4F3n5fnR/KDFQbaG1rBrtRkZ97YBafHUNtY4hAh0aRmV/KXirry+gehflwGJISU0nqCNP5E+NxsYDa0rDVYXm7nDD/hEotaTtbaAHhAvwJc/rLAvej3kcQCe/xUuegUfgtXZBW8tb97dVxtcQ6N+htny7A2WrvrbQAr/SboLzT4BrPwzlnHPdue8NGb0NTfaO+FJrfS7aAVrFZdR4qxCtuvIpcOe4fuJxKGehChZNj0nWYbHlmtdCeaaNDCN7weQ3jQ+TsvEqS2og48jfFd/A3QddyZWdqS4/+OIyDcNSka7lTRBFq9ykbX8WfIdcI/wIvY/qfdk6GoXARrb6syOP+1+DdgdGeWJkMxplR/jXtZl0bR8VtDfVcNnAABoZfi6Nc/xZeAKKdvlVL8A94AXvxXwJrBoQrahTQlMc6AqL5n71P7lG+3QoeXv1cgK8S7raMH5yCJmGqk+tNHDVVVbrOqpIcOoTHkJyCEHSvpUDAT5nH0Hc3A54BSStG9FmsCrDttRImPUNfgVsCIPNKbDcyDabgSxDJNswsKWlOrS+RDuCz64E+MpGNYTgDVcUrro6oFVKax/qleBBYgfMntAXRoscCM/eh1C41aiBV4jSia6GweJJV6otAR7PKHfPQPGZKOKR9EJwls1GqltTjTc0ynnIFgA2UbehxVWb5RrqBDS++8y4LW0CwJBRd++4QGM3YADyAk8HWhh6DjAs3WS4uvsgznxlmrxYvxih6/6InyAKammIoCtBCpIqiiAWXV+Wtfg0XQOw7/5v7rUZYnzaTVckzYxEET5AhQMRF1kv3LEa/3IreKdDV7t40jaqawD+nuiqrC61GlXVY9T8fgRPKNIKVCWRFRrss6HUlegKHUCjfgFt8mDORiidEfrJrB6DI2U9dV0LFpeu5MOFIdMesT6dWSUK3qfdt0GyJxV4xWpHKmp2WIQVK+LS26EUMW6uUUsCk6jnUpSKAyieoIVo6dQWolXcIdlTUMUm1SpScLrYfabAsMuC1Sq8UuampmHL6gg07gwftjIsov7zHvIi/WI5pk1PjIHF9n2PHC+3QqzRh6zhgUGMhuak1b2OOSBM01PJE6setSfYXzi+m/GGLzdWg6S9H/T3ddZrJoDPp1e7c1UAT+N58AQlXZV1e33Jld2XDMYmgY85fYLaHZmdgG1CJl1DjM6wf3/ZhZ1mPZ05Cmu/CJn5SkjpbOtj6xS8VHspsAeM7vcLlx0U472xIburqnI10NIwc9l631+inpHv1UNSkAGseD3O0L0hKHTn1tT4FVs9wVQkK9UBif8LkEWhPlJI1cy4lvPup1BO4aprApofHvFYhKZzFW9RI6NYgU58DdP0vqmHo99jZ/jw50aysIV7scfd8Dmr3o5zyx0W6kNBvUD0AbSKrRyvrah3XyeYgkMpbtar26juayPkBUz931iFPfoc4tWBlUXXG78aRxEuQLIEWiuEVdgU2g5ymIe6vrvhV+LkcOTXuXjlPYA3KHovDJTcGMd+Jk1uhfKMT/Npuq4SLmr+CGM7fOEvSHUq1iKeTClC3sl2+9eJGgL9YJeZY5j20X844wKhk64uR7y0mRYKLZOnIjG7RcKFAkN27wDiVrImBl6cBGGpFeWoLOQZBnhsY5OlIDPgoD5Is5l853nlG1+WroxKDX/S4Jr7Qs7rl0KPw9xNy8C/Y2rA1fvRLlXggd3kjIdu67yunZ7CnxnJAiH6ElcgN7sYWGDY+GYov2ssrDX0GptqHKmKw6WIO6kNYpT33kb+Zr+12NdC1ixf+JdfnulvhKmp1+dWucYDpVKw9eAIdgle4j4HWGu4boiAdxcPyEl0cD7gGKSZisboKhajSsfgj5OBX/3UKBgSOfppUy9MnKP93PLGmFNlla1HQgbttctOpH69HOYt9FR4+06SN6Oiq7savr7+eV67/MQEMcnOsHw17ClmfzaR/Qb+jUeeep/lK9dzTfs3sNMswx8yglFoOKLXssyy+f1QmIErku7bT4g0/Urri6mySHAbNi4Pees1JCNQgsuqWBcyWd8kSIfLzFxwWyVfTQt97UMqnhinYK+yKg0+k6Ty8JoSTl5j6lolaWx0qz879IjiG8UqkJZcofezFeu9xtYmxmhMqKjzZmS1y3DbKBBk8Q91vuzf9DWYQYYmR3f4Sy/t0Y8LPSCozVAyoEluhDWlcTL7GFIDI/UK2u+gAthkaVg9CHaFM68oSjDz3pkH95y/d+1QCXwo4nL73Q+PYL+0QumO4j2Ehoa3x5+N/cyy3+jbap3rwcMeotOyM2XSO+O6e89buWTcMC4aU7uYz35mGbnXLdivLTQ02KkhS0ubMvSsElIWDyVl9lBSC4fx0TyPBlaveoHmTRtw6XWPAzC68WgeOqc+g44wIp6qIiedjPzbyiSo13RFQoDd3HXmI4BgDVK+nW6E/oy7ByXWh2sacimhqcD4MCrX4U4t3eeqaK1iMXF8YVXnpL9bPJU6/qvP3Bpft/CByFZ/dugxEHGXVa9PWXGKnOuKqOm3EsRrWI9MtDzjjYS66FUIwKgya9qbUB+2pjS3rna/XcaJ41d7WnMB4sLuCXsWxuncIEr5Epi/PuZUrPFEnBicecs0Rrl+kABYsPdYzj5yJiNPwHsCmjsHWaFnWq7dQ9x909ctX06cxr4YcsDIe7Z6vs88fBGphcM4d5yBPEPzpg22vu3ki7j8hiexb4SMn/A4u+7S6jfbXHrdY1RWbK712YYFT1BStJaOhSfRN+95Rrbdg0M6IqXQ1Ug/iABZ3fPdRJyDhCgfQv29A0dPti4MRAqpNHRUNaXk2goFYVshRqSREV7IZiTM3OSMQxeEG1MPaGSot78Tc1GClmI96tkoeKnvlY5IHbMPHz89YUubADDgqMt33OzD3kAzw5iRcM9N7tqTCSmVCH9hA/6hqGU2eFdOSTsgL0suviJR28xFkUmXj48V9wA7cfvfc3NIIO6rMgjdC9pmiPifaypCyoutiIVokxp1pVUaLttABwvTgHrU6o5dU11JSmpt2X1zTIB90lO4zT7GlRnDqgkLaNK8/X8959RCEax9bsrFHHHQ7/f5SC0cRvWqF+jU8x/8NHNS4v/Jf9vivTnNSDig1G/lEihYmo48v/X4Z52DJ1+F+DoDi3/GSk8G/64YanfbamDEiBggw0BbCwuMN7Jaj6LvSwWQY6X2odjKOeS442u/igx82bhcU92yD0E0das/O/yYb7nnxqQJpAU0Ft8Q1lGBAW8E1EVUirOWTutDzUbUmnvh+0jm4GskYsDPfxxwrKosS/xeU/3bHhonPmoko6DaCS6E6HBglPKYZV2FJSclgFLjX9YMd27Z+NRpueXo3eR+bH5jY61jpKSmU1FWkvj/wMPH1zIIIBWhN456nsNjE0jLblKna5v64AXkZGf8/oaIt5BaOIyfZk5iQ1Fprb/9+MndW/yOGWB8E13lCihpSY1Dcm9LxZB0EdiM1CNoDYVyKfTv+g5pKb1+ru9TkU1kDZ4+dbjnaWRaqeNQ/YlKBJdKXnTyEJVqLbrTXhPKk1AjFaujp/DZy3duaRMA+h557o7rKWiLTV31VWJcW64raaSLA6WWOaS7FC+2ooh5Dr4NWya+UCjPCNCUTJ5xOfr7bsjjH/tuvzZxpq9zSzXPrbFmCG2OiJIWgSUlcao2WthgBCtJNnK47VcgKbU9gU9hw+vLKWjYbLud55bG/EUr6Niu7seoqaogdWAmxASUPPTvj/zX7U1f42N8TZcqEAq+/VwGXmCljNoNbS2y2v9sPfdCswoqP6/Zk+SGNQo2K+uwEugIBa0CNn4aOo8AAaMX4TNFmQjesNGlXZMp3ArgKpPSIF5qGp/VCSkMIjs9gi0O5ecrz15dSiX4GPxKoS9AKd5oKJNMgbbkvH0CLLLeskMiLLE//gUGWPPmuoJoWJAGS76LQ1MrvIwASZ/pi6VGJNVI3OuuITc1oKRz+JcbBIDlKzf8IaOQuk9mQp/gsNv+zdcFh9J94DDMqEDAU5VNb470sNCCKPUIlCMR4ntFLLNe0EVZlha/0keQCarVk3rf1PNrZiDf+g5TBu4ZtzeLar7iX/daP4lTgGVQUmi9ItMahM3Z0TjqvZHjFFgpC9cKTjUwmuYuxbM3nUe6M3z4MyOZuqspRy34UUCwBFEp1pVfZcq0cYq+HMmCKxZZeZStp8ix/j8FzB4GMyog55/bEexVToS6t1rhl4YQsL7Hc/U1ZlahkUxZSe10K+BjJpS8HXL/ifW23/n9l7Fv/93qvK3pY3zu3s2AvS4djtnbTWxd1UuQlVc1NVVWX2eNvv7NjPAVdNKpt6UelDIvtVt0R8R7THXfzTdSSLfRwky8KnMEMuv9zB0jQt45a0xtANtC7ENNW+IzCgusZ82utUI9L8FzSZT1mY14oUp+KkMWpZS6piSjqVv92aGHMu+03l8ndTJPPQN5SVZa/xLq5EvW5Pt1IxFdrTfhKbxaXpznvlts2fx1iBldp8f4+6PQ+G7Iep5alKWl0upBtDJ8e8dr/HT7Z1RML8W+GPLt+FcBWPX4T7x//MVQH8781/btgv3fhvl7kMhamGEBZniA2Ut6TJgeBtPH8PWHzyYK0BIkH139Vc5d2X66wutQDEA9gGqgEbw94mw67RPljHONL3VXHoClVkOdu88YICt3JVJsttxCseXwXeDsU4xMTHXxI9B8tajG5mZ14/0TL+H1cadw79hBci6q1JSR9B3n0Vx4Ij5U0UI6zX7pe1os4Wy/o4OETuUJ59TVU4ikbvVnRx6zJk/zefxE/hhfaJIFxKBd86hkIVSSXcuiVcFXY0dlmemkjODTlel45t0GvJHQLkzbYTxw+m61a/r1mpK7M6vWQJWgYB137UN6htQC79HnUACatOhIvdYDsNMsHx93w/Y5ud8ZRetXijBqCGZXI7+vdCGO4ogGfqi+uvZqr/RgDfliQAEMPN74cBC8IdGWdLrqV4E1cX56K8YD91nPDwBPT9f6gmIYd+PHUARtdo94byIOrz4M906yPnUNkAL7jxI8L1ZZQhBGeLNqCmcNnc57Y8+T429OOkfFWFPhtqutiOCq4RuMv25NAzc3kGPo0jBMgJSPPlVHoPHbj1/c6sPYc8DQHRZonDS9Hv+4tsiHCsozUKQmH1npm7oVpNr6CkNX55/IHYNHoBXMWo/PaGjBkGYsiuWz48+Cyhg8c8qfu/fVleWkpmdiepva6TMFUbUDtWv+8u5559Fmt1G03+X3039LF3xPqw67/6nz+71h9jI+NEtBmr2oApIWGmlJthpXlUoHMg82lL9vfW2CakAW4LMJmkpMJqIpyJeJeAD5QAwifQzxWdZXMibLyGvKsNAIY7TQreh57mLUCPcH+y/LJ8/eQE1sE5VpRWRU1iejoC1lRQvY75FbfR9NfdcU4zF4XYU4sA+w0hlLbTdQHwgcDlTlrqHOBVE7w4ctjn9cXCQ3vxTf8Uf1+5KBR+UVaE2DvlhaXOTSV12HRD3AVYHw5BsgK88m/czU6ng0oEnX3xiETRtX/+FrSU3PZFPRGq+EpMZKeRfpci5P3TiMyg9L2f+oO+pkEKoqy3h7/kl/+Hz+yDC9jTfGujKut16TQPkDKgGnxCF1uwMof8cmFaThU3aVrltTLpJNUQamph41tViOiOw4TCj+vvWM0Cx82KX09TQYcbiVDNZ69/xUJCVVtv+wx9UApGQWEA2yKUjfk9TMhhDGscZlHbTiUUFI8LUk5QgACqLCVGK9/kQGjD3BOI8PL+xSXZvLtNWhUuI7x69GF4TP39rIg62gti5/BEGDN1oB4tQLcGm8I4bDKzOQF24WzLqsBvOB8RWEyalOJUOtsL7Ksgpyq7slTue9Z85j/1H/Iq+gbnn9X4+8eo35YvwUej10CjNOmEh6/VasWfEmjZsdQvWmVZhICnsPOeEP7TMtPYuzP/gPZxwi/3/8g/YcN2j71G2YcUYk8HTl1ni+GG/csvGlyri/K4Jfhl/ld0fIWFHY66gIX/8UF/m8NENV3MqKvAkf2hkSwrpEkVV3Hj4boBkFBfgsCVr7qBPg0HZtOO6pJV6zU3EHrXfpJgD/Nx+9QLymgiCaRk35JqIZuYTxGva/73Y5H12XNayxSefYFM+ybGJEAUwNSBFMfAJXXGdFRtCBonUyClk527/f4/+JsRh5CJssV14UcO0toZfZ1gej9NWY9blol0no1SrC5CMWsWxdnEfmCGPPTrPC5lMhESWvQG2dv2YGVlpG3vEMTHk2UQFYdshVZGZv+/Nq3a0/9nlPJPr6w3Kate5Co6aHbPM+40lNq46/dBHHhwaaGuzL4da/tIVh+hrf01HBXG1d77IJ198Q4bJHQnHLWxnpt6CTE/zKrv/XJiiLgT6Qkx3w9aw4IwbAc99C/kGG5ZvcwZS1qHiO1oTEkdChPt6T0OyGhmJqlMpgt6YRjrt0CQTQYr8Iyz6MQxm8e+k5DLn1roQeRZCSRvHKL4iGGaQXtKSyaAWk5xArK/KYTw2+oa0CjWqAViMKUDVWQil9f9QLXOEyRa2pRVSrE6ag7dC3NAoaNd9hMQW642vjlQCSnNYLcfLe1qctFTjMdOk7N7r0Ppu5n98r+9/PeNdTAS3VddSXQWP+fHwprAX6gL297s/h15TjWE0VQSTKTz98RpfdB/zu9nUZn710J/3uO4+0PQxVn1nf0yIK3977WgKg/G8jIfbiWqSRgRQjzcNnEDQ70sH47MA658FlIMDaCutz9aq/oDJsiuSrjqGGE+Xw0HUH0qqiM0NuudOzFZsa2b96DhV4nEDrC7ToTYVp1KgYBENYi6QnS5BeIUsRo5cPH5x4OUFKGkE0nVhFMWBIzWnIVb+cy7SHree5WOT3ErxsXwocfCa8+Ro+q5Ksz5FUBzH6LOjcOMJVD4VQZD+rk1H4dWFI8kjPyN5xjUI35AY3R1h8SkRSlHpXpAJOX1Zd5WuQVaUj2Ad+e8/MaUby42oAUpBcdrGtXTuhD3aD25/b1r6/bc8hjMf+Mt1Hc0ggE0gFUYqRc+9oRPLt975/sPFCsQugXe8oi96NeZViFRYJYPS5MH1JhDWvuBU+xLMM9d4lF5jpJFeCUTPkPBs4I9JCJv+N50fYL+0pekwYBUWQtp+h6kcXWihbUCnpqp6Ujg8hFG9SfkqeO6d+SBikYWGRfO+ziyeSXtCCWMUmNm38lkuW3MNtLS9g8J23+AxRltuXdjVXURz1IMCTpVQSXrNISqJrgACOpRaidQQa0zOyt/qzQw/XOLRTv6hXVFJJrmqkmaq6cvrQ0pHVPQ4shL63/5Z8ZB9yGEQa/gUusp5BqEw6XaGSUeYs85v91XX8VQahpqoC6lmvBxgCBRAZbHxT1t8Z0a5u9V9moAgWveD0LBVLSEGqNRvB1CmQFTXetU/FhwlasaoEJb1dDrHPOzhwFYlIPL4XEosbuPThkBkb7k6AhlXfWClM0ry/hjHgyWqqH6HCMmX4sKMImdQz8RiHnlscUrIK2LPfEbTdbR+6D7qQ8/s2YfD9t/hr0BSkeiBaZq3UczVI+o4o7pCKVE86wlKrnhGwNpFl2k6slx109IOMgYafXo15wovGrKoAXImsigowKujkfma8FHL4/X4iDzriMj559gahFCsSru5sPVO7d6NW3Kn6r1MSMidsu2FIHmWlRdtlPxe8nCUGUlNxThI+/gsJ+nZZ6cat7wB4rt8xTpzVehKXkrqSAbZsAwWGxXPigimkAPWh3dCo546oTJmm7rQILQM2fRhyXE/EC6xAjFAVAshVQ3n2Fz5sS0VWVw0RYkjokpzFyEr6m4aY2oA4RLwM15mJbESJ2gC5EEnL4st3H6NB45YUNGpOWlE/2S6N2qrO7fDEOKVZ6/FBMINChCejx1zsOAxNDUs/iAsmsotc006j8GdGFVRssrVTj0o0amYkXlRjoZ2ClDySpNT72st+lx+8cj39R47nm+McN2QPkoQxrNcgbGQkRaZiHspnyEFCme0wsnL+HEX5mw+f4/2pFzLxPisTuCvOQ3L/XyjXY/YxPPN5P2I1wqr59Pmb+W7G67X21TznYF4/92Sm3NzJG1g1DEqoUoJRmRUcx/XnvGJcwKK5cXHX89x22YjbDAlvYcTp8M9LDEcUjKZjy2iiaOmBa//GYxe0gfaWS++Oc+VFgXe7XQXimEuMMBQNND044j0E1T9Ub87tkxrEsLQ1EqZkwK3jU7l2ZIQjT5DraNSsPTZezYyX76KirIQIEfEY1ePKQhaKmBEdBfAhSIBPSf4CLAHa4/EMBbAXWhr0D0goRFXXEWj8vbHDYgp7IqvRUusfgsWthkiBiuIIyl4sx8ezmr+OQLSPoeZWH1t/+sKt9H/oYkgxdOsdEAngP6/HZaVYb+UF3GB9FVwFEINdhkeZfVlyO6f/3fjus9fZo++hSf9/jT2fOhxmwRPXteLYF5bCR8hkUMBL6wRy8MQjgDSonLaZK97M4dbHgcZWBEtS8Z2YNf2YT0IB+oFbCzjj3I3ykrc1UGHp1CdKbnrIV6+FcrxMZCJq52otNnNew8uXHseRVz8uRrYLXHN4hLy0NGavLufDJVEWvBoTDEfb4HVA0pmuqexllwZcf6eT4UvD4wuZ7vrUO9C4X1ObTQzkwxNHH8mFX7zK6u9DqLG8c/JYjvr+XoqmhT5zkou8c4XuHEjaX2vEENQgyk45CDbSyEgY9xOevp6ZdI7S66JuQOPvjR3WKHRL+jBEXpQKaoNpyjYDPxE0HFDPIQ/sW7+9dyc9Zvj3FDz/Xnsd5OMnhKLlrtOxfe//n2fw1KctOOGVFcSWw13D+tC1ug8HfncbsW+dp9DITUwFypKlzQOw/7GYoYF/6RWzyUK8MOUgJHdX0uasSlTSxi3aes9Cx+FR5v8Qh/nWZx2AA0+Atz8x4lqrIY8A9QwNdzes+zoUbsrn7jy6wymDYNf0fpx73acQhXoHBhTNtrKix9y5qfy79pXYiMN/8CQ213Lv0vGGGydZz7hULEIrcS2+sjEdzhhneOAtK4B2FaT2N1RXWzLSDL2awgfzrWAW+QhOVeLCrwwk1CqxvpQfoMtOo7BNI2EUOuPjySQee9rBRhrKRvF9CxSM0jBDQwIXb9rPtpCFGGOEmrrA+hJbVX7Wfaq2noshJ10wmDP/Pu0PX9OGtcvAQv3GLf7wd5NHRXkpGZk5TH/yUqrSNrK64SucPNYxJZsar8EAXt9SJevq41OEm3x5uDkmEG+sI1BsYF6SC633Uu+twYdqeq9zkAm4TrYbf13ADdNDj/hvhl1HRWiUHfL+ZOufZ4CwSguprVOgkI1qG6TjQ5cMd53LrAcYsxDvQGniye+AanBCohvV22PHcODkezwYqSnTZKGeMiAPcnsHlGwMYYWR8LKlbJuRa6j4ykp4USET/9hToH2DgJSIYXNVyPx1lv2a7Mmssu9YV2YJgKffMzuNwraMhFHYH3lohcanxeZa8RKcHHgCtVEykhYcFeFl2EKwn2/BKBxg5GVK9jxykThxtfWaforoVwOt65bi29qwYYgJPNRUVrqRrJyCOn2303UpLCmJ0zInwsIra7j8lQhH5j7Fv5YcxVNTqK1eDYK7lCHhj2IxSSw9+5XlrefP5ODrH/Aubiqu8xE+9asAbohfiVW4RsO5Snj54uM4ctLjvhVfObKChkhaV5WtNCxQryOKMFMXWK0PSDSMqT84YMProfdSUhAmYRx67h8w873Qewl6XDUuqgauHuZGEhWW0066gP0m3+4xE63GLUH6l861MBiGd4bnpxkxTvUsYw40fP5LwJ5N4zSvFyEjGuHDRdW8Od34uguLeEOQ8HCnXNyZk/afizlgp1HYppEwCvsisf0cK79/idzw3RHZLl35WiM6eW2ttDSrwcfC7pbZGVswCoNN7TJs5TsYZAUott5jcJ2lUrpA9a0hJcXryM1vuF2uNwzjBEGEXxb9QGGLjqSkplO0fiX1GjQljMeIDE2FVZbhp8PzL8g5XnduhIMyp3Lb4pFc1P4FPqw6hgsmVHqhGXXbC4yj5FqY5T5bJ9dTcEjAhuvjUuyUhTcoyV2hshF8oMKBsPlGgEbFbWIksh6TxzdkxrJ1THnGeSwBnk6upJ/ukJUjStUF6QGL3ol5pL/QiG5CxB1vI77LF3ivIRvxFtZbnyZUApX+XzMnTfFZhDIS9HVyYPgweP5RfOfpQkNaC7h8n4DF6+P8rWkW9YJCllUuoTpuufaZUEDmbANVlq8ve56qN0AuAAAgAElEQVS9rhrumZha9FQj+6ccwcW+gSNOhuZ5hnsfqCN56ffGDmsU9oZTxsDDtyCTVjX39QXT/HEZHhVONHZxk2GWhTZbpvyaY41P5emt1YpMTU3qC6uuaTrYdy3LF8+iedtuv9nnto5YrJqoK4Crqa7kwU8aM+bGEmhkuPwow4SrwtqTzMI7Y8ZywH0TCfYyhGssj55WyAlXrPIqz+DTdar6pIVDSfn6RM5fV2P1trQgSZWp2hr5XUVKCxGvwiJSZT/C8+NHMyfyLFf+M+4pwdUIMLwJ38tSqcltECUk7Rpl4OR/wJTH8Y1olQ+h39F0o/airIFpZ1/I2MV3MvfFmK/ABG/UtYS+CxzfE9IicFDOMXxrpjLhnRBqIMg1fDZoEkFKOmGsirC6AmtD+n18PsfvDo/d7/ZX30AEOu8VYd6bMR9WVSDAeKEVNam4P/7Ik+GTXyKs+ii+0yhsy0gYha74F9IiL0Fj41upleGxBp0sCi5tIlFU890db7J774N+e5x93HEUJdZSXjUMyS+gxsAW6Zy0LcNa0GuDWt7G2VMD7rvNkrW/oXczmPachbZww6gI4x8LheCzGZ8aCxFQbh4+vlfVYKUXK/uzG7RuFOHnd+JesXoj4i5rZqAA3yNDS8s1JlfCjhqMVHjo2m6cdtusBFCY8DCqEVFTB+5NvrEhp16wzqsbK/gbB/oiTWvLLVMu7sLJN80VslI60MDCD3itBPUS1GtrZaACvjj7QWaZO9ml5h/0PuxsTD/jWY894aQ9YM1m2LtlwNUPW2jmPCZXO3P3ub0Zd9/nYODxK9rQau3phDWV5LbuwfpfppESy2LQO9fLPV2MGME8d78106VkuR7Qu3nA50+EvqLXAd6dD4oy6m8h19wa7jQK2zISRqELPk6LIy5ZOyO18fpyaf8GBRXVBVbyYDr8cPe77Npj/1rH6H/opXyafbPEsVWI+6ihfnIzGR1/whiUFq8jpw6hhjnewAI8SJYG5Bh672v4/NHQS7y780m4xRrXb8AXMGmvw0qEDq6FkwXu/kWTtlNDqJJhShlX4NWBrKQi9Q2rrDc6LoQ45nh48hkka6E8B6gteQ61V9UaYAC0aBBh2UdxH8rpdvDbfp+NDNP/fikf5t3EkNitFNvZnPztv8lNDThq95DQwp0zLMfsajk+/RZsvJr+oy7j3WfHccBdE30DnDy53ksvMtx4j4UMw5RxnThp/7mJcO7t587imYpJjMw8nXFzpjBs1zg3P4vgBRpaaVWkQcKsddafu0tjJ56VFFbVjea8c2xlNAIakwCojjwZmG1rk5lSkRdZe0fWcz9KfS6DDT99/Jtdf/L6jSy+5ivvkqohUEaaCmoogLkNY/Y30wESBqGirAQbet++otxLn69ZsZAvj39cAFHNaYdAleXzV0JfgqzDUFvRWnUC9IVMxXdDXizXmNXf4SRqEPTe6fVpTwk1Shp6WLcvLYDScKqL+1tbePJBYBUeY2gCJ5/n9lvgjpcDTQZHxEhk4yjOsOzVOBefY3zYoxWF6lkow9JlUj7IvYllRSHx6gpO+e5Rjt3dctFeuzC80escGplI+deWAQVHEtaUszLrPwAcMGOiN0wZJIq/brzJJio6jbFMenUvpj13Pp88cz1hEGNAYWdW5X7Kwk9jpKeY2gCmzm4LPQ8P5D1qaWi6T8SregUI9uW2o/NO8tI2jYSnMAjINES6wNFdLafn3kpF9UqWZ82nVWlXng5v4bWfIqxeG5degooup+Ar/lxF25Zay894ZSJ9bxsHBlruG+GXF+JeIj4ZSQbI3jJYua1jv7sDXjlpA1M/G8CQ9k+wYfVSMIY9+h4m92CA8RPRkXYSnPsqvCKRNrWxeN1DZXUafN0CeNFTFahRgC43aZsAfw+SRVO0mUoqQqOusL4eQTMLWQLAsR5o71ZNFcfJJUFsyt3DpfnmIcYsGeTU83cdlsaNM7wxL0JFzDKwdZypX8Ihf4M3phnItTx+YhsAOoc30qzd7jQ9q4vQ28+4m+bd9qFF227c8FaUy26Pe/Uu5bEkqYU/ckNjlmxax7X3W649K6BZdn1OHriGe17qRV6DZRx/3yqePLsZx5yz3BfRBUk/nYASI5keXVwyjaiBaWm5EKx2hg/bMmqVTlt8Ryd1a7VgxeDBR4PIbmuZr8MD9h8I89YFtMq3LNxoWF8ZEquyXqQlCrlpAU93P5WDP31Q1HmVNp2PAJUO4Lv84oDrDo/z1bQn6LHfsRRvWEV+/cLfnP/alYtp1LTtFq+toqyEjKxcHn67G6f+e44QfJyHc915EdrmFpK/5kAOeeRhIb6ocIy2cc81ki9XzwA82q78CkW/wQOLZXgMQb2fPDxNGLxxUSJPORx7NjzxAC6DYeRcfnHvYRvD5ScZJtwUyvcqk45p3PG6wegeMPVevOZBL8QT+xIv1tLMELSBbvUD9usQMm1BwC+lluL3wgQ56okbW/Pp8qWMsJcw+KWbE7oUpcXraHxjYyq+tdAVGmUHPNP5n5gglWfNNdx3r+Xu83ozbuoXwlLVSVsD114Z4cpn41AfLh8YMOHeEKph8j+7UlGeTU7uRk68ZyFXnmyojlluul7enRFnw3PP4zuUqyR9qZVnVGr9s1AymNyTnUZhW0bCKPTGr9Ta2ScNz2SMIK6Z4gfqOldSq1DGvm85edzdpKelMvmJ9yhb9iwpUYHBzSADRXDkP+DlJ93xmhlIsTIxNhoadwk4sH2cMgfKfbMyypJNMVn5yqHXHgHtCkKshfpZhngIz882rF0d8vEBN9J/xD8xRwW8Ofx0ciOdiKbn8OD605jyEHKMYsS45Uu8/tbYMxn5zYOUfhJCBFoOinBGT7h7BqxZGie1iaE6LnH9bk0j7FYY55WfAkpdtSFFlifHDuXyr1/ljt2PojqoZtRdzwpIphRorRpUQ1CCGAnN9w+A/dsZ3ptvpQP0csuIMyAlgKfuR7CFGNx7bi5XTy9l3zYh7RsEfL7UMv0x6wHM5vLcGvQNWP9+mDDa55xr6Nm0Oc/NWcZbi4yw2IsdCKgLgIYxcbk/H42ZwOCvr+DygYb+JRcRhFF2GXQyjZq15b1nzmXIY3dLKjQbHjh3f3o0HMueFx3O6xeeTP9BN5J3RWP40Z2Xe6+uvCjg2rtCyDU8OqYdK6uXcOkUMQy0tLDeQAm03zvCwndjkv5egWco6rl2xOtUrje+jF2FhLWKNLLTKGzTqFX7oBLuvfFotLrK6m7m4xH3CIJga0/ATUAbw6snz+SwA3r89lhHBLIiJ2sQatfmbLxXEngC1OPPfsBxIwfV2k/xhtXk12/CtKfPZ37Gp5zz6de82utU6qXvSa9DzsQcHvjy2jiQZRnY3bCyNEKnBjH2ahHQNqsNx7+yCJYZuuwRYXFJnKpZDtRSFF7Tc3quAeLe58F94/blrPeng4Fx/Q2PfW+496DmNFl2FDMLbmf8xNC3YNfyDcVllM5cgxiLfnDfgd0pS/+RzdUxrplkhXDUC1hl5J7lGci3DOxq6NkS0lIM100PJaMQA1ZaMvczHNnR8s3KKD2bx/hqeZS5/4mL4V7tshSFRsRN1+Dbsln37PU8DZx0DnTP6Unnyv7s99BtEIfPLphINC2LnpNOEYPgnmODIQGn94Abrgt55KZOBFWdOOHJ12QbxVr0/UmBV845njWp37MynJV4B3eJj2DE08+Q28pQ8nYonk8TQ88ehpkfuPtYbkUbtFUS+LrayL3S0E9xmc1Ayk6jsE0jYRT6g0qrsRfCMdfUmIpa6IN1Yp0JejMk3MSz/2G456jaPIXUwmEs/+FhMtNCfvr2fbrvM0LITL9C1dkD+FaO8/kFk+h1yJl/+HpisWpKi9ZRz3VyisXjRCMRli+ZzYfLD+C4y1bIee+CFNNkwNeXSgPWijUL6P/EpeL2KvinasE6tGKwvvGyYIoltIJjB8HJKeOZnf4Za1I+Yc7qkKxUeHNBwIbZbvsN1jdRVS8sTiIN3KRDwOpZoci6ZyEucrmFTMPIQy3Pfg9j+xty0g2L1ofUyzDc/6F7X5e5/VqgtYF0C4vhgYv+xhk3/EeM0Tp3LZpW3oTnpmi2Qof2dAzgmyteoWLdYvrd7STZ84wYvmJ8piMTGvQJWD/LivFRtqumWoGOB0TZXGNZuSHOA8MLyIrkUFGew2lvzOLqAwKWFYU8/Ljcz3P2N9z1sJXQocomGvXQzBmczc5TUFVrra2QBrQ7jcK2jIRRGIBvlKL8AyUrJSPkGhNn4Kvi3IqXsnIovXt04qNXfX+E1MJhHDN8AI9MPCfx2f7DrmRa6XWeDlxgaNw2YM2KOHeMzuDhL2uY/UkM+/YfewbVVeWkpmWy4ue5NGvdZcvXO8B4RL6Z8SHTOsuksYPpUtGPfR65xhNyNCuiYKLBM/8UDNTVSXsRFBipb9DvZbjr1DLgQpgwIsI3y+PkpcG/v0GAwE4kmIAm22C/srQdHGX/dnH2aJrPpe9torTG8uCQTvy0+Sd2a9iMWHU6P2xcxO0vIKxDQyJ1fPI50CI/4NqPLHaTFfJYO+A/7tqUTKVgqArhKGsQPOgKfHzJDaxPnc3Qm56Uid4Wqd9oa2GhEfxDswRKY47hcapcyO8VULzYCjcCpLFwPQuVhhEHWLo2Cbj1U0vZdMuI06FpruGu16x4roXu/mi5+GZ3P9saMaDKc2npziVjp1HYppEwCn9DSCqNrNSrq/VXq6u3w+ILWpSl51ZSO9NSUlpObk5yPm8rxz3I+FSgvkC6wuWD/fTP3f91q36mYWHrxP9jNdVEU1IF17DQ89CAmV9ZmbyqMJUPj9/SjF3s3axd+x4H3Xa/X32SjYKufBbflzENIYBpsZFWM27Aa1lqGKI8BN2fo5Dn9wzYt3XIiz8Cvxhob4WtZ5AsQyf5/eHjunDykDk88VEbZq5ayj2PuBU5G/EqNlvYDfgPfHPNK3Qfd4SwHNfhXXk1/CqDpyQk8BWVKUj2Y6n1n++CGLAYUAmNh0Q4cc+Qm59C7qPWWShOoeCm3qtUGHYU/L1Ta7I39ufI+x5PGKEjj4Wz8s/hm7x7+GltnGNTLuS+0tt48Q0jBq+ZkZBEazgq3XFaGTG6i61P/a4FUnfyFP7c6GDkhmq1nubkk2XAVW1If3dU58+vehA7U16cZIPwxHMfbvFQP85ZKjx53LE6kFALIht5of/kSDYIANEUlz5IB7rBzNdCcf/TEKPkKNvHnbOC7ucPI7Om0GsjqPKU9lsARo+Di64yPHzFwQmRlIq7ShlwuBE6cX3EIChukqyOpIZFUfS1QDEUrwh5dYFh0pA9obUDAjcjnk0c4UD8DDPXzWPiC30I41GKK6wvS84wvvfBQgO5hu4vHOHaqrltOhvfDEb5E1rcphwKLW5TnoA+8w6I0atEDEAqrJkR5+bplqMOstx72l4eH3LG/eNLbmDEae77RfDvq5qQlQLHXvcz71Y8waSxe/L3UXDnuH68/Bi8FdzNa3Ms/74L5md9wItzkRBF1ay1f6Qahv/H3nlHSVVlb/s5tzpnsmQQUETEUVTEBBgwgYKYxYQ5oI7iqIgiYphxZhwdw4w5YhoUUMEsImJAjCOKgORMQzedQ9U93x/77Dq3pMEWnPmt9Q1nrVpdXeGmumefvd/97ncXIdkHbXZbjRi/NkDTHTyFbRp6vutWLebthQdhbBpnPL1UUlhKjtFyZmU6WrxCkCt3bqgycqv7HRSI9c9EUOa5eGmxTFLUoX+rMWf6C+z719MFGNVJCp6RqBkCZQmW4SsadYVXDCUG9Ib2eTGWT0+AhV2PTOPH9+JiDHoY+cw8mypFrlRxzd5E6yDShZ9hzghkAmjlI3i9RBVhKUEMlU5mndyKvtfjU8idkaI2gwcUI+Bi84EBzbICfnwzLsaiDiFBKT8Dt88mSGzfykK5gZWWyVefyQsbn+GF9+T/JK+jJYy7MsbYiQlheGpIkonQ5x0ukJZjuGtgFnNWVNOlWcD410NYZRhynOXw5gO4/I3psMlAhqVFp4D1U0JfI9Le8M/TDuPie9/1qtqaou1iYJ3d4Slsz/jpy7coLD6Cr9Yv44ZBxjMPdRIY/ErpyC5Jg1EN5mrT0GY3GzNmCeJMwnqMYjGpVZO1W/r2to91qxYxtfIMTjjOIdU7I8aoDjmfJoZpN1zIA1cNkGMoxxc16aTW52ogv4DlGxPC8YjByorQS8ytspBpoZ2h8KgAWkDOkYaTr3TsQ52gCsB1MdDKiNJzmpWJk4XQedWguBqUW0YFcmzViEud547nYPd/RzfpahAvZD5ez1FJUoZk6m6XJtC9RZxjTkeYrdl4mjt48Hk14l1VGsi10BOG3PcMLzzntuUk3HTRGPtAQsDcje56qvr3Roe3LDXEQ8ut02t5bqph/BNWtBQ2WSb/Ay4fN52u7dPI6gw0gYM6hJKR0TYA6ZbizOlyjEqSihr7uh0ajds1nii9hCu/fZYPfgrISg/8zRqRWRPCCKnqOZob/hwKb9hczTk6Pvr0e/od2JP8jqd4cU5tMNMMRzWmQZGW7R0t2+zM2EEJLsv7AyQgq6WBJSQ9gUFHWVbkfsJlj073qkKqMqw9CNRYRG46yiEnw0ANVHwUevBLQdsSy6YvQ+x7lqpvLC/Ngc+WpfkemqqsVOAyHhnGS+kbZBI6joaGAbeMC7lzfEy+t8gmdQQ+3P829t3HSL1FBhxympHj13oIpTRr3j8dKICPP7IEirnmGZ+BWGP9eX+Gr/5cZGEh5Ba4DFKxO84FFvbDNwpaje8X0QSfrcqA/D0MeT0N/ACls0IxFMrG7GCSntnCl+LULAZWGCbNQgycMiSXQJPqQxxIavjdKTEvPb9SwqodRmE7xr++NyxaEmfOjJCxLya8OKdWQGrlnMXLsm/Ex6EhPNJnxlb3cdD+PQAYd/3ptDwo5mmrOgEdB9/0bZzXsbVRX1fT4OuHnv4nSIOaj90kdD0bXn8ePi3+t3Qi0qEsRiUhaUPXBHJdMoEFUKWycZ1J6ZbMPOQ6lYHZV4DVsccGzJ3iLpp6XyAr6jpJ4z1zzRCGq0ejItQ60ZDjuOGmhC8uC+Hua7J5oGIMN3Y7I5kt+nCBOy51rVU5SzMO2tdzneXH9Wl8tTomknIguE4Hw2O37eYxF61ncJ5A5TQr31d3PnTnXATDhkPekQHsi1N8MqLAfIDs88TdQioqQzEcBUaEWFdYCZs2uWNV9aeVVrCSxfg+FA7nySlYxdjrAlht2aWFpMZuu9n1i9uBKWzbSCEv6Q2zs5EbNCpooRM4HvmrHP0Cki52Y1b5a8c+yZ/HnYMZHMgKoe6sjjSwM/6z198camTCNUNFPn2TXPCdiJq7Y1tHatm4o+5qDn+3w9P44f24N6RaF6IpPhN5rpoU4EOwvSGWbUh8ZaE1BK0M4Wzrr7GmN8vwgK9yR34HFEBBbkBZeQhak6apRosHjAO8IdJj0loxxTwOFLr0nJVpLFgVl0xImfWZGK3mjLlz3RMRorXuGPdy+yg2jDsv4OHZsPKzBKMvCbjjnyF0gZuODBh/R+j1HzYikoDfI0YkRKTa9TbYzYjnko1Xo8qBty+4ioEP3CMGLgdf/yEYy46U5LaMpFHoRaqW30Z8ua/GtLpyqviKrh51iHrvJov9cOvXraq6lpzsTJ6bOIMzHurv+QDRgqgYrHl+AVnZedvcYLah8c4LVzPw5Xsk3lfCUMIde4Wk0tr2j7Hyo4RvuV6F5MdXI6syeKMAHm/Qjkob8MCfru46MZXzoCxJEG5DLwQIjKZ9XblxsgK1wj00bNN9VEKbITFWlSXExY/2TMjH12pYkq3VkkZFj0edqkwkBVlmeeTao7jgibe48jS492l48OpCLr2h1Bs6DSF1IdGQCbzhVO/P6UIoyPrKzWdwwu0TOG4E7NUuYJfCdswvXUHHrF2oq8siL7+E579bytSFwGKXdegFNw0NGP+clRqWEKbedB7HznhMsjQKrobu+hQBZTuMwjaNFDVnQ9ICJ1chbcah5alRIRZVYKqCzoPTWPxTHPv0r8xCHGI8ByAilPHepddx6Ol/BOS3SB7ndg4z0PhCpV3xMSrIOWq9Rycj7mwFgsSDr4iMNNbFICvlF7oDlE3nQVolfFXK+/lHBZS/6QqbtGoxOtlBgL1v8GEK+EkIctMXGN8IRSdhgdtPMzhrODx9L56HoMY9qhAVQK+hMa7seSTn3TNN8IEsfF8LpWmvcX+1OEzJTmoQwBs1NYTge4Ugx0RTuf7DBluaZMF+BQPJLlzAqPeWsXZjgqeOOY7yurVc/thsEYzNc8fzO6AG2reIsfzbUEKKTgYKraRqK9y+shEhmgDYtCP7sH1DJby1lr4K38tPMw0/11gMkZu2Bha/tQ0GYYDxN5XeSBmy/cPe+VPycxWbirf5tDYbGcafzzdIsZH2Q9RUazriqgZIXr8aMRSu4U2yLkL7F/6E61FgfAiicbwK0kCyMWv5+6H/XzM5GmL0Qdxv1TdQj0YNlsbTIULvtZFtg4QCrhDq6ftJrTEB/9tGsijfvpXgo5JpvHfedbxzw9WYgw2PDjkamsEH/W8WTc5oxWxUD0Ol6svwXoGSlzTD0gTobIQang5jzje8/BxsqoXl5l3OvG8JF+9nYanh7Nde5S/fzmHQsQ54LHJW8CNguWH5xwmhie8q+724v/Et5DRbVmTFG6zdATRu31BXU0cWnmyjrMY6xAgoW0/5CxpfuzH1lREN7uKLGS+nvqAAJvibVP//Cb6a9aoc2m8k2gpAU+sr6jLxrr1mGTRk0hVVjcPewF6w50kxBp+A8P7LoXBgwKHHG2hpaKbEINVhyMHLoOuk1bScgnPgW/MZkgZq+sE3ehBWjZDyJBLIZFHOQ0iqeE0NMvF1fxomqYHQiQtJIPSJB+Cwv/2JIx6+m3v270ttWAyzof+jt4pYjCL+4OndCjird6m8FcWdDJ7qvEyue0Enw23PWex0y78+hnnrQsiCcZNCWu0VQBUs+TLk9RnOwHZyfI04sNHSqk9MPKT1kNkd/vmuYB2jbwpcibqBeknvkrsDaNymkXTL++GJJ7qSqpeg+ILGqloMpcQb99nvnljK79/pxDtvWOy0hq+f0o3j9bWc/1wWTz2IVzPOx+ffA8g4wFB7V9jgdrZ1rFg8l/aX9kztU9jECCtOwyLrzlu1DpVSqx6ACoZo49xa2LlPjEVvOZ95E977sYirX4ovo9aJqSub9r+oR/gTK/FiKgr+qddQjhiKTFLjaPC/kaotK36h8vGFeMOguhEAveGyfQ0PPC6ra7Ixj0rPq6x7OUkB15tuDBg/NvQScBmR7UW5HOrSq6SaI8DZdyzmXMPJB0JtAk7q0ZZzXl3F9Qcb8jIDrh8X99dZvRRl22ohXYB4VSvc77ceCZ96QNvmMW4/rPmO8GG7RrTQKRtRaFZgMRqDquegwp66Kiag54UdeedFC9kGc7A8fj6UbpyWnsl9x6+TFTiIbK8GOh0pS1LtXSHFa5b+pqfZrvPu/POy30G+gQ6GOXf+iyvPxje5TcOj867TEQbRXozqUyaQop4EkLAUZFhJu2le3+JXTAUMFYNR11pX6zTkeLKRAqNMfHGVArBqYCyyjyqEpKTgoWYpavAl0VFqdbRbtE6wDCDPMPqQgLZFgTf6nQ10EqmzKy8xHs3X8zYw/k+hPFd5dw0no8QzbXKjGEsOEkqUw02vxmCdwQJT3jcMn7SSXs0D2iYGcP3EuMeXKvAt6xQw1eubg4Cra62npBsw2YaVGxOc8/zaHZ7Ctoykp3AQvg49D8kvT3cfUlqsDouAb0qxVRdSwSUtlsriFwVYTT+TytgDeg2O8e3rCY45A6ZeaqmrqcLEYqSnZya/V1tTSWZWboPb/KWxfvViWrTuzKQpwznhnxNEW6CrEfBKjz+a8tMaAQ07uiMlyqowHMCFlxgenm6lmq8Odj8pjbkvxX1Nh65wmsLdIK/lHG2YeezL9L57GORbqDE+bFFasBoDDW10pdTtKedf1ZfVwGrjFbXN6tXluPfzDcStTDr1WvKQ/3tDUX5A6fcWcuC2MwPumWUpfiP04Qz4ugxNS2sIpkZoNyPG8xO8tHwWkvGxQK3lpssCuuR2YUXNIuatTTBhrsHOsakZHvU8wN9rel6qs+nqZoIMw+BuljkrYzs8he0aeYilzcPHhWqt9cYEr6WgKxF48pHBFw85g/H0+922uttZ19wnFZF6c4UwoIuIbEy91FJdWUZGVk6KQQC22SDU19XQonVnJr56Gl8Hz0OmkeNdb2Xl1QyMxseq1ahAZB0M2wfhLWidQD08PAWoMkmxj7lL4z41B961NvhJCNSHcOqMk4XR2AyOGWBl5VPkP1proSm+gFQsZpN7rhNRGZi68iveAH51r0fAuAp8fUUCyT5YUZk6qUcofJUFljH3h2TFnBdTglc3it4f1dB8SMCpVyBu/f6waw8hEg0+D59S7eCyBhUWimH8Py1vLVnAmAkhHZsGnL67lXNSYFONXw2ezqypVfVO3LV+t+8ommcZCjPhgn0bCTSGYbjFx//0qEKwAwUTNeWmbnVT91DXU70C178wWUKszUSdkagPNrG10b3vEHnS1iR1GSZ/H3Dr5THe+tdlZOcW/GanaG1IeobEBrVFn/LHmVbSXoVGzqfE+hVZU66a51d3OxNe/hgm3NMuNb232t3Ih7jz/x7v5kZwlyTw5+oQOhXEiBmgBWRnGt5fajxwq9uOFqSpsVJsoBleHEW9AlU/VgEbLeUGrxmp7Ez9vWrxE70Wvn0vwSPPRva71rLiq1D2rY1hNLUb8fT2axPy0g9GwqBP4cfX4rDK8NoMIzUiLd1x1BvhROQAccvz3wHzLbffHjLhCXzIoriChnJ5+IyHApzZJLMqh3/8FyrjcHCn5nyxMtE4o1BZVbvFx//8sHilHQXYtBO0FqGoZJt6A4qQq1tsAkgAACAASURBVDWvi2wjA87rv26ru8zJLcRcZmR1zJXtrq4KufnJkMzaJsnPhYn4ljfSyGFMQKsxMcxhhoVly6hb6I53pXPVlXgU4nEArf/QLEsWnHwQNFt9nOAuUSyizAqRpju+7Dxaialeh9LFA1gwL8FO+Qmy0wzVP0HNZ9an8nRCKpvR4rMXuh0Vw1GdTM0KqBGKdvPSCZSOTOwKfA9MBUbVOyw0vi5DC+G0q3YCL8un2REXMk57CML3rLQH0EzIBkvrboHQlIuRbIY7/+T99AkeiFWspQavdF2PhBxNjT/OXEPWvg7zyDdJ0PafhxxHTaKWE3fp2jijUFFZs8XH//RoZnxLswzEFdZ8uLquahwc3z7proL/gdWrbyQkk5WTj33AYj+3yRWw7h0LWZbvct8FoHzTBoJY2tY39AujrGQd5hjDug9DqIVb/hRK6XahO25N00WzLroaKmiYAErhzYUBX+Y/xLhLA+9N5TksoBjhLegqnBHZhk4ESK7eHbsFLC4JOLSjhU2WL8ZP8segqVElDGn2Qz0O38oitTxbPRzlPyhlW19T49EU8Y6iSlJpEBxuoNRScGDgiVEZkXPQJjjq0WiIpO68HqNFvJgCw+qpCcFu9LwS+OIyLdSK7kPbFWrquzlSsl1kxQAUGmhtqVnutlkiIWhuhmGZeY37Pq7m7Lt/aqynULPFx//0KLN+pa9DSmOjPR41E6EqRIqGZziVpM7uzlCX19FazRGbZyAaGiXFK0n/8QT5XhbwE4x88DMA8gubNVzg1Agw2FqL6W8oHNoqSbRKgnB6vOqKq4fzc7WpOF7V2kLZrJDRz4TcfGxcADaQm9IgK+jOeCAs6jFU47EXN7mWvpdg6byQueulQKz3rUM9w1EnWaH7XpaROgE1ZNrAVTMi6kloPYUKpMTwzW20VV2kxX27fjHvlrcwhLUWmhnKPg15e+RVvnuY4k4b3bY0tlfANZsUjQ0sHH0y0MoSDDDe41JVpjVWzjNaEBdtG+DEa4TVaKTXw0ojXJNC6/piWEgzgmGkQ+W7ltDC/Pfi0Nk2LvvwzXeLG/oIAHv27Py/m33og3cjrdCB7QfWewM6t1WARGPlNCh+ZSm1NZW0PbuHd7OR9+z0X38dzcEC+I2+JuD24wVy3rRxDYVNd6KutpqMzOxf2MLPtnek8fGy0n2zEAJQiRWXdI31ij5RHKAeL96q9Q05Rgq5VMEo2vCkGmE2LrK+lZyueGp0dWLohHfX66BhAV+ttVR+ZL3x0EminliB8SpDuvKqwY7j+R66rww47FRDdrqlotZQHxpmvRX60u4AqVBciNRgfE0yVXnQIYaPZlpp4lqNyKmXWO/BKOdCPSL1VJTTkIGQiNpbmIVfSJoBHRGR3iIkLNCepYoVNDPSBCfXpAq/utYDOZ2gJg5hqYVqA4EVKvY6xHAm4PQzGynHVlFVs8XH9oy5c+dy6KGHkpOTQ5s2bRg7diyJROIXvzdlyhSGDRtG+/btyc/Pp3fv3jz33HNb/U5xcTFNmzbFGMPChQu367iTo4oUaqpdip8cmqNWrX3wbl49NB/VkdVLf8B+YLEzLF/dNRU70zbKIMTrU7Gc6RNuSBqhOx6zmNMC9v9LLFkY9WsNAsDbI670cbZO3gDBEkoQhP0AZPJrClKLw6rwq1YNgjusd+flOmMnSV96Kg15WVHUXFddBdGaG2hp+GhSSFpgyDnQuL6TDu3fBc8wXWPp0j/NN1uNRlXqNVTiBXfr4b0JltcfhQ8WW2Z9asUYHoBQhQsMrDWy/dXGLwI1lo+muezDbKSHQ1srBiTK+FQcKsqS1CxBHNJ3Q7gE+rkCaHtgTIyQdjKvQ4xArvGFZPXWezglFnKcocyzUCzaFGGJFe2JSiSVq+GZk4t7boppnKfw9vSvGvoIAAMH7LVNnkJxcTE9e/akS5cuXH/99SxYsIDRo0czatQobrvttq1+d4899qB58+YMHTqUwsJCXnnlFV599VXuu+8+Lr/88ga/c+GFF/Lqq6+ydu1aFixYQNeuXRt9rD8fSU9hD/zKVYPctMXIqqOUWYtvSaZMOWf97Ze/nWdlTgjkZuwFZ/eBJ8/evm2XFK+i6aC2vrqzHlmtLF5WbicjGQT1ELSrs0WugZY8az5e3XJ1e7VmIiOy4wx8G7jkze7ecxhN36EBvXayTPi3ITBQ9lnoacoaTyuWoyt7OjKZ9Xhx21XdQgWBlX2ag7D9FIzUlVwBu+6I0rNBakMqrFdrXm6ks3UZqZ6L0rm1oY16WVoybuX9/Y8O+FQ9E83oaNhT4f5vibvnjDAT8wy0sb6mIQtYZSRczHTeimYg1MsI8F3SNYPW2Aaz/wlM4R//+AdlZWVMnjyZwYMHc/XVVzNq1CjuvvtuysrKtvrdV155henTp3PFFVdw9tlnM2XKFA466CDuueeeBj//xRdf8MILL3DDDTds8/E2ONTqa8ytqTnwFltZdiA/lDL/0qXa0ZwRSHvybRkRI/z3y/LAwpMndtvMIPx79ju/etNNmrdh4HB8Tr6D8UQfJdGstTJBdnYP9RbUM9L6BC2nLiZJQEoBKJVcVI0YBF1RQQyHhg0Osf9kWcjMJTEqVoQ0yTSeR6AdpKLMUfBKVesk7k9uPwbsauScmhrxPpRhqT0k9bmi/Fo2vdJ5JhXIpNQ05RLZ9pGn4OXctDRZwU7wYVVbI8ekxwh8V4zHYzLxCt5p7hy15iYL6RKlrQOUp1FtPEu0ifGZC82MxJHUZhxRnFJvyamCNTL7ULvFx7aON954gwEDBtCihS/cOeWUU6iurmbGjBlb/W63bpuTew444ACKizevDLTWMnLkSP7whz/Qtm3bbT7eBkcG8iM5ia5kya7Kr+kNUObe72xEwdllHG46ZoLUuVswvY10gwIunhBgbSM4IJHS6Ev7bQAL59y6gAPvjvHQ63sn39tjvyMa+vYvjqE9ijyIWGN9pqDMeuS+DVJKvQaPneiEU0wgz7n0LfAl1eoxKf9A6bzgQUMl7kRJR9nAD/D95wkoMyz9KvTpRWWRRrkAOjnUUG2wHrRrb2Cx9ZWUde4cdzaiwqwEH+1x2cqIgeziJloXPACq5LU8AyG0K0C8ib2AnpB/SCD7a+6uj6ZzV4hrD8h7cahY5vAPLZhSHEZfSyAq1AYR7y1HtrEC8Q7qkFqQegs/RDwWDc1qrMdcmrl7SMPcvEYahf+EpzBv3jx22y21+ciuu+6KMYZ58+b96u3Nnj2bnj17bvb6008/zapVqxg1atQ2H+sWh64iZYhB0LSTIvKKEDtPov55d71y4dNrH2bQwH2SvHYygFKLOcTw0N8swT6xXyWxFktL56kr3+fGgc8w6+oEFw36crtP75KxpR4zUVRey7UVIFvvXovWKmiKTSsCm7qbUJvRKk6hNRKKJVSSWitC5HOuN0GLAwLa9o154lGUvafNWFTMRj2RqGiKXlKD9GZQ6fUKS+HeATeNMNh/hSL15khQuQc4PKFGVtU9egYOhzCM+0Ms9ZyWWaiyPPZXyGpuoEQyCOXfWnrsFZN9tTB0HBSTFV+LsBQnyDOyeuvQ81dlpSpk9bd4HoZeu3z3+gYr/6c5L0izKgp+lyJeUxri5Sg5yylgNc4oVNZs8bGto7S0lKKiopTXMjIyyMnJoaSkZAvfani8/PLLfPDBB1x11VUpr5eXl3P99ddz1113kZWVtYVvb8cowLeE09y4AkruZrSfWHGtq+HzNx8DwL5lKex6NH9/+HVpQd+S1OYnjmJ70+iGf56ykobJTWedMoDbRg+nujKVEWm3lXmajvDpddJpvN3GyKriKLv2o8hqpOGUTlAFy9SQxCPb0XtfXVlLKvMTPGCZDhQZYsaw8u2EYAOFNrV0XMlL0QKqDsa71TbyumoZKBhcApumhWSkGcywwPWQhPNGQOUKK2pGhQaKDP9ekoAQ0ttB8/heHr/QLJLDSmqmW/jenWQOfP9eXDQpN1mWzg+hK7QbGPP3TBXJsvN9Bjs/vtydXwfEM1Hqd631lOm2Ru7FlVY8GO1ZWmp9TUU0y6EZkEpSjaWrav2PZx/i8TilpaXJR2VlZfK9hpSBfq1i0LfffsuIESMYMWIEJ554Ysp748aNo1u3bpx88smN3t6vGrshF7izSc3P6wrmTsO+YbFfW/oOuiT51V6HXMmipWvl/XcttDbEP6zzvQpiMP72hidzQZOWDb6uIzu3MPl847oVmGDbSlz+/eBSrhv3FF/+5XWZEFoFWizHe9JFrpz3UCOusd5sOrTxiObitWJQ0W7FZNb6iUM1KbhLstqxLfTZx7BmXsjx58Cfb82UDMAqmypyow1+NVuy2vq0HnjDoB5dPr78PA1uuiPhQbgSeOxFA8vh7BMsQw+znDzEJjtDt8+PMX3dHPlsAT7NqBOxpWHMrQH7dQo45SgrE3wJMmkXWc48FFZ8G6ZiTn2AnQxzpiV8tqrAHXOFETWlDRZiRgxePpJuLcd7S1qEpliLZsMiKl1JgpWGcK7nxYN3FKUkZ7Y4tscj+OCDDzjiCB/THn/88UyePJmioqLNPIK6ujqqq6s38yC2NJYsWcLRRx9N3759eeihh1LeW7RoEffddx9vvPEGpaWlAFRVSUqgvLycyspKcnO3rUAoOSzkHx5Q/lEosfVKPFqtbt0WRv2wV/j4fsvf/jGF319yPFMvmE3n3hfTbkiMFe8nIB1u/UNsyxv42UjE64mlpae8tmrpPHLyCrfwjV8ePbt34E9jzyYeT2BfbdhAmUPdSlzhZt1+SDpOqbfrEZc4bpNiq3yNJxLpJFWZsqgsmYqu1ACL4LMwhOXw9iLDguIEzXsZildZnzpVEpDe+KpxqF6INmox+FU2Gq6k4btnK0FrnXgjTz0OD4wt5LKHyyCULM+iD+MsUsC0PrJvZH+jLzCsLA2ZPQ2+2MdwyBnw3XrDxi+khPqZmXDeCZbHHiQltEnfGepbuWNc4Y7pB6Tx7UK3n0rnnVXiwVylb2vdh4rmRitFo6pW0dLwXHjq+q4EaYlGGoXtwA723XdfZs6cmfy/WbNmAHTv3p0ffvgh5bPz5s3DWkv37t1/cbvr169n4MCBtGnThokTJ5KWlnoqixYtoq6ujsMOO2yz7+69994ce+yxvP7669tySn7MhfIfXepI6bNa4+BKo80xpmHxlK/lz4kDdwagoCCHNetKqRsXZ++cNO7sfAlHHntfow9FDUJleQm5+YLYten4y9exMSMtLdU4maEBdlKIOTUQtH65lTz+Riurd6ZNllI/cndzLri9WLCTFgZyLQWHB5TNt54EtSGSStNVPBsvXmMRkK8e/nxrBtf+uZZggOWwziEv6s1v8LRy9Ui0E7ROftxrTZDj1R6OFq+MpYI12uUJoLNh6OGWyyZsYszpAXd/DFUfWvGcFlsBm50Ib9KoAH+dZRmxl4EyS+IDy0f9DOEnoQ95voTHPnXHo6nGNYb6Qiukp0xo2ycQUdz2yD2jHA+t5Py5B6ZGT0MZzdyoKE8eHmeJ0vEtzF73E+8uiDXOKGxPlqGwsJCDDjpos9ePPvpo7rjjDtatW0fLluIOv/DCC2RnZ9OvX7+tbrO8vJyjjjoKgGnTppGXl7fZZ3r37s306dNTXpsxYwa33HILzz77LL16/QbNF6NFN5of1xLcHHnesb+0dG/XeffU79ZDbXVlstNzWvFM6laL9NqX1/36QqayknUUNGmZNAjRsXrZfFp32OVnr0ZRt1830rqCOdDw1V+mstddg1wDVWf4lluZ/MXits/fuEEmfqmFhRbqDWXrQglHmhgfZinomIg8tKTcpSUfGdmMC54uhjT47ouQ76yRzlDRrEM0VFDPQ0MFJTOtRgg9isBH61EMkiFRj6UWbj83oC5uGXxWc+6auZGqT+Peuyl039lgvUq3Cx9rN1iy0ox8phTCj6zHCRSQ1f0X4Cd4jRgSsmHlxoQQlOZZn25VY1ePX4CiWRet/FRcJ0CMjnJHHOZ1x40xbnovJPGx5dhT4elvDOWz440jL5147p8a+ggAE5+4bpvJS7vvvjudO3fmuuuuY+HChYwZM4Zrr702hbz0+OOPc+GFFzJ37lx23XVXAAYNGsQbb7zBH//4Rzp37pyy3aFDhxKLNex2T5w4kZNOOum3Iy/tSypXX5txaE5bqabuprfv+utjDjX8/dJDGHni1tOvjR0lxato0lw60Gp7+d9qmP4m6d7b961QqvdAqvTy8SCb0pN3MRLLZ+BJOmp/dMVW+q26uq2NxPLKKlTDACIUW2u9zmKFhRzD+IsCbro94dF38NRmJS4pA1JZknEEsNOeCxZf3KWu9e5Ig5Z8AUAHDISBuwbcMD7h4/R8GHIWTH6CVDfc4nEhbSQT1TZQN78VkG4EHFQMoitSGKbcBpdZ6XFsGt+/6qTW2hn4yd1HdYjB0etq8PefcftXRWkLNIeRlxnuu9dKSvwKJw+3F7RvH6NFNpzffe9Z/3FMYUujefPmvPfee4wcOZLTTz+doqIirrvuOsaOHZvyuTAMSSQSKQZnzpw5hGHIH/7wh822W15e3qDn8B8Z6sKpipICXOC5CYput/SrsjkhgARcMe1DRkawUdVi3JahBgH4TQ3CX9/OkhvZkWCmvnKenPNCBESsINUogmQFNiDn3hdRVlKXFXwMrthLCO+N/JrDrtpTwLNlVj6bK9s3u4H9BKeWbUUe3lgxCOp2q5HJ/dl+NKRQI51rHJ/E3U9RhSLFIebg2tJb6GqY/qJl+l4JThkBLz5FkrQ0+XUjVGLFj9TbyI9sDzyJKgfxquqRZrOlVnstuOyVM37aWtBt8/u34j6jtdH6LE6MVJp5tDS/gxEOTA8DX3vDU1Zjk/L34+8NyTzcUFtnWVURUp8IuPThOY3zFA4etGUm4MzX7/zfLYjSrj6KpENq3UMVcpOmAd3APmQZ93qMW8aGkAGnXgDPj9i2a1ZdVUZ2zm8nprK1Yc4VBF6rPW+6OmD8P0OZXPkIzXeplWuRjayw1c5VXodn4Gn8H5U7dyj4mn+VsNNxTbxgqcUzQLNdvK7MO4usqsvwYidRkE/rA5Qm7VD2L295jb0OHETOdQHVH9lU/UgNJTYB7dx3KpAU4go4+xx46gvEYNRFtq9VjFHilna7MnjDZ4C9YOjuMG2hoXYZkjlRz6YF0oS2zHpyk9LEsxGS0TrrMwbK/ATvfWhlqIax6Yhx+MmKh5ELt5xlKKmyTJ0XY3lFgtqE5eB2ATOnhcqX+b+jOf9/MRQxV1dPC3e0M1EE7LEPWdavWswt48KkktALT277rn9uECrKNm7hk9s2hj5kMMMNY6bEsE9YXzpdaCRVuhqfKqt3K57exAmZwHl7B5t3bdZyaBVmqYLp54+hVYsiP6Gik6wOCRcUfNSwoNj41TODVIBNP6sAYgwmjjyNPic+QUbrYVR/ar28GngKMUiok22gGM6/GFE76gHtigJhD8Yi+9CwQGs+FF/S9KRObE3/zYFJL0PtauuZlri/m4xjbBqfLYh6oMVWukdryKOAalpkH8q7qJfzMP2NeFbWndd8yw9rQ1aVWbo1i9OlMAYWFpYYRl1skirT/2fkpf8vRhW+E5ESRBQ0ygLS4d3LRgm5BGg5bGeZPO5H/aV2cQA11RWN8sDyCpr+4md+zZj8pngHt98TStpRQbu1VtKOuUjfwhLEALYxnHclKZ2yKj4NvfCKxvd6x+mkbG0YeO338pq60el4D0SrCUO3L4vTPLQycQrc5x0ludlRgW9Fr+BvAoLYFVxz2RDqB73igWDVuYBUUZcc4AB4dAJSzj0bbv9b6F1zra3Q2F8nqDZiqcfXNsSQ4yk0Hkxdge8zWWjkPLMR41fpPCLdh2IiacBPxrMaXapx0k3D5T0FLnUxqgU720q1aHfDExfsAnnw4hfwr5lw+U7nUR2Hy/sYntr9cnoWdZXjTGs0eal2i4//6aEAUz6yQqrsVwJZ8arh8Hv+gn0u5KqXAkf8gcblfGRkZef9Zu3ffs2wk0KpKlR9A121A6SmH3x7Mgssszz2ME6l2HjmnKoYK/ilk0cfG8TgzXzpTi/aquFXvU11wZVWsgEvUqrcEOeJbPgsxL4c+n4JufDnEycx9Nj9Ka+odvl+fONX9UqidODvrYQJWm+gK7d6hYbUZrcKYtYiOIF6CQafNqy1ElblGcnOgKQiQwQnKLae61COF+UBT4NWj0kVmNoYhj4ywTNr1VPSLEQXaFMUg1aWOz75Sba1GIYeCMfOfIyze4c8/bVhdv79nDN1gZzLITQOUyja+fSGPgJA6aLn/ncxhUPcC+oxqDKPcszThCZsBrjPq8JxNeQebii/M/GbT/iGSEzbOr6YMZF9bj9J0Pi5eIqy8vx1grQ1vh2bptkyEZR/leHUQZZ3FwcUvx/6mxeSHsCoawx/HhZKVkMr+SJduZONZxTBjyFGQZH3TMTtLpeJZT+S+zCj9bCU86k//hXRg2xmZCLq9rX6UX87PcZKfH9LNYjqzpfga1u0GEplK3RyFyLMQ5c2LOpmKK0KYYFz1SsQqbTleMOyAW9wdHtpSL2CVm2q6E17B0xad6xqPDLdOW6ysDe0zI+xrjJBQWZAXWg5cmfLnm0CHvwMrjnIUFj3Oy79+xcihLPJNq7B7M8vbnTUrX75f9coHISP5TQ/XoYXBmmCv+Fct2OdOI1pP//fHDVV5WSfWICdZtllfDrzb5KA25zsnMmV1sf5yh3QHgm6yrYHFpB0kzP2N5zdy/LIJ0i2QqNNvR7KsKsgqS1h+hufjlQALQ9fA6CrYR5yrfPdZ3aWiW7f9tf1gcemUbqpkpraOm6bdaYYDX07jPxNi/yvsX60R4SGMGosjDseLYfW0CPXnddGfHVjAmhrGH6M5dmv8J2Z0g1YK4bzG3zPTTWYuvprCFGFgIYLLOxuvMYFSMihnJkoIzQduh6VxsLVcSnMamthvuGE4yyTfjSMGxBQG7fMXmYZ0C3g6TmGeW/FdxiFbRlRT+HkM+GlZ/BuqApsqtuoGUZ303U5LI2FN9fT2PHzNGXFpg3kFTZr1Hd/+uFzuuy2b6M+W3hDjLINoUxqkJj0Y0tF2Ubyj20WARHx5eLqMiuIqBJsGnunQcH+AWULrfAWlHegJBzFChJwwcVwZte55NTMZZ/7TuHJS7tyzosLXNbDYF8PuXFKjDuespLpiEqzaXEWsE/6NUn5QCWDgaNjh3hPJ9rQVT047Y1pEOwnWj0YIFyKTdZTp7WCUTMmkKoRoSt9e4SQpGnKCitYQrH1dPAQ34sCvBekwyKsTtcx+4DhARft04qz/7xGKORr3W+i+93ZSFm2elR7uGv+sTvfPKAHBMZw3u8s368LmDXbgm1kK/odRiF1JI3CgchEUJJKOj7W1UmjryuhKd9gX9vGqsWtDWtZtezHLVKbf4kDYU4I5EZfZD3XwgB5cNoIeP5R5PiVjKQeUCdEhlx/ek0lqgDJzwtxtFJPMxHqaeUKMQrg27lL2OfwawA46fgD+deUWUx+ejRnXPxXKqtqmfLMaI4Zs4/svzlQCTv1jzG2y+tcccMjyXNSo3DAX2N8MjX0xkuLhjRFqnRf/b+NIa09VN5ex+hXM8hIg5Navkb1+p848NUrJRW6To6ZfeGxw4/hvBen8bueMUpqYOmHCR9m6HXM1TStEaxEDayClNGwUz0w9RwKEYNQgRjXXKAn0tk6DSm11uyHVu1qz08L7AXZTY2kYa3bb3MDnSwj9ofMNMPEuYaRfQ3xcIdR2KaRYhQ0x63sPS30AZ8icsQR+85/5vrUVFewYe1ymrVsR1ZOfsp7vwZjMH2MbyWmIJdmCVzRTBK5V0CwBO/C6wRvgVMkwqPzUZ1KdZHVOGgcvwvYh+Ua7XfEKL7egmBw1AP4/N1n2e+2M7Ef+Pv0pOMOZMJDV6d857E3e1K76s9cOuJoHp48kAuHvA1I0Vjbe3bjljbPc/Ulx9Os23DOOe1Qnnz+fQYfuS8vP3l9chvaOg/ADDRcPsKwf7u2DH9+hRjGElLBVAUE8/CYgaO/Jw2RTmRtPqPXXQFOA+wKbVrHKKkNqf7Eymd6AeuMdMn6As/TcCKttHWZmwK5nrEmhsSHFvaR3yCnwFC1BIYfaenROsbnyxJM+hGY2Uiewo6xhdHM+NVFeehR7r7G205cxBzeeFCxomxD8nl1Zao8XcWmDSn/Z2Xn0bbTbpsZBIDqqvLNXvv5MMcGmFMCualU9EVXGe0wZPGYAHhqcZTRaRCjqNiJutL6XAVNVBtRvSitT6j01+fr7xanTH4d//jzxQCEocQi+x4+XBS0EWNRt/rlzQwCwHlHfcelI44GSBqEr79bTJuO3Ul/4QTGXnsqzboNB6C0VDjTr731ecqCqAYB4J4LDuK2gasxNqDbTmkOI8CXb2vFYoSPIW3n3AYSeDaiFoM5r+CBMQMYcjZSUWrAFBpWrU1QXWN9wdU6w+hTjADA4EFT1bZc4zIagVzX+w4YALkwpBfs0jqNquVyfM++AE98bji+Szf40UhIsdnV2zEaP5ZbjwTX47n8eiO4GPbBaw+FQsPrl47YTInZHGowQzf/GfIKPG7w8zZwUUyhrHR98nmYiJOIp+IVv8RfMP2NnMcq61f6Znj3X7n+UTUlpzWQXOE05ajdlDXmVlBSawty8Det5tUVwAMvSwZcd8UJAFx9yfEA7NSyiJOOO4DzhksZfhA0vqw8OqLe7H5HjGrQC37pcU+fb8gwAVx50kxqqsopWjeQBavjgjXouYdItkCNq+IUap910dBWdVlAE9jpuBiXXWT4sGQ6LXLh3sF52BkWay35TQNuOSLwmYjVljv+EnqtxgCf0s1HtD5ArvlSy6UPvM8ZZ0JZraF1fkJ+3zYWdoMFXyU4Z/ICzjzRUtQm1riU5I7wIXWk0Jy1ki8q9qneuoJzO4F9I/XamAEm6Uo3JOteHTV1zQAAIABJREFUvGYpzXfquNnrYZjYfEJYS1Svsa62miAISHMNZteu/IlWbbtsfh6/N1KXEMKJp8PExxBMpKcDqSw+NtZy3WhzEqX6qrdUg/eWDL5lnj5XvYOonqWOdHjh0pmcMnTzilqAeDyxWQn39ozoPV23+uXk/0f025OpL9z8q7b12ActOX/cer8wKAAb4sMDzWYovqJhZS0pwCxN4ZarAsprLXu0aMXl09ZRMcNRkJu7HTY3niKtHp0abAVxa4FuLlWswsJqjLS2wiDeyEZgo+Gq4fD2j7EdmMK2jJQqSU1F6SqrK6K2FKsEWoF9S67Nk+/tyrm3zPextZWW7A+d8evBxy9nTmbvg4ds+3n0MR6N187IatSisb96B5VAIaQdaIh/Yv3NDb74SM9ZjYN6T0o9TsAxZ8C0x/HiIEFqBel/Y/z8nq5b/TLfzl1Cr907Nfj5yvJScvM3F/+pLC/h8yl/ZcC7t9P/d4YPnraejq28BvUU1ItQnoc2tVGvSgFQgxjOOJx9Ibz0vaF6BaLd0NpAOxdGLMQbFO2Y3dlAupVsx3wLrd32NuG5GAoSt42Ev2mIp9Z1B6awfSMR+ZtjvPXXuv4AaOINAsC5t833P4T7gRprEDasXZby/7YaBDMo4MYpMX8Thoh6cS6yoiuDUW8yBU87C9od/9z6NJ1eA80kgAdaNQNjkVUu32BnWc5tP4v6T2rod4LxgOV2joen/k7Sjo0cwwb3TT6/8sJBlG6q2KJBAFi64Ovk8+oqwXjmvP88eSc2ZcDzdzB6aMAHr1nPpFSegh5SE7wIit4b4L3KKrwBDUj2eHjqbqRWY4mFIhh/XgBLjNdKgBQwO4nh5NpU4WBtvKNGuw4xAtlIN6uFllNOg54ddoQP2zSSnkIvvPxaPTJpVC9PU1wAmT7dZvoaqZh82v1/tqHqwU1bbR+/ZsUCdmq3uaz9z0OJMBEniKWlaCs0ePwjDRf0gUdeMTK5O1hpUaby9AX4Vm7r7eZEnzwkLw6+F4TGxxFtyiTmUA20FON4+kV/pXhDGW9PHLfF49uWYQ53Xk9Hf223Nsbd9QJj/3DqVj/z5UdT+KzubNZVlTN2UCIlTDv03oDpE6xcszI878Lii7GiKVetCdFVHXwooTBTOj7cKsUXnLU3ooi9GKHJuxZvhfsGbPrI/TgWn+FI4MM9xSwqSAV+1WDkIvTrFS4cydmRktymkUJzVvaY0lxbOoJJHj6Oa+mMhSLwcbBfWKoqSsnJa5we5ZbG+tVLyMzK+UUx15TjP9zw9I1dOOuBRZx4lGXiiwhJSEVHq/GFRqV4T0H7KxQYQbe1ZkDVmqNELSUFRbypy6403H/qrwuTzIEGcnw61+xvWD95SRJvmTD1BIb/eZKfkAaevb0jZxyypFHbHz054M57BDC271iWzP+KzqN7yyTRQ1WpNk0xW/zEJvKahgjZ+FVZQycXDnQ7LI0Fk+OpvUadencK6akO31K+k2Y2rC8jN3JMd1wVY/QjodRcaDNe5WBEQwPjjjkbT1vfBenZUQX0R3pGLLU7woftGnrRdcQROrB2U9IfY7nzHqpIWnJzkOGkp1Ol0xrsEh3dXQNGt0XrTpt9L0xsXc4tfCekX/tXsBNDJv1oJPTR89D2dxreaEsznRBd4eFrmnLKxUB341mbWg2pDVyUvxHxGk6M37jV4/r52HV8etLdNQMNppeBGmhxfScAutyazvA7J3nD41zq4b9f2uh93HmvlUm0Dsyehs6n7u1B1qjcnp6XktC0r6XqZSjDUvkFSorSa+hozAveiYvqkuINYeRRj28eq5M5HXHz11koMuzTz03ZKmAtjL47wX59jRiLqBitSuhrmKEVvHnQdKfApy8LESGWDc7Qx3akJLdvRNV1tJDHIj+gvq8Vfy3wRsKlLKe9CE9+KE1ga6orSM/Ycm+KNcsXJD2UynJRwVZj0KxVh5TPBrGtl2EaY+jQVTQqZx/3iqwyuipGVYr0pta/mcAiuPAPG3jxTZPaBl0RbdU3VG5CRHzmo6Z3bvW4Zr/9JGaAoapC1Ldv7N/Co/LFeMrxHLjjjTQWTYr7tKaNPOrB9DK+EE0P4XCDOdxw8N9imCsM5gjjaw7Ar9hay5GNF4jJR1Z7lZZTz0h5F3quytfQbbk6kYsvM95l1yyBKndpbUMa0Mxw85lGMgztja9lMMBqy5wpLp3YEtgJKIHZy0K6942lVplqGllT5hpObIKNb4Q+FdzUiF4l7nk1OzCFbRnJ8KEvHs1VWTAFjqqRCaL5e81L/w5RPF5gk9oL9i1LbU0lmVlecr6mqnwzMlL0M2tXLKRVO9GZrK2uJDN72+Xqn5k2hLOuneKRceXdxxDthE/wTL3oqpiNrFDadASgK/xw+Qx2u7Sfu1gkY1k7Y+v3h9nbeON0KNi7XchwkYGZeIAuinGATFbVINBJUIpc/xy8B6Pucw1+gkazAmoINXWoIYF6eCC/Yb77/ZdbHyopZbk1oty0zki2wAmXkOW+q6nYAgSX0ZgfpKS6woVlCtD2QvAe477Xwcg2yqzHCQrx1ZPKLYliGmobLb64LEA8llaIkEwNsJOF+TuyD9s39KZScMndYPYji/3CuaUF7oKraManiKqxutzO9Z07572UTf/cIIRhIqXTkxoEYJsNgjIl9251hW9zp8eJnAszSIqixvY3vlu0roorrPcS6oGfoPueh0gVqOvsNHHUab9oEE5/3Pi6iQTSit2Nh47vBV1NqpR51AlwK/Koq43k3S2C9qtaVB0+o6ICJXop1cioqKqGALrip+FTh3V4nciEFYkzVdvSY9tZ/j/2SOuVlmNIgVJr48lblXiugF5PlbrPQWobEoiArN4rte56b7T+nstDiquyEMBTxWPSEE+irTuXXHdN9nDnfRDSdWqVO/cCKzoZ9TvCh+0bCiSqO+luDnOI3LGPjWspP5DmiqNklf1I5vLNqQFTy05I2bTSeHUEQaxBGvP2DM147N77UH98CnZpTK005xAS3yNurSLq2gOzElmZ4/Ldz995BoDbRsWgCww77rlfPJbn3zKeu6/X040Lj/lGmtEoaBddCbMg2M/Q4bAYG6usrz9wocTT1x/vNQ+y8U1sFSDV9J9mDPS7WkVZgSel6WeL8TF5NMuUDiyCtw4fybziNHH/o7hKDfJavvEeghoiLWDSFOJ3eHp0E0PvITHoZLhpVGTKpsOgU/CYT3N3PHkwdfQFkOV2nAu0Ntw78kAhq7VAemWWGDJ7G269MBBMoQoy+5odRmG7hhoFzQFbkm6m6W3ovukmUTBy8/u0c5AfuggpYsk3nHsuZHWAn9ZvbgT+m+PxP3bn4bG9ZILr6hfFFbQrc6XzcorwYiitjdyQnQzEYL/bzgLgxmPi2EcbGVIucKtfPmKEImxHc4iR0EJrTCDpGrc6OsYtAwL6dUowa2ma3Nwxt5294KwxU7wh0Qa3GhJoQ9uonJnqbmrYEc0saP+IPHwBU7SpcBzoAG8H93Pm3iHPjuwg6s0hAuJttHTeLZAUcE1kmzGkQ3UTI9ezhfGVtq5L9BdTE7DCMv6u0NdUVMHrzyESeTG4/Wp3zzQ3HDv1EbruG5Oy7RiwznJsj7t9CXYNsMFSuwj6VFwilOdOhtoP7A6jsF1DJ4vBNwVRUYx8OHDiSAA+u+4pMPD8p4gbjIQYrLU88SjUfGp56okt76akWKpoEvG6LX9oO8e5R/zAhVO/TebKHx3rmtdo/GsQLcF6GHN94CfUJiQOLgfmOsJMuRCkGjvMPiZVys7F8+Ywt9JpgVElHsRz131cnz2Ih5a8TMOPH8ahyPLglYdx5xUxDuoSQAD9hhk/wXT7HRzwtz/eAMTdvvS5ekvqIWhcj/u/2op7rpmXDOjTLeDBz6GqztJ8zWBatI9kC0JYXJwQL0Bjfa2onI+kGqvwHaGVdLSe5KLTol9Al+PSROZesYQ4sDOU1YTi8ayw8A0snB6Xc3CGqevIPi7Ec/spAdZajpx6Pzcca6C5hV47woftGxp76opSgbjRKmbqBEs69jhA0kyLgM6Wx0eL5oGdabnoIgO94d7LD5DXGgBrlYgUS/sNqH9bGSftBXQxPDiqN+f//Xuf0lKpL1fwMzjrCb/aKs8ePA9Dm9A2YpgBxn9f+Vs6eeNQcEPMA2ZqgCN04IvHf82tj1r+Mc3K62vg0qffp0m8F5+uFu9jxqPW/0aqaFQpIOGFvY0PmzT2DvDxerRoS9WZFZjciGhENiEJNh7eDaorLdX18I+S+1lfEXpD0t5tR0VcmxhPdNNCOjVGm0hlPTrDvP7NkCO7Jbj6cMPYKwMfDq2EP71vOX6Iv3atDooJFfpTvFENEAC2EPGmyoCv4c6HLCyHWOGO8GH7hoYMSlRqhvzo2SR5CqNeDmjVtitf/v5VqIOa2ys594gfmLdgBZvKqvjnGSH2b5YrTpwFRDIbbmj68b8xXjrfYieFXPr0l9DRipvZ1iSzDg+eOwAyoPehp8kNlYtzeeUm73tWIEaihUkqWG9pzPv6Q8x+RjQJdTKoJxBJ9Za/GfoQRl1qxRss9DkpcNiMoWN/R90Oob4+g/jH1rv+Gg5plJYnxuDhB63ftqY0sxAJ+3Ymyd8480J8qKBuPzhylxFQbxfD7RND2AT3PQM5qoSk2YwfEOm1MuuIYVYm++7IXyUsqQ6lGjIn7T52dAAxePABy3PfBPz9EzyQaIF1hnztpH0QrF2bEPwjAwnvmrhzSBfQ88zzod2QmANmDTQ1JObt8BS2bzTFS3LpyqmIcyF8cfsr/GWY0lAtY68NyLpSMgXdu7WjsKDhTk4b1y1PPtfS6G03Dr8+Tbz7XjGG/g6eubITz47smCzaufTR6YTvhSLaomj+eisMzo3w8TUJ/n5BX5bd+60oKm9l7HZuP+8hqBsdICuXlmPrqqmrsyFVONbAZ3NDHhq+J2RYlv4YcvxpQFPLyHc/89iIrsRhZPslanWQyac4gao2N8NnOdJh4g+GoSPw+ESUo7LSykQL4NZTY7Lfjpb2TYy0p8uFv9+SLxNyZ9jlsDTPHegJrIQRw92+FPB0gPQpl8GpewNVSF9KR3Ja803IploLa+C6K4x4LZssFXWIzHwGkhbtZaSMugaeu3yYMxCCaTwz2bDik4R4DYVWumZl7+ApbNNIUV4Cn94CH39qmfAuYB/x18WMNNj7ft110pqGXzPWrvyJpi3akZ6R+csf/tkwRxvM7gZbYmGNwU4NyWg9jLrVLxOGIUEQSLyv4qW58OE5t7P3oKvJzdkyAUvHxRMCLur8GntfOshx+5EVTT0Fg9dIVO1DNRxKlNKUaGvDA6f3pk/RdezzwkkQh8wmhtqFiLHSVJ7iPgUGOlv4AGFktrNC713hwD8lbilpqDsCCmfBrTfFuHl8wh9nC7w8nfbFUCOmvSE/g9OvgudeRLIOG6zv1L2T8SFYDNGe1OxLFtDOMPIkOKF+NLOa/ZEWYU8uGvONnEcGEMLZZ8KspWksXBwX6nImkuFY4Ty9EF4563S+4Hna5Ofz5vxNHNApxo/rEry/KEaHQkuXpiGT5gWUzQrB7OApbN8I8DTSqNaeItjAzcelXuKGDMJXs17d7LVFP3zud7MFg1C6YfUWD61V2y7bZBBAtB+eHTAUvoUHLuzNY8++Q49d28uxBO58DNAETjgD7DTLwSePbpRBiI0KeOgxS23pSuJz6iR/vwyvxBSl5yoRyeKNQLQdmwGWWy67Zw77vHhSsm6jttxidkYmln5e24uWWlhsfJiy1shKrwCkegIaoiwC9oe2R8Yorw09zTla36DSc0pUs4ih+xzIh+eeAjohE7XK/d0Ndt8zBk0sf7kwk777GU+b1/tqkeW+ey3ft7mfpRsSXHT7N1J0p01xSuGplw0L34/DeuP1GVdb7hqTAWssHfeQ3+vA+HkUVR/GgC7ZZJf35YhmJzCh5538sdOfqaiDsi/DZGXnDk9hG0bSUxiArBpKX1aX1+kO2BmWm1+LcevgxBa29J8bNdUVZGVvX6PdaS9fwKqcz9g5bwKHHrxHyntPvLMbIx7/Efv8ryxwOsT4VG5TBKiz+Ga1qi2Q5/6Pishq2BDN7bdCCDg9DU06GUq+caQh696vtSKymgN0NLDU8titPTjvtu9le23cqqq/ozZ+MaSWgytbVTMTakACvJhMDbKKFyNhwRJ8ujLdiEGqjXxvJwMFlhMOgu/WpDF/ctwXnqmuQhEeBFUgdze3baUuawMZ1cqshzMvg2cew4dg+8C5+8ETn8GZ+8JbCwPWfRpCHG66JmD8Y1awjnU7PIXtG2mRRzMHruWQjEdvef3/xiDU1Vb/okF4cMp+mGO2DgYeM+wR9jBXbWYQQFKYv9YgrF4+X27SLLzicD7+ZtfnGv9rFiDSho8s/IRNx9eczLeUbAqlvDkA8gXMG391zE/c+ZY2A2M8OXceZj/DScMRg6AlzGpsuhroh1TBFiEGSnUqf86qVM9QQ4p1CJXdgbN9BgcC4uW782troJPhoTuaCg36K3jlSZj/Wly209JAEbQZEpN9tzU0OSCQorU847pNwSknAR3dMasmpno4GfDMI3jjZuCUveDzFTH4NzzzJKx7L8S+axlzdUBOuoEWVkDfHQVR2zlqSJJg7JQQ+1yIfcfSpE8AcRj3t1+vpvRbjIzM7K2+b/obLhvzOSzFN3vZwvgpb+xvdlxtztzVhwTKFkyQ2oVJV9YyPKZQ7R4ViPFVurHKnqmxmAsYwyunny4NaNPhsc/x1N84HLNLgpmzLbbK8q/3jbj1KjSj4qpLLE2yAnKzDe0PjkEvOGSw8cenxiCMHKNmGpyISlorAy0Mny0IOX+wCxsyxMVP6wAX3V/iK1OVMZkDOQ4UXPXvUPazylIyOxTuwmILZZDT0vDidKDWhUE5kWOqRrI/mr12xXfTl8TYuWmCJ27elSfG7Mo5l0g6OC8zIB4CpcbVdewwCts3NGTIRCru3Nh4R4I7b4xBGixb+M1/9ZBqa6qSz6MZC3OEwRxpfBpQVZH+bXl6etfNtqNj4/q2231MMyaMxRzgro/2J1B7qfJvrk4iWfsAXq1IlZHrEWagSpmBn5yK5i+znDBmgoB2cVjyTcj9o/qz85A0yIRHJxoO3s9Q8aeNwqVYgvc8NJ6PQ8nrIZXvWJZPSsAs6FBk/f40jNH6CD2HNHce30D8K8f+XA6PTjL06hvIxN5o6Zgfk/NoigMkDWeeDbSDqg0OHF3j/uYZT2RyVZlVayyERpiMzjtoNzjmC77aWK/i5Aq1btyzD6/ONJz7xx+pr+zIk/dB5/4xmiZ60KdsJM+eM4Th58M9Vx64A1PYlpHEFPojP5jjrf+nW8H99P1suvTYj3h9bVKUNTpKN6ymqFnrpFLTo2/uwQV3fydGQF31EryLDkn1nak3nscxJzyKtSHGpK4V5hKD/ce2nZs52shK2MzIJFSPQKMbi09vNnc3usbTuvpFw4lK/Cqo56H1BZq6rEVc7wygLdw0LGD8gyFkGl/wlO2My3q3j7VyHZJ1H2rjFXDMgxPPhYl/x5eIR0FmpUhnG1hmxWjlGimcWg90MSK2mu+OL99hDPUkQ4JkKXNHS0amoa7Wwtf4OosEvreIgpKl+Ga9ui3d3q4INyKAx8fuymdr5/PQfdZf8wJ4YNQ+dKs5kEWZ3/N93bv8/d0dIivbN4pMSi3/r9EI3JbRpcd+AA0aBIAml7bF9De0HrQLpqfhgqu+E2RfVw3tM6BlvFnIzW3BuqT7zw0CwJxTJ3L3O1sPSbY07BsO+FttvYudhxgnrbhUtuBC68MCrdaM1h5oHK+FRNovQQVgItoNyXBgAYwfE0qj1xrLCYOt9HKsND6DoA1U3KpNKwRTyESyI67qcOJzeGOqtQ86wfZ07y2zkAt/uzHHt3OrQ0RUVaSluTOQFi+fphyNVZbheyEG4Vt8rUe0hR3u/DfhFbJiCF6xMz4sKzWCZ+RAbvWeDM4+J1WXsxq61Pbhk7z7qQ/L6Z42ADbuYDRu17CTQkGQY/ieBv+X4zuHtEdFRxTpVndXJddAbuyNQA0MuuVxKso2NrjZ3v2GsXhjbYPv/dIwQwLfwEQrAxOISIiGDS7nnqyxKDB+wmmTV53oWXi6cRbSoFXPJWo4NE0YR1bnUiEYvfKBEQNh4M5hMSkfzkCMo363PVAN51wCvQ8IUg1TPl44JwcpAgsQDCPfpzp/P7mKZ0d3chJ97tyUlLTSeu+nlUkFLePw7Ax3/M2NcBr0fLQASzkUUWGcFkZ0HJfiDdUyC6HloSv2ZE3taqrTqlNLwoF1rSeRFkB2bjkZuWuhegemsN3DPhdiP7QMyLsRMg3vvPD7/5PjePulK7wx0JSfGoM8/Iqkk0ufa6fkEPIPaoa1DYOj9//TYs4RT8gcG2AuTPWKmo5uuKqz5oVyb4iUa6BaggEeRNSq8Fx823kt9qnCN1bRia8TYz5iHFQjQSEVrZRMqlIjrvwmxI3/0XLD6ITQjuuQoqEmRpSNVyL8BeCL6Qlptdbcna/G9nl4Pc4a97oeVxqw1DBn3VLfc0GNcojQpzVrsdH6Xg0GX8vwA5IizHdhm/bvBJ8t0cWoHinOWm944OZCOW8jx5nR0xAkdiI3r4T6WH0yLJo65nzeu/o6umy8jnlrExTW7kHLqn2gzY4qyd9svD/5NuykkCNO/RvmLEOP2xrXv/G3Gkc+c38qgUrTa7n4iaXiG7raEPlcAGTCI9N6N7j9tH0MzEOAynUOoHNjwoedKJkVYq4xm7Wpy8zK9RkH9QoUT1DPwSCTLlpXkEDqCfJJ7c+pqTedFIonqEhKBrIyt4ocRAwoM2JkNll/3uqFlCHqUsVW5NOLDFRbnnwWWIO48csjbEOVwc+y3gMqt75Qqg4otdxzl3uttfFsSYv3FDT00RAmgRitEiOsxC5w1bHuu5rpaG64+fKAZodKzcfRxyE4hFOeuuy1Tbw88nS6D01jwp0dqPsBahKlmPoONK9ol7wHWhQNwJqQyppFnFJwHkWVbfkg8TRU7QgffvNhhgQwH3745L/MT1hq/Wqkk9DgXWhF98Gr/aokWYQDcNGTqdmSs540nPWk4asRixl8DiIPlo1o+fU3zJn+IsOvWir7mg05hxVgDjAp+Mr9l/VxK7YREk++ke1YktiBfS704Y4zDvYd67MK6iUo3qniJh2N/14lMoHKkYnugMDYvs6QKT/C4MlHXQ3DLkfCkM7u2qx32MYGvOel4Vh7IyBmHeJRqMdTjOAGqs2gxquTkd8mAzL2Nb5ORsMovU2UKJWG9Hgos7DJcM+/8MChw02e/TJgw7siOvPGC3odDdefDq8ffC5jvnuJjkVxFpev5MTjLB9u+Ix6s4pVrV9MLhq1G5eTldmK9Po8SjM38k7m3dx9n4VVOzyF3344/fze/f47lzYp0ab9GrXMN+qy1+Er7nIRcpVy7gvxJcX7QtseAUfcF3DmE4YLnzU8dGotE8ecyMez5/HaK8B6w5Njd5GbtBTqy9d7uTJI1hrcfq0PJy4b+in2XYt9PcS+FvLXIyfBAuM1FPLhoclH+JjbUYVXry3hiz9OIdbP+LJqhTZKZV8rHlzvC6W0LkLFVFwZdOKHyLXRTkqaFs2El58BrKFZ24AeB8S4//oC75q3wYcsmfiGuor867XPw0uo6QTPBZZacvsZTj0f6j533oYCrQocRjELF/7k7Gl88ZcaiyzosW+Mvh3i0AsuuBBhN6YDdZbX5sY4dfZT/LAwzoBuaeRlZHFI074c1WE3dq7sR/sVZ/HmyMt565orSMttSnp+C2KZeWQlsuiefnQyk7HDKPzG4/+x995hVlZX+/9nnzO9MAMMHURARUWxocaCvaLGAnaNJcYCsSVvoqJiw/JGY4yJHVGjESuWxC5WLBGxYw+g9D5MZco5+/fH2vfZzxFEX03efN/fNfu65mJ45unP3qvc615r+bc9/nXP9Nf+d4hLTrkI9UQiiyaZNJxGd2fm6dzw/6XEIp4emA7zXszw/COeu0/wfDLpXG64/Qma5j7Iycftzd9PPQFqPcf/ORSKKIPtLzk91ltQinMbdGPjb73nX512IHV3Lzazt9qR3sxxykHPBSHlcoDoMy+8w5Y7/pT2a7JstGsBVGC1L6Xp+8O7H86MKc3CTWTCq/dl1oeOSEThIHzjY28L9DNP3wpHfavnl7+ts21NmDUgCyyDCf0MuR6iY0ab9h+4R4FFGsQqlEvjoHEG7FQzzIQHmLW0PjGJSou/Gxb16O8oTTvL5Jzvc+n5Y09PcdhmWSMbLXXMXO7MjVtmwmbGC+00fOXhU+iS2Zj732/mH3Vv0KtuOHv99XpWFS/nnU43sfct19OyYg4LGp/ny+q7mNsyhxOvfNLura5DKPzbhn/sf0covHDvOdYwBYJvS0z/VU5GKYau13rTUp0wa6ErsXKwJvOmcMVPH+SNaZ/y6hNX8l9jDs5da79DJobQpjczWhpM1ZMTAujkWz9a631XVtVQ+ObBUACXr/MQAON2+St3HvM86zeeyo3HPsnxR+6e2//jC9rwTxln5vGL3qJw7iE8NOpITn1tu+g+qH9losdBjqNRE96D7lNgrBKcWuD9+zLMeS7DkWOIJeFk3hfBkH0LLOSn0Gp/uOFPtiBnPttuLovwkGTotIfnjFenW6Qnhbkn/yRaHbIGNgNmOzoPcSyrzdqx64brN0JBCi5+OsuGPVKwyDNqkyoOPxzL5GwhMC5NiLj23ry/xNO7yrGkdCF08szkCy6akqX7DmluWnUZs9tncuI1n3LW5VPt3jNAU0dC1A8aa3reqQ9fjUsVsMPBq0cffkjqM4A7IMVTPzuVfQ698dv32dLlCovkGHXi4Qv46kKskCTzVQsngwmSAsxXLnbMu30pvXuu3sL+rWfvYturjo+knZXhOiowU49p5lr717/13fNBKdnf9v9vO6YuusF+AAAgAElEQVSmaycW7HgnLI8gGynMf68iVtBWkZOeAVdQQlOy4IojRgYg5gx4omvV2RlAKEusmdhCb164lngHdYnzprBWAJ+E95XM/izEANFaoAnK9nU0vemtInUjDOxTwMyX2u3aCzxXjktz3p1ZLjjKMf7qLBedk6Inm5FpreKXL75ETVWKITWebuWeh551XPHzFO0ZWNXuueLyED5fGCyPzsAA6Nszzdy/ZWJxWzoSov4lwx3vGH7pb9nx8l8x6ja32t+vnVLBRX/7AYVYV3j2vf6mte8jwExDZBdVgCqGXnumTWMKYFS5uJXEtnCl4Rjv1ygQALa9/PhIlFGjEy2clUQNGhaO29Fx4eNrf+5vCoC1CYSS36Yo6jWSzTcZwPyP7uCtQ/9qgJxCkYt8YAaGb1DlYon3+gAeKrVZeIswl2RIEfILukqQ9HW2fSgmAFdivJCk5aH3UYwt+EJgnjM+Qvk39sliAiUQkpqeMiF65CZQ3TXFzJfaufCsFOsOTXHUL6CsoJTS/vD5kizUOApSjvu+fI8Pm19mwx4FLF2W5eVX4L0FBbDMM/Z3GcZdkeGKK7P2fAu9Zak66LddGj6FuR9nI+hcCGzgOiyFHzKSz+sOTJnfJ3R4e/A32ntwu7tIqskSW7SH6jmUrJ0aPWZSihtv83ZcN4f/u6myK58uYOyVGVvcWqQa0kCqIlRJ1HxyKUQ1LiZWj2rDJno3cn0bV3vuPVykFrvwPAqpqe+FQm9t8LcLjueAP96Jf+nHzwt3SIpBm6f5cpxJveSc3O+SyTz6KEYnLsWiG1lvIc3pWARgno9UYgk0NVNReFPg7ApiM5awwN12Dj/bnqvH0BSLpmRidqI4B8IpUhh+0+gNJ6gPrtYsn+8u6LoSTBs4rj+1nCc+beCZyUSLphnGnptiwcosd33gyK4y9yM1xFFR6Kh7PhtLxMtKCiQqMhhYKoxlM+BLOOU4R5cyqCpNM+kdT3VplqM32JTZbTM6LIUfM9w2zsJHah2WAVYmLIVyFz+OuAP1xIXUdXWrIjluODLL8ANSdvzyuLDGXpiJ1Z2UPajaA7pGETbx24n9IEMWXM5V6IZpTtUGrIC/nD9wjfdy/98Osz4CScJRjYtEKAkmad9iOOD3d0IW3OmB9HTEj5huyz3/XBabQRw0YlsuOedIAJ646BAD70RoUpelZeF+5/lYeLaQGC1RApZyCVLE96jFHj6Rf8ub+9Hgac/62OBFQla8B1khCz0b7FBgbsN8b/yIJDu9jPj/RMXoM65q4JlJRBctALcVxXYjF+zs6Nk5DXMg+5y3akkCTj2x4Ou6Ltfg56pfFZgL0g7j9rE07Fv+4kk5x7kTM2zUPcNh6w7j5Kc+oHNpQQfQ+KOGTFGIYcCPPI2BLjzj4imc8UtH6XAX/XmIGnzFd2vQV87O5I5xR6Zwp7pIs1XBjkpscissBxFAVG9HFX8ROp8sRKLU3Sz85cNZa7yPIyY9BG3BBF9OCJ9Z/J0diXF50WhlObVDQYnjjb/fZOy/NYyk1v/7s9NW+7s7MGWL5K24rXNVBeedNSrnbhS+dbAVTJFGbMQKrKzn8l0Fac/Q9SqvnDtEKrXcMvn/9eQwiGXPZ+m+SxoG+hhpUAh0c3LC5PPpGevIVIQRmJKZoLqW/l+IsRKTrE9lh5bA2HEZ7rgJLr0sy8JHMpHU1ctx5RVpK/hTgRVyLYNjD/C5QjaFqQK6beygEp79DO4YswGUO9qynptP7cx902DMhLf5y8iB9C7twf8c/eoYcfQPH3qBz+X/X/HfaT7/cCpb7PBTNt5yV45vepRrDtqToifKYvipknzt+i3jjuc24oQ9P4mTZqG3mgFpIgYgP1nNSCqIDMDlWCXgN4ipvYoYZIlgXMIlWFD3LTfViKXxZgJQVY9lBKa8ZfIJ3KzEtK3clhJouzqLOyBlvRYSw/3S0akyxf6XZI3sJMD0MnsW/4Znzz+lYh+ENrj4d/dx8W+P4Nb3xnALo1cDJt1xzhiBoYR77p0LWBW/IE3kPATsJedeyLTPEIFB4SYlQDMs/ipjpdpc4p2WAl+50DIei/bMC8d/7WN3sCRpiXBuddrSt5AgTxaS8YlriV3Zy1PRtDW37t1E225FFJc0cdIfPubuaeTckpWrWrl2754c+9EC3nw8S9fyz9hg8wKK01m+XL6CKw5Kk8lCSd3WHPbk/R2Ywg8ZudTpA4P5vCBopA98zsd/+9qH2PQnI3jv5Qco79qPTc4M4bWQFnzamY5tum3A8Xt8+u3XOSoFnwaJX00sQSZtL2AsaJMcet5MZM71NuQ6xxSU1pTJCtF0rnH4yauHUt1OzhbS7sDb2ORWI5LQVTl3HpUHE7pfCv4Fj9vbUfjBITZfdjPt7Z/zVmdBGtwRUX35972dMQVrMMHryeVzPPKbNzloxLar3+9xDmaFYx0GQDYTfXiRprTgAzEoh/+oN6YsK0+kREPEccTNCKHHE06BO24jn+4sqrk4HJ6YDyHXUucTvqF3IexBUaJKYn0Fb891y/gunPNcLbUzjL9ROhia52Jhz9Cw57IL01z4aIYz93C8vwBeegHo42GJY7ufODbqnmVY1VaMfnk6N++2eQem8KNGJ28vtx340Mdsv84w7JejKN6+jG32Oo76BZ8z/YqHo2YCbvqzZ8qcz9Z6+lt+0TmmEcvHFCgoTaKIghZSChMgZdhCWuKjz9yIafEmYlxa500Dc/xq7duBmIzzPnEB1ZKP3AtnKCICXUVAubPqTqGvods/lYsWuJ2+IRDkk8v8L8DAuSQYKE25OasJhJ+Nvo6SPqN4aOSRlv0420e3TRECiMJARWK1UOVK1BN7Y4p3oAIsAiSltROU8jtuIgq2pGBUx2tZdWBhTgkf5UBIaJcnjs2G6w2Fi89OQZXnnrP75ATFZ8tWcPYOjnEnOW44oxMe2HErxyGjYMzpjlEnwoUTsnTtlmKrXr04YdP1YIHnhJ/A+BNSvPFklu37dWP0c9MZv3uawnRrh6XwQ0bOUtge05gZLN12Oky++GgOufavZrp3Bv+K593Xn2DLc/ePfnZYFP7Db39fecdI2BRhrDl1MpJvLM3hiVgBxF4Gmtj1RKquAEYVBm0DVsExZ8Ddx8f7cju6WDykPrgOlQHXaPYRJxFt2BH7LcgC8bDrIY4Xn4jaK/d3gWQyj9sSx1UQTWq5R1qMFeEdvvrtOMXM6bfQ7+TucfGv8haubPLGbpRA8uHdqm9HMnkpiZFooZPYVkGkTgs4bCDfglIUQZq/jejiqYp1OyYoRH12cPRp8NcnnVk6w7BO3FvBuD1TXDo5ax3I1oMzRziqSh2XvpSlZ1maAwZn2LrrpszPzGBAVQ/qlq5DSWkj57z6MTv3z1JRBHdPhNvP35jHZ3/MY3931oa+AljsOiyFHzVaMO55icuZkgcfeI9Nhg0cT51+GgAbbLo9r555tU0GFcBoJ9edek1jyz8eEGPnmnBZLMymkKJ8zVA9KVe6TJ3pVVOgntj6vBWzEmT2prAQXBhJgZAbqujTw8WeC9Kq5cSaAHJnVGVYGjgDL072pn2TZrg0r0A1Ff9QeE+dkmR6N5ITXiy053d7rfkdti54mL69a7h0l0lMP2syfnKWgYtPtu7V1c4AWJGe5DHpd6Vc66cVW7CqhSiBUEbECcQo1JBAUBUpCUCBvOnE7+VEoV4NJ50JbAJPfJFixK4e+jgu3T3NGWc4LtorRXGB4+aRW1C4nePiUSl+2nYO3duHcdnuaX7SN8OAmjQnP/Uhz38OtJWTaS8kVbqYX/4EHv/c0ZqB3ruk+ajuE16cneKkwz1n7+34zXAHK+kAGn/UaMVCTmmMthpy4V8863x2OWZ8brf+V9Ww7OmsTRD1Jwxz2W3j1sj88/dneeqhUxhxza1xAepHbkJnIv9BIcoCGLxbAZ893W7AmCa8/FddW1yGcmzCl2N02W+OCky71garoK8zwpDDCFGa4BATkqRhIVYUEsiXTWyXOS8hJpxEyVtJ4C/ZBEZhtwJgKbgRDv+kZ/GSWrp3q87duizcywC4m/NvexQ3/FZb9BI+q4jl2RUNIDyTUqRV5eibC7mRfCxCboqEgKw7XUtWnwSKtifGtb8q5cMFzfAR1C7M8kyrgzrIZD3XPwx0zQaw812uOaSY4vqf8Pfi/6bQw8Ds5uzfqye1qRfZsLtj6tPtzF45i7lvfWn3GsDg+5uBjzL84VWYOHYwL8z7lHXLUnRp2YWbT1vW4T78kJFzH/bEPn4TVO2covaK1dOl3c4u0ojF9ltF1A6N4N9f83tzB6Qs2aWU2ABE5q4mnGoTyDWpJB+thmidSAsmtWPS902vmbjkdg6AqrohqaT9Sm9WUikmKLSwdH+qvdicuKYANnVFErCmHAQJvm/62zKtfXgeYSjCL8DqKLSQI0s99PjrjPqpNe51o1IWvWnC8jZW+tUzJpMhVf3IWtPi98QIiwrYNJJv/SRdIG0TwCmBUU7MpFyJWS5L4MSzYOKbdh+jt3Vs0qOKa6c28FV9hqyHN0fcyy3zj6SpDf56gmfMpBTT5znWqc7SpczRvdLRddX2DCwYRDpbwF0rbueBvxIxIAm1ZG8LRbLsvjvchx81MuQIPN8UCL+4x+GGmjmWm3zyUzUhRCwK466//zTvHK/+7MpoRgvNlpnpwrH1iW3FJDoUhVkqgSQhkpysmqCKaHRfsynuXw6AXSVx0S4L2xZ6I1Y1YG6EJ5J/kv0UdM+yGJImdXKxCEhUCrWsBoGZonELmJTVEzpOs9zyQdwejvrSn8dneCgbU8cX+wj6yhKQQKgm0ptFdKokWj+dyEVVcjURRIbS/UO0wYVXKBRdQsyTKIGnfzGGiVf34IlfnMS4i1Pc86Hjul13gKlw422e+Q11tGU961SmyXjPP+r+wIRXrTSFO91x4/OeN/8rw4bdUyyq95QXpTjrpqn89PG72O+223nggXAfRUQcqiH8X5GX5Ddo6XAfftxYgBF6Eotp+ssP03vApkz4M3HBF2AfoopYX1Dbg7n6szsdd38Ax+0fTz/82nPjhJeGbiI/NVfXUKdrhe0UykzmQiQLr2hxymcuwLjxB6bWnOEpC0QRANVjKEqcb4GPURGZ3wI/Sdy36jsIACxM/E1/FzgqAZr0ySFfOAq1h5wLxUo48bJPyTTvy5Ki5xh7aSZf8IijIfxCIcDlifsV8JkEEYUdSLCqjoXcMrk8KaJGTmIjrUQhUwT7TbuRzGzotdEdLG72ZJo8paWNUAE9dkhz5StZakodY7b2PPRBmqLiZrrWpNh3UF/umfA1fzxrByY+uzG3TXMsfBEeLW6ndGvHg9ueyJMtE7lxErCJh1cT31mupKpZaW5sCCztyH34QSPnPmwCOHjnpr+xxQ62mt32jufO+BV7TrnWSD1JHxqiHyn/NSDRL5w0lmfLr+TKg+KCdMc7m0CfYVEHmeXy42U5lMG6e6aZ/XzGFmIfZ9mCEgI6ZdK/9QSqNZFMUwr+efuG9z4xkuNffoTW3yXuZ7+UUYiV/CMBEcBE3VfX4SmWvZSNHY8Uhlvk7ZkVgciG68utUOp3KnH+UvJzRpJcBrlSnTFhKAtDGjBpIqsUXPs3tsuqET9BeEUlMfKR5BKE0ui5jFCI7kMy7FmZ2F8hUAnidjj1dEd9i2f9binSKYf38OXSDJ1LHYsb7BtMeguodby4/1ieLr+C+z9IcfaQn/DS8td45G6iy5W0IovCtSUAlhHdLD3rei72z0g+e7mDFR0l3n/cCJJWAgGAOtjzumstEUcao4JoOiuTUB8oC/RyNJUu4KpbvyFUlzrrjryIuBAF5Ml9wH6fPSVj+3TB6MTaR2t6XRd9SoURO4d7UYZjhQm7Cx5Lc/TvJtP2umeHayPD0T+RjRpa9yE3QeCdh2XPZGNdyPe98QUavGUXyoTvhvVC2BKLBqgCVDK8qkvrWnIXhPZL+1a7uBj1ThUVSGYmhneVw1tUQ0LJXI3EhS42oSwY5TjIlZH7p3PqHtPYs8giS3Ygb7Bj/RueHp0c/1yW4t53U1x4a5br3/CkHRQVwKSpMH1eAbwD223tuCNzOSUFjt0HZpjw+Zs88iiwDQk6d/i/8JEV5Dgo51zoOOLkMC+GYAKt2Md3HHgrW+yRzlmWHULhx44EK9gdnIoUYMXqhZYnm4YqepCCE34JW2/h2P/mO3j+3Pfyz73M51OhpZXbMM2oxawkpXKs4UkNtkg7h793JVYMkhZtJ5ZeD30d/aMmQS6/KZuj0b7+bL4r4V/xPHTea/gXwyqT9tazKjoiX78YW/x1WK8FAZbLMXfjn84ShuaG91aGdVaWb6/8gxQB0CS/qnEPTOhI2Oo9JfMLkvcmDaoEMbkPAhobiY1aheWUJc4VwpRud2fh6PUxAZd0JyTAysOzdwrvpMbO9dvJKfZouYqfr78nR22R5YpTU1yzV3eyHjarWYexB6b4vLYdsnDQJmlemW2T4PbHHCta4K/nrWMCt5pIdHobu05vF4VdE1z7Otz3pKP3jmn4Jxx3AtZurhHL0xhm9/zu8xkrXFvYIRR+3NACC+One4dFLMsAolZNEzWGKLRZuON6mPZ4Fv+sp33RrfnnF0VWqLv8ZZnaZVi9/0YM5GuGPlulbLF3DiCnx7Sx6ggWkqfVqScuPI02YuisidXGyAO2N5dS8iJJPxY3QZqoAlv0rUCZj2FS8SQW+RhByZn3PlofEN0taeQkNiELSqxD5SCsShyXsKiohKo9UjHKIK5Gch9PPtVaFoJ4C860PbOAVmepyQIm+zkDn9VoZpXPD90WwrYFRzC76028WfcMhWnH2KczHH/HQqpKHN47rngqC587djwqxTnPtnHytlBc6KCTZ+SQLFNmfW3PK1aqmK19oWpTZ1GYkJrf1uhhrmf+DPtYd00Eungq904xfr+0VbkWZb3Y5kOHUPgxo4o4oYHHbyX6qZr40lKKwWuxJJuCFkDtykb2uelG3C6JCIDi8t2IvII0uQSpLrunDPl3WEiwCJraffRd+2DWwjTykX35/+oHkQY/1TS/29PFiEFAyd1xq0clWhc8HHtGlBNNewlFuU563gyWzFWEabQsJiDAFo0sC4dN9hX292NOJPrzA8kvnCpcRjUaBfQpSiELRiML119YycqXsvk4gKyEYuyb1odzJMlIvcKJMljV52oHW2ANWFrtnVXskYruSD9nWrvMQS8Mf2q1f097636OvW02t092nP/nLM9t+2v23goWNXhWrujOb/dysIGnb1WW7qUpxk7KUL/KoieDupQz8VkorHKxL6eIX+/Aymez+XkVyiyd46ETjDrGttc/k+WCu7IWmp0fnjmMDqHwY0YDLLzni/h/WQWqk5jMTRBQBhHtls9b7aiuKme1IeahgDj5rAHxXv73MLnFqc/AiulZO/dMbxl6igIkBZMWj0C3Fli2vC4+g7IKRTz6aM3MQT/FR81dkji30HmPxccLMSamGqAqxu+JizPJiAwg6PhL0txzD5QMdXa/MzDroSu2gDsRqckSPCWJc31TKKyCMyY2GMeiM5FBqWIreufiUEjgr8CyHMN7HDkcyHrLBVni4BP7W8O0rD37cm81HFZ4y9Z0WO+IFPAetGZhwrEbc8LBnktGp3i903U884ZjYFfHtJVv8bupnrE7pRgxcBBDunkmntiDHhVl/GnET1jW3MTgDQtoawvum6wYYSYSEEHwP3bBzwA47GTb/tBd4Z47YREq4VDt4Tkr6Ig+/JDxbc97/UM7cualr9kLD3UKc8QVsNThOT5+wD4BmW/2+Od9tBI2Bn+jx20dzFAtoLDwc26LADXhFO1QtKej9ZkEkFRKvmsgYaSJpHRrZfR1djapy4jhU1GkS1mtUtQNj27LL69/i69ufY/+p23OivsX0PmQXrFwi3xe3Q/EUKUnYgVavCJ2VQJziDUhssQeFt3CvkrGkiWxIpxLQknvRe5QOdALxh2SYrtVp1ipOzEaSdyvoiAVRBdMgqs4bE8KfNXH8BiY91G4n82wCFQw5fHENnfFWK/Hzz0MgWuPKWVO7SoW1Ht2HdCFmbUruO1tR1HK0Zr1LJ/lufzYFJ8uyrBhjzTnj8/kJ1FpXggTCQA2BdBzvRQLH89ACs69yHHVNd6snX8SXSiHhSSXudc6hMIPGGt63lfuu4ydjriQfzwzkfM/O4kptyUWv0xjgWEVRIygHzAH/IshQ7EW2Bb4GPvAAixlMTRhJq7MRpncuo4y9JIhTxUbVdTDETMtdV/CKRSZSNKU5bdXQnorR/vVa+AxANfc8Aij9uzPgPOHUbgutH2C0aOVIKSIgIZMdgGK0nBapIoAyCWoDvfT3Zm7pPRn7Zs8RjwER7QmujqqN3Vs2AXefCwbw5h6P0lrTGFTCS/hG0pA0ztT2rqiDHrOIgzvWeIp3MZx9V6lnDWuye59mY9JUn0cfOFjYRXsOS/+TYrfvwY3j+jHzPq5zFqWoaUdBvdIM25ShkuPSDPu95mcds8JR7Eu08BW4X4/wVydGcRCL3Jts0AtHD4a7n/MQTffIRR+yMjxFLYmAlqrYPzv0py/bzs3PT6M0edPj2Er0WI7E1vBawIlS3/JlBWWIPagcIoWrDLw60TtqNRduQbStIqxC2iTeS3ePcQFWEQEmlYSJ46eTSZpqBKUizx8873sl4qLtRHzpQnPLIEFMQ+gmnxeQLLKsqpOyxoAs7RqvS22Om+ZjuqlKLq2YvYi5+i9Ce/YGFgA08dOZqurR5pVVECst5jMnJSFkSUyGZPbta+iTckej8pJURalvmkZVGyRomGOZ8wB0L0yRY+yKj5duoLrZOFNIwpl9clshQG7FuC9Z5u+GXYd1JnTzllh11ByVzGwLpY92dcx/sQUF1wcqjS1hPvcFviSXBZvzkXUHCz/D9OcZ8yYwW677UZZWRm9e/fmoosuIpNZPX9gTSObzfLHP/6RjTbaiJKSEvr168fo0aPz9rnzzjtxzq328+c///lf8wCKJgQz7oILMtzxt/0Zfd30fMprsghJBTF2LsahQLoku05oumoIFmI1Ad8M56gmuhQKlbVDak8XM/p6Ysh4JnH9ZIivKmzPJu6jnPzehSIDhX16DU/jDknh9nG8+uBVuVfh9nYxtdpj97AUAxFFrCknFhZNkb8QZXxI44sgJKJSFSYIwIg3BZjQSWOlyzWTZV0luQl6v0XACsfd5w1gq3GHcMNJw2ITW9W01GIvJZrhysGQyyC3TRwBkcQk2FX6TrwBjSBQGl7KQpXnhsmwTvEgrnplJZUlDjz065uOLkwJpLdzuYrUs55r59LdezC67CJOe2BFfqarGKf1DjYAensuuCNrlkgzkQ6/wkUBFvCkHLErzKH/GM156dKl7L777gwaNIj777+fL774grFjx5LJZBg/fvx3Hn/GGWcwYcIExowZw5ZbbsnixYt5//33V9uvsLCQe++9N2/bFlts8a95iGTV36BJTxz3RIxbyw+FuBA1wSCffbcU2MBZiE5sReXkqxyb+hYILYf8SEchZF/2NhEWeJsMYtJBnNjy8XUfSo1uIMbUIT8VOoQIF8zI2j2Ww063nIc/9FzbV+/AE0OFSf6CNLV4Ap5I4VZlIb0jmbaeqO3FGxBjz2PFWtu83Y8iErJItCBllQW6d//NUxz761nQDmOumxbNfWl5VZPSsaVEeresD11D2IzYk7K4tK8EUWviO8qqmwF4zwlXf84Wu6a57Nksh20HD9yTicBwF8i8nxC0KfhixUJ+9sSlpu1FJ5dQr8aiCQOxsnCLfSx8I+txrreQaaGP30dzog7o/B8UCjfddBN1dXU8+uijdOtmyNHy5cu59tpr+e1vf0unTp2+9djXX3+dG264gcmTJ3PwwQd/634AqVSKUaNG/UvvPTc04TUZNeYSzX9lnxVhWlMTPEnJzWIfdJ43ZF0mc5agIcPfVRhEoJUWl8JvKty6zFs4ch7RGpHPmSL64WLm5YhP4XgJCLk2EM36xQmhFYTKw48fZfeYxD6SeQ1JkFFYisJpCidCNLnlvyuykSRI9Q/gbJOHvt7ez0JifQklmXliCTbVYFwFJWkXa06UwM+Oh79cl7hHLeZCIhaSFF5aREmBmcFIVKJjSxAl6dp6Z9LuIcJCO7z7dAay8MBiB0O8AZWriE1yFS0qhsv+4q2aljgZncJzrgSGwM/2hL9MgFyrPGEqpfGaO+zqeO0eH7+NwNgUUP4f7Dr91FNPseuuu+YEAsDhhx9Oc3MzL7/88lqPvf3229loo41yAuG7sAzvPc3NzWvd5wcNLQCFwiBqy+SiVbadJpsWgfxVkZuSTEBVZ14BDMcEiia8Qm4yV+XC6J4aMC3a30WcQUPXUjKUfpcV0xD2E49BC3wVMfqh/YNwGVhzVAQMIS6uVOK8+kRJAFMLTjHyTOJfCQO5TkLw6z2s620Bfg40OxhMBEM3cAw5MKHrtIADCeuzxe2577LJ8DR7D+oXk51knagaknIX9B1TRAFP2C5TP1k8JgniiWym71OGLeIV5FdmAhPmC5yBzwOcWXyyctLAYBctkXIMtBwA6+9ekIvW/OX3RCEmCwIioawcXnsqG12lb4bKS74nT6F1wcPf+vNDx6effspGG22Ut23w4ME45/j0028vZgrw5ptvsvXWW3PGGWdQWVlJcXExe+65J599tnrNw9bWVjp16kRZWRl9+/blmmuu+dcBojJRi8nXlJpcWrjFWCchLVAtKoGAKQz4acGsAVGic7kMYYEXYLhCGYw8iRjKk/kNsZDrSm9x8lJMm6iCtBa3JleynoJSh5NsR+EbAillkSg/H9hi+/1hvXB9yV65DxIQ8sWTNQ4V+aghCss0+ZWimhLXLQzv6X2iZqv1hq53DQtomWfGm5n4d7lJPZ0JvLcxgLgUFjZ5jj5vTqzolChLn7u/0sQz6Z3pm0K08uQ2JcvSEbPyQDIAACAASURBVParJkaMNEdEAZdi6eeM4LTQWwLccm8ch+7OhMHGDlbB2JODEFwBG26Vhgb4YmZ7BK2riVaNLNEqTMhUEi0ugbJqDiwMZon/bvchh7T/i0dtbS3V1dV524qKiigrK2PFihXfcpSNhQsXMnnyZAYNGsTdd99Na2srY8eOZcSIEXzyyScUFZko7969O2PHjmXYsGG0tbXx4IMP8pvf/Ib6+nouueSSH/8Q0gSagNIGycWQNDdlISR8xNwHkrekBdgD63i0EtMg0lYr7PeH/0Q0YZVqXEQkBilnXpqiBNP89eFaihDofpKWh6IDqvGYIrIfFRsPgJzbxcVFIhJQmvz0YwmFDBGNT1pLnZ35utLOMr8ziZ/kJJdML8Xwm3lYjwdRwut8fhn9ahd7KqSAj2DQXgVs1rOdyZsAX8Dw/VK8uwga5nj4zMcycXKxUkRXT2FdfWctdMjPpVCeh4S2wFMtKWER5ViB2g+JbpwiF1Wesl5WQq19PsxaloV34cQzYOJ9mSjk04nzSojJKlGSXGeo+kmKlW9l6b9Lmq9ezphwV9g7dAn7t7sP7e3t1NbW5n4aGxtzf1uTwPHef6cgymazNDc389hjj3HQQQdx2GGHcd999zFz5kwefPDB3H4jRoxg/PjxHHTQQRx66KE88MADHH744Vx99dX/GndCroMKbiRpvRIG0jgQ/WdNHIhAmiZsJbANnHg0MVehimhiLsV86HCdfvulI+glbdqV/HwLTepSTNhooQvAzBIZmHqu9sQ5pUUU6tOPwqFN4b6kFZMWk4SeIg+O6DbUhO+sYiqyJhT3VxivC9FqkFlMuKdZ4ZzFLvIesljZOAFxanEvYVkHuwxo59mZKYvmLIdXX/fs0C9ryVUZbLHIBUoWolXUwZMvvKqJ9RmkJDQfRAdvTdyP3q+wi6bw7XWMMIUi6FeRpr3J8+eRuzDpr7btkU9S+RWfSXwvRayEIy0M+/R2rHwjC6vgq1cyrLdrgX0L1aQMFty3CgXv/f/4Z03jpZdeonPnzrmfo48+GoDq6urVLILW1laam5tXsyC+Obp06cKAAQPo379/btuwYcOoqKjg448/Xuuxhx56KM3NzXzyySdr3e97DS2YJIgnYpIAHJVd60H0u5PaVn66hoc/7ro9A7qmLQMvnOuCK1JRmmtBO5jzbCaGz2StSKZqQSo5pw7TVNLaMmNLsUmdIb+VnfaRH61FJuujkShM5BIl8QtNCYVNk1OkDKjwFjLVohE42cPBEOg2PBVBNmnbZqLJu4hc1OeGszvZ862CKh2n+gifefjSx+dNwe2ToKEhy2FjMNes1vPMzcSELX1D8R7kGgg81KKXm9RAPoehhQgWK6lsHWeCUUpD5Cq949BQiEY7R8lODj6Azx5uh1fhl797MYdfrJiaNdB3Y/D/8BG8lqKSIA/JeaX7uvxnSMGXs9rjtQWWl/8vRB+23nprXn311dz/u3btCsCGG2642sL89NNP8d6z4YZrqiAax0YbbbRG3MF7Tyq1duOnvd3U4Xft972GFrkndm8Wk04fphHT3ELGU0TzXaa6RgDffvf+P5j3bjZmMBbB+EuDOki6JjKPU1itgg+I2lVkpiTgmU4clwwFSkCtwsJ7qqgEMUSn5xUAqBJky4kCUSClJn4bsT5jsjCqtOKssF/Wm4m/MoTflhmQWNfbxwpNDeQz8ZKuSBuM+VMdFMAt52zGKVe/H1PDA0Gq3/5p5jyWsWOrgb7AR7DHfpvyQPOHpk2T7oBYlrKOhN1ooSVJUgKZJU/rMetGtSQFdH4dMB6FgCXgu2GWlnItqmDd3dLMfi4TFUYZDNy3gJl/b48RojTwXiCNyeLcAgtHLk9KYLhtv3WY/OlXDOuX5rPFGRbWw749duQsN5Xxo9JcMC5jwnil//e7D1VVVey44465H4GL++67Ly+88AKLFy/O7XvfffdRWlrKzjvvvNZz7r///syaNYsvv/wyt+2NN96gsbGRzTbbLLdNAiA57r77bsrLy79T8HyvsYqYkKTQjywHSWxHZPRJUkuLKNqQisePPTXFvBcy0BpCRsqPl+Qvx5hoNcDOGDjVDrxLvgUgLQcxIpKYYHlZmuJOCOnXfas/gRaAaL2KmkigKA6vxarraT9VOU7Uqtz+oFR8Vw4D1TbB8vvLbd+Wd33EN5IRDYjCsAzTsF8bDnDK5e/b9bfFFlsr0BPmvJOlYA8H28B6uxdY2LgVTj7nQ4vsJPPRkiXYi8gva5/MNWgguhZyFVsT+4sIpShKaXg+uRmJ2hZV+6WiRdUfjtrcWy5CBWZldoGZj7RH9yspvFYGm7+zM4EgF6hLfKRjrv2a52al+HhRhoE1aZ55xnHWH6ZywUEpLvhDxtyteg8911KO7d89li5dypAhQxgwYADnnHMOX375JRdccAG/+c1v8shLEydO5OSTT2bGjBkMHjwYgObmZoYOHUpBQQHnn38+ra2tXHzxxXTp0oXp06eTThuKtf322zNs2DCGDBlCW1sbkydP5sUXX+Sqq67inHPO+cH3nsM8BhMnqbSEFmOSu5BgBOZMf3H0Q2/CvJRgIdydAojX4i29NRCLxv82zQXXZczUVRmtEkzDyjpRqEzWie5Tpn5ye3vimnoGmZlKJZYmkh+shqsC5DRUs7AksU1kHAGjnogbJN9dBdZ0ZoE3jTed6D7InFeUIhnJkflbgAmWL8P51RFLxwKFezvaWr2lFCv0KewlmWCWDKV+002UgJflI8FaQL6QT4YoZeEky/zrb3oe1YdcL7zHf8JeB8OzKr4qLoaiCI3EZkSroHKPFFv08LzyUHjYahfK2Xm22DnNWdt157grFkCBo+tmjtYsbFoDY7btw9Hj5kiZvPYfIy/V1NQwZcoUTj/9dI466iiqq6s555xzuOiii/L2y2azZDKZPMyitLSUKVOmcMYZZ3DaaafhnGPvvffmuuuuywkEgN13353JkyczceJEMpkMG2+8MXfccQfHH3/8v+Yhvhl61C0myTgQJ1B6DccJWNPklHnuMe0pzZwCBkBlvxQXXJiJE0+mZJLhKE2SjJfruvriBYn9k4IhKdx0Pyo4osrQWvSykkqJ6bcC4iCa8HI1ks+f9Nt1XWnbImxht2CVi2b7+J40kgtN77EN+DT8vl74t87BP31OELVN89DFmaCFmFvQOQCRs31MLEpiM3IVxRAsTPxf9SHkIiqPQ4JFAlHP0DOAoAt93N6KYQ6t3qyYPvY8z/6V+K0lmGV1CdwOFkzdlRk6nZfmpFM8E67HSuDVAnXw7jtZagcNhMYFkPIse95DE7xeDm8vmmsC5Ctzb/5jlsL/5ZGzFIawOi9Boae6xAFJZpsmirSupD5E87wKDj4cHnkIm5xKsf7aR3BKJrpSnyUUZG4rzi8BIWxBGkxIvTInNYmTk08FR3UuhQYFrkFsYy9cYTExylKGaT89s3xyiNaKhN4qzFXKAp09Zb0dTXOgZqBj6bSs+fzKRdC1V2GmdR0WXVjqozW2QVh4c735yvN9FIrbYLUvizCQcam33pNfEftrAGwYzvGlj3TxJmI6eDK6pMYxnTELTn9PskTTMHHchvRdtg8fp9/mrMemwtfheTo7q9LUiAmtpd5Snxf7+L3S4LZ2+NnYAlbdhxWYEOkFbx46gQ9bH+LNlU9z+03krLpJl46ia2Mf9rrnerMohWtkoGwnR9NUL/yro3DrjxryvZNmYjIFVsi/tGEqsU2NXKQl9bewwPftNzRq70UeVnq67psybdLZRetAacYhHHnwkcRah6ppoO5A8v3V8LSBaIYK8FQhV8XTZSUoSpH070vCdfq7iJUkQcUg4GjDFk2y2pEiIckKTXpnTY6mmXbM0vd9tLRkysuMJjzHEKCfh23g0NFY+bm0j/vUeQN764nNcfV+Cr0RhJa6eP+doGpEKkY9FBVZSbR+tC3J4twq/KvgmZqshPd3/n+lOPHyT/mqagpn3f0aFx2RgiwUb+v43WmFUOBgEIw9MbiDlT7fxenu8K94c6/aiU19Zek1Oea2TiHlUuzW5RByw0HXxr6k20tjVqhwjwJoejtYUqECdYel0DHWOir3qaShtSEyNwWQqnJTsp5D32Dqq+FJcdB4JUQeg/z3ZL9JEY0KsbRo+fZlROBybnAhajB+w2dhYah1XtDY557prCr2ctt+znmO/37aWz6BIhmdiAKqHzCbmCXaPVzjK6wQyVdEoaQ8B+FCpYl7bMaEy0IfO2lBLvP0mdFnUFE8kB1eOMsEkArw1nhzlQZi0SNhQVLXihQJAIZI4irErpUO73Bd2H7zFEN7eo4puZr67Jfse93N0AT3XjqSPo1bsPOtF+SXztO5lfjVey1FVjpGx4AgFBobYvjym6zCJqLWhDhBlTqsykUKvyazDJOt476Jz0hw9LPw2pGHwaSHnTETdb7lRDelECtR3wlLLGsHVsHll6c5/+YsPYamWPRiYAAOw4DGCkwILfIxCtI7gLtV3io/rSSfICQXS5WUmzBL5Z9EPoMsSMg17PnvCwvp1/ZTujT1Yp/JN8BKz8hD4OFng+DMYBZgZ2+CSIK3xrH+Zmm+eK49vuMkMUzWVhXGMVnsYTC4Soefj7mcykztHXGDZLGdih1S7Ld+ltYM/GSdgg6h0DHWPipHBEtBxBhPzBWQjy9rIVn5uauzxZnEKVT/UAs/WdtB+EgKKrdPUf+JN0p3DxdDoys8VDrziYV1aPGVQLdtUly96yCOv/5LO18ZRh8WoapPuIfeznCCEvv9/uMO5fDbHzRgt4uzLESFUlPhOsozUSUr0cXlLoZam8zyUUgqmoT9u/k+ac4dcgjL/SxG3/R2FB5LyC+bl+SSBKGYEwRKh5fbp9JwxVjJ+ZlAJ8d/HQkrmz233RaeuSuxQG6iKjVdHZf/PMXmTSew3x23Q+1aKi91jI4BQSisbIihRGVJJsOr4lAoUqGJmwzDOmJR2wJiaE0WiMDIFtj+4BSvP5U1074A09gtGJjY7G37Z8R8hGoH5R6aEgtaQkc1KYKpXb6bo/Fd06YsDpp5oYuujQhcyciRisTUYKBeGTHMGmoodBqRou6tbMxDUEg3BsOgCHoMT1Ochq+nZU0IKT9CzXB074OxxK8QNcmBxdvCPQeuyzEXzI49MLLECtrt4X20ec47xXHl73wsGSe+RLAc9j8Mtu2f5u05Gbbsm+aie7LQ+h8MSXaM/yMjRTT1BTJKGEB+NqIWuEhLLvHTO0QAVCEoyduXkAnHtMp3lkkuDsE6Hlpg+IaOV7/ytkALsNoKInGtCxsMKuDztzJWgKUPIa3YcefZ+3P8eX+z+5vvbMF+gS3IAg/eGYgnNamUbVWjascyFuf4WOglWD91r2Xzw8oSlrKeUvYOFr2esUhHLasLUgHHjtjcJYOVkHs7PMcUmLL5bDunWuqlieXyiwDnueviQRx33UxzSeb5iCE4KNneMXanFOP+muXvd2agBR7bKGug6+wOoLFjfMeo3KeShraGmDOhOLwsB4g1CDXxhJiLYKRtYvFJ0DQQC6oIW4BIAZZ2lKWh3xUSVVhNZnQGSndwNM8LeEAasy6qvYF7FZhPLQG2MfC1A+/BOYvrZxPX0XmHAK+FbTWYuV+WeAdKblJTFQk1PX8lDNy1gJmvtkc3ymGh5jk+FpbVexAI29cFvMQb/0JCQ/iM3ldD4rgioAR2O8zxwoMBq1gZ7jsLN/7XMEa/9Da8Q6TgVwWA1EKuHSHJjvEdQ12fxRh3rA66qZmqrAKFXyGfGpzCWJpZDHMQaauFmCcgQSBqtK7niIj9KnJ9GXOdt1NAtWPCTgdb8RVpbZnUupbyEMDM83ofip74mIXpiQKnd7Ao+jpbWArTNmHRhoHErNfFRO7FKkyQDrVnnflme+y4JeLTLB/dEBfOp/eh6wIsgS1HpWF9F/dvx1wMkapExw4l97ZfNwCmCcLZyac6Rl/5tmWGFmA1FkqCJdGEEb5S/wup0x3j//iYj0124QmdiIsVIjFL29w3/q4WeqoGtMAbLdthBWM2I4b3GjDtpUxFyPW0zIUMGwj4AjHsp2Y4izxHXz7ZhEQXFytFN7u4jzgXkN8qTpWdurlINVd9ijewhdOALaJqcgDjiXuEfcVJ2AjjbZTCPqdA975paIOjDgt/UzUtuWRVRILZ7LA4NzKB+aujyVkd77yR5aJjXRTSrZj1oMiCeC4hIjL+kpBQVwg7n+BgQ7j15oAv9HGWEDbfGwbjwj18bMd2CIWOsfaRJpKsVJhUmIFP/CT5ChkMNReAWJT4txAjEy33FoqbRwDGiDUbtSgFTmooAiJeg0KXQtIrsQW5IRx6YIhQLPAGHKqSkVikyQI0WWyh1LgcIeml0RfH6+k+moiM0gqgl2ePAf3ifl0wjKK7RV2eftGx+MUMLPfcOxVY6SyaotL3CkMKh1A4N/Airr2HaDEVwd3vpIzlKPdGWE6K2HBYtR4CuFi2l+PlB4P7UYaxNMGAWoGiIpaF63cIhY6x9iHfWQtbKLZYm8kaB8niI//0+bx+WRFK6SbsX4eVVCsgouyQn3XqiZ2cqojJTzKjdX9ZoJuHT+DBe4ihSNHABfy1YmCf8ie2AAZ6i/EXAWWOTutuFcOJLUT+wUpvwqSTgzlw1FVzDcxsgM13T1t25sqwcD/3EUCtdbHWQoHLq2tAL2fuQjNm4bTDLad3ju8hZfcw890MZx9GflTDEcFdZWL2gINPBwqh6YmAofRyRsyam7AOZOVVEHNZhnQIhf+To2fPnnz00Uf/OxfLEvGEpI8PhqCr0IoAtlDZCIhUZuEMynCUgJAZDzF1O0ndLkv8TRWoJRC0KJKx/TY4bzfHgN0KKNzaWcctaVFdT0BdoubE4ZvAyI2I0YZaz6ylk4wcVe+NWk44dml4pqU+t3ouHZmGno73Hs7A5yEsWu1iXQlZVbK0ZFWJJVmPkYyqMGtmieeUK5YbH0OLfpEt7j884+Pz6xmUwZmBE0fbv4/cgt3/xsFFW+KNMan7kWXQQK7vRfUeKfjge0Yf/l11Gv//POrr66moqPjuHbH6EE888UTu/1VVVdTW1n7r/j179uT5559nk002+dH3+V2jcq9KGpY15Ld9kzXQlvhXpBhhDwInHYZDJCMISXQ+aRkkkX+lVSsrUH0wIIYwk1gFxJTvbpggGAID1yngiM2yXP8GNCzPctAwePR9zMzPQtkwR9M/vGnKunDe9ZwtyFbMJJeb0RkDFudiFOh2YB6khjqyn2MLWjUZK8P5VFZOS0ht6mcFDV6TEDgpYIaP+ITCsXpXYex1hOPZB6JQkrtx2EnwwETMGqoI51wf6zhVHLarVYDeWzWxNL3VzOiIPvy/Mm699Vaam5tpbm5m0aJF/+nbiSOZspwEE79JTVa9R22TRlJmpHow+MQ2mbBiBer3FLm+DHkp3N8UIp5IQ5YgyWIhwxZgOsx8oZ2HPkjRlvVQ63j0HmC2ywmmdmna+Ylnmu+57axNYvGc9V1Mh/4Qem6XhkXO8JAlkJ3mzQVSBmWWmGwmi0YZlfO8FVFVdGKlt30W+tgvUzUqAlWbosQ7WwnPPuwtGhLwj0vPT8MQeOCu8CzrOYskLCVaB8GSyL3HFmLjn5qwPbhr/xKhcNJJJ621duPWW2/9rcduttlmaz32m63gvjlaWlq+9dg777xzrcdOnTp1jcfNmDHjez33tddeu9qx5eVraCn/PUZhYSElJSWUlJRQXFz83QeE8Y9//IN+/frx7LPPAmZF3HjjjWywwQZUVFTw61//mjlz5rDzzjtTUVHBAQcckFc89zuHzH3xDNRaTnUI0pjZqz4VWmSiPwtPKCRWEkoWkwH67pSOBWcqXRQowgs8sQalQnD6SVowyYIlEhRZ+Pzldlpe9oa212EpyuGZWt/zjP11Kvr3Ic7/i0s+snNLa4dWf784Gxa+noEuPjIlNyGCpI3wq1+7GAbVfUJ+tS1lymaw2g6KRgg8rcQsE0VvJDCLCNf1sCmMOgLG/SljZe4HQ8WuKRMwM4jVonUfykVJto2rDe9c7sTG/8FmMB0jf4wbN4511lmHPfbYgxdffPF7HfPCCy8wcuRI7rvvPvbaa6/c9smTJ/P666/zwQcfMHHiRA4//HD+9Kc/sXDhQpYvX86ECRO+/41lMf9YWk9mKMQOSiE2njOzRblVxELHCfFOEp/SMPe5TGTl1SV8ZjVBUSYgxGa31cHsHkiMHPRzscFJT2KxFCH7Mqu7OA46jJzWvPktjMSjorqLiHUQUliexEDAwW33OQspziGmiH8Q7i24ONde7WNNC0dsQKsivl2dAYrruVgWf1Vif7lfBUT6tQvP3AkogcuPSMMqeGgisdBLOzS8mo2JYgpdNhDLxOkZVV16O4wRKutvzvfo+9Ax/v1j9OjR9OzZk7KyMh599FH23Xdfpk2bxqabbvqtxzz++OPcfPPN/O1vf1utN+a5555LTU0NNTU1DB8+nKFDhzJ06FAARo4cybvvvvv9by6FTZpkYpMaxMpUFq4A0UQV3iAqbjB1c1pc+/qwj5KlXOLvyltQ4lVR4u/LfQwNpj20OSMgDXSW4VgER2wK990LrIulJ1diyP8Cz6MPwjY/TbHfxo62jMf9JMVld3gTSrXYwioB+jkKtoX26Z6C4Y72aT4KsM5YFGKmTyxcIjCrRCUV0tF2FbspDPe/ALvvovB7JRE/URGaQnN5Coc5Ttgczr8mY+cW4WmZt0I0isSIZSleQz3RPSrBoiQfAXOdfd9Kco1oOyyF/wfGiBEj2HLLLdlwww0599xzc2Xk1jb++Mc/cuCBB66xWW7Pnj1zv5eVla32/4aGhtWO+dbRQixKosw9ZfQJ2BP9OdkIRdEGkYKSmX/JqlGNWF3Grol9pCUhv7K0rpOsTr3cwVcw5gC7lz8evCPMdfzXcEdBGvrtmLb9+5o10XdYikF7FUAjvPVRlouezvD71zyXXZTlN8cAg7Dw3U7Qd0QaFnpGbuihxtH+D58TUj87HU74GSaIxDuA2N25KnHvSYannl1h3W7B4mkJAqkssZ9L7FcIZ/8M2j7y3Hq1D2nWzlyhpQEUleCuwBa9WJxKmFKCWg/HtJ9O4vYzR9B543B91Wco/xcJhQkTJqyx5bt+pk2b9q3Hvv/++2s99sYbb1zrtYuLi7/12O+qxbjjjjuu8bghQ4Z8r+f+1a9+tdqx/yN//VtGUVERmUxmrftMmjSJKVOmcOWVV/7o633nEHEnWelZwFkSSJOLkSFWRBYTMWkGw2q4Qi48R9hfwKSwgiZiJED05jYMJ9gEHvk4Bc3wZWYqLPBcMxHu+TPM+TxrdRpnesr6wtw3MhyxWdYW/ud2D82zgBK4+nrPFQenc0Dh3E+yUAj3v2v3/eQZJ+cE3V8mwB13YvUWkwV8hegvJQpN+e6yohq8/Sz1FvJ0xGY2Oo8WsIO9D4UD9/L84cYglLqF97jER1fOEzGHOuhbE16sLDu1C3DAcs/W445kcPuerJifNSttObnqXB2Wwn94NDY2cu+99zJ//nyWLVvGhAkTePLJJ9l///3Xelz37t2ZMmUKd9xxB7///e//fTcojZ8hdr+WFoNo0nclLgBZAfK5FVZURSaVuhcwCRGY0/W0PRkCVdq2UqKVBzAN5j+RgVb405XezrXC54TS4I3TUONo+sKuM3G6sySpFPAqJliC/z72L1mrhlQJzPH03SVtrkczjP96glkSLvEz38MSZ02AO2EuxXLyXaWuLkYkZHHJlNc7UN2HZPSmk+P8M1M88wQ8NoFI5pIroPOE3hc5ULcc5r6TNX6Foj36XmJftsLC9FuW/6HtafsG3wtT6Eik/PcN7z0333wzo0ePpq2tjcGDB3PfffexzTbbfOexvXr14oUXXmCXXXahoKCAM888819/g0L8S7DKRh4Y5I02K3qxfOxqTHCoF4PM/GTTVU38bNh/GZHNqNTsYmLOQzrxe7L5rVh8K4FNMc0s62EoHLgZPPYBlFXCZ1+GBioYYLrg5Qy/G1vEby9pjaHR3s5Q+yYMn5hlwmXu6xnLd/Dw+os+lN33FknJYHyHT7yVdGslCkeZ4yoeW0VM3lIatp5V7yMUZ6Udjv853PmC5/JxPvbxlDVQ7czSWI4Vri3CgNDPCfkZQA9PaVdHcxWWdi3BnigQM+r3k/LL1gc+SUfqdMdY66jcu5KGpoaorRVGS4YaV2ATahUxQSeE8PIarCYJTRmMHrwYBo8s4LOX2mOGohiMSg8WC1BaT+drT2zXIpOGTloWLpyjR9DYq7zhGO0+gqJtmBUwM9y7Ct4OClbFV0AL/Owk6Fbh+P09mPlP4tmqiF3DVW9BQ5aF2JqKNChsK+1fCUedBPeKc+CJZfR1jmYMI5nlGTiygE7Fnveey9gzNACbQu/+aZraPbWLs/YeXw3XUogytNvLlb2TlZbuIC91jO8aqnOghabeBlqg+l1cgf7OyD59nSHj3cjv1qz6gEUYySgNn/0jExOiPDHdWrkLCg+KHyETW1aHS5w3iVGALT6Z2bXBfy9z1h5tYxdDh6vC/bRjC7S7s1BnDx8jCqvgL4847nzHmT+fBEZFmhIuoKxFMO0sMpOsnmQ+SVN4nt2AreDeG8h3n8J5Jpyzr1kJhfH4jPe891QGujlGHosVgVnqmD8lQ1O75/jhRKKS3p+4D3rnssaageUdmELH+K6RBL7EihNIKLajwl4lGId/hbdF47F6Av2dJeP0c1YGfWPM7O0atmnxJKnLyRBnM/l9LGVtJAu0yELRAk1aD6HxLFmgu+fuX63LPZf3JTvd2720wcUXp4yfINZknYc+nj/uNhxmOo441tq/08+zbGbCQkiWwBf6r/emepSZxLOVEpPJ9CzbQ+GSQyxF+xUMvFQClqyfNIx96xljQEooZGGTHhl7tnmeh++Bg3bxlti1Elqf8dz5B4zmrByQ231uPwAAFUNJREFUNvLDvKXEojYFQHWH+9AxvmNU7lNJw+KGyGiUv/xNpl4yOWf94J8PBTwM7lnAZ3PbWadXmpYMbFyT5cXp3hqhBBLNLgc7XnrER83byVmYzmM+fb2P/n/SrFYlZwkDNVKB1SnXIlGFxKRfj3H8/mEs36AXRlvuRmyMW0xsy9fqqd4yRe3UbFywhcQCL9K6Emg1zqo8dSEmiqmTlIrOdnVceKpj4tuOeS9nLEKhprnqsQFRABOupVZxS6HPT9PMm5zJD4vOJ/YFUc/Q+sTflTWqOpnJMHKKjsKtHWPto3L7ShqKG2KtwnkYwl6AYQlKP5aGFydhIyI9Vz6seAWlHhod9ArAXoOLINxyH7EFEZaKnRVsldBRMVXILwOXNLnFbfDENnbrmrAacRQUpqFXpePmSZhmlSvSmehC6L7VhUtWQTC5190lzexXgqaWiS4ehhKsfOI4YST18POzoa4FHrybaNmIwNWELXyI/TKTpfVLMaHZ4KOL1ZUY1i3FANxtwjFfOrPguhHxGpGi1NZPFk5tB6bQMb5rqNmKkmikFVcQXQlpr2ps8fRxof9C2GeJs4Wvoh6zgN4+hxtccmzKJniVjzUHtKhbgKzPLyUvTCKJP2Th5TGXWvhP4TkttkJMIy71UAxPvg2PPQTb9e1prg5EtqaeSQJJRK2ehpGcdqLjyOMhtZVjdm0mPr8iDcJNMsREMhWpCQLtxLPh9ocdDz6IEZAk6ETLFrXbES0R5Z0IUxFIqiI4imgEoUMlVpx2rrMQaxpYF0YdRXT79MxqlbfcztFhKXSMtY7KPULfB2nkBUTTVKFBcfQlOFSIpa+Drh6WOUvgqXUG9mUxS6LZQbE34VHszBKp8/nVnYQVSPsHkJB2YvizEnba1/HKX31kEYb4f2o7R/b1wAAsIdKjuzvOOwKu/HOwVtRZu4oI/CkEupzouqwX3JMmTAC1eotafEV0K4QZtJFPNe7tKBkAq17zsaq1TPdmojmvyI4WrshaAjA7Ye7J4uBSqXCr3AzlWXQN77sbFkLuHN5ZI9EK8mHfOlR8tsNS6BjfMdT4RVwEpTGrWk8fYhRCRUIFWs3ylgQ12xsvX1EIh8XUl3mzILKYpVAcJnm5swk9GFvM0phFLnbihlxOwdZ7pqgo9hw9Jly3b/hbG2T/4WNUQgIJYK4nlXJWb6Cn47+vKcxH4yWIwEzzCiJV2Id9Gr3t/wG5Jreb7BnCH6KDhwV/+AnAAs+qp33oX0GsoKRIhawJWRmyWiBWwlZIU7UWV4V/+zh75vLwo8zHFUC9i1yRusQ1xZFQ5mQaWKcjS7JjfJ/RhmlzJfQE0/rkMc4ITSpA2hPTRvJ9q4kLqB+m2cD4At2NEMSKAC6uh5GGuoVrpD2X72e5B7mwYQkGOnZzZs57YB3HJj2yDB+YZq/+63HMceQyOe+5pr8tZI8t4GSR2RIoKXDccUQPbvhlJxbVt0datsrS1xMrR4uVudTH6Iv4DQISV3o+mpKJ78PByNPhsDFw/58T76LFx1BqMiRKOA/kF46BXHWkHKuxCCs919PZvylMmLZgAqEVc9EqsNJ4GzgLZ/bDBEgpJnhl5VVi+87vyJLsGN81KoiLQ0k3neCpk0dT0tKFlv3Gc9c92GSsI/IFhGarHPonRDBSef7VzvaZ761bkyPmWDQ4zp+YzQ8x9vRGy+1j+MSjvzmWdbodhvcZDnxuJHM//ieV66Vgbha6OY654etIp5bmV3iwGL5YnGHrslGc9sktXLBLDfRaYm6A3KNiTItWYgut3kfWYc5awKyYrmGbCER9HceN9Nx1P8Zf0HOL5qy0bAkhVT5S127hBQpzKpekIHyPMg8LAmfha8w9EzgrobHQxe3LvVWZ+iDci6jXleE7zIyRnwK3mXuNFDvksrnUIEKSWay0gvDBezmjdQ50JoEUn1XMUyaiYsZqMOows0ZVxirJp8LKTMIe6InzT+KJ1tu5cRJ2wwKWKolhHw9vnHcL291/Cv6uCI24zV3UahpJQolCPbquQldh0t5wydas37wDe025ziZzErRKItHSPNnw0To56OThw3B+XWcLSHdzVBc7Mh5qZ3v7sMs9bAapMkfXEseS17P2ftZJ+IvE+8ox+1TrT9RgmYEC4cRWU2xc2lE/0uTaXwk7hOdQR6RBjiG7pJnxMLHdmA/Xd1lWFS/jrr+EiadvLZqtQmtqmV6G9Rlow7R/lYtsvnKMJNTo7Phmb4xDPYfDJm5twAwWmGY86Oa7efWkTSjtNpDSAgfLPL8+znHxG8R+k8n6kiEkudWINNOn2gfd5+EbKV0Xfn79UsMrqn3sFaEmuWA4hgDFTYH3wnZFHFQQtgTOudDx6izHXRN8zHosC+9HeQjCXxowi0pUb60zMUUFfuq7KorRE2sk09nZfTckoMFV3t5XnWfwTgV89kYGWrzlfqSdpUpXu2h1qOlsqKfpGMpUYAf5YLmPEMyZA0+Cx26wG+69T5r5z2eif6JYqirKaMKq8q7IGekw6QQASdJKC8mX0sfQeQvAv+NxI5yFWJrDPjXk/D0/JR8ndXu7GO9tI3Lru4T/6+NBBMrECw/ElQGHFXD+Twbz/LwZ3PcHIhKtc0pAQQR3WjA+fDuGrssc1PPodx0vjaG4eSu2UFqIYJvYeQmBlXuHeq/arsmvd6v9RAJSyKmO2LylILzTlUTegWLb7RjFd66PGlzlyYSqJxM5VVm5JwYarvJ2LeX1J9OH00QgrCQIg8Ue+mP+b/gWl5yS4qIrMiGLkKhBi4hCOQ0MgssOSHPhhKxN+FXxtnDYfFDpeAnWMsxl+QwuPjvFxeOzHHMq3DMBuu+aZvELieuKcr2h7Z9TBFISgc059uIUVzyeNUWitGZFJ5qI4UKFJgXudSIKaL1XVWESZyJZ1q6CnJK48sI09S2ejarW5dgrZsaiMpUEV8vbO/3am7KZ5Rk4ooAd+rdz9+POrDSlozugjdccQ5hKlh0oIJIadNPLMSm2BSY1ZxAncAuk93JkXvbRrwr52LmXqA8ijbypM9CpEQaMLGDWwnZ4PfGCZSppsnl4Zdx4hh9+Pm43FyVyJ6Dc8cXVb7DextuSHO7wlFky2bBfI0am+czHUFOy1p+kv8JtVWGfro7mB1ZSum2n+GydiRM8WV24HauYuzxouhU+nzAirRm01bDD07z9YMauJQGr+3CYxbHQRw0P+anIyqyTkGiN56aF2AVZ2kgCQN+jOJxP7DYh0VpkWawij8M04gpMENcT76mC2AlJQlWl2VTZuZUoSB0qDGr7dQ3X6+yiJZElllAvwITLQh9DkLKKeoYIQHezHi4+I8XFv8vGpCYxHiWwRQaCqLAgNmjVAgxzr/8eab56IRPb1MvJ1sJNJmVlgWFwwW4pxl+RjfephChZcMoalWXkiVGFmnD+FeFe1NciFb6XmJEQ52IvE9j7HgUfL0nz1dcZqwYl8lcD9j76emuZ96k3nsYib99IgKOAZM0vx2uOoUy94dJhO4w57+0owZPsrHIiuiwNJY56AWYSzg0zV2WeSomTtJ4YP9WDFiauo8UCkZghSmoKqAb/qu3gTnfWA6+Hw09O+hvgtnD2ckudLUp9NJnMDYkPr0WaED45TSoLpwC+mvQ+/UdtFiW30nqlUbVAVauvGAvDfe0jiJQCehOl8ZLExy2HPrummfdGxj6S3IZOQcJ/TvTjdf/K1VdpLfHnxVCTK6fkF4WbHPlunr6fNLgEu9qldcN6IyxJ+JudiRafvllS6AjlVyhNi6eROH/0jfu4uF8z5jK0hfNrIcn07uwMKPSYqVwfrIoUthAqHMzxnPpfjqe/SDH72Ux+9qEo2qpmLAtL36cg8X+w+aEyaRKYCpEqTyADDIXrRpVz1pWNuf/zGrGwSrKQreaMuBpZYggyqaAg38pLJf4mxZkK72+Rj5agLKnOLrrv87wJBuV9eEzQdfMWotQSqsMUqAnd11Ks6xhz8dv5NzbQ2UTWS8vATWfvHs2YynCSUsyX6eainzrA8bezj8+ZoA9edIS9ZBWilP/dQtSSfOOBNSkywEq49bG9+frL/6+u84/N8qri+Oc+79u3LX37w7YUOqD82thGgpEKKoKOuKGGBmKikgg6zKaLRueMTI2bkmyTGf+YOheTxcS4MY0aQ6JREsemCxOYmRKUASragvxowQG20B+0vM9z/ePcb++F6ftP+/68z3Pvued8z/ece85f8E95/H7/BoUAsOPxUhBuHxNIVDtQY6pHgIQ0HVPKQ5ltkzB0/FVzO8Q7yEKrOYiEQ1bZEfsBXMWsYZPdA8NY+qmgfthYZw8WxhrnmELIgdxbqSylFYcmpdQxfezV3eVgDQbBPdDl6NqQ0dmX0bI+Y+MnoH69s9z+FmINgoyYdZcSWmlT12uY4jlGbO3eiR3PXeRiNpwUvJ7LH54Ir7U427BKRGohxv7VA6KGcQRSrB3hXtvBvd0ZZG/E0ngzTN5q8PhHSjE5atyEd1az4+RL+fWbXBC/QkR6EF1J+fhNLlakvhK+K4WldbiGoed6+Nh9UG3L+PyjY1GWjhIR2GgiH6kbp0xH5TJoDqVIUpJWCEMyTPg7hsnTcPIdRRHGvMmPzp6c8WYk1Y/jnDdFLyOXnmcJCsyxkn1MsnraArbDe9fD3lOOyVd9vKA0jVTaL1ig6vrMCkaqrVYvvLBmG+u++0TUetK0gjdqGCIuQb+dwuT0HH6Pw+9+ozIAcB/K7MZvwTaTw8igo1zn813XSj31xeXe6L48Jpj18KsvfJwNX33GvqPwlmLMmhvlyMviyjLp7LpSUIHOtRkX9hYm7FecbYjUqsqvlJW5jM3rbCxxaKnj9mUlultyuqqeqRp0zIBfHy/R2QBLZ+WcHskYvOLo7c45er7M30/XjLWXH66Qm+ZBhU8Eb8WAF0TLCpH7GSEaAYjFWGUNuzDBDfD+2e2L2bq9P651p4NmD/8xMmwaibUGuNbkYdxZJp5g95kwfquL+QG6fnWo6nHxjITkVYlAGZGcFfKSrInE1QasC9f+uo9cWTAWX3sw47EXC5OzAkMs/wrzkLoKdZgCEYLU+5pXIZnUCMrFUv8M9cIUsksRreZhDHMHxCUJjdc7C30S/pe7dcKH2o5EZKmTpGao9mfTpaS6XWgR5tjzfZjcE7TLKJFkKogstS48g9GXC9uECuW8But2PhF9Wm02+Z2ChrIugvQqriGorc80Y77m/3i4voyd92y03+0n+stHiK6LatWl1532F0jRghYvxJ5XrX70elJJhGMJPvg5DGYvcpHg0WelPBTBuQq8De6YX3DPfdDXCwx5PrAZy+5bxnQk5rlHFth3hsL1NGD+Zhs0L3Ism12ju9lTKUF9GS5NwDvn5Sxsz/EeLoxlrOnJmajBLZ216GqkJx7Lyf8QYb36G0hY1cFIlmmJXcc0QVpgQiluo4KdNryKwdsR2PrFfnMBc9j9wCeN7T6CbbphYu2C8wFl/TuMfQQj7S7a85aVWaxHKAsvfqOEIS3F+cVppC6N1mI43KustwrLNtzwWyLfPdz2vjIPb8t47DsFHMRClBPEXpgpiZqGH0XK6miy5F0uXUGM0KW8kpSL7kVrpc+U4fa7ylGxlbB7F5GfB8Tc7CJCq/mYir6YGFUTxxL2QMY/MP/knDfBGwiaZL6LE6mNLM2Wh4Uief4asftNh4Oyo3djKRJ37WESOwNUbiZaLBF3yv+Wdtcm7XCcfu7/tEmb8Nz95V9axpwmRfBVYaVL4bNCBoLQcmFuDF9KY5eho2ue3YM2S+I27PpduN8RH4uKTCVj1GMoQYpuD+z6Eew87Nj9vIObHL/YCZveCh9dgWXDdTsWXvyscSOdGOSVpehw1JegXILJGkzl0FCGtgZob4RZVfjtiYw7FtYol+y1f14s2/yL7BMykAVMMxD1vrLi2omKW7zSAMxaU4prJMTRSCR25WIJYQa37djTLzFaGYljZslvy00a9JA5Ht5ibtGM1Y77tzpwcPn3RdwsUmY5VqFZm8Mn46YpzzoUFY4HTxsoWXUpTsndNfDPm2v8w+2z+du+Gju+UcQI3UUfm+gOe3M/9HswHT2bVhbKAJWrpjkrgow44p7yQY7UrEUPlboLLs1fD+eRm4CY4wF2PVVnqEtrJUQ205kivoztmTQK1uNwLGcfrazmItGiyk8mmST5mmKbFXrUpm4C3gIcgBlDH2a85+dWUXYY27DNASrn8ONvzmXLt85ayOY012tt+UZatKRen98b0YJ7t4uhpzQxZRLzP9W8VLCoLkzyOSIE0yLKZyS5t4AKDn17N8sf6jPFIvgrrT4L0/KNmLIb8LZgYtYF1ctY+CtEN/7Y9xNWPrk59gq8ycWiHZpv+dyy2IOEwiWeze+CtgbHxDWPc6Yc5rdn/PTPGdvWVHnqwChNFU/vnIILY56uquPEJU9TBSZzyBz8abDE2gU5e0+WGNyf29hKDz7l7ATjkLPDSKUAPyvhWhXGSjegXAtZ6ix5vxEqax1PrrqTqeZXeODBsegi6jSgSGFZwpbgWvRi5HIa1hRhKgXR7CKRBjGSARFySymOYXI5QCQT9ZCbdBmYCQ99KqP/QsHPniUakjSpSOFmjdvpbE3TqI9kzSX/i9N5B3AokSmffE7yrDBqJXk/x5D9hI8l6IR8ZXinwkVVgkvV6uIcj3pbx1M+uo0zMRL3db/fsZR9ZKxmYVjsVmwD3LjYCleOhAtrx7SNwnlB4y15T5njv6kxb13JKukOeQshnQ5IpA64EysoofCVXAxtbt24wiXBZ/evJErhDmcTJWWWnuBbjvEJWnQV+awkY3HDeLMx2NqSvFaFzhUZF14ooApb74ZDgyUOD+Twh7CoJ8McXSKGKVXlRj6hCoQIosqaSsDl/+o1zX2Li0rijIc3Q7nLcdubMm6dmTO72TE+5ZnTljE0UrB2wRx2HTvL2csZ/cPw/psL8Lavl3Rl7O33dFU9R8+XyZxn9BrMKDsKD6t6anS3ZtSXHVeuFjRWHHWZo6GuxMjVGjueLuLa34rl+98YZShh7PdAQE7jMGO9Y/xFz6ZPw5wWx8Ez8PJOH+Pzki89SlBdlVHOYPhAEX9bJKjGJMiSrKMUMMSohTau5jQtr14lJifpHiaBxY57+zxHzmd85eYtzG3bwIqvb+IHX1rKvY8ci/yYCMS5zpLQCL89N+wjhU8hIuz0WsawaEWoKD39kPJTYpGIS8lJuNbP3O/43jM+VnTSWBMEUjpwCo0uRm5KmMJTly3JueZlOXCY/f8FDrJAgFHDyr8AAAAASUVORK5CYII=", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" }, { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: display-time-series\n", - "#| echo: true\n", - "#| eval: true\n", - "#| include: true\n", - "#| output: true\n", - "\n", - "ndvi_rasters = [\n", - " i.get(\"name\")\n", - " for i in gs.parse_command(\n", - " \"t.rast.list\",\n", - " input=\"ndvi\",\n", - " order=\"start_time\",\n", - " columns=[\"name\"],\n", - " format=\"csv\",\n", - " )\n", - "]\n", - "\n", - "# Create Time Series Map\n", - "m = gj.SeriesMap(use_region=True)\n", - "m.add_rasters(\n", - " rasters=ndvi_rasters\n", - ")\n", - "m.d_barscale()\n", - "m.render()\n", - "m.show()" - ], - "id": "display-time-series", - "execution_count": null, - "outputs": [] + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" }, { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: display-ndvi-maps\n", - "#| echo: true\n", - "#| eval: true\n", - "#| include: true\n", - "#| output: true\n", - "#| layout-ncol: 3\n", - "#| fig-cap:\n", - "#| - Day 1\n", - "#| - Day 2\n", - "#| - Day 3\n", - "#| - Day 4\n", - "#| - Day 5\n", - "#| - Day 6\n", - "#| - Day 7\n", - "\n", - "import matplotlib.pyplot as plt\n", - "import matplotlib.gridspec as gridspec\n", - "from PIL import Image\n", - "\n", - "\n", - "def generate_map(map_name):\n", - " m = gj.Map(use_region=True)\n", - " m.d_rast(map=map_name)\n", - " m.d_legend(raster=map_name, flags=\"b\")\n", - " m.d_barscale()\n", - " return m\n", - "\n", - "\n", - "for raster in ndvi_rasters:\n", - " ndvi_map = generate_map(raster)\n", - " ndvi_map.show()" - ], - "id": "display-ndvi-maps", - "execution_count": null, - "outputs": [] + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" }, { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## References\n", - "\n", - "- [pystac Documentation](https://pystac.readthedocs.io/)\n", - "- [pystac_client Documentation](https://pystac-client.readthedocs.io/)" - ], - "id": "73efe998" - } - ], - "metadata": { - "kernelspec": { - "name": "python3", - "language": "python", - "display_name": "Python 3 (ipykernel)", - "path": "/home/coreywhite/.local/share/jupyter/kernels/python3" + "data": { + "image/png": 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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" } + ], + "source": [ + "#| label: display-ndvi-maps\n", + "#| echo: true\n", + "\n", + "# | include: true\n", + "# | output: true\n", + "# | layout-ncol: 3\n", + "# | fig-cap:\n", + "# | - Day 1\n", + "# | - Day 2\n", + "# | - Day 3\n", + "# | - Day 4\n", + "# | - Day 5\n", + "# | - Day 6\n", + "# | - Day 7\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib.gridspec as gridspec\n", + "from PIL import Image\n", + "\n", + "\n", + "def generate_map(map_name):\n", + " m = gj.Map(use_region=True)\n", + " m.d_rast(map=map_name)\n", + " m.d_legend(raster=map_name, flags=\"b\")\n", + " m.d_barscale()\n", + " return m\n", + "\n", + "\n", + "for raster in ndvi_rasters:\n", + " ndvi_map = generate_map(raster)\n", + " ndvi_map.show()" + ] + }, + { + "cell_type": "markdown", + "id": "de448e14", + "metadata": {}, + "source": [ + "## References\n", + "\n", + "- [pystac Documentation](https://pystac.readthedocs.io/)\n", + "- [pystac_client Documentation](https://pystac-client.readthedocs.io/)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3", + "path": "/home/coreywhite/.local/share/jupyter/kernels/python3" }, - "nbformat": 4, - "nbformat_minor": 5 -} \ No newline at end of file + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.13.2" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": { + "07c6e7a8b94a43e8b1ae9b90dd5b288a": { + "model_module": "@jupyter-widgets/base", + "model_module_version": "2.0.0", + "model_name": "LayoutModel", + "state": { + "_model_module": "@jupyter-widgets/base", + "_model_module_version": "2.0.0", + "_model_name": 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_freeze/content/notebooks/stac_tutorial/t_stac_tutorial/figure-html/display-ndvi-maps-individual-output-5.png create mode 100644 _freeze/content/notebooks/stac_tutorial/t_stac_tutorial/figure-html/display-ndvi-maps-individual-output-6.png create mode 100644 _freeze/content/notebooks/stac_tutorial/t_stac_tutorial/figure-html/display-ndvi-maps-individual-output-7.png create mode 100644 _freeze/content/notebooks/stac_tutorial/t_stac_tutorial/figure-html/plot-ndvi-output-1.png create mode 100644 content/notebooks/stac_tutorial/outputs/ndvi_time_series.gif diff --git a/.gitignore b/.gitignore index d3f6f3a..09114cf 100644 --- a/.gitignore +++ b/.gitignore @@ -166,4 +166,5 @@ venv/ /_site/ docs/ -grassdata/ \ No newline at end of file +grassdata/ +**/*.quarto_ipynb diff --git a/_freeze/content/notebooks/stac_tutorial/t_stac_tutorial/execute-results/html.json b/_freeze/content/notebooks/stac_tutorial/t_stac_tutorial/execute-results/html.json index 3ee0d70..46778de 100644 --- a/_freeze/content/notebooks/stac_tutorial/t_stac_tutorial/execute-results/html.json +++ b/_freeze/content/notebooks/stac_tutorial/t_stac_tutorial/execute-results/html.json @@ -1,10 +1,10 @@ { - "hash": "0479b402ddc75821c2b1d75f503d05cc", + "hash": "8b59ba37326d51d7eb4cbc2676202cb0", "result": { "engine": "jupyter", - "markdown": "---\ntitle: \"STAC Tutorial\"\ndescription: \"Learn how to use the GRASS addon t.stac to search and import STAC API data into a GRASS project.\"\nimage: images/stac-to-the-future.png\nauthor: Corey T. White\ndate: '2025-03-01'\ncategories: [stac, grass-addon, tutorial]\ndate-modified: today\n\npage-layout: full\ntitle-block-banner: true\ndraft: false\n\nformat:\n html:\n toc: true\n toc-depth: 4\n tabsets: true\n code-copy: true\n code-fold: false\n code-tools: true\n mermaid: \n theme: forest\n other-links:\n - text: grass\n href: https://grass.osgeo.org\n - text: STAC\n href: https://stacspec.org/en\n lightbox: true\n canonical-url: true\n notebook-links: true\t\n\nengine: jupyter\njupyter: python3\n\n\nexecute:\n enabled: true\n keep-ipynb: true\n eval: true\n freeze: auto\n cache: true\n\n---\n\nIn this tutorial we will learn about the [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) suite of tools for [GRASS](https://grass.osgeo.org).\n\n* [t.stac.catalog](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.catalog.html) - is a tool for exploring SpatioTemporal Asset Catalogs metadata from a STAC API.\n* [t.stac.collection](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.collection.html) - is a tool for exploring SpatioTemporal Asset Catalog (STAC) collection metadata.\n* [t.stac.item](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.item.html) - is a tool for exploring and importing SpatioTemporal Asset Catalog item metadata and assets into GRASS.\n\n## Introduction\n\nSpatioTemporal Asset Catalog (STAC)...\n\n\nThe tutorial assumes you already have GRASS installed on your machine. If not please [download and install GRASS](https://grass.osgeo.org/download/) before continuing the tutorial.\n\n\n## Getting Started\n\n### Start GRASS Session\n\n::: {#config-grass .cell execution_count=1}\n``` {.python .cell-code}\n# Import standard python packages\nimport sys\nimport subprocess\nfrom IPython.display import display, JSON, HTML\nimport json\nimport pandas as pd\nfrom pathlib import Path\nimport seaborn as sns\n# import polars as pl\n\n# Ask GRASS where its Python packages are and add them to the path\nsys.path.append(\n subprocess.check_output([\"grass\", \"--config\", \"python_path\"], text=True).strip()\n)\n\n# Import the GRASS python packages we need\nimport grass.script as gs\nimport grass.jupyter as gj\n```\n:::\n\n\nCreate a GRASS project\n\n::: {#create-project .cell execution_count=2}\n``` {.python .cell-code}\ngs.create_project(\"stac\", epsg=\"32119\", overwrite=True)\n```\n:::\n\n\nand start a GRASS session.\n\n::: {#start-grass-session .cell execution_count=3}\n``` {.python .cell-code}\nsession = gj.init(\"stac\")\n```\n:::\n\n\n### Install Addon\n\nThe [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) addons require the following Python packages.\n\n* [pystac (>=1.12)](https://pystac.readthedocs.io/en/latest/installation.html)\n* [pystac_client (>=0.8)](https://pystac-client.readthedocs.io/en/stable/)\n* [tqdm (>=4.67)](https://tqdm.github.io/)\n\nYou can install them using pip or the Python package manager of your choice. \n\n```bash\npip install pystac pystac_client tqdm\n```\n\nNow you can install the *t.stac* extensions.\n\n::: {#install-t-stac .cell execution_count=4}\n``` {.python .cell-code}\ngs.run_command(\"g.extension\", extension=\"t.stac\")\n```\n:::\n\n\n### Define computational region\n\n::: {#grass-set-region .cell execution_count=5}\n``` {.python .cell-code}\n# | include: true\n# | output: true\ngs.run_command(\n \"g.region\", n=236687, s=210391, e=616042, w=598921, nsres=10, ewres=10, flags=\"pa\"\n)\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nprojection: 99 (NAD83 / North Carolina)\nzone: 0\ndatum: nad83\nellipsoid: grs80\nnorth: 236690\nsouth: 210390\nwest: 598920\neast: 616050\nnsres: 10\newres: 10\nrows: 2630\ncols: 1713\ncells: 4505190\n```\n:::\n:::\n\n\n## STAC API\n\n::: {#set-stac-catalog-url .cell execution_count=6}\n``` {.python .cell-code}\nstac_url = \"https://earth-search.aws.element84.com/v1/\"\n```\n:::\n\n\n### Searching STAC Catalogs\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-stac-catalog .cell execution_count=7}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\ncatalogs_json = gs.parse_command(\n \"t.stac.catalog\", url=stac_url, format=\"json\"\n)\n\ndf_catalogs = pd.json_normalize(catalogs_json)\ndf_catalogs.head()\n```\n\n::: {.cell-output .cell-output-display execution_count=5}\n```{=html}\n
        \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
        typeidstac_versiondescriptionlinksconformsTotitle
        0Catalogearth-search-aws1.1.0A STAC API of public datasets on AWS[{'rel': 'self', 'href': 'https://earth-search...[https://api.stacspec.org/v1.0.0/core, https:/...Earth Search by Element 84
        \n
        \n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-catalog-shell .cell execution_count=8}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\n!t.stac.catalog url={stac_url} format=plain -b\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\n---------------------------------------------------------------------------\r\nCatalog: Earth Search by Element 84\r\n---------------------------------------------------------------------------\r\nClient Id: earth-search-aws\r\nClient Description: A STAC API of public datasets on AWS\r\nClient STAC Extensions: []\r\nClient catalog_type: ABSOLUTE_PUBLISHED\r\n---------------------------------------------------------------------------\r\nCollections: 9\r\n---------------------------------------------------------------------------\r\nCollection Id | Collection Title\r\n---------------------------------------------------------------------------\r\nsentinel-2-pre-c1-l2a: Sentinel-2 Pre-Collection 1 Level-2A \r\ncop-dem-glo-30: Copernicus DEM GLO-30\r\nnaip: NAIP: National Agriculture Imagery Program\r\ncop-dem-glo-90: Copernicus DEM GLO-90\r\nlandsat-c2-l2: Landsat Collection 2 Level-2\r\nsentinel-2-l2a: Sentinel-2 Level-2A\r\nsentinel-2-l1c: Sentinel-2 Level-1C\r\nsentinel-2-c1-l2a: Sentinel-2 Collection 1 Level-2A\r\nsentinel-1-grd: Sentinel-1 Level-1C Ground Range Detected (GRD)\r\n---------------------------------------------------------------------------\r\n```\n:::\n:::\n\n\n:::\n\n#### Collection Metadata\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-stac-items .cell execution_count=9}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\nitems_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"m\",\n format=\"json\",\n)\n\ndf_items = pd.json_normalize(items_json, max_level=0)\ndisplay(df_items.T.head(5))\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
        \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
        0
        typeCollection
        idsentinel-2-l2a
        stac_version1.1.0
        descriptionGlobal Sentinel-2 data from the Multispectral ...
        links[{'rel': 'self', 'href': 'https://earth-search...
        \n
        \n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-items-m-shell .cell execution_count=10}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" format=plain -m\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\n---------------------------------------------------------------------------\r\n\r\nCollection Id: sentinel-2-l2a\r\nTitle: Sentinel-2 Level-2A\r\nDescription: Global Sentinel-2 data from the Multispectral Instrument (MSI) onboard Sentinel-2\r\nbbox: [[-180, -90, 180, 90]]\r\nTemporal Interval: [['2015-06-27T10:25:31.456000Z', None]]\r\nLicense: proprietary\r\nKeywords: ['sentinel', 'earth observation', 'esa']\r\nLinks: [{'rel': 'self', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a', 'type': 'application/json'}, {'rel': 'cite-as', 'href': 'https://doi.org/10.5270/S2_-742ikth', 'title': 'Copernicus Sentinel-2 MSI Level-2A (L2A) Bottom-of-Atmosphere Radiance'}, {'rel': 'license', 'href': 'https://sentinel.esa.int/documents/247904/690755/Sentinel_Data_Legal_Notice', 'title': 'proprietary'}, {'rel': 'parent', 'href': 'https://earth-search.aws.element84.com/v1', 'type': 'application/json'}, {'rel': 'root', 'href': 'https://earth-search.aws.element84.com/v1/', 'type': 'application/json', 'title': 'Earth Search by Element 84'}, {'rel': 'items', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/items', 'type': 'application/geo+json'}, {'rel': 'http://www.opengis.net/def/rel/ogc/1.0/queryables', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/queryables', 'type': 'application/schema+json'}, {'rel': 'aggregate', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/aggregate', 'type': 'application/json', 'method': 'GET'}, {'rel': 'aggregations', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/aggregations', 'type': 'application/json'}]\r\nStac Extensions: ['https://stac-extensions.github.io/item-assets/v1.0.0/schema.json', 'https://stac-extensions.github.io/view/v1.0.0/schema.json', 'https://stac-extensions.github.io/scientific/v1.0.0/schema.json', 'https://stac-extensions.github.io/raster/v1.1.0/schema.json', 'https://stac-extensions.github.io/eo/v1.0.0/schema.json']\r\n\r\n# Summaries:\r\n---------------------------------------------------------------------------\r\n platform:\r\n---------------------------------------------------------------------------\r\n constellation:\r\n---------------------------------------------------------------------------\r\n instruments:\r\n---------------------------------------------------------------------------\r\n gsd:\r\n---------------------------------------------------------------------------\r\n view:off_nadir:\r\n---------------------------------------------------------------------------\r\n sci:doi:\r\n---------------------------------------------------------------------------\r\n eo:bands:\r\n# name: coastal\r\n# common_name: coastal\r\n# description: Coastal aerosol (band 1)\r\n# center_wavelength: 0.443\r\n# full_width_half_max: 0.027\r\n# name: blue\r\n# common_name: blue\r\n# description: Blue (band 2)\r\n# center_wavelength: 0.49\r\n# full_width_half_max: 0.098\r\n# name: green\r\n# common_name: green\r\n# description: Green (band 3)\r\n# center_wavelength: 0.56\r\n# full_width_half_max: 0.045\r\n# name: red\r\n# common_name: red\r\n# description: Red (band 4)\r\n# center_wavelength: 0.665\r\n# full_width_half_max: 0.038\r\n# name: rededge1\r\n# common_name: rededge\r\n# description: Red edge 1 (band 5)\r\n# center_wavelength: 0.704\r\n# full_width_half_max: 0.019\r\n# name: rededge2\r\n# common_name: rededge\r\n# description: Red edge 2 (band 6)\r\n# center_wavelength: 0.74\r\n# full_width_half_max: 0.018\r\n# name: rededge3\r\n# common_name: rededge\r\n# description: Red edge 3 (band 7)\r\n# center_wavelength: 0.783\r\n# full_width_half_max: 0.028\r\n# name: nir\r\n# common_name: nir\r\n# description: NIR 1 (band 8)\r\n# center_wavelength: 0.842\r\n# full_width_half_max: 0.145\r\n# name: nir08\r\n# common_name: nir08\r\n# description: NIR 2 (band 8A)\r\n# center_wavelength: 0.865\r\n# full_width_half_max: 0.033\r\n# name: nir09\r\n# common_name: nir09\r\n# description: NIR 3 (band 9)\r\n# center_wavelength: 0.945\r\n# full_width_half_max: 0.026\r\n# name: cirrus\r\n# common_name: cirrus\r\n# description: Cirrus (band 10)\r\n# center_wavelength: 1.3735\r\n# full_width_half_max: 0.075\r\n# name: swir16\r\n# common_name: swir16\r\n# description: SWIR 1 (band 11)\r\n# center_wavelength: 1.61\r\n# full_width_half_max: 0.143\r\n# name: swir22\r\n# common_name: swir22\r\n# description: SWIR 2 (band 12)\r\n# center_wavelength: 2.19\r\n# full_width_half_max: 0.242\r\n\r\n# Extra Fields:\r\n# Extra Fields not found.\r\n---------------------------------------------------------------------------\r\n\r\n```\n:::\n:::\n\n\n:::\n\n#### Query Items by datetime and display table\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-items .cell tbl-cap='Sentinel 2 Items' execution_count=11}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\nitems_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"i\",\n datetime=\"2024-04-01/2024-09-30\",\n format=\"json\",\n)\nnum_items = len(df_items)\ndf_items = pd.json_normalize(items_json, max_level=0)\ndisplay(df_items.head(5))\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
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        typestac_versionstac_extensionsidgeometrybboxpropertieslinksassetscollection
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        2Feature1.1.0[https://stac-extensions.github.io/view/v1.0.0...S2A_17SPV_20240919_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-20T01:57:52.703Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
        3Feature1.1.0[https://stac-extensions.github.io/grid/v1.1.0...S2B_17SPV_20240914_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-15T00:07:17.726Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
        4Feature1.1.0[https://stac-extensions.github.io/grid/v1.1.0...S2A_17SPV_20240909_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-10T01:00:11.150Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
        \n
        \n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-items-i-shell .cell execution_count=12}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" format=plain -i\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\nSearch Matched: 38 items\r\nbbox: [-79.11829907, 35.64652526, -78.92857699, 35.88363678]\r\nItems Found: 38\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240929_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-29 16:13:28.352000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-29T23:18:47.401Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 74.087\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 159.030812026265\r\n# view:sun_elevation: 49.5733673337649\r\n# s2:degraded_msi_data_percentage: 0.0133\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 1.035474\r\n# s2:vegetation_percentage: 17.151682\r\n# s2:not_vegetated_percentage: 2.54457\r\n# s2:water_percentage: 0.531116\r\n# s2:unclassified_percentage: 4.430241\r\n# s2:medium_proba_clouds_percentage: 14.835113\r\n# s2:high_proba_clouds_percentage: 59.251028\r\n# s2:thin_cirrus_percentage: 0.000859\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240929T160051_N0511_R097_T17SPV_20240929T214148.SAFE\r\n# s2:generation_time: 2024-09-29T21:41:48.000000Z\r\n# s2:datatake_id: GS2A_20240929T160051_048428_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240929T214148_S20240929T160935_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240929T214148_A048428_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.99535952936181\r\n# datetime: 2024-09-29T16:13:28.352000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240929_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4358322d6f3b7cc6a1345f1e4582a193\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-29T23:18:47.401Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240924_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-24 16:13:24.693000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-25T06:45:08.923Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 99.348462\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 157.455076519409\r\n# view:sun_elevation: 51.2968775702621\r\n# s2:degraded_msi_data_percentage: 0.0052\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.600874\r\n# s2:vegetation_percentage: 0.012064\r\n# s2:not_vegetated_percentage: 0.00723\r\n# s2:water_percentage: 0.001035\r\n# s2:unclassified_percentage: 0.030182\r\n# s2:medium_proba_clouds_percentage: 1.05707\r\n# s2:high_proba_clouds_percentage: 98.291391\r\n# s2:thin_cirrus_percentage: 0\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240924T155909_N0511_R097_T17SPV_20240924T215647.SAFE\r\n# s2:generation_time: 2024-09-24T21:56:47.000000Z\r\n# s2:datatake_id: GS2B_20240924T155909_039448_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240924T215647_S20240924T161235_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240924T215647_A039448_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.992555642055685\r\n# datetime: 2024-09-24T16:13:24.693000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240924_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/5da8ad2203ff3aeeb1380ac4891c6811\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-25T06:45:08.923Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240919_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-19 16:13:27.093000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-20T01:57:52.703Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 72.722346\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 155.767671819208\r\n# view:sun_elevation: 52.9984536527629\r\n# s2:degraded_msi_data_percentage: 0.0622\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 2.901951\r\n# s2:vegetation_percentage: 17.622864\r\n# s2:not_vegetated_percentage: 2.652742\r\n# s2:water_percentage: 0.198822\r\n# s2:unclassified_percentage: 3.66454\r\n# s2:medium_proba_clouds_percentage: 19.171326\r\n# s2:high_proba_clouds_percentage: 53.275347\r\n# s2:thin_cirrus_percentage: 0.275673\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_20240919T235348.SAFE\r\n# s2:generation_time: 2024-09-19T23:53:48.000000Z\r\n# s2:datatake_id: GS2A_20240919T155931_048285_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S20240919T160354_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A048285_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.989818874139801\r\n# datetime: 2024-09-19T16:13:27.093000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240919_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/15f081a7f9bdd87cc5f4cabfb05f981d\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-20T01:57:52.703Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240914_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-14 16:13:25.669000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-15T00:07:17.726Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 79.828173\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 153.914058363041\r\n# view:sun_elevation: 54.654514165176\r\n# s2:degraded_msi_data_percentage: 0.007\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 3.506305\r\n# s2:vegetation_percentage: 15.025803\r\n# s2:not_vegetated_percentage: 0.845717\r\n# s2:water_percentage: 0.04352\r\n# s2:unclassified_percentage: 0.7308\r\n# s2:medium_proba_clouds_percentage: 25.53083\r\n# s2:high_proba_clouds_percentage: 41.27472\r\n# s2:thin_cirrus_percentage: 13.022627\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240914T155819_N0511_R097_T17SPV_20240914T213957.SAFE\r\n# s2:generation_time: 2024-09-14T21:39:57.000000Z\r\n# s2:datatake_id: GS2B_20240914T155819_039305_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240914T213957_S20240914T160632_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240914T213957_A039305_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.987167209559927\r\n# datetime: 2024-09-14T16:13:25.669000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240914_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/f6a2326175b22d8a18f9cfdcf10d61a6\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-15T00:07:17.726Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240909_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-09 16:13:25.358000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-10T01:00:11.150Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.583943\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 151.939335784169\r\n# view:sun_elevation: 56.2633790627923\r\n# s2:degraded_msi_data_percentage: 0.0076\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.282156\r\n# s2:vegetation_percentage: 90.927249\r\n# s2:not_vegetated_percentage: 5.989857\r\n# s2:water_percentage: 1.08207\r\n# s2:unclassified_percentage: 0.802021\r\n# s2:medium_proba_clouds_percentage: 0.458496\r\n# s2:high_proba_clouds_percentage: 0.11125\r\n# s2:thin_cirrus_percentage: 0.014197\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240909T155901_N0511_R097_T17SPV_20240909T230449.SAFE\r\n# s2:generation_time: 2024-09-09T23:04:49.000000Z\r\n# s2:datatake_id: GS2A_20240909T155901_048142_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240909T230449_S20240909T161131_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240909T230449_A048142_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.984620442079431\r\n# datetime: 2024-09-09T16:13:25.358000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240909_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4d9c572c80f8d121e13f58841e96ab3f\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-10T01:00:11.150Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240904_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-04 16:13:28.898000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-04T23:56:25.240Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 85.910875\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 149.877490350857\r\n# view:sun_elevation: 57.820905383914\r\n# s2:degraded_msi_data_percentage: 0.0027\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.144353\r\n# s2:vegetation_percentage: 11.959764\r\n# s2:not_vegetated_percentage: 0.834155\r\n# s2:water_percentage: 0.120812\r\n# s2:unclassified_percentage: 1.003573\r\n# s2:medium_proba_clouds_percentage: 31.174442\r\n# s2:high_proba_clouds_percentage: 35.781747\r\n# s2:thin_cirrus_percentage: 18.954691\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240904T155819_N0511_R097_T17SPV_20240904T214205.SAFE\r\n# s2:generation_time: 2024-09-04T21:42:05.000000Z\r\n# s2:datatake_id: GS2B_20240904T155819_039162_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240904T214205_S20240904T160310_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240904T214205_A039162_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.982194975113435\r\n# datetime: 2024-09-04T16:13:28.898000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240904_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/a34722af06ac7f7dc3a6579ff0c804bc\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-04T23:56:25.240Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240830_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-30 16:13:25.079000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-31T00:58:00.459Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 29.260489\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 147.666056006198\r\n# view:sun_elevation: 59.2994603957414\r\n# s2:degraded_msi_data_percentage: 0.0075\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 2.806995\r\n# s2:vegetation_percentage: 60.253859\r\n# s2:not_vegetated_percentage: 4.589577\r\n# s2:water_percentage: 0.798839\r\n# s2:unclassified_percentage: 2.123901\r\n# s2:medium_proba_clouds_percentage: 8.565114\r\n# s2:high_proba_clouds_percentage: 7.006772\r\n# s2:thin_cirrus_percentage: 13.688605\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240830T155901_N0511_R097_T17SPV_20240830T230248.SAFE\r\n# s2:generation_time: 2024-08-30T23:02:48.000000Z\r\n# s2:datatake_id: GS2A_20240830T155901_047999_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240830T230248_S20240830T161243_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240830T230248_A047999_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.979908290720517\r\n# datetime: 2024-08-30T16:13:25.079000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240830_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/f5abdfe94133d858b559236189785d38\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-31T00:58:00.459Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240825_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-25 16:13:26.986000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-25T22:19:02.797Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.286147\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 145.418027258291\r\n# view:sun_elevation: 60.713849205893\r\n# s2:degraded_msi_data_percentage: 0.0023\r\n# s2:nodata_pixel_percentage: 3e-06\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 92.048389\r\n# s2:not_vegetated_percentage: 5.863727\r\n# s2:water_percentage: 1.157126\r\n# s2:unclassified_percentage: 0.414823\r\n# s2:medium_proba_clouds_percentage: 0.003242\r\n# s2:high_proba_clouds_percentage: 0.000468\r\n# s2:thin_cirrus_percentage: 0.282438\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240825T155819_N0511_R097_T17SPV_20240825T202603.SAFE\r\n# s2:generation_time: 2024-08-25T20:26:03.000000Z\r\n# s2:datatake_id: GS2B_20240825T155819_039019_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240825T202603_S20240825T160630_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240825T202603_A039019_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.977774923159322\r\n# datetime: 2024-08-25T16:13:26.986000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240825_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/490f60d682670e67d01ecaf4f98b5414\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-25T22:19:02.797Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240820_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.89776456996923, 35.4726933643254], [-79.7346782097742, 35.44129757021934], [-79.46139918173544, 35.385649910895935], [-79.23391161679794, 35.33655731103751], [-78.94048445982517, 35.27132975873579], [-78.7314235910276, 35.22160262927839], [-78.69517200414566, 35.210288765815775], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.89776456996923, 35.210288765815775, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-20 16:13:23.109000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-20T23:56:23.997Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 33.311394\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 143.08785356748\r\n# view:sun_elevation: 62.0401806921953\r\n# s2:degraded_msi_data_percentage: 0.0068\r\n# s2:nodata_pixel_percentage: 20.467882\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 4.145628\r\n# s2:vegetation_percentage: 57.034469\r\n# s2:not_vegetated_percentage: 2.759165\r\n# s2:water_percentage: 0.557756\r\n# s2:unclassified_percentage: 2.062658\r\n# s2:medium_proba_clouds_percentage: 7.864375\r\n# s2:high_proba_clouds_percentage: 25.44643\r\n# s2:thin_cirrus_percentage: 0.000588\r\n# s2:snow_ice_percentage: 0.000125\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240820T155901_N0511_R097_T17SPV_20240820T215950.SAFE\r\n# s2:generation_time: 2024-08-20T21:59:50.000000Z\r\n# s2:datatake_id: GS2A_20240820T155901_047856_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240820T215950_S20240820T160059_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240820T215950_A047856_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.975809931278449\r\n# datetime: 2024-08-20T16:13:23.109000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240820_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/411bee81baeb1568b5776fdf0d347f44\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-20T23:56:23.997Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240815_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-15 16:13:29.698000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-15T22:26:20.635Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 21.623282\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 140.792281631354\r\n# view:sun_elevation: 63.298438697450905\r\n# s2:degraded_msi_data_percentage: 0.0026\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 6.605214\r\n# s2:vegetation_percentage: 66.837502\r\n# s2:not_vegetated_percentage: 3.310321\r\n# s2:water_percentage: 0.95207\r\n# s2:unclassified_percentage: 0.522533\r\n# s2:medium_proba_clouds_percentage: 5.018556\r\n# s2:high_proba_clouds_percentage: 3.960375\r\n# s2:thin_cirrus_percentage: 12.644351\r\n# s2:snow_ice_percentage: 1.7e-05\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240815T155819_N0511_R097_T17SPV_20240815T202258.SAFE\r\n# s2:generation_time: 2024-08-15T20:22:58.000000Z\r\n# s2:datatake_id: GS2B_20240815T155819_038876_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240815T202258_S20240815T160633_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240815T202258_A038876_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.974025531957526\r\n# datetime: 2024-08-15T16:13:29.698000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240815_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4db99d501d990bde2470478e44214d57\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-15T22:26:20.635Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240810_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-10 16:13:27.506000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-11T00:56:27.595Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 22.071692\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 138.46260954534\r\n# view:sun_elevation: 64.4582094622163\r\n# s2:degraded_msi_data_percentage: 0.0072\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 1.194054\r\n# s2:vegetation_percentage: 68.353802\r\n# s2:not_vegetated_percentage: 4.528956\r\n# s2:water_percentage: 1.116045\r\n# s2:unclassified_percentage: 2.540801\r\n# s2:medium_proba_clouds_percentage: 6.852651\r\n# s2:high_proba_clouds_percentage: 5.531524\r\n# s2:thin_cirrus_percentage: 9.687516\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240810T155901_N0511_R097_T17SPV_20240810T230917.SAFE\r\n# s2:generation_time: 2024-08-10T23:09:17.000000Z\r\n# s2:datatake_id: GS2A_20240810T155901_047713_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240810T230917_S20240810T161216_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240810T230917_A047713_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.972434093148653\r\n# datetime: 2024-08-10T16:13:27.506000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240810_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/871900f36df7cfaebe5c438ade928c06\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-11T00:56:27.595Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240805_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-05 16:13:28.726000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-06T00:48:01.172Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 99.665856\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 136.220285960083\r\n# view:sun_elevation: 65.540377719519\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.284614\r\n# s2:vegetation_percentage: 0.047356\r\n# s2:not_vegetated_percentage: 0.001267\r\n# s2:water_percentage: 9e-05\r\n# s2:unclassified_percentage: 0.000717\r\n# s2:medium_proba_clouds_percentage: 38.336566\r\n# s2:high_proba_clouds_percentage: 46.122238\r\n# s2:thin_cirrus_percentage: 15.207046\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240805T155819_N0511_R097_T17SPV_20240805T220539.SAFE\r\n# s2:generation_time: 2024-08-05T22:05:39.000000Z\r\n# s2:datatake_id: GS2B_20240805T155819_038733_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240805T220539_S20240805T160928_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240805T220539_A038733_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.971045325145953\r\n# datetime: 2024-08-05T16:13:28.726000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240805_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/6e848c4fbd7ffd3b2d0ebcc5e7dc869f\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-06T00:48:01.172Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240731_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-31 16:13:28.790000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-01T01:43:45.085Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 6.139014\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 134.074011613079\r\n# view:sun_elevation: 66.5336008839282\r\n# s2:degraded_msi_data_percentage: 0.0076\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.290065\r\n# s2:vegetation_percentage: 85.660404\r\n# s2:not_vegetated_percentage: 5.215016\r\n# s2:water_percentage: 1.061476\r\n# s2:unclassified_percentage: 1.402832\r\n# s2:medium_proba_clouds_percentage: 2.665854\r\n# s2:high_proba_clouds_percentage: 2.517344\r\n# s2:thin_cirrus_percentage: 0.955816\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240731T155901_N0511_R097_T17SPV_20240731T232548.SAFE\r\n# s2:generation_time: 2024-07-31T23:25:48.000000Z\r\n# s2:datatake_id: GS2A_20240731T155901_047570_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240731T232548_S20240731T160830_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240731T232548_A047570_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.969868710676552\r\n# datetime: 2024-07-31T16:13:28.790000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240731_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9fe108dc54d302a143277cdbcdc84dc2\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-01T01:43:45.085Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240726_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-26 16:13:28.728000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-26T22:16:04.416Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 132.076476762934\r\n# view:sun_elevation: 67.4387284733629\r\n# s2:degraded_msi_data_percentage: 0.1426\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 33.155897\r\n# s2:high_proba_clouds_percentage: 66.819233\r\n# s2:thin_cirrus_percentage: 0.024871\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240726T155819_N0511_R097_T17SPV_20240726T202326.SAFE\r\n# s2:generation_time: 2024-07-26T20:23:26.000000Z\r\n# s2:datatake_id: GS2B_20240726T155819_038590_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240726T202326_S20240726T160234_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240726T202326_A038590_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.968911323301634\r\n# datetime: 2024-07-26T16:13:28.728000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240726_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9054bd8d847f9a5ba9932505cdfe3e50\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-26T22:16:04.416Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240721_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-21 16:13:27.745000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-22T00:56:43.023Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 77.323008\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 130.27037090188\r\n# view:sun_elevation: 68.2536811806891\r\n# s2:degraded_msi_data_percentage: 0.0105\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.012784\r\n# s2:cloud_shadow_percentage: 4.486402\r\n# s2:vegetation_percentage: 15.218596\r\n# s2:not_vegetated_percentage: 1.484813\r\n# s2:water_percentage: 0.175991\r\n# s2:unclassified_percentage: 1.298403\r\n# s2:medium_proba_clouds_percentage: 22.264542\r\n# s2:high_proba_clouds_percentage: 43.291837\r\n# s2:thin_cirrus_percentage: 11.766633\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240721T155901_N0510_R097_T17SPV_20240721T231400.SAFE\r\n# s2:generation_time: 2024-07-21T23:14:00.000000Z\r\n# s2:datatake_id: GS2A_20240721T155901_047427_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240721T231400_S20240721T160453_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240721T231400_A047427_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968179627481255\r\n# datetime: 2024-07-21T16:13:27.745000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240721_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/32191ae26b50556b13a773c6452c7941\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-22T00:56:43.023Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240716_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-16 16:13:29.371000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-16T22:18:32.931Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 78.20453\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 128.734434158607\r\n# view:sun_elevation: 68.9891018368731\r\n# s2:degraded_msi_data_percentage: 0.0026\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.033102\r\n# s2:cloud_shadow_percentage: 0.164402\r\n# s2:vegetation_percentage: 18.160766\r\n# s2:not_vegetated_percentage: 1.747406\r\n# s2:water_percentage: 0.451936\r\n# s2:unclassified_percentage: 1.237853\r\n# s2:medium_proba_clouds_percentage: 19.404654\r\n# s2:high_proba_clouds_percentage: 12.049545\r\n# s2:thin_cirrus_percentage: 46.750337\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240716T155819_N0510_R097_T17SPV_20240716T202001.SAFE\r\n# s2:generation_time: 2024-07-16T20:20:01.000000Z\r\n# s2:datatake_id: GS2B_20240716T155819_038447_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240716T202001_S20240716T161237_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240716T202001_A038447_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967677976818957\r\n# datetime: 2024-07-16T16:13:29.371000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240716_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/07c56abbfc01f177bd74634d269b8100\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-16T22:18:32.931Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240711_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-11 16:13:29.033000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-12T01:47:22.047Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 72.374904\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 127.483087684314\r\n# view:sun_elevation: 69.6335585134829\r\n# s2:degraded_msi_data_percentage: 0.0072\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.04\r\n# s2:cloud_shadow_percentage: 0.182614\r\n# s2:vegetation_percentage: 25.206134\r\n# s2:not_vegetated_percentage: 1.669835\r\n# s2:water_percentage: 0.141035\r\n# s2:unclassified_percentage: 0.385476\r\n# s2:medium_proba_clouds_percentage: 30.507737\r\n# s2:high_proba_clouds_percentage: 10.228427\r\n# s2:thin_cirrus_percentage: 31.638741\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240711T160011_N0510_R097_T17SPV_20240711T234558.SAFE\r\n# s2:generation_time: 2024-07-11T23:45:58.000000Z\r\n# s2:datatake_id: GS2A_20240711T160011_047284_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240711T234558_S20240711T160820_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240711T234558_A047284_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967409759353159\r\n# datetime: 2024-07-11T16:13:29.033000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240711_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/0737ce995f5c9509fa285305cacab31a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-12T01:47:22.047Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240706_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-06 16:13:29.422000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-07T09:36:12.736Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 38.748205\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.580975941463\r\n# view:sun_elevation: 70.19159002112289\r\n# s2:degraded_msi_data_percentage: 0.0053\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.055285\r\n# s2:cloud_shadow_percentage: 9.143251\r\n# s2:vegetation_percentage: 44.116038\r\n# s2:not_vegetated_percentage: 5.823249\r\n# s2:water_percentage: 0.664427\r\n# s2:unclassified_percentage: 1.449544\r\n# s2:medium_proba_clouds_percentage: 14.156002\r\n# s2:high_proba_clouds_percentage: 14.943799\r\n# s2:thin_cirrus_percentage: 9.648405\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240706T155819_N0510_R097_T17SPV_20240706T202406.SAFE\r\n# s2:generation_time: 2024-07-06T20:24:06.000000Z\r\n# s2:datatake_id: GS2B_20240706T155819_038304_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240706T202406_S20240706T160600_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240706T202406_A038304_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967376489081156\r\n# datetime: 2024-07-06T16:13:29.422000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240706_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/6259182c18e06c31cc7a2350f92f9057\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-07T09:36:12.736Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240701_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-01 16:13:29.590000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-02T02:21:19.638Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 16.917542\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.053936716402\r\n# view:sun_elevation: 70.6557251617978\r\n# s2:degraded_msi_data_percentage: 0.0086\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.129565\r\n# s2:cloud_shadow_percentage: 0.36972\r\n# s2:vegetation_percentage: 69.68329\r\n# s2:not_vegetated_percentage: 9.322461\r\n# s2:water_percentage: 1.036865\r\n# s2:unclassified_percentage: 2.540556\r\n# s2:medium_proba_clouds_percentage: 7.906951\r\n# s2:high_proba_clouds_percentage: 8.986523\r\n# s2:thin_cirrus_percentage: 0.024068\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240701T160031_N0510_R097_T17SPV_20240701T232649.SAFE\r\n# s2:generation_time: 2024-07-01T23:26:49.000000Z\r\n# s2:datatake_id: GS2A_20240701T160031_047141_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240701T232649_S20240701T161115_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240701T232649_A047141_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967578395203064\r\n# datetime: 2024-07-01T16:13:29.590000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240701_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/2b0784568fcfb38124c53190dac11199\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-02T02:21:19.638Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240626_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-26 16:13:29.788000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-29T13:15:14.245Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 10.012253\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 125.923957043673\r\n# view:sun_elevation: 71.0188921222716\r\n# s2:degraded_msi_data_percentage: 0.0048\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.102893\r\n# s2:cloud_shadow_percentage: 6.122985\r\n# s2:vegetation_percentage: 73.424119\r\n# s2:not_vegetated_percentage: 8.814509\r\n# s2:water_percentage: 0.988826\r\n# s2:unclassified_percentage: 0.534418\r\n# s2:medium_proba_clouds_percentage: 5.260666\r\n# s2:high_proba_clouds_percentage: 4.487195\r\n# s2:thin_cirrus_percentage: 0.264392\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240626T155819_N0510_R097_T17SPV_20240626T212822.SAFE\r\n# s2:generation_time: 2024-06-26T21:28:22.000000Z\r\n# s2:datatake_id: GS2B_20240626T155819_038161_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240626T212822_S20240626T161215_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240626T212822_A038161_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968014458026667\r\n# datetime: 2024-06-26T16:13:29.788000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240626_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ae0489eb6939416a993e55b7aa8625b2\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-29T13:15:14.245Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240621_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-21 16:13:30.992000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-29T04:36:32.882Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 17.349365\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.208142864178\r\n# view:sun_elevation: 71.2758248636805\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.093971\r\n# s2:cloud_shadow_percentage: 9.346008\r\n# s2:vegetation_percentage: 64.006728\r\n# s2:not_vegetated_percentage: 7.618747\r\n# s2:water_percentage: 0.92731\r\n# s2:unclassified_percentage: 0.657874\r\n# s2:medium_proba_clouds_percentage: 9.875548\r\n# s2:high_proba_clouds_percentage: 7.4591\r\n# s2:thin_cirrus_percentage: 0.014718\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240621T155911_N0510_R097_T17SPV_20240621T231455.SAFE\r\n# s2:generation_time: 2024-06-21T23:14:55.000000Z\r\n# s2:datatake_id: GS2A_20240621T155911_046998_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240621T231455_S20240621T161238_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240621T231455_A046998_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968681538412137\r\n# datetime: 2024-06-21T16:13:30.992000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240621_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ed5e5cdc774640ad2704993616e9d2e8\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-29T04:36:32.882Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240616_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-16 16:13:29.024000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-16T22:51:32.182Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 73.366141\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.865884136959\r\n# view:sun_elevation: 71.406462479674\r\n# s2:degraded_msi_data_percentage: 0.1339\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.013427\r\n# s2:cloud_shadow_percentage: 0.143341\r\n# s2:vegetation_percentage: 15.970431\r\n# s2:not_vegetated_percentage: 3.915322\r\n# s2:water_percentage: 0.331518\r\n# s2:unclassified_percentage: 6.259824\r\n# s2:medium_proba_clouds_percentage: 14.412378\r\n# s2:high_proba_clouds_percentage: 57.853109\r\n# s2:thin_cirrus_percentage: 1.100653\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240616T155819_N0510_R097_T17SPV_20240616T202250.SAFE\r\n# s2:generation_time: 2024-06-16T20:22:50.000000Z\r\n# s2:datatake_id: GS2B_20240616T155819_038018_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240616T202250_S20240616T160603_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240616T202250_A038018_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.969575792148144\r\n# datetime: 2024-06-16T16:13:29.024000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240616_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/90beed69f2befca5316b1c5a4fe82e3b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-16T22:51:32.182Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240611_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-11 16:13:32.315000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-14T13:59:11.695Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.938623\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 127.945267074602\r\n# view:sun_elevation: 71.4232664435802\r\n# s2:degraded_msi_data_percentage: 0.0105\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.148682\r\n# s2:cloud_shadow_percentage: 0.722682\r\n# s2:vegetation_percentage: 89.033872\r\n# s2:not_vegetated_percentage: 7.696587\r\n# s2:water_percentage: 1.064084\r\n# s2:unclassified_percentage: 0.39547\r\n# s2:medium_proba_clouds_percentage: 0.56256\r\n# s2:high_proba_clouds_percentage: 0.182654\r\n# s2:thin_cirrus_percentage: 0.19341\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240611T155911_N0510_R097_T17SPV_20240611T232245.SAFE\r\n# s2:generation_time: 2024-06-11T23:22:45.000000Z\r\n# s2:datatake_id: GS2A_20240611T155911_046855_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240611T232245_S20240611T161203_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240611T232245_A046855_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.970691106136318\r\n# datetime: 2024-06-11T16:13:32.315000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240611_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/82e2ec0a5a83e826cefe6026f5033d0a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-14T13:59:11.695Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240606_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-06 16:13:28.893000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-06T22:48:20.074Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 77.982742\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 129.296103755427\r\n# view:sun_elevation: 71.2821734391056\r\n# s2:degraded_msi_data_percentage: 0.0027\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.008733\r\n# s2:cloud_shadow_percentage: 2.853182\r\n# s2:vegetation_percentage: 15.96137\r\n# s2:not_vegetated_percentage: 1.689308\r\n# s2:water_percentage: 0.11633\r\n# s2:unclassified_percentage: 1.388333\r\n# s2:medium_proba_clouds_percentage: 26.524428\r\n# s2:high_proba_clouds_percentage: 36.947376\r\n# s2:thin_cirrus_percentage: 14.51094\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240606T155819_N0510_R097_T17SPV_20240606T202543.SAFE\r\n# s2:generation_time: 2024-06-06T20:25:43.000000Z\r\n# s2:datatake_id: GS2B_20240606T155819_037875_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240606T202543_S20240606T160443_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240606T202543_A037875_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.972020889918827\r\n# datetime: 2024-06-06T16:13:28.893000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240606_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d9f218a487aeb8d45683d92bbcf5846e\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-06T22:48:20.074Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240601_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.67014958475484, 36.07641102292845], [-78.89932213540139, 36.12646435015929], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.67014958475484, 36.1397316133374]\r\nDatetime: 2024-06-01 16:13:29.990000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-02T00:51:08.508Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 61.180001\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 130.946781150617\r\n# view:sun_elevation: 71.0015186669718\r\n# s2:degraded_msi_data_percentage: 0.0088\r\n# s2:nodata_pixel_percentage: 0.420466\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.053686\r\n# s2:cloud_shadow_percentage: 0.000816\r\n# s2:vegetation_percentage: 34.452215\r\n# s2:not_vegetated_percentage: 3.453467\r\n# s2:water_percentage: 0.713965\r\n# s2:unclassified_percentage: 0.145845\r\n# s2:medium_proba_clouds_percentage: 8.304962\r\n# s2:high_proba_clouds_percentage: 0.103281\r\n# s2:thin_cirrus_percentage: 52.771759\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240601T155911_N0510_R097_T17SPV_20240601T231654.SAFE\r\n# s2:generation_time: 2024-06-01T23:16:54.000000Z\r\n# s2:datatake_id: GS2A_20240601T155911_046712_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240601T231654_S20240601T161316_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240601T231654_A046712_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.973555957393978\r\n# datetime: 2024-06-01T16:13:29.990000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240601_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/8c742dccb0f8081f0ba5a51630199164\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-02T00:51:08.508Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240527_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-27 16:13:26.067000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-28T19:09:19.013Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 132.731921876307\r\n# view:sun_elevation: 70.5473572027452\r\n# s2:degraded_msi_data_percentage: 0.0025\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 56.10559\r\n# s2:high_proba_clouds_percentage: 43.417314\r\n# s2:thin_cirrus_percentage: 0.477099\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240527T155819_N0510_R097_T17SPV_20240527T211926.SAFE\r\n# s2:generation_time: 2024-05-27T21:19:26.000000Z\r\n# s2:datatake_id: GS2B_20240527T155819_037732_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240527T211926_S20240527T161150_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240527T211926_A037732_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.975287105815228\r\n# datetime: 2024-05-27T16:13:26.067000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240527_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d1cf1f1ae57d1a860d5d5b6e69f0c5fd\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-28T19:09:19.013Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240522_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-22 16:13:25.575000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-28T16:20:14.246Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 4.839775\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 134.645221678048\r\n# view:sun_elevation: 69.9363455605075\r\n# s2:degraded_msi_data_percentage: 0.0077\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.181847\r\n# s2:cloud_shadow_percentage: 1.121513\r\n# s2:vegetation_percentage: 84.700739\r\n# s2:not_vegetated_percentage: 7.666176\r\n# s2:water_percentage: 1.091128\r\n# s2:unclassified_percentage: 0.398824\r\n# s2:medium_proba_clouds_percentage: 0.857655\r\n# s2:high_proba_clouds_percentage: 0.408592\r\n# s2:thin_cirrus_percentage: 3.573528\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240522T155901_N0510_R097_T17SPV_20240522T231852.SAFE\r\n# s2:generation_time: 2024-05-22T23:18:52.000000Z\r\n# s2:datatake_id: GS2A_20240522T155901_046569_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240522T231852_S20240522T161308_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240522T231852_A046569_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.977202250922301\r\n# datetime: 2024-05-22T16:13:25.575000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240522_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/7901d23e9b4391b2832cd9bff01bf974\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-28T16:20:14.246Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240517_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-17 16:13:24.329000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-17T22:32:30.781Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 136.576661946823\r\n# view:sun_elevation: 69.15705955550101\r\n# s2:degraded_msi_data_percentage: 0.002\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 48.435068\r\n# s2:high_proba_clouds_percentage: 51.179594\r\n# s2:thin_cirrus_percentage: 0.38534\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240517T155819_N0510_R097_T17SPV_20240517T202125.SAFE\r\n# s2:generation_time: 2024-05-17T20:21:25.000000Z\r\n# s2:datatake_id: GS2B_20240517T155819_037589_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240517T202125_S20240517T160403_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240517T202125_A037589_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.979289557698501\r\n# datetime: 2024-05-17T16:13:24.329000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240517_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4da61ed5e43dbcd35a04e08c23263999\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-17T22:32:30.781Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240512_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-12 16:13:29.367000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-13T01:49:24.604Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 30.864275\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 138.526178970296\r\n# view:sun_elevation: 68.227931936218\r\n# s2:degraded_msi_data_percentage: 0.0128\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.092133\r\n# s2:cloud_shadow_percentage: 11.112269\r\n# s2:vegetation_percentage: 51.770526\r\n# s2:not_vegetated_percentage: 5.036924\r\n# s2:water_percentage: 0.764085\r\n# s2:unclassified_percentage: 0.35979\r\n# s2:medium_proba_clouds_percentage: 10.227607\r\n# s2:high_proba_clouds_percentage: 12.326884\r\n# s2:thin_cirrus_percentage: 8.309783\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240512T155901_N0510_R097_T17SPV_20240512T235052.SAFE\r\n# s2:generation_time: 2024-05-12T23:50:52.000000Z\r\n# s2:datatake_id: GS2A_20240512T155901_046426_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240512T235052_S20240512T160758_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240512T235052_A046426_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.981534332906898\r\n# datetime: 2024-05-12T16:13:29.367000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240512_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/501525a637edcea72022281f96c1aaec\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-13T01:49:24.604Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240507_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-07 16:13:27.007000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-08T10:59:32.738Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 40.339398\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 140.320609605445\r\n# view:sun_elevation: 67.123155396654\r\n# s2:degraded_msi_data_percentage: 0.0029\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.069442\r\n# s2:cloud_shadow_percentage: 4.545121\r\n# s2:vegetation_percentage: 45.809352\r\n# s2:not_vegetated_percentage: 5.489328\r\n# s2:water_percentage: 0.723339\r\n# s2:unclassified_percentage: 3.024018\r\n# s2:medium_proba_clouds_percentage: 13.259926\r\n# s2:high_proba_clouds_percentage: 24.973664\r\n# s2:thin_cirrus_percentage: 2.105809\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240507T155819_N0510_R097_T17SPV_20240507T202416.SAFE\r\n# s2:generation_time: 2024-05-07T20:24:16.000000Z\r\n# s2:datatake_id: GS2B_20240507T155819_037446_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240507T202416_S20240507T160601_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240507T202416_A037446_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.983922355524309\r\n# datetime: 2024-05-07T16:13:27.007000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240507_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/3095dd5fc0c1adab27a9206150e8fa7e\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-08T10:59:32.738Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240502_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-02 16:13:29.052000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-03T02:07:12.458Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 1.724347\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 142.024405942536\r\n# view:sun_elevation: 65.8776811943126\r\n# s2:degraded_msi_data_percentage: 0.0086\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.180713\r\n# s2:cloud_shadow_percentage: 1.65954\r\n# s2:vegetation_percentage: 85.410345\r\n# s2:not_vegetated_percentage: 9.435526\r\n# s2:water_percentage: 1.201897\r\n# s2:unclassified_percentage: 0.387633\r\n# s2:medium_proba_clouds_percentage: 1.068898\r\n# s2:high_proba_clouds_percentage: 0.654713\r\n# s2:thin_cirrus_percentage: 0.000737\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240502T155901_N0510_R097_T17SPV_20240502T231600.SAFE\r\n# s2:generation_time: 2024-05-02T23:16:00.000000Z\r\n# s2:datatake_id: GS2A_20240502T155901_046283_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240502T231600_S20240502T161232_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240502T231600_A046283_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.986436466402915\r\n# datetime: 2024-05-02T16:13:29.052000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240502_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9833836355fede44aaf0a3680ddeaa2b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-03T02:07:12.458Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240427_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-27 16:13:25.302000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-27T23:18:26.463Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 41.492322\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 143.528792725087\r\n# view:sun_elevation: 64.4810365146954\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.087266\r\n# s2:cloud_shadow_percentage: 0.200142\r\n# s2:vegetation_percentage: 43.908963\r\n# s2:not_vegetated_percentage: 7.898109\r\n# s2:water_percentage: 0.717951\r\n# s2:unclassified_percentage: 5.69525\r\n# s2:medium_proba_clouds_percentage: 13.414925\r\n# s2:high_proba_clouds_percentage: 22.153059\r\n# s2:thin_cirrus_percentage: 5.924337\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240427T155819_N0510_R097_T17SPV_20240427T202325.SAFE\r\n# s2:generation_time: 2024-04-27T20:23:25.000000Z\r\n# s2:datatake_id: GS2B_20240427T155819_037303_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240427T202325_S20240427T160556_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240427T202325_A037303_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.989060346411274\r\n# datetime: 2024-04-27T16:13:25.302000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240427_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/12a1ab645fb39239090f5f2212c7996a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-27T23:18:26.463Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240422_1_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-22 16:13:29.231000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-23T16:20:44.531Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.595498\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 144.941641921427\r\n# view:sun_elevation: 62.9745747205139\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.171015\r\n# s2:cloud_shadow_percentage: 2.525065\r\n# s2:vegetation_percentage: 57.915175\r\n# s2:not_vegetated_percentage: 6.323496\r\n# s2:water_percentage: 0.923321\r\n# s2:unclassified_percentage: 0.546269\r\n# s2:medium_proba_clouds_percentage: 9.353081\r\n# s2:high_proba_clouds_percentage: 16.427176\r\n# s2:thin_cirrus_percentage: 5.815243\r\n# s2:snow_ice_percentage: 0.000163\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240422T155821_N0510_R097_T17SPV_20240423T140451.SAFE\r\n# s2:generation_time: 2024-04-23T14:04:51.000000Z\r\n# s2:datatake_id: GS2A_20240422T155821_046140_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240423T140451_S20240422T161127_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240423T140451_A046140_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.991774965335244\r\n# datetime: 2024-04-22T16:13:29.231000Z\r\n# s2:sequence: 1\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240422_1_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/71a1ecfdb0ff99a1aa9839048bfc78dc\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-23T16:20:44.531Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240422_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-22 16:13:29.231000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-23T02:23:43.837Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.594869\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 144.941641921427\r\n# view:sun_elevation: 62.9745747205139\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.171031\r\n# s2:cloud_shadow_percentage: 2.524043\r\n# s2:vegetation_percentage: 57.916528\r\n# s2:not_vegetated_percentage: 6.324564\r\n# s2:water_percentage: 0.923441\r\n# s2:unclassified_percentage: 0.545357\r\n# s2:medium_proba_clouds_percentage: 9.353479\r\n# s2:high_proba_clouds_percentage: 16.427162\r\n# s2:thin_cirrus_percentage: 5.814227\r\n# s2:snow_ice_percentage: 0.000163\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240422T155821_N0510_R097_T17SPV_20240422T232000.SAFE\r\n# s2:generation_time: 2024-04-22T23:20:00.000000Z\r\n# s2:datatake_id: GS2A_20240422T155821_046140_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240422T232000_S20240422T161127_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240422T232000_A046140_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.991774965335244\r\n# datetime: 2024-04-22T16:13:29.231000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240422_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/a3721b4f648e818920dfaa833bbf6064\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-23T02:23:43.837Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240417_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-17 16:13:27.286000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-18T00:51:42.539Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 146.162190051164\r\n# view:sun_elevation: 61.3455453771872\r\n# s2:degraded_msi_data_percentage: 0.0031\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 69.701403\r\n# s2:high_proba_clouds_percentage: 30.298603\r\n# s2:thin_cirrus_percentage: 0\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240417T155819_N0510_R097_T17SPV_20240417T221800.SAFE\r\n# s2:generation_time: 2024-04-17T22:18:00.000000Z\r\n# s2:datatake_id: GS2B_20240417T155819_037160_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240417T221800_S20240417T160258_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240417T221800_A037160_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.994561472482675\r\n# datetime: 2024-04-17T16:13:27.286000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240417_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/b9a7bc6c7c275dd79172b8effca89461\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-18T00:51:42.539Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240412_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-12 16:13:27.651000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-13T01:42:56.472Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.715456\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 147.269940196506\r\n# view:sun_elevation: 59.625132343664\r\n# s2:degraded_msi_data_percentage: 0.0104\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.153453\r\n# s2:cloud_shadow_percentage: 12.679228\r\n# s2:vegetation_percentage: 49.264008\r\n# s2:not_vegetated_percentage: 4.988225\r\n# s2:water_percentage: 0.656567\r\n# s2:unclassified_percentage: 0.542805\r\n# s2:medium_proba_clouds_percentage: 11.25274\r\n# s2:high_proba_clouds_percentage: 17.18483\r\n# s2:thin_cirrus_percentage: 3.277886\r\n# s2:snow_ice_percentage: 0.000259\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240412T155901_N0510_R097_T17SPV_20240412T235553.SAFE\r\n# s2:generation_time: 2024-04-12T23:55:53.000000Z\r\n# s2:datatake_id: GS2A_20240412T155901_045997_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240412T235553_S20240412T160211_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240412T235553_A045997_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.997399653732186\r\n# datetime: 2024-04-12T16:13:27.651000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240412_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ba25771a14d9292a3ef8f260e24c8ce5\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-13T01:42:56.472Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240407_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-07 16:13:25.177000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-07T22:51:18.053Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.007223\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 148.241587595963\r\n# view:sun_elevation: 57.8193021287102\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.393997\r\n# s2:cloud_shadow_percentage: 1e-05\r\n# s2:vegetation_percentage: 84.631485\r\n# s2:not_vegetated_percentage: 13.122594\r\n# s2:water_percentage: 1.402112\r\n# s2:unclassified_percentage: 0.442009\r\n# s2:medium_proba_clouds_percentage: 0.000368\r\n# s2:high_proba_clouds_percentage: 7.6e-05\r\n# s2:thin_cirrus_percentage: 0.006778\r\n# s2:snow_ice_percentage: 0.000571\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240407T155819_N0510_R097_T17SPV_20240407T202406.SAFE\r\n# s2:generation_time: 2024-04-07T20:24:06.000000Z\r\n# s2:datatake_id: GS2B_20240407T155819_037017_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240407T202406_S20240407T160426_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240407T202406_A037017_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 1.00026982268816\r\n# datetime: 2024-04-07T16:13:25.177000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240407_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d9ae6b9fc4520f5ae2a33ffbab89ac25\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-07T22:51:18.053Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240402_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-02 16:13:24.212000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-03T02:43:18.525Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 52.194571\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 149.123391641051\r\n# view:sun_elevation: 55.9520519703372\r\n# s2:degraded_msi_data_percentage: 0.0067\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.222265\r\n# s2:cloud_shadow_percentage: 0.681242\r\n# s2:vegetation_percentage: 32.632047\r\n# s2:not_vegetated_percentage: 13.082658\r\n# s2:water_percentage: 0.269024\r\n# s2:unclassified_percentage: 0.918192\r\n# s2:medium_proba_clouds_percentage: 14.986324\r\n# s2:high_proba_clouds_percentage: 16.081516\r\n# s2:thin_cirrus_percentage: 21.126732\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240402T155821_N0510_R097_T17SPV_20240402T235145.SAFE\r\n# s2:generation_time: 2024-04-02T23:51:45.000000Z\r\n# s2:datatake_id: GS2A_20240402T155821_045854_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240402T235145_S20240402T160459_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240402T235145_A045854_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 1.00315010154664\r\n# datetime: 2024-04-02T16:13:24.212000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240402_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/3dac5288c179d121cc299fcd6cffcc5b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-03T02:43:18.525Z\r\n# proj:code: EPSG:32617\r\n```\n:::\n:::\n\n\n:::\n\n::: {#40fe1e2c .cell execution_count=13}\n\n::: {.cell-output .cell-output-stdout}\n```\nThere are 38 Sentinel 2 items found in our computational region.\n```\n:::\n:::\n\n\nLet's look closer at the properties of item id `S2A_17SPV_20240919_0_L2A`.\n\n::: {#3f66d10b .cell execution_count=14}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\ndf_properties = df_item[\"properties\"].apply(pd.Series)\ndf_item = pd.concat([df_item, df_properties], axis=1)\ndf_item = df_item.drop(\"properties\", axis=1)\ndisplay(df_item.T)\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
        \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
        2
        typeFeature
        stac_version1.1.0
        stac_extensions[https://stac-extensions.github.io/view/v1.0.0...
        idS2A_17SPV_20240919_0_L2A
        geometry{'type': 'Polygon', 'coordinates': [[[-79.8885...
        bbox[-79.9021350633042, 35.13301555004904, -78.668...
        links[{'rel': 'self', 'href': 'https://earth-search...
        assets{'aot': {'href': 'https://sentinel-cogs.s3.us-...
        collectionsentinel-2-l2a
        created2024-09-20T01:57:52.703Z
        platformsentinel-2a
        constellationsentinel-2
        instruments[msi]
        eo:cloud_cover72.722346
        mgrs:utm_zone17
        mgrs:latitude_bandS
        mgrs:grid_squarePV
        grid:codeMGRS-17SPV
        view:sun_azimuth155.767672
        view:sun_elevation52.998454
        s2:degraded_msi_data_percentage0.0622
        s2:nodata_pixel_percentage0
        s2:saturated_defective_pixel_percentage0
        s2:cloud_shadow_percentage2.901951
        s2:vegetation_percentage17.622864
        s2:not_vegetated_percentage2.652742
        s2:water_percentage0.198822
        s2:unclassified_percentage3.66454
        s2:medium_proba_clouds_percentage19.171326
        s2:high_proba_clouds_percentage53.275347
        s2:thin_cirrus_percentage0.275673
        s2:snow_ice_percentage0
        s2:product_typeS2MSI2A
        s2:processing_baseline05.11
        s2:product_uriS2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_2...
        s2:generation_time2024-09-19T23:53:48.000000Z
        s2:datatake_idGS2A_20240919T155931_048285_N05.11
        s2:datatake_typeINS-NOBS
        s2:datastrip_idS2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S2024...
        s2:granule_idS2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A0482...
        s2:reflectance_conversion_factor0.989819
        datetime2024-09-19T16:13:27.093000Z
        s2:sequence0
        earthsearch:s3_paths3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/P...
        earthsearch:payload_idroda-sentinel2/workflow-sentinel2-to-stac/15f0...
        earthsearch:boa_offset_appliedTrue
        processing:software{'sentinel2-to-stac': '0.1.1'}
        updated2024-09-20T01:57:52.703Z
        proj:codeEPSG:32617
        \n
        \n```\n:::\n:::\n\n\nLet's look at the items properties\n\n::: {#7e37a201 .cell execution_count=15}\n``` {.python .cell-code}\n# | include: true\n# | output: true\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\ndf_properties = df_item[\"properties\"].apply(pd.Series)\ndisplay(df_properties.T)\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
        \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
        2
        created2024-09-20T01:57:52.703Z
        platformsentinel-2a
        constellationsentinel-2
        instruments[msi]
        eo:cloud_cover72.722346
        mgrs:utm_zone17
        mgrs:latitude_bandS
        mgrs:grid_squarePV
        grid:codeMGRS-17SPV
        view:sun_azimuth155.767672
        view:sun_elevation52.998454
        s2:degraded_msi_data_percentage0.0622
        s2:nodata_pixel_percentage0
        s2:saturated_defective_pixel_percentage0
        s2:cloud_shadow_percentage2.901951
        s2:vegetation_percentage17.622864
        s2:not_vegetated_percentage2.652742
        s2:water_percentage0.198822
        s2:unclassified_percentage3.66454
        s2:medium_proba_clouds_percentage19.171326
        s2:high_proba_clouds_percentage53.275347
        s2:thin_cirrus_percentage0.275673
        s2:snow_ice_percentage0
        s2:product_typeS2MSI2A
        s2:processing_baseline05.11
        s2:product_uriS2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_2...
        s2:generation_time2024-09-19T23:53:48.000000Z
        s2:datatake_idGS2A_20240919T155931_048285_N05.11
        s2:datatake_typeINS-NOBS
        s2:datastrip_idS2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S2024...
        s2:granule_idS2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A0482...
        s2:reflectance_conversion_factor0.989819
        datetime2024-09-19T16:13:27.093000Z
        s2:sequence0
        earthsearch:s3_paths3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/P...
        earthsearch:payload_idroda-sentinel2/workflow-sentinel2-to-stac/15f0...
        earthsearch:boa_offset_appliedTrue
        processing:software{'sentinel2-to-stac': '0.1.1'}
        updated2024-09-20T01:57:52.703Z
        proj:codeEPSG:32617
        \n
        \n```\n:::\n:::\n\n\nNow we let's look at the items assets.\n\n::: {#b2d5c0a2 .cell execution_count=16}\n``` {.python .cell-code}\n# | include: true\n# | output: true\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\ndf_assets = df_item[\"assets\"].apply(pd.Series)\ndisplay(df_assets.T.reset_index())\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
        \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
        index2
        0aot{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        1blue{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        2coastal{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        3granule_metadata{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        4green{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        5nir{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        6nir08{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        7nir09{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        8red{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        9rededge1{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        10rededge2{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        11rededge3{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        12scl{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        13swir16{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        14swir22{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        15thumbnail{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        16tileinfo_metadata{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        17visual{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        18wvp{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        19aot-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        20blue-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        21coastal-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        22green-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        23nir-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        24nir08-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        25nir09-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        26red-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        27rededge1-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        28rededge2-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        29rededge3-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        30scl-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        31swir16-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        32swir22-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        33visual-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        34wvp-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        \n
        \n```\n:::\n:::\n\n\n#### Assets\n\nEach STAC Item may contain multiple asset types (e.g. red, nir, thumbnail). The snippet below\nenumerates assets across items, shows per-item asset rows, and prints simple summaries.\n\n::: {#3b0c1d76 .cell execution_count=17}\n``` {.python .cell-code}\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n```\n:::\n\n\n::: {#tbl-items-assets .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=18}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\nassets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n query=json.dumps(stac_query),\n format=\"json\",\n)\n\ndf_items_assets = pd.json_normalize(assets_json, max_level=0)\ndisplay(df_items_assets.head(10))\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
        \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
        hreftypetitleeo:bandsgsdproj:shapeproj:transformraster:bandsrolescollection_iditem_idfile_namedatetime
        0https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir2024-09-09T16:13:25.358000Z
        1https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red2024-09-09T16:13:25.358000Z
        2https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir2024-08-25T16:13:26.986000Z
        3https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red2024-08-25T16:13:26.986000Z
        4https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240731_0_L2Asentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir2024-07-31T16:13:28.790000Z
        5https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240731_0_L2Asentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red2024-07-31T16:13:28.790000Z
        6https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240611_0_L2Asentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir2024-06-11T16:13:32.315000Z
        7https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240611_0_L2Asentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red2024-06-11T16:13:32.315000Z
        8https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240522_0_L2Asentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir2024-05-22T16:13:25.575000Z
        9https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240522_0_L2Asentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red2024-05-22T16:13:25.575000Z
        \n
        \n```\n:::\n:::\n\n\n::: {#f55e48ae .cell execution_count=19}\n``` {.python .cell-code}\ndisplay(assets_json)\n```\n\n::: {.cell-output .cell-output-display}\n```\n[{'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240909_0_L2A/B08.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'NIR 1 (band 8) - 10m',\n 'eo:bands': [{'name': 'nir',\n 'common_name': 'nir',\n 'description': 'NIR 1 (band 8)',\n 'center_wavelength': 0.842,\n 'full_width_half_max': 0.145}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2A_17SPV_20240909_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir',\n 'datetime': '2024-09-09T16:13:25.358000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240909_0_L2A/B04.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'Red (band 4) - 10m',\n 'eo:bands': [{'name': 'red',\n 'common_name': 'red',\n 'description': 'Red (band 4)',\n 'center_wavelength': 0.665,\n 'full_width_half_max': 0.038}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2A_17SPV_20240909_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red',\n 'datetime': '2024-09-09T16:13:25.358000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240825_0_L2A/B08.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'NIR 1 (band 8) - 10m',\n 'eo:bands': [{'name': 'nir',\n 'common_name': 'nir',\n 'description': 'NIR 1 (band 8)',\n 'center_wavelength': 0.842,\n 'full_width_half_max': 0.145}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2B_17SPV_20240825_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir',\n 'datetime': '2024-08-25T16:13:26.986000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240825_0_L2A/B04.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'Red (band 4) - 10m',\n 'eo:bands': [{'name': 'red',\n 'common_name': 'red',\n 'description': 'Red (band 4)',\n 'center_wavelength': 0.665,\n 'full_width_half_max': 0.038}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2B_17SPV_20240825_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red',\n 'datetime': '2024-08-25T16:13:26.986000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240731_0_L2A/B08.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'NIR 1 (band 8) - 10m',\n 'eo:bands': [{'name': 'nir',\n 'common_name': 'nir',\n 'description': 'NIR 1 (band 8)',\n 'center_wavelength': 0.842,\n 'full_width_half_max': 0.145}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2A_17SPV_20240731_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir',\n 'datetime': '2024-07-31T16:13:28.790000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240731_0_L2A/B04.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'Red (band 4) - 10m',\n 'eo:bands': [{'name': 'red',\n 'common_name': 'red',\n 'description': 'Red (band 4)',\n 'center_wavelength': 0.665,\n 'full_width_half_max': 0.038}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2A_17SPV_20240731_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red',\n 'datetime': '2024-07-31T16:13:28.790000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240611_0_L2A/B08.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'NIR 1 (band 8) - 10m',\n 'eo:bands': [{'name': 'nir',\n 'common_name': 'nir',\n 'description': 'NIR 1 (band 8)',\n 'center_wavelength': 0.842,\n 'full_width_half_max': 0.145}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2A_17SPV_20240611_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir',\n 'datetime': '2024-06-11T16:13:32.315000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240611_0_L2A/B04.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'Red (band 4) - 10m',\n 'eo:bands': [{'name': 'red',\n 'common_name': 'red',\n 'description': 'Red (band 4)',\n 'center_wavelength': 0.665,\n 'full_width_half_max': 0.038}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2A_17SPV_20240611_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red',\n 'datetime': '2024-06-11T16:13:32.315000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240522_0_L2A/B08.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'NIR 1 (band 8) - 10m',\n 'eo:bands': [{'name': 'nir',\n 'common_name': 'nir',\n 'description': 'NIR 1 (band 8)',\n 'center_wavelength': 0.842,\n 'full_width_half_max': 0.145}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2A_17SPV_20240522_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir',\n 'datetime': '2024-05-22T16:13:25.575000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240522_0_L2A/B04.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'Red (band 4) - 10m',\n 'eo:bands': [{'name': 'red',\n 'common_name': 'red',\n 'description': 'Red (band 4)',\n 'center_wavelength': 0.665,\n 'full_width_half_max': 0.038}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2A_17SPV_20240522_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red',\n 'datetime': '2024-05-22T16:13:25.575000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240502_0_L2A/B08.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'NIR 1 (band 8) - 10m',\n 'eo:bands': [{'name': 'nir',\n 'common_name': 'nir',\n 'description': 'NIR 1 (band 8)',\n 'center_wavelength': 0.842,\n 'full_width_half_max': 0.145}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2A_17SPV_20240502_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.nir',\n 'datetime': '2024-05-02T16:13:29.052000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240502_0_L2A/B04.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'Red (band 4) - 10m',\n 'eo:bands': [{'name': 'red',\n 'common_name': 'red',\n 'description': 'Red (band 4)',\n 'center_wavelength': 0.665,\n 'full_width_half_max': 0.038}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2A_17SPV_20240502_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.red',\n 'datetime': '2024-05-02T16:13:29.052000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240407_0_L2A/B08.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'NIR 1 (band 8) - 10m',\n 'eo:bands': [{'name': 'nir',\n 'common_name': 'nir',\n 'description': 'NIR 1 (band 8)',\n 'center_wavelength': 0.842,\n 'full_width_half_max': 0.145}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2B_17SPV_20240407_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.nir',\n 'datetime': '2024-04-07T16:13:25.177000Z'},\n {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240407_0_L2A/B04.tif',\n 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n 'title': 'Red (band 4) - 10m',\n 'eo:bands': [{'name': 'red',\n 'common_name': 'red',\n 'description': 'Red (band 4)',\n 'center_wavelength': 0.665,\n 'full_width_half_max': 0.038}],\n 'gsd': 10,\n 'proj:shape': [10980, 10980],\n 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n 'raster:bands': [{'nodata': 0,\n 'data_type': 'uint16',\n 'bits_per_sample': 15,\n 'spatial_resolution': 10,\n 'scale': 0.0001,\n 'offset': -0.1}],\n 'roles': ['data', 'reflectance'],\n 'collection_id': 'sentinel-2-l2a',\n 'item_id': 'S2B_17SPV_20240407_0_L2A',\n 'file_name': 'sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.red',\n 'datetime': '2024-04-07T16:13:25.177000Z'}]\n```\n:::\n:::\n\n\n::: {#ff276c9b .cell execution_count=20}\n\n::: {.cell-output .cell-output-stdout}\n```\nThere are 14 Sentinel 2 assets found in our computational region.\n```\n:::\n:::\n\n\n#### EO Parameters\n\n#### EO Parameters\n\nSTAC item properties expose a number of Earth Observation (EO) parameters that are useful for filtering and selecting scenes. Common properties you will see in Sentinel-2 and other EO STAC records include:\n\n- `datetime` — acquisition time (ISO 8601)\n- `eo:cloud_cover` — percent cloud cover (0–100)\n- `eo:gsd` — ground sample distance / native resolution (meters)\n- `view:sun_azimuth`, `view:sun_elevation` — sun geometry\n- `proj:epsg` — EPSG code (when the projection extension is present)\n- collection / platform / instrument fields — identify sensor and mission\n\nHow to use them:\n- Use the `datetime` argument on t.stac.item to constrain time ranges (e.g. `2024-04-01/2024-09-30`).\n- Use the `query` argument to pass a JSON object of property filters. Comparison operators follow the STAC filtering convention (e.g. `lt`, `lte`, `gt`, `gte`).\n\nExample query (Python):\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}, \"eo:gsd\": {\"lte\": 10}, \"view:sun_elevation\": {\"gte\": 30}}\n\nPass this to t.stac.item (serialize with json.dumps) to fetch only low-cloud, high-sun-elevation, high-resolution items. Combine `asset_keys` to limit returned assets (e.g. `asset_keys=\"red,nir\"`), and use flags (`-a`, `-m`, `-i`) to control output detail (assets, metadata, item list).\n\nTip: Always inspect a few returned items (`format=\"json\"` or flags=\"m\" / flags=\"a\"`) to see the exact property names used by the catalog you query — naming can vary between providers and extension support.\n\n### Create Metadata Vector\n\n::: {#cell-assets-metadata-vector .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=21}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\nassets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n query=json.dumps(stac_query),\n items_vector=\"sentinel_2_items\",\n format=\"json\",\n)\n\n\ndf_items_assets = pd.json_normalize(assets_json, max_level=0)\ndisplay(df_items_assets.head(5))\n```\n\n::: {#assets-metadata-vector .cell-output .cell-output-display}\n```{=html}\n
        \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
        hreftypetitleeo:bandsgsdproj:shapeproj:transformraster:bandsrolescollection_iditem_idfile_namedatetime
        0https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir2024-09-09T16:13:25.358000Z
        1https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red2024-09-09T16:13:25.358000Z
        2https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir2024-08-25T16:13:26.986000Z
        3https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red2024-08-25T16:13:26.986000Z
        4https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240731_0_L2Asentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir2024-07-31T16:13:28.790000Z
        \n
        \n```\n:::\n:::\n\n\n#### View the items with iPyleaflet\n\nView STAC items with ipyleaflet (install with `pip install ipyleaflet` if needed) from ipyleaflet use `gj.Interactive` and add the sentinel_2_items bounding boxes.\n\n::: {#a7a46431 .cell execution_count=22}\n``` {.python .cell-code}\n# | include: true\n# | output: true\nimport random\n\nm = gj.InteractiveMap(use_region=False)\nm.add_vector(\n \"sentinel_2_items\",\n style={\"opacity\": 1, \"dashArray\": \"9\", \"fillOpacity\": 0.1, \"weight\": 1},\n hover_style={\"color\": \"white\", \"dashArray\": \"0\", \"fillOpacity\": 0.5},\n style_callback=lambda f: {\n \"color\": \"black\",\n \"fillColor\": random.choice([\"red\", \"yellow\", \"green\", \"orange\"]),\n }\n)\ndisplay(m.show())\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n### Download and Import Rasters\n\n### Register STRDS\n\n::: {.panel-tabset}\n\n## Python\n\n::: {#tbl-collection-items-assets .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=23}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\nimport grass.script as gs\nimport grass.jupyter as gj\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\nitems_assets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n format=\"json\",\n query=json.dumps(stac_query)\n)\n```\n:::\n\n\n## Terminal\n\n::: {#tbl-collection-items-assets-terminal .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=24}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n!t.stac.item url=\"https://earth-search.aws.element84.com/v1/\" collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" asset_keys=\"red,nir\" format=\"json\" query='{\"eo:cloud_cover\": {\"lt\": 10}}'\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\nSearch Matched: 7 items\r\n{\"count\": 14, \"bytes\": 3303941772}\r\n```\n:::\n:::\n\n\n:::\n\n::: {#download-estimate .cell execution_count=25}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\nprint(f\"\"\"\nDownload Estimate\n \nFiles: {items_assets_json[\"count\"]}\nTotal Download Size: {items_assets_json[\"bytes\"] / 1e9:.2f} GB\n\"\"\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n\nDownload Estimate\n\nFiles: 14\nTotal Download Size: 3.30 GB\n\n```\n:::\n:::\n\n\n::: {#tbl-collection-items-assets-strds .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=26}\n``` {.python .cell-code}\n# | include: true\n# | output: true\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\ngs.run_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,green,blue,nir\",\n query=json.dumps(stac_query),\n strds_output=\"outputs/s2_red_nir.txt\",\n format=\"json\"\n)\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n{\"count\": 28, \"bytes\": 6326320535}\n```\n:::\n:::\n\n\n::: {#0d1baf80 .cell execution_count=27}\n``` {.python .cell-code}\nprint(Path(\"outputs/s2_red.txt\").read_text())\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir|2024-09-09 16:13:25|nir\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red|2024-09-09 16:13:25|red\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir|2024-08-25 16:13:26|nir\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red|2024-08-25 16:13:26|red\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir|2024-07-31 16:13:28|nir\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red|2024-07-31 16:13:28|red\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir|2024-06-11 16:13:32|nir\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red|2024-06-11 16:13:32|red\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir|2024-05-22 16:13:25|nir\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red|2024-05-22 16:13:25|red\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.nir|2024-05-02 16:13:29|nir\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.red|2024-05-02 16:13:29|red\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.nir|2024-04-07 16:13:25|nir\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.red|2024-04-07 16:13:25|red\n\n```\n:::\n:::\n\n\n::: {#beb53d6d .cell execution_count=28}\n``` {.python .cell-code}\nstartdate = df_items_assets[\"datetime\"].min()\nenddate = df_items_assets[\"datetime\"].max()\nprint(f\"Start Date: {startdate}\\nEnd Date: {enddate}\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nStart Date: 2024-04-07T16:13:25.177000Z\nEnd Date: 2024-09-09T16:13:25.358000Z\n```\n:::\n:::\n\n\nCreate STRDS (spatio-temporal raster dataset) to manage the Sentiel data you want to analyze with GRASS.\n\n::: {#create-strds .cell execution_count=29}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\n# Create the space time dataset\ngs.run_command(\n \"t.create\",\n output=\"sentinel_2\",\n type=\"strds\",\n temporaltype=\"absolute\",\n title=\"Sentinel 2 Red/NIR Bands\",\n description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\",\n overwrite=True,\n)\n```\n:::\n\n\nDownload the data\n\n::: {#download-assets .cell execution_count=30}\n``` {.python .cell-code}\ngs.run_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,green,blue,nir\",\n query=json.dumps(stac_query),\n strds_output=\"outputs/s2_rgbn.txt\",\n format=\"json\",\n method=\"nearest\",\n resolution=\"value\",\n resolution_value=\"10\",\n extent=\"region\",\n nprocs=1,\n # memory=1024 * 7,\n flags=\"d\",\n)\n```\n:::\n\n\n\nRegister the data\n\n::: {#register-strds .cell execution_count=32}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\n# Register the output maps into a space time dataset\ngs.run_command(\n \"t.register\", input=\"sentinel_2\", file=\"outputs/s2_rgbn.txt\", type=\"raster\"\n)\n```\n:::\n\n\n::: {#1f2141fe .cell execution_count=33}\n``` {.python .cell-code}\ngs.run_command(\"t.info\", type=\"strds\", input=\"sentinel_2\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n +-------------------- Space Time Raster Dataset -----------------------------+\n | |\n +-------------------- Basic information -------------------------------------+\n | Id: ........................ sentinel_2@PERMANENT\n | Name: ...................... sentinel_2\n | Mapset: .................... PERMANENT\n | Creator: ................... coreywhite\n | Temporal type: ............. absolute\n | Creation time: ............. 2026-01-25 18:32:02\n | Modification time:.......... 2026-01-25 18:32:04\n | Semantic type:.............. mean\n +-------------------- Absolute time -----------------------------------------+\n | Start time:................. 2024-04-07 16:13:25\n | End time:................... 2024-09-09 16:13:25\n | Granularity:................ 1 second\n | Temporal type of maps:...... point\n +-------------------- Spatial extent ----------------------------------------+\n | North:...................... 236690.0\n | South:...................... 210390.0\n | East:.. .................... 616050.0\n | West:....................... 598920.0\n | Top:........................ 0.0\n | Bottom:..................... 0.0\n +-------------------- Metadata information ----------------------------------+\n | Raster register table:...... raster_map_register_6692de0a4fa84058a73748f96394d79c\n | North-South resolution min:. 10.0\n | North-South resolution max:. 10.0\n | East-west resolution min:... 10.0\n | East-west resolution max:... 10.0\n | Minimum value min:.......... 1.0\n | Minimum value max:.......... 147.0\n | Maximum value min:.......... 8128.0\n | Maximum value max:.......... 18216.0\n | Aggregation type:........... None\n | Number of semantic labels:.. 4\n | Semantic labels:............ blue,green,nir,red\n | Number of registered maps:.. 28\n |\n | Title:\n | Sentinel 2 Red/NIR Bands\n | Description:\n | Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\n | Command history:\n | # 2026-01-25 18:32:02 \n | t.create --o output=\"sentinel_2\" type=\"strds\"\n | temporaltype=\"absolute\" title=\"Sentinel 2 Red/NIR Bands\"\n | description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\"\n | # 2026-01-25 18:32:04 \n | t.register input=\"sentinel_2\"\n | file=\"outputs/s2_rgbn.txt\" type=\"raster\"\n | \n +----------------------------------------------------------------------------+\n```\n:::\n:::\n\n\nNow let's view a RGB composite of one of our tiles\n\n::: {#234cde17 .cell execution_count=34}\n``` {.python .cell-code}\ns2_rgb_maps = [\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green\",\n]\n\ns2_json = gs.parse_command(\n \"r.univar\",\n map=s2_rgb_maps,\n format=\"json\",\n)\nprint(f\"Max value: {s2_json['max']}\")\n# gs.run_command(\"g.extension\", extension=\"i.histo.match\")\ngs.run_command(\n \"i.histo.match\",\n input=s2_rgb_maps,\n suffix=\"255\",\n max=18000, # s2_json[\"max\"],\n output=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A\",\n)\ngs.run_command(\n \"r.colors\",\n map=[\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n ],\n color=\"grey\",\n)\n\ngs.run_command(\n \"i.colors.enhance\",\n r=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n b=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n g=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\"\n)\n\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nMax value: 8400\n```\n:::\n:::\n\n\n::: {#cell-display-composite .cell execution_count=35}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\ns2_rgb_maps = [\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green\",\n]\n\ns2_json = gs.parse_command(\n \"r.univar\",\n map=s2_rgb_maps,\n format=\"json\",\n)\nprint(f\"Max value: {s2_json['max']}\")\n# gs.run_command(\"g.extension\", extension=\"i.histo.match\")\ngs.run_command(\n \"i.histo.match\",\n input=s2_rgb_maps,\n suffix=\"255\",\n max=s2_json[\"max\"],\n output=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A\",\n)\ngs.run_command(\n \"r.colors\",\n map=[\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n ],\n color=\"grey\",\n)\n\ngs.run_command(\n \"i.colors.enhance\",\n r=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n b=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n g=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n)\n\nm = gj.Map(use_region=True, filename=\"images/sentinel2_rgb.png\")\nm.d_rgb(\n red=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n blue=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n green=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n)\nm.d_barscale()\nm.show()\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nMax value: 8400\n```\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-composite-output-2.png){#display-composite}\n:::\n:::\n\n\n#### Temporal Map Calculations\n\nRun a temporal map calculation on your entire STRDS to generate an NDVI layer.\n\n::: {#8d82ca3a .cell execution_count=36}\n``` {.python .cell-code}\ngs.run_command(\n \"t.rast.mapcalc\",\n inputs=[\"sentinel_2.nir\", \"sentinel_2.red\"],\n output=\"ndvi\",\n basename=\"ndvi\",\n method=\"follows\",\n expression=(\n \"float(if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') - if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red')) / (if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') + if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red'))\"\n ),\n overwrite=True,\n flags=\"n\",\n)\n```\n:::\n\n\nCheck to see it worked.\n\n::: {#b5b24b2d .cell execution_count=37}\n``` {.python .cell-code}\ngs.run_command(\"t.list\", type=\"strds\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nndvi@PERMANENT\nsentinel_2@PERMANENT\n```\n:::\n:::\n\n\nand plot the NDVI\n\n::: {#4f2ec3b9 .cell execution_count=38}\n``` {.python .cell-code}\nstrds_df = pd.DataFrame(\n gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n format=\"csv\",\n )\n)\n\n# Convert start_time to datetime for better formatting\nstrds_df[\"start_time\"] = pd.to_datetime(strds_df[\"start_time\"])\n\nsns.lineplot(\n x=\"start_time\", y=\"max\", data=strds_df\n)\n\n# Format x-axis labels for better readability\nimport matplotlib.dates as mdates\nimport matplotlib.pyplot as plt\n\nplt.gca().xaxis.set_major_formatter(mdates.DateFormatter('%Y-%m-%d'))\nplt.gcf().autofmt_xdate() # Auto-rotate date labels\nplt.show()\n```\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/cell-39-output-1.png){width=631 height=423}\n:::\n:::\n\n\n::: {#958a214e .cell layout-ncol='3' execution_count=39}\n``` {.python .cell-code}\nndvi_list = gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n format=\"csv\",\n)\ngs.run_command(\"t.rast.colors\", input=\"ndvi\", color=\"ndvi\")\n\nfor ndvi in ndvi_list:\n map_name = ndvi.get(\"name\")\n m = gj.Map(use_region=True, width=500)\n m.d_rast(map=map_name)\n m.d_barscale()\n m.d_legend(raster=map_name, flags=\"b\")\n m.show()\n```\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/cell-40-output-1.png){}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/cell-40-output-2.png){}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/cell-40-output-3.png){}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/cell-40-output-4.png){}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/cell-40-output-5.png){}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/cell-40-output-6.png){}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/cell-40-output-7.png){}\n:::\n:::\n\n\n::: {#cell-display-time-series .cell execution_count=40}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n\nndvi_rasters = [\n i.get(\"name\")\n for i in gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\"],\n format=\"csv\",\n )\n]\n\n# Create Time Series Map\nm = gj.SeriesMap(use_region=True)\nm.add_rasters(\n rasters=ndvi_rasters\n)\nm.d_barscale()\nm.render()\nm.show()\n```\n\n::: {#display-time-series .cell-output .cell-output-display execution_count=36}\n```{=html}\n\n```\n:::\n:::\n\n\n::: {#display-ndvi-maps .cell execution_count=41}\n``` {.python .cell-code}\n# | include: true\n# | output: true\n# | layout-ncol: 3\n# | fig-cap:\n# | - Day 1\n# | - Day 2\n# | - Day 3\n# | - Day 4\n# | - Day 5\n# | - Day 6\n# | - Day 7\n\nimport matplotlib.pyplot as plt\nimport matplotlib.gridspec as gridspec\nfrom PIL import Image\n\n\ndef generate_map(map_name):\n m = gj.Map(use_region=True)\n m.d_rast(map=map_name)\n m.d_legend(raster=map_name, flags=\"b\")\n m.d_barscale()\n return m\n\n\nfor raster in ndvi_rasters:\n ndvi_map = generate_map(raster)\n ndvi_map.show()\n```\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-output-1.png){#display-ndvi-maps-1}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-output-2.png){#display-ndvi-maps-2}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-output-3.png){#display-ndvi-maps-3}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-output-4.png){#display-ndvi-maps-4}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-output-5.png){#display-ndvi-maps-5}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-output-6.png){#display-ndvi-maps-6}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-output-7.png){#display-ndvi-maps-7}\n:::\n:::\n\n\n## References\n\n- [pystac Documentation](https://pystac.readthedocs.io/)\n- [pystac_client Documentation](https://pystac-client.readthedocs.io/)\n\n", + "markdown": "---\ntitle: \"STAC Tutorial\"\ndescription: \"Learn how to use the GRASS addon t.stac to search and import STAC API data into a GRASS project.\"\nimage: images/stac-to-the-future.png\nauthor: Corey T. White\ndate: '2025-03-01'\ncategories: [stac, grass-addon, tutorial]\ndate-modified: today\n\npage-layout: full\ntitle-block-banner: true\ndraft: false\n\nformat:\n html:\n toc: true\n toc-depth: 4\n tabsets: true\n code-copy: true\n code-fold: false\n code-tools: true\n mermaid: \n theme: forest\n other-links:\n - text: grass\n href: https://grass.osgeo.org\n - text: STAC\n href: https://stacspec.org/en\n lightbox: true\n canonical-url: true\n notebook-links: true\t\n\nengine: jupyter\njupyter: python3\n\n\nexecute:\n enabled: true\n keep-ipynb: true\n eval: true\n freeze: true\n cache: true\n\n---\n\nIn this tutorial we will learn about the [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) suite of tools for [GRASS](https://grass.osgeo.org).\n\n* [t.stac.catalog](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.catalog.html) - is a tool for exploring SpatioTemporal Asset Catalogs metadata from a STAC API.\n* [t.stac.collection](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.collection.html) - is a tool for exploring SpatioTemporal Asset Catalog (STAC) collection metadata.\n* [t.stac.item](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.item.html) - is a tool for exploring and importing SpatioTemporal Asset Catalog item metadata and assets into GRASS.\n\n## Introduction\n\nSpatioTemporal Asset Catalog (STAC) is an open specification that provides a common structure for describing and cataloging geospatial information. STAC organizes earth observation data into a hierarchy of **Catalogs** → **Collections** → **Items** → **Assets**, making large archives of cloud-hosted imagery discoverable and accessible through a standard API. Major providers such as AWS, Google Cloud, and Microsoft Planetary Computer publish their datasets as STAC-compliant APIs, giving you a unified way to search and retrieve data across platforms.\n\nThe `t.stac` addon suite bridges these STAC APIs with GRASS's spatio-temporal data management framework. Instead of manually browsing catalogs and downloading files, `t.stac` lets you:\n\n- **Search** by spatial extent and time window\n- **Filter** by metadata properties such as cloud cover, sun elevation, and resolution\n- **Import** matched assets directly into a GRASS project as a Space Time Raster Dataset (STRDS)\n\nThis tutorial walks through the full workflow: exploring a STAC catalog, querying Sentinel-2 imagery, downloading and importing it into GRASS, computing NDVI, and visualizing the time series.\n\nThe tutorial assumes you already have GRASS installed on your machine. If not please [download and install GRASS](https://grass.osgeo.org/download/) before continuing the tutorial.\n\n\n## Getting Started\n\n### Start GRASS Session\n\n::: {#config-grass .cell execution_count=1}\n``` {.python .cell-code}\n# Import standard python packages\nimport sys\nimport subprocess\nfrom IPython.display import display, JSON, HTML\nimport json\nimport pandas as pd\nfrom pathlib import Path\nimport seaborn as sns\n# import polars as pl\n\n# Ask GRASS where its Python packages are and add them to the path\nsys.path.append(\n subprocess.check_output([\"grass\", \"--config\", \"python_path\"], text=True).strip()\n)\n\n# Import the GRASS python packages we need\nimport grass.script as gs\nimport grass.jupyter as gj\n```\n:::\n\n\nCreate a GRASS project\n\n::: {#create-project .cell execution_count=2}\n``` {.python .cell-code}\ngs.create_project(\"stac\", epsg=\"32119\", overwrite=True)\n```\n:::\n\n\nand start a GRASS session.\n\n::: {#start-grass-session .cell execution_count=3}\n``` {.python .cell-code}\nsession = gj.init(\"stac\")\n```\n:::\n\n\n### Install Addon\n\nThe [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) addons require the following Python packages.\n\n* [pystac (>=1.12)](https://pystac.readthedocs.io/en/latest/installation.html)\n* [pystac_client (>=0.8)](https://pystac-client.readthedocs.io/en/stable/)\n* [tqdm (>=4.67)](https://tqdm.github.io/)\n\nYou can install them using pip or the Python package manager of your choice. \n\n```bash\npip install pystac pystac_client tqdm\n```\n\nNow you can install the *t.stac* extensions.\n\n::: {#install-t-stac .cell execution_count=4}\n``` {.python .cell-code}\ngs.run_command(\"g.extension\", extension=\"t.stac\")\n```\n:::\n\n\n### Define computational region\n\n::: {#grass-set-region .cell execution_count=5}\n``` {.python .cell-code}\ngs.run_command(\n \"g.region\", n=236687, s=210391, e=616042, w=598921, nsres=10, ewres=10, flags=\"pa\"\n)\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nprojection: 99 (NAD83 / North Carolina)\nzone: 0\ndatum: nad83\nellipsoid: grs80\nnorth: 236690\nsouth: 210390\nwest: 598920\neast: 616050\nnsres: 10\newres: 10\nrows: 2630\ncols: 1713\ncells: 4505190\n```\n:::\n:::\n\n\n## STAC API\n\n::: {#set-stac-catalog-url .cell execution_count=6}\n``` {.python .cell-code}\nstac_url = \"https://earth-search.aws.element84.com/v1/\"\n```\n:::\n\n\n### Searching STAC Catalogs\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-stac-catalog .cell execution_count=7}\n``` {.python .cell-code}\ncatalogs_json = gs.parse_command(\n \"t.stac.catalog\", url=stac_url, format=\"json\"\n)\n\ndf_catalogs = pd.json_normalize(catalogs_json)\ndf_catalogs.head()\n```\n\n::: {.cell-output .cell-output-display execution_count=108}\n```{=html}\n
        \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
        typeidstac_versiondescriptionlinksconformsTotitle
        0Catalogearth-search-aws1.1.0A STAC API of public datasets on AWS[{'rel': 'self', 'href': 'https://earth-search...[https://api.stacspec.org/v1.0.0/core, https:/...Earth Search by Element 84
        \n
        \n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-catalog-shell .cell execution_count=8}\n``` {.python .cell-code}\n!t.stac.catalog url={stac_url} format=plain -b\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\n---------------------------------------------------------------------------\r\nCatalog: Earth Search by Element 84\r\n---------------------------------------------------------------------------\r\nClient Id: earth-search-aws\r\nClient Description: A STAC API of public datasets on AWS\r\nClient STAC Extensions: []\r\nClient catalog_type: ABSOLUTE_PUBLISHED\r\n---------------------------------------------------------------------------\r\nCollections: 9\r\n---------------------------------------------------------------------------\r\nCollection Id | Collection Title\r\n---------------------------------------------------------------------------\r\nsentinel-2-pre-c1-l2a: Sentinel-2 Pre-Collection 1 Level-2A \r\ncop-dem-glo-30: Copernicus DEM GLO-30\r\nnaip: NAIP: National Agriculture Imagery Program\r\ncop-dem-glo-90: Copernicus DEM GLO-90\r\nlandsat-c2-l2: Landsat Collection 2 Level-2\r\nsentinel-2-l2a: Sentinel-2 Level-2A\r\nsentinel-2-l1c: Sentinel-2 Level-1C\r\nsentinel-2-c1-l2a: Sentinel-2 Collection 1 Level-2A\r\nsentinel-1-grd: Sentinel-1 Level-1C Ground Range Detected (GRD)\r\n---------------------------------------------------------------------------\r\n```\n:::\n:::\n\n\n:::\n\n#### Collection Metadata\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-stac-items .cell execution_count=9}\n``` {.python .cell-code}\nitems_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"m\",\n format=\"json\",\n)\n\ndf_items = pd.json_normalize(items_json, max_level=0)\ndisplay(df_items.T.head(5))\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
        \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
        0
        typeCollection
        idsentinel-2-l2a
        stac_version1.1.0
        descriptionGlobal Sentinel-2 data from the Multispectral ...
        links[{'rel': 'self', 'href': 'https://earth-search...
        \n
        \n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-items-m-shell .cell execution_count=10}\n``` {.python .cell-code}\n!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" format=plain -m\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\n---------------------------------------------------------------------------\r\n\r\nCollection Id: sentinel-2-l2a\r\nTitle: Sentinel-2 Level-2A\r\nDescription: Global Sentinel-2 data from the Multispectral Instrument (MSI) onboard Sentinel-2\r\nbbox: [[-180, -90, 180, 90]]\r\nTemporal Interval: [['2015-06-27T10:25:31.456000Z', None]]\r\nLicense: proprietary\r\nKeywords: ['sentinel', 'earth observation', 'esa']\r\nLinks: [{'rel': 'self', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a', 'type': 'application/json'}, {'rel': 'cite-as', 'href': 'https://doi.org/10.5270/S2_-742ikth', 'title': 'Copernicus Sentinel-2 MSI Level-2A (L2A) Bottom-of-Atmosphere Radiance'}, {'rel': 'license', 'href': 'https://sentinel.esa.int/documents/247904/690755/Sentinel_Data_Legal_Notice', 'title': 'proprietary'}, {'rel': 'parent', 'href': 'https://earth-search.aws.element84.com/v1', 'type': 'application/json'}, {'rel': 'root', 'href': 'https://earth-search.aws.element84.com/v1/', 'type': 'application/json', 'title': 'Earth Search by Element 84'}, {'rel': 'items', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/items', 'type': 'application/geo+json'}, {'rel': 'http://www.opengis.net/def/rel/ogc/1.0/queryables', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/queryables', 'type': 'application/schema+json'}, {'rel': 'aggregate', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/aggregate', 'type': 'application/json', 'method': 'GET'}, {'rel': 'aggregations', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/aggregations', 'type': 'application/json'}]\r\nStac Extensions: ['https://stac-extensions.github.io/item-assets/v1.0.0/schema.json', 'https://stac-extensions.github.io/view/v1.0.0/schema.json', 'https://stac-extensions.github.io/scientific/v1.0.0/schema.json', 'https://stac-extensions.github.io/raster/v1.1.0/schema.json', 'https://stac-extensions.github.io/eo/v1.0.0/schema.json']\r\n\r\n# Summaries:\r\n---------------------------------------------------------------------------\r\n platform:\r\n---------------------------------------------------------------------------\r\n constellation:\r\n---------------------------------------------------------------------------\r\n instruments:\r\n---------------------------------------------------------------------------\r\n gsd:\r\n---------------------------------------------------------------------------\r\n view:off_nadir:\r\n---------------------------------------------------------------------------\r\n sci:doi:\r\n---------------------------------------------------------------------------\r\n eo:bands:\r\n# name: coastal\r\n# common_name: coastal\r\n# description: Coastal aerosol (band 1)\r\n# center_wavelength: 0.443\r\n# full_width_half_max: 0.027\r\n# name: blue\r\n# common_name: blue\r\n# description: Blue (band 2)\r\n# center_wavelength: 0.49\r\n# full_width_half_max: 0.098\r\n# name: green\r\n# common_name: green\r\n# description: Green (band 3)\r\n# center_wavelength: 0.56\r\n# full_width_half_max: 0.045\r\n# name: red\r\n# common_name: red\r\n# description: Red (band 4)\r\n# center_wavelength: 0.665\r\n# full_width_half_max: 0.038\r\n# name: rededge1\r\n# common_name: rededge\r\n# description: Red edge 1 (band 5)\r\n# center_wavelength: 0.704\r\n# full_width_half_max: 0.019\r\n# name: rededge2\r\n# common_name: rededge\r\n# description: Red edge 2 (band 6)\r\n# center_wavelength: 0.74\r\n# full_width_half_max: 0.018\r\n# name: rededge3\r\n# common_name: rededge\r\n# description: Red edge 3 (band 7)\r\n# center_wavelength: 0.783\r\n# full_width_half_max: 0.028\r\n# name: nir\r\n# common_name: nir\r\n# description: NIR 1 (band 8)\r\n# center_wavelength: 0.842\r\n# full_width_half_max: 0.145\r\n# name: nir08\r\n# common_name: nir08\r\n# description: NIR 2 (band 8A)\r\n# center_wavelength: 0.865\r\n# full_width_half_max: 0.033\r\n# name: nir09\r\n# common_name: nir09\r\n# description: NIR 3 (band 9)\r\n# center_wavelength: 0.945\r\n# full_width_half_max: 0.026\r\n# name: cirrus\r\n# common_name: cirrus\r\n# description: Cirrus (band 10)\r\n# center_wavelength: 1.3735\r\n# full_width_half_max: 0.075\r\n# name: swir16\r\n# common_name: swir16\r\n# description: SWIR 1 (band 11)\r\n# center_wavelength: 1.61\r\n# full_width_half_max: 0.143\r\n# name: swir22\r\n# common_name: swir22\r\n# description: SWIR 2 (band 12)\r\n# center_wavelength: 2.19\r\n# full_width_half_max: 0.242\r\n\r\n# Extra Fields:\r\n# Extra Fields not found.\r\n---------------------------------------------------------------------------\r\n\r\n```\n:::\n:::\n\n\n:::\n\n#### Query Items by datetime and display table\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-items .cell tbl-cap='Sentinel 2 Items' execution_count=11}\n``` {.python .cell-code}\nitems_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"i\",\n datetime=\"2024-04-01/2024-09-30\",\n format=\"json\",\n)\nnum_items = len(df_items)\ndf_items = pd.json_normalize(items_json, max_level=0)\ndisplay(df_items.head(5))\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
        \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
        typestac_versionstac_extensionsidgeometrybboxpropertieslinksassetscollection
        0Feature1.1.0[https://stac-extensions.github.io/processing/...S2A_17SPV_20240929_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-29T23:18:47.401Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
        1Feature1.1.0[https://stac-extensions.github.io/eo/v1.1.0/s...S2B_17SPV_20240924_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-25T06:45:08.923Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
        2Feature1.1.0[https://stac-extensions.github.io/view/v1.0.0...S2A_17SPV_20240919_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-20T01:57:52.703Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
        3Feature1.1.0[https://stac-extensions.github.io/grid/v1.1.0...S2B_17SPV_20240914_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-15T00:07:17.726Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
        4Feature1.1.0[https://stac-extensions.github.io/grid/v1.1.0...S2A_17SPV_20240909_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-10T01:00:11.150Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
        \n
        \n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-items-i-shell .cell execution_count=12}\n``` {.python .cell-code}\n!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" format=plain -i\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\nSearch Matched: 38 items\r\nbbox: [-79.11829907, 35.64652526, -78.92857699, 35.88363678]\r\nItems Found: 38\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240929_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-29 16:13:28.352000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-29T23:18:47.401Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 74.087\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 159.030812026265\r\n# view:sun_elevation: 49.5733673337649\r\n# s2:degraded_msi_data_percentage: 0.0133\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 1.035474\r\n# s2:vegetation_percentage: 17.151682\r\n# s2:not_vegetated_percentage: 2.54457\r\n# s2:water_percentage: 0.531116\r\n# s2:unclassified_percentage: 4.430241\r\n# s2:medium_proba_clouds_percentage: 14.835113\r\n# s2:high_proba_clouds_percentage: 59.251028\r\n# s2:thin_cirrus_percentage: 0.000859\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240929T160051_N0511_R097_T17SPV_20240929T214148.SAFE\r\n# s2:generation_time: 2024-09-29T21:41:48.000000Z\r\n# s2:datatake_id: GS2A_20240929T160051_048428_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240929T214148_S20240929T160935_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240929T214148_A048428_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.99535952936181\r\n# datetime: 2024-09-29T16:13:28.352000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240929_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4358322d6f3b7cc6a1345f1e4582a193\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-29T23:18:47.401Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240924_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-24 16:13:24.693000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-25T06:45:08.923Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 99.348462\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 157.455076519409\r\n# view:sun_elevation: 51.2968775702621\r\n# s2:degraded_msi_data_percentage: 0.0052\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.600874\r\n# s2:vegetation_percentage: 0.012064\r\n# s2:not_vegetated_percentage: 0.00723\r\n# s2:water_percentage: 0.001035\r\n# s2:unclassified_percentage: 0.030182\r\n# s2:medium_proba_clouds_percentage: 1.05707\r\n# s2:high_proba_clouds_percentage: 98.291391\r\n# s2:thin_cirrus_percentage: 0\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240924T155909_N0511_R097_T17SPV_20240924T215647.SAFE\r\n# s2:generation_time: 2024-09-24T21:56:47.000000Z\r\n# s2:datatake_id: GS2B_20240924T155909_039448_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240924T215647_S20240924T161235_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240924T215647_A039448_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.992555642055685\r\n# datetime: 2024-09-24T16:13:24.693000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240924_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/5da8ad2203ff3aeeb1380ac4891c6811\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-25T06:45:08.923Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240919_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-19 16:13:27.093000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-20T01:57:52.703Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 72.722346\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 155.767671819208\r\n# view:sun_elevation: 52.9984536527629\r\n# s2:degraded_msi_data_percentage: 0.0622\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 2.901951\r\n# s2:vegetation_percentage: 17.622864\r\n# s2:not_vegetated_percentage: 2.652742\r\n# s2:water_percentage: 0.198822\r\n# s2:unclassified_percentage: 3.66454\r\n# s2:medium_proba_clouds_percentage: 19.171326\r\n# s2:high_proba_clouds_percentage: 53.275347\r\n# s2:thin_cirrus_percentage: 0.275673\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_20240919T235348.SAFE\r\n# s2:generation_time: 2024-09-19T23:53:48.000000Z\r\n# s2:datatake_id: GS2A_20240919T155931_048285_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S20240919T160354_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A048285_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.989818874139801\r\n# datetime: 2024-09-19T16:13:27.093000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240919_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/15f081a7f9bdd87cc5f4cabfb05f981d\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-20T01:57:52.703Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240914_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-14 16:13:25.669000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-15T00:07:17.726Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 79.828173\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 153.914058363041\r\n# view:sun_elevation: 54.654514165176\r\n# s2:degraded_msi_data_percentage: 0.007\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 3.506305\r\n# s2:vegetation_percentage: 15.025803\r\n# s2:not_vegetated_percentage: 0.845717\r\n# s2:water_percentage: 0.04352\r\n# s2:unclassified_percentage: 0.7308\r\n# s2:medium_proba_clouds_percentage: 25.53083\r\n# s2:high_proba_clouds_percentage: 41.27472\r\n# s2:thin_cirrus_percentage: 13.022627\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240914T155819_N0511_R097_T17SPV_20240914T213957.SAFE\r\n# s2:generation_time: 2024-09-14T21:39:57.000000Z\r\n# s2:datatake_id: GS2B_20240914T155819_039305_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240914T213957_S20240914T160632_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240914T213957_A039305_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.987167209559927\r\n# datetime: 2024-09-14T16:13:25.669000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240914_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/f6a2326175b22d8a18f9cfdcf10d61a6\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-15T00:07:17.726Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240909_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-09 16:13:25.358000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-10T01:00:11.150Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.583943\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 151.939335784169\r\n# view:sun_elevation: 56.2633790627923\r\n# s2:degraded_msi_data_percentage: 0.0076\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.282156\r\n# s2:vegetation_percentage: 90.927249\r\n# s2:not_vegetated_percentage: 5.989857\r\n# s2:water_percentage: 1.08207\r\n# s2:unclassified_percentage: 0.802021\r\n# s2:medium_proba_clouds_percentage: 0.458496\r\n# s2:high_proba_clouds_percentage: 0.11125\r\n# s2:thin_cirrus_percentage: 0.014197\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240909T155901_N0511_R097_T17SPV_20240909T230449.SAFE\r\n# s2:generation_time: 2024-09-09T23:04:49.000000Z\r\n# s2:datatake_id: GS2A_20240909T155901_048142_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240909T230449_S20240909T161131_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240909T230449_A048142_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.984620442079431\r\n# datetime: 2024-09-09T16:13:25.358000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240909_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4d9c572c80f8d121e13f58841e96ab3f\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-10T01:00:11.150Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240904_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-04 16:13:28.898000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-04T23:56:25.240Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 85.910875\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 149.877490350857\r\n# view:sun_elevation: 57.820905383914\r\n# s2:degraded_msi_data_percentage: 0.0027\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.144353\r\n# s2:vegetation_percentage: 11.959764\r\n# s2:not_vegetated_percentage: 0.834155\r\n# s2:water_percentage: 0.120812\r\n# s2:unclassified_percentage: 1.003573\r\n# s2:medium_proba_clouds_percentage: 31.174442\r\n# s2:high_proba_clouds_percentage: 35.781747\r\n# s2:thin_cirrus_percentage: 18.954691\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240904T155819_N0511_R097_T17SPV_20240904T214205.SAFE\r\n# s2:generation_time: 2024-09-04T21:42:05.000000Z\r\n# s2:datatake_id: GS2B_20240904T155819_039162_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240904T214205_S20240904T160310_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240904T214205_A039162_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.982194975113435\r\n# datetime: 2024-09-04T16:13:28.898000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240904_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/a34722af06ac7f7dc3a6579ff0c804bc\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-04T23:56:25.240Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240830_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-30 16:13:25.079000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-31T00:58:00.459Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 29.260489\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 147.666056006198\r\n# view:sun_elevation: 59.2994603957414\r\n# s2:degraded_msi_data_percentage: 0.0075\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 2.806995\r\n# s2:vegetation_percentage: 60.253859\r\n# s2:not_vegetated_percentage: 4.589577\r\n# s2:water_percentage: 0.798839\r\n# s2:unclassified_percentage: 2.123901\r\n# s2:medium_proba_clouds_percentage: 8.565114\r\n# s2:high_proba_clouds_percentage: 7.006772\r\n# s2:thin_cirrus_percentage: 13.688605\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240830T155901_N0511_R097_T17SPV_20240830T230248.SAFE\r\n# s2:generation_time: 2024-08-30T23:02:48.000000Z\r\n# s2:datatake_id: GS2A_20240830T155901_047999_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240830T230248_S20240830T161243_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240830T230248_A047999_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.979908290720517\r\n# datetime: 2024-08-30T16:13:25.079000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240830_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/f5abdfe94133d858b559236189785d38\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-31T00:58:00.459Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240825_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-25 16:13:26.986000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-25T22:19:02.797Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.286147\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 145.418027258291\r\n# view:sun_elevation: 60.713849205893\r\n# s2:degraded_msi_data_percentage: 0.0023\r\n# s2:nodata_pixel_percentage: 3e-06\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 92.048389\r\n# s2:not_vegetated_percentage: 5.863727\r\n# s2:water_percentage: 1.157126\r\n# s2:unclassified_percentage: 0.414823\r\n# s2:medium_proba_clouds_percentage: 0.003242\r\n# s2:high_proba_clouds_percentage: 0.000468\r\n# s2:thin_cirrus_percentage: 0.282438\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240825T155819_N0511_R097_T17SPV_20240825T202603.SAFE\r\n# s2:generation_time: 2024-08-25T20:26:03.000000Z\r\n# s2:datatake_id: GS2B_20240825T155819_039019_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240825T202603_S20240825T160630_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240825T202603_A039019_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.977774923159322\r\n# datetime: 2024-08-25T16:13:26.986000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240825_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/490f60d682670e67d01ecaf4f98b5414\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-25T22:19:02.797Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240820_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.89776456996923, 35.4726933643254], [-79.7346782097742, 35.44129757021934], [-79.46139918173544, 35.385649910895935], [-79.23391161679794, 35.33655731103751], [-78.94048445982517, 35.27132975873579], [-78.7314235910276, 35.22160262927839], [-78.69517200414566, 35.210288765815775], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.89776456996923, 35.210288765815775, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-20 16:13:23.109000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-20T23:56:23.997Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 33.311394\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 143.08785356748\r\n# view:sun_elevation: 62.0401806921953\r\n# s2:degraded_msi_data_percentage: 0.0068\r\n# s2:nodata_pixel_percentage: 20.467882\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 4.145628\r\n# s2:vegetation_percentage: 57.034469\r\n# s2:not_vegetated_percentage: 2.759165\r\n# s2:water_percentage: 0.557756\r\n# s2:unclassified_percentage: 2.062658\r\n# s2:medium_proba_clouds_percentage: 7.864375\r\n# s2:high_proba_clouds_percentage: 25.44643\r\n# s2:thin_cirrus_percentage: 0.000588\r\n# s2:snow_ice_percentage: 0.000125\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240820T155901_N0511_R097_T17SPV_20240820T215950.SAFE\r\n# s2:generation_time: 2024-08-20T21:59:50.000000Z\r\n# s2:datatake_id: GS2A_20240820T155901_047856_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240820T215950_S20240820T160059_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240820T215950_A047856_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.975809931278449\r\n# datetime: 2024-08-20T16:13:23.109000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240820_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/411bee81baeb1568b5776fdf0d347f44\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-20T23:56:23.997Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240815_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-15 16:13:29.698000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-15T22:26:20.635Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 21.623282\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 140.792281631354\r\n# view:sun_elevation: 63.298438697450905\r\n# s2:degraded_msi_data_percentage: 0.0026\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 6.605214\r\n# s2:vegetation_percentage: 66.837502\r\n# s2:not_vegetated_percentage: 3.310321\r\n# s2:water_percentage: 0.95207\r\n# s2:unclassified_percentage: 0.522533\r\n# s2:medium_proba_clouds_percentage: 5.018556\r\n# s2:high_proba_clouds_percentage: 3.960375\r\n# s2:thin_cirrus_percentage: 12.644351\r\n# s2:snow_ice_percentage: 1.7e-05\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240815T155819_N0511_R097_T17SPV_20240815T202258.SAFE\r\n# s2:generation_time: 2024-08-15T20:22:58.000000Z\r\n# s2:datatake_id: GS2B_20240815T155819_038876_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240815T202258_S20240815T160633_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240815T202258_A038876_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.974025531957526\r\n# datetime: 2024-08-15T16:13:29.698000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240815_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4db99d501d990bde2470478e44214d57\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-15T22:26:20.635Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240810_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-10 16:13:27.506000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-11T00:56:27.595Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 22.071692\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 138.46260954534\r\n# view:sun_elevation: 64.4582094622163\r\n# s2:degraded_msi_data_percentage: 0.0072\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 1.194054\r\n# s2:vegetation_percentage: 68.353802\r\n# s2:not_vegetated_percentage: 4.528956\r\n# s2:water_percentage: 1.116045\r\n# s2:unclassified_percentage: 2.540801\r\n# s2:medium_proba_clouds_percentage: 6.852651\r\n# s2:high_proba_clouds_percentage: 5.531524\r\n# s2:thin_cirrus_percentage: 9.687516\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240810T155901_N0511_R097_T17SPV_20240810T230917.SAFE\r\n# s2:generation_time: 2024-08-10T23:09:17.000000Z\r\n# s2:datatake_id: GS2A_20240810T155901_047713_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240810T230917_S20240810T161216_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240810T230917_A047713_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.972434093148653\r\n# datetime: 2024-08-10T16:13:27.506000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240810_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/871900f36df7cfaebe5c438ade928c06\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-11T00:56:27.595Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240805_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-05 16:13:28.726000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-06T00:48:01.172Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 99.665856\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 136.220285960083\r\n# view:sun_elevation: 65.540377719519\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.284614\r\n# s2:vegetation_percentage: 0.047356\r\n# s2:not_vegetated_percentage: 0.001267\r\n# s2:water_percentage: 9e-05\r\n# s2:unclassified_percentage: 0.000717\r\n# s2:medium_proba_clouds_percentage: 38.336566\r\n# s2:high_proba_clouds_percentage: 46.122238\r\n# s2:thin_cirrus_percentage: 15.207046\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240805T155819_N0511_R097_T17SPV_20240805T220539.SAFE\r\n# s2:generation_time: 2024-08-05T22:05:39.000000Z\r\n# s2:datatake_id: GS2B_20240805T155819_038733_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240805T220539_S20240805T160928_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240805T220539_A038733_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.971045325145953\r\n# datetime: 2024-08-05T16:13:28.726000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240805_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/6e848c4fbd7ffd3b2d0ebcc5e7dc869f\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-06T00:48:01.172Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240731_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-31 16:13:28.790000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-01T01:43:45.085Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 6.139014\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 134.074011613079\r\n# view:sun_elevation: 66.5336008839282\r\n# s2:degraded_msi_data_percentage: 0.0076\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.290065\r\n# s2:vegetation_percentage: 85.660404\r\n# s2:not_vegetated_percentage: 5.215016\r\n# s2:water_percentage: 1.061476\r\n# s2:unclassified_percentage: 1.402832\r\n# s2:medium_proba_clouds_percentage: 2.665854\r\n# s2:high_proba_clouds_percentage: 2.517344\r\n# s2:thin_cirrus_percentage: 0.955816\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240731T155901_N0511_R097_T17SPV_20240731T232548.SAFE\r\n# s2:generation_time: 2024-07-31T23:25:48.000000Z\r\n# s2:datatake_id: GS2A_20240731T155901_047570_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240731T232548_S20240731T160830_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240731T232548_A047570_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.969868710676552\r\n# datetime: 2024-07-31T16:13:28.790000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240731_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9fe108dc54d302a143277cdbcdc84dc2\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-01T01:43:45.085Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240726_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-26 16:13:28.728000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-26T22:16:04.416Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 132.076476762934\r\n# view:sun_elevation: 67.4387284733629\r\n# s2:degraded_msi_data_percentage: 0.1426\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 33.155897\r\n# s2:high_proba_clouds_percentage: 66.819233\r\n# s2:thin_cirrus_percentage: 0.024871\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240726T155819_N0511_R097_T17SPV_20240726T202326.SAFE\r\n# s2:generation_time: 2024-07-26T20:23:26.000000Z\r\n# s2:datatake_id: GS2B_20240726T155819_038590_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240726T202326_S20240726T160234_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240726T202326_A038590_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.968911323301634\r\n# datetime: 2024-07-26T16:13:28.728000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240726_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9054bd8d847f9a5ba9932505cdfe3e50\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-26T22:16:04.416Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240721_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-21 16:13:27.745000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-22T00:56:43.023Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 77.323008\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 130.27037090188\r\n# view:sun_elevation: 68.2536811806891\r\n# s2:degraded_msi_data_percentage: 0.0105\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.012784\r\n# s2:cloud_shadow_percentage: 4.486402\r\n# s2:vegetation_percentage: 15.218596\r\n# s2:not_vegetated_percentage: 1.484813\r\n# s2:water_percentage: 0.175991\r\n# s2:unclassified_percentage: 1.298403\r\n# s2:medium_proba_clouds_percentage: 22.264542\r\n# s2:high_proba_clouds_percentage: 43.291837\r\n# s2:thin_cirrus_percentage: 11.766633\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240721T155901_N0510_R097_T17SPV_20240721T231400.SAFE\r\n# s2:generation_time: 2024-07-21T23:14:00.000000Z\r\n# s2:datatake_id: GS2A_20240721T155901_047427_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240721T231400_S20240721T160453_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240721T231400_A047427_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968179627481255\r\n# datetime: 2024-07-21T16:13:27.745000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240721_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/32191ae26b50556b13a773c6452c7941\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-22T00:56:43.023Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240716_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-16 16:13:29.371000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-16T22:18:32.931Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 78.20453\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 128.734434158607\r\n# view:sun_elevation: 68.9891018368731\r\n# s2:degraded_msi_data_percentage: 0.0026\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.033102\r\n# s2:cloud_shadow_percentage: 0.164402\r\n# s2:vegetation_percentage: 18.160766\r\n# s2:not_vegetated_percentage: 1.747406\r\n# s2:water_percentage: 0.451936\r\n# s2:unclassified_percentage: 1.237853\r\n# s2:medium_proba_clouds_percentage: 19.404654\r\n# s2:high_proba_clouds_percentage: 12.049545\r\n# s2:thin_cirrus_percentage: 46.750337\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240716T155819_N0510_R097_T17SPV_20240716T202001.SAFE\r\n# s2:generation_time: 2024-07-16T20:20:01.000000Z\r\n# s2:datatake_id: GS2B_20240716T155819_038447_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240716T202001_S20240716T161237_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240716T202001_A038447_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967677976818957\r\n# datetime: 2024-07-16T16:13:29.371000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240716_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/07c56abbfc01f177bd74634d269b8100\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-16T22:18:32.931Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240711_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-11 16:13:29.033000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-12T01:47:22.047Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 72.374904\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 127.483087684314\r\n# view:sun_elevation: 69.6335585134829\r\n# s2:degraded_msi_data_percentage: 0.0072\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.04\r\n# s2:cloud_shadow_percentage: 0.182614\r\n# s2:vegetation_percentage: 25.206134\r\n# s2:not_vegetated_percentage: 1.669835\r\n# s2:water_percentage: 0.141035\r\n# s2:unclassified_percentage: 0.385476\r\n# s2:medium_proba_clouds_percentage: 30.507737\r\n# s2:high_proba_clouds_percentage: 10.228427\r\n# s2:thin_cirrus_percentage: 31.638741\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240711T160011_N0510_R097_T17SPV_20240711T234558.SAFE\r\n# s2:generation_time: 2024-07-11T23:45:58.000000Z\r\n# s2:datatake_id: GS2A_20240711T160011_047284_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240711T234558_S20240711T160820_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240711T234558_A047284_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967409759353159\r\n# datetime: 2024-07-11T16:13:29.033000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240711_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/0737ce995f5c9509fa285305cacab31a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-12T01:47:22.047Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240706_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-06 16:13:29.422000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-07T09:36:12.736Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 38.748205\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.580975941463\r\n# view:sun_elevation: 70.19159002112289\r\n# s2:degraded_msi_data_percentage: 0.0053\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.055285\r\n# s2:cloud_shadow_percentage: 9.143251\r\n# s2:vegetation_percentage: 44.116038\r\n# s2:not_vegetated_percentage: 5.823249\r\n# s2:water_percentage: 0.664427\r\n# s2:unclassified_percentage: 1.449544\r\n# s2:medium_proba_clouds_percentage: 14.156002\r\n# s2:high_proba_clouds_percentage: 14.943799\r\n# s2:thin_cirrus_percentage: 9.648405\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240706T155819_N0510_R097_T17SPV_20240706T202406.SAFE\r\n# s2:generation_time: 2024-07-06T20:24:06.000000Z\r\n# s2:datatake_id: GS2B_20240706T155819_038304_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240706T202406_S20240706T160600_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240706T202406_A038304_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967376489081156\r\n# datetime: 2024-07-06T16:13:29.422000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240706_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/6259182c18e06c31cc7a2350f92f9057\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-07T09:36:12.736Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240701_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-01 16:13:29.590000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-02T02:21:19.638Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 16.917542\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.053936716402\r\n# view:sun_elevation: 70.6557251617978\r\n# s2:degraded_msi_data_percentage: 0.0086\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.129565\r\n# s2:cloud_shadow_percentage: 0.36972\r\n# s2:vegetation_percentage: 69.68329\r\n# s2:not_vegetated_percentage: 9.322461\r\n# s2:water_percentage: 1.036865\r\n# s2:unclassified_percentage: 2.540556\r\n# s2:medium_proba_clouds_percentage: 7.906951\r\n# s2:high_proba_clouds_percentage: 8.986523\r\n# s2:thin_cirrus_percentage: 0.024068\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240701T160031_N0510_R097_T17SPV_20240701T232649.SAFE\r\n# s2:generation_time: 2024-07-01T23:26:49.000000Z\r\n# s2:datatake_id: GS2A_20240701T160031_047141_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240701T232649_S20240701T161115_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240701T232649_A047141_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967578395203064\r\n# datetime: 2024-07-01T16:13:29.590000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240701_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/2b0784568fcfb38124c53190dac11199\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-02T02:21:19.638Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240626_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-26 16:13:29.788000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-29T13:15:14.245Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 10.012253\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 125.923957043673\r\n# view:sun_elevation: 71.0188921222716\r\n# s2:degraded_msi_data_percentage: 0.0048\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.102893\r\n# s2:cloud_shadow_percentage: 6.122985\r\n# s2:vegetation_percentage: 73.424119\r\n# s2:not_vegetated_percentage: 8.814509\r\n# s2:water_percentage: 0.988826\r\n# s2:unclassified_percentage: 0.534418\r\n# s2:medium_proba_clouds_percentage: 5.260666\r\n# s2:high_proba_clouds_percentage: 4.487195\r\n# s2:thin_cirrus_percentage: 0.264392\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240626T155819_N0510_R097_T17SPV_20240626T212822.SAFE\r\n# s2:generation_time: 2024-06-26T21:28:22.000000Z\r\n# s2:datatake_id: GS2B_20240626T155819_038161_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240626T212822_S20240626T161215_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240626T212822_A038161_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968014458026667\r\n# datetime: 2024-06-26T16:13:29.788000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240626_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ae0489eb6939416a993e55b7aa8625b2\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-29T13:15:14.245Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240621_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-21 16:13:30.992000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-29T04:36:32.882Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 17.349365\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.208142864178\r\n# view:sun_elevation: 71.2758248636805\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.093971\r\n# s2:cloud_shadow_percentage: 9.346008\r\n# s2:vegetation_percentage: 64.006728\r\n# s2:not_vegetated_percentage: 7.618747\r\n# s2:water_percentage: 0.92731\r\n# s2:unclassified_percentage: 0.657874\r\n# s2:medium_proba_clouds_percentage: 9.875548\r\n# s2:high_proba_clouds_percentage: 7.4591\r\n# s2:thin_cirrus_percentage: 0.014718\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240621T155911_N0510_R097_T17SPV_20240621T231455.SAFE\r\n# s2:generation_time: 2024-06-21T23:14:55.000000Z\r\n# s2:datatake_id: GS2A_20240621T155911_046998_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240621T231455_S20240621T161238_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240621T231455_A046998_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968681538412137\r\n# datetime: 2024-06-21T16:13:30.992000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240621_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ed5e5cdc774640ad2704993616e9d2e8\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-29T04:36:32.882Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240616_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-16 16:13:29.024000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-16T22:51:32.182Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 73.366141\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.865884136959\r\n# view:sun_elevation: 71.406462479674\r\n# s2:degraded_msi_data_percentage: 0.1339\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.013427\r\n# s2:cloud_shadow_percentage: 0.143341\r\n# s2:vegetation_percentage: 15.970431\r\n# s2:not_vegetated_percentage: 3.915322\r\n# s2:water_percentage: 0.331518\r\n# s2:unclassified_percentage: 6.259824\r\n# s2:medium_proba_clouds_percentage: 14.412378\r\n# s2:high_proba_clouds_percentage: 57.853109\r\n# s2:thin_cirrus_percentage: 1.100653\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240616T155819_N0510_R097_T17SPV_20240616T202250.SAFE\r\n# s2:generation_time: 2024-06-16T20:22:50.000000Z\r\n# s2:datatake_id: GS2B_20240616T155819_038018_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240616T202250_S20240616T160603_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240616T202250_A038018_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.969575792148144\r\n# datetime: 2024-06-16T16:13:29.024000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240616_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/90beed69f2befca5316b1c5a4fe82e3b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-16T22:51:32.182Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240611_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-11 16:13:32.315000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-14T13:59:11.695Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.938623\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 127.945267074602\r\n# view:sun_elevation: 71.4232664435802\r\n# s2:degraded_msi_data_percentage: 0.0105\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.148682\r\n# s2:cloud_shadow_percentage: 0.722682\r\n# s2:vegetation_percentage: 89.033872\r\n# s2:not_vegetated_percentage: 7.696587\r\n# s2:water_percentage: 1.064084\r\n# s2:unclassified_percentage: 0.39547\r\n# s2:medium_proba_clouds_percentage: 0.56256\r\n# s2:high_proba_clouds_percentage: 0.182654\r\n# s2:thin_cirrus_percentage: 0.19341\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240611T155911_N0510_R097_T17SPV_20240611T232245.SAFE\r\n# s2:generation_time: 2024-06-11T23:22:45.000000Z\r\n# s2:datatake_id: GS2A_20240611T155911_046855_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240611T232245_S20240611T161203_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240611T232245_A046855_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.970691106136318\r\n# datetime: 2024-06-11T16:13:32.315000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240611_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/82e2ec0a5a83e826cefe6026f5033d0a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-14T13:59:11.695Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240606_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-06 16:13:28.893000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-06T22:48:20.074Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 77.982742\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 129.296103755427\r\n# view:sun_elevation: 71.2821734391056\r\n# s2:degraded_msi_data_percentage: 0.0027\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.008733\r\n# s2:cloud_shadow_percentage: 2.853182\r\n# s2:vegetation_percentage: 15.96137\r\n# s2:not_vegetated_percentage: 1.689308\r\n# s2:water_percentage: 0.11633\r\n# s2:unclassified_percentage: 1.388333\r\n# s2:medium_proba_clouds_percentage: 26.524428\r\n# s2:high_proba_clouds_percentage: 36.947376\r\n# s2:thin_cirrus_percentage: 14.51094\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240606T155819_N0510_R097_T17SPV_20240606T202543.SAFE\r\n# s2:generation_time: 2024-06-06T20:25:43.000000Z\r\n# s2:datatake_id: GS2B_20240606T155819_037875_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240606T202543_S20240606T160443_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240606T202543_A037875_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.972020889918827\r\n# datetime: 2024-06-06T16:13:28.893000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240606_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d9f218a487aeb8d45683d92bbcf5846e\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-06T22:48:20.074Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240601_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.67014958475484, 36.07641102292845], [-78.89932213540139, 36.12646435015929], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.67014958475484, 36.1397316133374]\r\nDatetime: 2024-06-01 16:13:29.990000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-02T00:51:08.508Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 61.180001\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 130.946781150617\r\n# view:sun_elevation: 71.0015186669718\r\n# s2:degraded_msi_data_percentage: 0.0088\r\n# s2:nodata_pixel_percentage: 0.420466\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.053686\r\n# s2:cloud_shadow_percentage: 0.000816\r\n# s2:vegetation_percentage: 34.452215\r\n# s2:not_vegetated_percentage: 3.453467\r\n# s2:water_percentage: 0.713965\r\n# s2:unclassified_percentage: 0.145845\r\n# s2:medium_proba_clouds_percentage: 8.304962\r\n# s2:high_proba_clouds_percentage: 0.103281\r\n# s2:thin_cirrus_percentage: 52.771759\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240601T155911_N0510_R097_T17SPV_20240601T231654.SAFE\r\n# s2:generation_time: 2024-06-01T23:16:54.000000Z\r\n# s2:datatake_id: GS2A_20240601T155911_046712_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240601T231654_S20240601T161316_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240601T231654_A046712_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.973555957393978\r\n# datetime: 2024-06-01T16:13:29.990000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240601_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/8c742dccb0f8081f0ba5a51630199164\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-02T00:51:08.508Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240527_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-27 16:13:26.067000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-28T19:09:19.013Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 132.731921876307\r\n# view:sun_elevation: 70.5473572027452\r\n# s2:degraded_msi_data_percentage: 0.0025\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 56.10559\r\n# s2:high_proba_clouds_percentage: 43.417314\r\n# s2:thin_cirrus_percentage: 0.477099\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240527T155819_N0510_R097_T17SPV_20240527T211926.SAFE\r\n# s2:generation_time: 2024-05-27T21:19:26.000000Z\r\n# s2:datatake_id: GS2B_20240527T155819_037732_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240527T211926_S20240527T161150_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240527T211926_A037732_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.975287105815228\r\n# datetime: 2024-05-27T16:13:26.067000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240527_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d1cf1f1ae57d1a860d5d5b6e69f0c5fd\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-28T19:09:19.013Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240522_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-22 16:13:25.575000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-28T16:20:14.246Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 4.839775\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 134.645221678048\r\n# view:sun_elevation: 69.9363455605075\r\n# s2:degraded_msi_data_percentage: 0.0077\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.181847\r\n# s2:cloud_shadow_percentage: 1.121513\r\n# s2:vegetation_percentage: 84.700739\r\n# s2:not_vegetated_percentage: 7.666176\r\n# s2:water_percentage: 1.091128\r\n# s2:unclassified_percentage: 0.398824\r\n# s2:medium_proba_clouds_percentage: 0.857655\r\n# s2:high_proba_clouds_percentage: 0.408592\r\n# s2:thin_cirrus_percentage: 3.573528\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240522T155901_N0510_R097_T17SPV_20240522T231852.SAFE\r\n# s2:generation_time: 2024-05-22T23:18:52.000000Z\r\n# s2:datatake_id: GS2A_20240522T155901_046569_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240522T231852_S20240522T161308_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240522T231852_A046569_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.977202250922301\r\n# datetime: 2024-05-22T16:13:25.575000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240522_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/7901d23e9b4391b2832cd9bff01bf974\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-28T16:20:14.246Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240517_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-17 16:13:24.329000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-17T22:32:30.781Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 136.576661946823\r\n# view:sun_elevation: 69.15705955550101\r\n# s2:degraded_msi_data_percentage: 0.002\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 48.435068\r\n# s2:high_proba_clouds_percentage: 51.179594\r\n# s2:thin_cirrus_percentage: 0.38534\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240517T155819_N0510_R097_T17SPV_20240517T202125.SAFE\r\n# s2:generation_time: 2024-05-17T20:21:25.000000Z\r\n# s2:datatake_id: GS2B_20240517T155819_037589_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240517T202125_S20240517T160403_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240517T202125_A037589_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.979289557698501\r\n# datetime: 2024-05-17T16:13:24.329000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240517_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4da61ed5e43dbcd35a04e08c23263999\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-17T22:32:30.781Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240512_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-12 16:13:29.367000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-13T01:49:24.604Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 30.864275\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 138.526178970296\r\n# view:sun_elevation: 68.227931936218\r\n# s2:degraded_msi_data_percentage: 0.0128\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.092133\r\n# s2:cloud_shadow_percentage: 11.112269\r\n# s2:vegetation_percentage: 51.770526\r\n# s2:not_vegetated_percentage: 5.036924\r\n# s2:water_percentage: 0.764085\r\n# s2:unclassified_percentage: 0.35979\r\n# s2:medium_proba_clouds_percentage: 10.227607\r\n# s2:high_proba_clouds_percentage: 12.326884\r\n# s2:thin_cirrus_percentage: 8.309783\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240512T155901_N0510_R097_T17SPV_20240512T235052.SAFE\r\n# s2:generation_time: 2024-05-12T23:50:52.000000Z\r\n# s2:datatake_id: GS2A_20240512T155901_046426_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240512T235052_S20240512T160758_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240512T235052_A046426_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.981534332906898\r\n# datetime: 2024-05-12T16:13:29.367000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240512_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/501525a637edcea72022281f96c1aaec\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-13T01:49:24.604Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240507_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-07 16:13:27.007000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-08T10:59:32.738Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 40.339398\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 140.320609605445\r\n# view:sun_elevation: 67.123155396654\r\n# s2:degraded_msi_data_percentage: 0.0029\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.069442\r\n# s2:cloud_shadow_percentage: 4.545121\r\n# s2:vegetation_percentage: 45.809352\r\n# s2:not_vegetated_percentage: 5.489328\r\n# s2:water_percentage: 0.723339\r\n# s2:unclassified_percentage: 3.024018\r\n# s2:medium_proba_clouds_percentage: 13.259926\r\n# s2:high_proba_clouds_percentage: 24.973664\r\n# s2:thin_cirrus_percentage: 2.105809\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240507T155819_N0510_R097_T17SPV_20240507T202416.SAFE\r\n# s2:generation_time: 2024-05-07T20:24:16.000000Z\r\n# s2:datatake_id: GS2B_20240507T155819_037446_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240507T202416_S20240507T160601_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240507T202416_A037446_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.983922355524309\r\n# datetime: 2024-05-07T16:13:27.007000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240507_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/3095dd5fc0c1adab27a9206150e8fa7e\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-08T10:59:32.738Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240502_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-02 16:13:29.052000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-03T02:07:12.458Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 1.724347\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 142.024405942536\r\n# view:sun_elevation: 65.8776811943126\r\n# s2:degraded_msi_data_percentage: 0.0086\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.180713\r\n# s2:cloud_shadow_percentage: 1.65954\r\n# s2:vegetation_percentage: 85.410345\r\n# s2:not_vegetated_percentage: 9.435526\r\n# s2:water_percentage: 1.201897\r\n# s2:unclassified_percentage: 0.387633\r\n# s2:medium_proba_clouds_percentage: 1.068898\r\n# s2:high_proba_clouds_percentage: 0.654713\r\n# s2:thin_cirrus_percentage: 0.000737\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240502T155901_N0510_R097_T17SPV_20240502T231600.SAFE\r\n# s2:generation_time: 2024-05-02T23:16:00.000000Z\r\n# s2:datatake_id: GS2A_20240502T155901_046283_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240502T231600_S20240502T161232_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240502T231600_A046283_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.986436466402915\r\n# datetime: 2024-05-02T16:13:29.052000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240502_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9833836355fede44aaf0a3680ddeaa2b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-03T02:07:12.458Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240427_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-27 16:13:25.302000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-27T23:18:26.463Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 41.492322\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 143.528792725087\r\n# view:sun_elevation: 64.4810365146954\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.087266\r\n# s2:cloud_shadow_percentage: 0.200142\r\n# s2:vegetation_percentage: 43.908963\r\n# s2:not_vegetated_percentage: 7.898109\r\n# s2:water_percentage: 0.717951\r\n# s2:unclassified_percentage: 5.69525\r\n# s2:medium_proba_clouds_percentage: 13.414925\r\n# s2:high_proba_clouds_percentage: 22.153059\r\n# s2:thin_cirrus_percentage: 5.924337\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240427T155819_N0510_R097_T17SPV_20240427T202325.SAFE\r\n# s2:generation_time: 2024-04-27T20:23:25.000000Z\r\n# s2:datatake_id: GS2B_20240427T155819_037303_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240427T202325_S20240427T160556_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240427T202325_A037303_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.989060346411274\r\n# datetime: 2024-04-27T16:13:25.302000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240427_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/12a1ab645fb39239090f5f2212c7996a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-27T23:18:26.463Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240422_1_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-22 16:13:29.231000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-23T16:20:44.531Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.595498\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 144.941641921427\r\n# view:sun_elevation: 62.9745747205139\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.171015\r\n# s2:cloud_shadow_percentage: 2.525065\r\n# s2:vegetation_percentage: 57.915175\r\n# s2:not_vegetated_percentage: 6.323496\r\n# s2:water_percentage: 0.923321\r\n# s2:unclassified_percentage: 0.546269\r\n# s2:medium_proba_clouds_percentage: 9.353081\r\n# s2:high_proba_clouds_percentage: 16.427176\r\n# s2:thin_cirrus_percentage: 5.815243\r\n# s2:snow_ice_percentage: 0.000163\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240422T155821_N0510_R097_T17SPV_20240423T140451.SAFE\r\n# s2:generation_time: 2024-04-23T14:04:51.000000Z\r\n# s2:datatake_id: GS2A_20240422T155821_046140_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240423T140451_S20240422T161127_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240423T140451_A046140_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.991774965335244\r\n# datetime: 2024-04-22T16:13:29.231000Z\r\n# s2:sequence: 1\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240422_1_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/71a1ecfdb0ff99a1aa9839048bfc78dc\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-23T16:20:44.531Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240422_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-22 16:13:29.231000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-23T02:23:43.837Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.594869\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 144.941641921427\r\n# view:sun_elevation: 62.9745747205139\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.171031\r\n# s2:cloud_shadow_percentage: 2.524043\r\n# s2:vegetation_percentage: 57.916528\r\n# s2:not_vegetated_percentage: 6.324564\r\n# s2:water_percentage: 0.923441\r\n# s2:unclassified_percentage: 0.545357\r\n# s2:medium_proba_clouds_percentage: 9.353479\r\n# s2:high_proba_clouds_percentage: 16.427162\r\n# s2:thin_cirrus_percentage: 5.814227\r\n# s2:snow_ice_percentage: 0.000163\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240422T155821_N0510_R097_T17SPV_20240422T232000.SAFE\r\n# s2:generation_time: 2024-04-22T23:20:00.000000Z\r\n# s2:datatake_id: GS2A_20240422T155821_046140_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240422T232000_S20240422T161127_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240422T232000_A046140_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.991774965335244\r\n# datetime: 2024-04-22T16:13:29.231000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240422_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/a3721b4f648e818920dfaa833bbf6064\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-23T02:23:43.837Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240417_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-17 16:13:27.286000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-18T00:51:42.539Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 146.162190051164\r\n# view:sun_elevation: 61.3455453771872\r\n# s2:degraded_msi_data_percentage: 0.0031\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 69.701403\r\n# s2:high_proba_clouds_percentage: 30.298603\r\n# s2:thin_cirrus_percentage: 0\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240417T155819_N0510_R097_T17SPV_20240417T221800.SAFE\r\n# s2:generation_time: 2024-04-17T22:18:00.000000Z\r\n# s2:datatake_id: GS2B_20240417T155819_037160_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240417T221800_S20240417T160258_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240417T221800_A037160_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.994561472482675\r\n# datetime: 2024-04-17T16:13:27.286000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240417_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/b9a7bc6c7c275dd79172b8effca89461\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-18T00:51:42.539Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240412_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-12 16:13:27.651000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-13T01:42:56.472Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.715456\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 147.269940196506\r\n# view:sun_elevation: 59.625132343664\r\n# s2:degraded_msi_data_percentage: 0.0104\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.153453\r\n# s2:cloud_shadow_percentage: 12.679228\r\n# s2:vegetation_percentage: 49.264008\r\n# s2:not_vegetated_percentage: 4.988225\r\n# s2:water_percentage: 0.656567\r\n# s2:unclassified_percentage: 0.542805\r\n# s2:medium_proba_clouds_percentage: 11.25274\r\n# s2:high_proba_clouds_percentage: 17.18483\r\n# s2:thin_cirrus_percentage: 3.277886\r\n# s2:snow_ice_percentage: 0.000259\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240412T155901_N0510_R097_T17SPV_20240412T235553.SAFE\r\n# s2:generation_time: 2024-04-12T23:55:53.000000Z\r\n# s2:datatake_id: GS2A_20240412T155901_045997_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240412T235553_S20240412T160211_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240412T235553_A045997_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.997399653732186\r\n# datetime: 2024-04-12T16:13:27.651000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240412_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ba25771a14d9292a3ef8f260e24c8ce5\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-13T01:42:56.472Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240407_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-07 16:13:25.177000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-07T22:51:18.053Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.007223\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 148.241587595963\r\n# view:sun_elevation: 57.8193021287102\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.393997\r\n# s2:cloud_shadow_percentage: 1e-05\r\n# s2:vegetation_percentage: 84.631485\r\n# s2:not_vegetated_percentage: 13.122594\r\n# s2:water_percentage: 1.402112\r\n# s2:unclassified_percentage: 0.442009\r\n# s2:medium_proba_clouds_percentage: 0.000368\r\n# s2:high_proba_clouds_percentage: 7.6e-05\r\n# s2:thin_cirrus_percentage: 0.006778\r\n# s2:snow_ice_percentage: 0.000571\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240407T155819_N0510_R097_T17SPV_20240407T202406.SAFE\r\n# s2:generation_time: 2024-04-07T20:24:06.000000Z\r\n# s2:datatake_id: GS2B_20240407T155819_037017_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240407T202406_S20240407T160426_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240407T202406_A037017_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 1.00026982268816\r\n# datetime: 2024-04-07T16:13:25.177000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240407_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d9ae6b9fc4520f5ae2a33ffbab89ac25\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-07T22:51:18.053Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240402_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-02 16:13:24.212000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-03T02:43:18.525Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 52.194571\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 149.123391641051\r\n# view:sun_elevation: 55.9520519703372\r\n# s2:degraded_msi_data_percentage: 0.0067\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.222265\r\n# s2:cloud_shadow_percentage: 0.681242\r\n# s2:vegetation_percentage: 32.632047\r\n# s2:not_vegetated_percentage: 13.082658\r\n# s2:water_percentage: 0.269024\r\n# s2:unclassified_percentage: 0.918192\r\n# s2:medium_proba_clouds_percentage: 14.986324\r\n# s2:high_proba_clouds_percentage: 16.081516\r\n# s2:thin_cirrus_percentage: 21.126732\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240402T155821_N0510_R097_T17SPV_20240402T235145.SAFE\r\n# s2:generation_time: 2024-04-02T23:51:45.000000Z\r\n# s2:datatake_id: GS2A_20240402T155821_045854_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240402T235145_S20240402T160459_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240402T235145_A045854_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 1.00315010154664\r\n# datetime: 2024-04-02T16:13:24.212000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240402_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/3dac5288c179d121cc299fcd6cffcc5b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-03T02:43:18.525Z\r\n# proj:code: EPSG:32617\r\n```\n:::\n:::\n\n\n:::\n\n::: {#count-items .cell execution_count=13}\n\n::: {.cell-output .cell-output-stdout}\n```\nThere are 38 Sentinel 2 items found in our computational region.\n```\n:::\n:::\n\n\nLet's look closer at the properties of item id `S2A_17SPV_20240919_0_L2A`.\n\n::: {#cell-item-properties .cell execution_count=14}\n``` {.python .cell-code}\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\ndf_properties = df_item[\"properties\"].apply(pd.Series)\ndf_item = pd.concat([df_item, df_properties], axis=1)\ndf_item = df_item.drop(\"properties\", axis=1)\ndisplay(df_item.T)\n```\n\n::: {#item-properties .cell-output .cell-output-display}\n```{=html}\n
        \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
        2
        typeFeature
        stac_version1.1.0
        stac_extensions[https://stac-extensions.github.io/view/v1.0.0...
        idS2A_17SPV_20240919_0_L2A
        geometry{'type': 'Polygon', 'coordinates': [[[-79.8885...
        bbox[-79.9021350633042, 35.13301555004904, -78.668...
        links[{'rel': 'self', 'href': 'https://earth-search...
        assets{'aot': {'href': 'https://sentinel-cogs.s3.us-...
        collectionsentinel-2-l2a
        created2024-09-20T01:57:52.703Z
        platformsentinel-2a
        constellationsentinel-2
        instruments[msi]
        eo:cloud_cover72.722346
        mgrs:utm_zone17
        mgrs:latitude_bandS
        mgrs:grid_squarePV
        grid:codeMGRS-17SPV
        view:sun_azimuth155.767672
        view:sun_elevation52.998454
        s2:degraded_msi_data_percentage0.0622
        s2:nodata_pixel_percentage0
        s2:saturated_defective_pixel_percentage0
        s2:cloud_shadow_percentage2.901951
        s2:vegetation_percentage17.622864
        s2:not_vegetated_percentage2.652742
        s2:water_percentage0.198822
        s2:unclassified_percentage3.66454
        s2:medium_proba_clouds_percentage19.171326
        s2:high_proba_clouds_percentage53.275347
        s2:thin_cirrus_percentage0.275673
        s2:snow_ice_percentage0
        s2:product_typeS2MSI2A
        s2:processing_baseline05.11
        s2:product_uriS2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_2...
        s2:generation_time2024-09-19T23:53:48.000000Z
        s2:datatake_idGS2A_20240919T155931_048285_N05.11
        s2:datatake_typeINS-NOBS
        s2:datastrip_idS2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S2024...
        s2:granule_idS2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A0482...
        s2:reflectance_conversion_factor0.989819
        datetime2024-09-19T16:13:27.093000Z
        s2:sequence0
        earthsearch:s3_paths3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/P...
        earthsearch:payload_idroda-sentinel2/workflow-sentinel2-to-stac/15f0...
        earthsearch:boa_offset_appliedTrue
        processing:software{'sentinel2-to-stac': '0.1.1'}
        updated2024-09-20T01:57:52.703Z
        proj:codeEPSG:32617
        \n
        \n```\n:::\n:::\n\n\nLet's look at the items properties\n\n::: {#cell-item-properties-properties .cell execution_count=15}\n``` {.python .cell-code}\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\ndf_properties = df_item[\"properties\"].apply(pd.Series)\ndisplay(df_properties.T)\n```\n\n::: {#item-properties-properties .cell-output .cell-output-display}\n```{=html}\n
        \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
        2
        created2024-09-20T01:57:52.703Z
        platformsentinel-2a
        constellationsentinel-2
        instruments[msi]
        eo:cloud_cover72.722346
        mgrs:utm_zone17
        mgrs:latitude_bandS
        mgrs:grid_squarePV
        grid:codeMGRS-17SPV
        view:sun_azimuth155.767672
        view:sun_elevation52.998454
        s2:degraded_msi_data_percentage0.0622
        s2:nodata_pixel_percentage0
        s2:saturated_defective_pixel_percentage0
        s2:cloud_shadow_percentage2.901951
        s2:vegetation_percentage17.622864
        s2:not_vegetated_percentage2.652742
        s2:water_percentage0.198822
        s2:unclassified_percentage3.66454
        s2:medium_proba_clouds_percentage19.171326
        s2:high_proba_clouds_percentage53.275347
        s2:thin_cirrus_percentage0.275673
        s2:snow_ice_percentage0
        s2:product_typeS2MSI2A
        s2:processing_baseline05.11
        s2:product_uriS2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_2...
        s2:generation_time2024-09-19T23:53:48.000000Z
        s2:datatake_idGS2A_20240919T155931_048285_N05.11
        s2:datatake_typeINS-NOBS
        s2:datastrip_idS2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S2024...
        s2:granule_idS2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A0482...
        s2:reflectance_conversion_factor0.989819
        datetime2024-09-19T16:13:27.093000Z
        s2:sequence0
        earthsearch:s3_paths3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/P...
        earthsearch:payload_idroda-sentinel2/workflow-sentinel2-to-stac/15f0...
        earthsearch:boa_offset_appliedTrue
        processing:software{'sentinel2-to-stac': '0.1.1'}
        updated2024-09-20T01:57:52.703Z
        proj:codeEPSG:32617
        \n
        \n```\n:::\n:::\n\n\nNow we let's look at the items assets.\n\n::: {#cell-item-properties-assets .cell execution_count=16}\n``` {.python .cell-code}\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\ndf_assets = df_item[\"assets\"].apply(pd.Series)\ndisplay(df_assets.T.reset_index())\n```\n\n::: {#item-properties-assets .cell-output .cell-output-display}\n```{=html}\n
        \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
        index2
        0aot{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        1blue{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        2coastal{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        3granule_metadata{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        4green{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        5nir{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        6nir08{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        7nir09{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        8red{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        9rededge1{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        10rededge2{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        11rededge3{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        12scl{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        13swir16{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        14swir22{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        15thumbnail{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        16tileinfo_metadata{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        17visual{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        18wvp{'href': 'https://sentinel-cogs.s3.us-west-2.a...
        19aot-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        20blue-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        21coastal-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        22green-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        23nir-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        24nir08-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        25nir09-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        26red-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        27rededge1-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        28rededge2-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        29rededge3-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        30scl-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        31swir16-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        32swir22-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        33visual-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        34wvp-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
        \n
        \n```\n:::\n:::\n\n\n#### Assets\n\nEach STAC Item may contain multiple asset types (e.g. red, nir, thumbnail). The snippet below\nenumerates assets across items, shows per-item asset rows, and prints simple summaries.\n\n::: {#asset-query .cell execution_count=17}\n``` {.python .cell-code}\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n```\n:::\n\n\n::: {#tbl-items-assets .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=18}\n``` {.python .cell-code}\nassets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n query=json.dumps(stac_query),\n format=\"json\",\n)\n\ndf_items_assets = pd.json_normalize(assets_json, max_level=0)\ndisplay(df_items_assets.head(10))\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
        \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
        hreftypetitleeo:bandsgsdproj:shapeproj:transformraster:bandsrolescollection_iditem_idfile_namedatetime
        0https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir2024-09-09T16:13:25.358000Z
        1https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red2024-09-09T16:13:25.358000Z
        2https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir2024-08-25T16:13:26.986000Z
        3https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red2024-08-25T16:13:26.986000Z
        4https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240731_0_L2Asentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir2024-07-31T16:13:28.790000Z
        5https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240731_0_L2Asentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red2024-07-31T16:13:28.790000Z
        6https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240611_0_L2Asentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir2024-06-11T16:13:32.315000Z
        7https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240611_0_L2Asentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red2024-06-11T16:13:32.315000Z
        8https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240522_0_L2Asentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir2024-05-22T16:13:25.575000Z
        9https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240522_0_L2Asentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red2024-05-22T16:13:25.575000Z
        \n
        \n```\n:::\n:::\n\n\n::: {#count-assets .cell execution_count=19}\n\n::: {.cell-output .cell-output-stdout}\n```\nThere are 14 Sentinel 2 assets found in our computational region.\n```\n:::\n:::\n\n\n#### EO Parameters\n\nSTAC item properties expose a number of Earth Observation (EO) parameters that are useful for filtering and selecting scenes. Common properties you will see in Sentinel-2 and other EO STAC records include:\n\n- `datetime` — acquisition time (ISO 8601)\n- `eo:cloud_cover` — percent cloud cover (0–100)\n- `eo:gsd` — ground sample distance / native resolution (meters)\n- `view:sun_azimuth`, `view:sun_elevation` — sun geometry\n- `proj:epsg` — EPSG code (when the projection extension is present)\n- collection / platform / instrument fields — identify sensor and mission\n\nHow to use them:\n- Use the `datetime` argument on t.stac.item to constrain time ranges (e.g. `2024-04-01/2024-09-30`).\n- Use the `query` argument to pass a JSON object of property filters. Comparison operators follow the STAC filtering convention (e.g. `lt`, `lte`, `gt`, `gte`).\n\nExample query:\n\n```python\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}, \"eo:gsd\": {\"lte\": 10}, \"view:sun_elevation\": {\"gte\": 30}}\n```\n\nPass this to t.stac.item (serialize with json.dumps) to fetch only low-cloud, high-sun-elevation, high-resolution items. Combine `asset_keys` to limit returned assets (e.g. `asset_keys=\"red,nir\"`), and use flags (`-a`, `-m`, `-i`) to control output detail (assets, metadata, item list).\n\nTip: Always inspect a few returned items (`format=\"json\"` or flags=\"m\" / flags=\"a\"`) to see the exact property names used by the catalog you query — naming can vary between providers and extension support.\n\n### Create Metadata Vector\n\n::: {#cell-assets-metadata-vector .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=20}\n``` {.python .cell-code}\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\nassets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n query=json.dumps(stac_query),\n items_vector=\"sentinel_2_items\",\n format=\"json\",\n)\n\n\ndf_items_assets = pd.json_normalize(assets_json, max_level=0)\ndisplay(df_items_assets.head(5))\n```\n\n::: {#assets-metadata-vector .cell-output .cell-output-display}\n```{=html}\n
        \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
        hreftypetitleeo:bandsgsdproj:shapeproj:transformraster:bandsrolescollection_iditem_idfile_namedatetime
        0https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir2024-09-09T16:13:25.358000Z
        1https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red2024-09-09T16:13:25.358000Z
        2https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir2024-08-25T16:13:26.986000Z
        3https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red2024-08-25T16:13:26.986000Z
        4https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240731_0_L2Asentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir2024-07-31T16:13:28.790000Z
        \n
        \n```\n:::\n:::\n\n\n#### View the items with iPyleaflet\n\nView STAC items with ipyleaflet (install with `pip install ipyleaflet` if needed) from ipyleaflet use `gj.Interactive` and add the sentinel_2_items bounding boxes.\n\n::: {#cell-view-items-map .cell execution_count=21}\n``` {.python .cell-code}\nimport random\n\nm = gj.InteractiveMap(use_region=False)\nm.add_vector(\n \"sentinel_2_items\",\n style={\"opacity\": 1, \"dashArray\": \"9\", \"fillOpacity\": 0.1, \"weight\": 1},\n hover_style={\"color\": \"white\", \"dashArray\": \"0\", \"fillOpacity\": 0.5},\n style_callback=lambda f: {\n \"color\": \"black\",\n \"fillColor\": random.choice([\"red\", \"yellow\", \"green\", \"orange\"]),\n }\n)\ndisplay(m.show())\n```\n\n::: {#view-items-map .cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n### Download and Import Rasters\n\nWith the STAC items identified and the STRDS structure defined, you can now download the raster assets directly into the GRASS project. The `t.stac.item` command with the `-d` (download) flag retrieves each Cloud-Optimized GeoTIFF (COG), reprojects and resamples it to match the current computational region, and writes the resulting map names and timestamps to a text file for STRDS registration.\n\nControl download behavior with:\n\n- `nprocs` — number of parallel download workers\n- `resolution` / `resolution_value` — output resolution strategy (`value` uses the number you specify in meters)\n- `method` — resampling method (`nearest` is fastest; use `bilinear` or `cubic` for continuous data)\n- `extent` — `region` clips each asset to the current computational region on import\n\n### Register STRDS\n\n::: {.panel-tabset}\n\n## Python\n\n::: {#tbl-collection-items-assets .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=22}\n``` {.python .cell-code}\nimport grass.script as gs\nimport grass.jupyter as gj\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\nitems_assets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n format=\"json\",\n query=json.dumps(stac_query)\n)\n```\n:::\n\n\n## Terminal\n\n::: {#tbl-collection-items-assets-terminal .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=23}\n``` {.python .cell-code}\n!t.stac.item url=\"https://earth-search.aws.element84.com/v1/\" collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" asset_keys=\"red,nir\" format=\"json\" query='{\"eo:cloud_cover\": {\"lt\": 10}}'\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\nSearch Matched: 7 items\r\n{\"count\": 14, \"bytes\": 3303941772}\r\n```\n:::\n:::\n\n\n:::\n\n::: {#download-estimate .cell execution_count=24}\n``` {.python .cell-code}\nprint(f\"\"\"\nDownload Estimate\n \nFiles: {items_assets_json[\"count\"]}\nTotal Download Size: {items_assets_json[\"bytes\"] / 1e9:.2f} GB\n\"\"\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n\nDownload Estimate\n\nFiles: 14\nTotal Download Size: 3.30 GB\n\n```\n:::\n:::\n\n\n::: {#tbl-collection-items-assets-strds .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=25}\n``` {.python .cell-code}\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\ngs.run_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,green,blue,nir\",\n query=json.dumps(stac_query),\n strds_output=\"outputs/s2_rgbn.txt\",\n format=\"json\"\n)\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n{\"count\": 28, \"bytes\": 6326320535}\n```\n:::\n:::\n\n\n::: {#dce48f41 .cell execution_count=26}\n\n::: {.cell-output .cell-output-stdout}\n```\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue|2024-09-09 16:13:25|blue\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green|2024-09-09 16:13:25|green\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir|2024-09-09 16:13:25|nir\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red|2024-09-09 16:13:25|red\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.blue|2024-08-25 16:13:26|blue\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.green|2024-08-25 16:13:26|green\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir|2024-08-25 16:13:26|nir\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red|2024-08-25 16:13:26|red\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.blue|2024-07-31 16:13:28|blue\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.green|2024-07-31 16:13:28|green\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir|2024-07-31 16:13:28|nir\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red|2024-07-31 16:13:28|red\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.blue|2024-06-11 16:13:32|blue\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.green|2024-06-11 16:13:32|green\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir|2024-06-11 16:13:32|nir\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red|2024-06-11 16:13:32|red\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.blue|2024-05-22 16:13:25|blue\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.green|2024-05-22 16:13:25|green\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir|2024-05-22 16:13:25|nir\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red|2024-05-22 16:13:25|red\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.blue|2024-05-02 16:13:29|blue\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.green|2024-05-02 16:13:29|green\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.nir|2024-05-02 16:13:29|nir\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.red|2024-05-02 16:13:29|red\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.blue|2024-04-07 16:13:25|blue\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.green|2024-04-07 16:13:25|green\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.nir|2024-04-07 16:13:25|nir\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.red|2024-04-07 16:13:25|red\n\n```\n:::\n:::\n\n\n::: {#assets-metadata-strds-dates .cell execution_count=27}\n``` {.python .cell-code}\nstartdate = df_items_assets[\"datetime\"].min()\nenddate = df_items_assets[\"datetime\"].max()\nprint(f\"Start Date: {startdate}\\nEnd Date: {enddate}\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nStart Date: 2024-04-07T16:13:25.177000Z\nEnd Date: 2024-09-09T16:13:25.358000Z\n```\n:::\n:::\n\n\nCreate a Space Time Raster Dataset (STRDS) to manage the Sentinel-2 data you want to analyze with GRASS. An STRDS is a container that links individual raster maps to their acquisition timestamps, enabling temporal queries, gap analysis, and time series computations with GRASS temporal tools (`t.rast.*`).\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#create-strds .cell execution_count=28}\n``` {.python .cell-code}\n# Create the space time dataset\ngs.run_command(\n \"t.create\",\n output=\"sentinel_2\",\n type=\"strds\",\n temporaltype=\"absolute\",\n title=\"Sentinel 2 Red/NIR Bands\",\n description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\",\n overwrite=True,\n)\n```\n:::\n\n\n## Terminal\n\n```bash\nt.create \\\n output=sentinel_2 \\\n type=strds \\\n temporaltype=absolute \\\n title=\"Sentinel 2 Red/NIR Bands\" \\\n description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\" \\\n --overwrite\n```\n\n:::\n\n\nDownload the data\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#download-assets .cell execution_count=29}\n``` {.python .cell-code}\ngs.run_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,green,blue,nir\",\n query=json.dumps(stac_query),\n strds_output=\"outputs/s2_rgbn.txt\",\n format=\"json\",\n method=\"nearest\",\n resolution=\"value\",\n resolution_value=\"10\",\n extent=\"region\",\n nprocs=16,\n flags=\"d\",\n)\n```\n:::\n\n\n## Terminal\n\n```bash\nt.stac.item \\\n url=\"https://earth-search.aws.element84.com/v1/\" \\\n collection_id=\"sentinel-2-l2a\" \\\n datetime=\"2024-04-01/2024-09-30\" \\\n asset_keys=\"red,green,blue,nir\" \\\n query='{\"eo:cloud_cover\": {\"lt\": 10}}' \\\n strds_output=\"outputs/s2_rgbn.txt\" \\\n format=\"json\" \\\n method=\"nearest\" \\\n resolution=\"value\" \\\n resolution_value=\"10\" \\\n extent=\"region\" \\\n nprocs=1 \\\n -d\n```\n\n:::\n\n\n\nRegister the data\n\nOnce all assets are downloaded, register them into the STRDS using the text file produced by `t.stac.item`. Each line in the file contains a raster map name and its acquisition timestamp, which `t.register` uses to populate the temporal database.\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#register-strds .cell execution_count=30}\n``` {.python .cell-code}\n# Register the output maps into a space time dataset\ngs.run_command(\n \"t.register\", input=\"sentinel_2\", file=\"outputs/s2_rgbn.txt\", type=\"raster\"\n)\n```\n:::\n\n\n## Terminal\n\n```bash\nt.register input=sentinel_2 file=outputs/s2_rgbn.txt type=raster\n```\n\n:::\n\n::: {#list-strds .cell execution_count=31}\n``` {.python .cell-code}\ngs.run_command(\"t.info\", type=\"strds\", input=\"sentinel_2\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n +-------------------- Space Time Raster Dataset -----------------------------+\n | |\n +-------------------- Basic information -------------------------------------+\n | Id: ........................ sentinel_2@PERMANENT\n | Name: ...................... sentinel_2\n | Mapset: .................... PERMANENT\n | Creator: ................... coreywhite\n | Temporal type: ............. absolute\n | Creation time: ............. 2026-02-28 20:14:34\n | Modification time:.......... 2026-02-28 20:14:37\n | Semantic type:.............. mean\n +-------------------- Absolute time -----------------------------------------+\n | Start time:................. 2024-04-07 16:13:25\n | End time:................... 2024-09-09 16:13:25\n | Granularity:................ 1 second\n | Temporal type of maps:...... point\n +-------------------- Spatial extent ----------------------------------------+\n | North:...................... 236690.0\n | South:...................... 210390.0\n | East:.. .................... 616050.0\n | West:....................... 598920.0\n | Top:........................ 0.0\n | Bottom:..................... 0.0\n +-------------------- Metadata information ----------------------------------+\n | Raster register table:...... raster_map_register_80b0e03f3d314c89bda6db1ba14103ce\n | North-South resolution min:. 10.0\n | North-South resolution max:. 10.0\n | East-west resolution min:... 10.0\n | East-west resolution max:... 10.0\n | Minimum value min:.......... 1.0\n | Minimum value max:.......... 147.0\n | Maximum value min:.......... 8128.0\n | Maximum value max:.......... 18216.0\n | Aggregation type:........... None\n | Number of semantic labels:.. 4\n | Semantic labels:............ blue,green,nir,red\n | Number of registered maps:.. 28\n |\n | Title:\n | Sentinel 2 Red/NIR Bands\n | Description:\n | Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\n | Command history:\n | # 2026-02-28 20:14:34 \n | t.create --o output=\"sentinel_2\" type=\"strds\"\n | temporaltype=\"absolute\" title=\"Sentinel 2 Red/NIR Bands\"\n | description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\"\n | # 2026-02-28 20:14:37 \n | t.register input=\"sentinel_2\"\n | file=\"outputs/s2_rgbn.txt\" type=\"raster\"\n | \n +----------------------------------------------------------------------------+\n```\n:::\n:::\n\n\nNow let's view a RGB composite of one of our tiles\n\n```python\n# Install the i.histo.match extension for histogram matching\ngs.run_command(\"g.extension\", extension=\"i.histo.match\")\n```\n\n::: {#cell-display-composite .cell execution_count=32}\n``` {.python .cell-code}\ns2_rgb_maps = [\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green\",\n]\n\ns2_json = gs.parse_command(\n \"r.univar\",\n map=s2_rgb_maps,\n format=\"json\",\n)\nprint(f\"Max value: {s2_json['max']}\")\n\ngs.run_command(\n \"i.histo.match\",\n input=s2_rgb_maps,\n suffix=\"255\",\n max=s2_json[\"max\"],\n output=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A\",\n)\ngs.run_command(\n \"r.colors\",\n map=[\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n ],\n color=\"grey\",\n)\n\ngs.run_command(\n \"i.colors.enhance\",\n r=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n b=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n g=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n)\n\nm = gj.Map(use_region=True, filename=\"images/sentinel2_rgb.png\")\nm.d_rgb(\n red=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n blue=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n green=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n)\nm.d_barscale()\nm.show()\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nMax value: 8400\n```\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-composite-output-2.png){#display-composite}\n:::\n:::\n\n\n#### Temporal Map Calculations\n\nRun a temporal map calculation on your entire STRDS to generate an NDVI layer.\n\n::: {#temporal-mapcalc .cell execution_count=33}\n``` {.python .cell-code}\ngs.run_command(\n \"t.rast.mapcalc\",\n inputs=[\"sentinel_2.nir\", \"sentinel_2.red\"],\n output=\"ndvi\",\n basename=\"ndvi\",\n method=\"follows\",\n expression=(\n \"float(if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') - if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red')) / (if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') + if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red'))\"\n ),\n overwrite=True,\n flags=\"n\",\n)\n```\n:::\n\n\nCheck to see it worked.\n\n::: {#list-strds-ndvi .cell execution_count=34}\n``` {.python .cell-code}\ngs.run_command(\"t.list\", type=\"strds\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nndvi@PERMANENT\nsentinel_2@PERMANENT\n```\n:::\n:::\n\n\nand plot the NDVI\n\n::: {#cell-plot-ndvi .cell execution_count=35}\n``` {.python .cell-code}\nstrds_df = pd.DataFrame(\n gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n format=\"csv\",\n )\n)\n\n# Convert start_time to datetime for better formatting\nstrds_df[\"start_time\"] = pd.to_datetime(strds_df[\"start_time\"])\n\nsns.lineplot(\n x=\"start_time\", y=\"max\", data=strds_df\n)\n\n# Format x-axis labels for better readability\nimport matplotlib.dates as mdates\nimport matplotlib.pyplot as plt\n\nplt.gca().xaxis.set_major_formatter(mdates.DateFormatter('%Y-%m-%d'))\nplt.gcf().autofmt_xdate() # Auto-rotate date labels\nplt.show()\n```\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/plot-ndvi-output-1.png){#plot-ndvi width=631 height=423}\n:::\n:::\n\n\n::: {#display-ndvi-maps-individual .cell layout-ncol='3' execution_count=36}\n``` {.python .cell-code}\nndvi_list = gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n format=\"csv\",\n)\ngs.run_command(\"t.rast.colors\", input=\"ndvi\", color=\"ndvi\")\n\nfor ndvi in ndvi_list:\n map_name = ndvi.get(\"name\")\n m = gj.Map(use_region=True, width=500)\n m.d_rast(map=map_name)\n m.d_barscale()\n m.d_legend(raster=map_name, flags=\"b\")\n m.show()\n```\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-1.png){#display-ndvi-maps-individual-1}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-2.png){#display-ndvi-maps-individual-2}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-3.png){#display-ndvi-maps-individual-3}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-4.png){#display-ndvi-maps-individual-4}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-5.png){#display-ndvi-maps-individual-5}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-6.png){#display-ndvi-maps-individual-6}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-7.png){#display-ndvi-maps-individual-7}\n:::\n:::\n\n\nUse the series map to view the entire time series of NDVI maps in one interactive map or save as a GIF.\n\n::: {#cell-display-time-series .cell execution_count=37}\n``` {.python .cell-code}\nndvi_rasters = [\n i.get(\"name\")\n for i in gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\"],\n format=\"csv\",\n )\n]\n\n# Create Time Series Map\nm = gj.SeriesMap(use_region=True, width=500)\nm.add_rasters(rasters=ndvi_rasters)\nm.d_barscale()\nm.render()\nm.save(\"outputs/ndvi_time_series.gif\")\n```\n\n::: {#display-time-series .cell-output .cell-output-display execution_count=137}\n```\n'outputs/ndvi_time_series.gif'\n```\n:::\n:::\n\n\n![NDVI Time Series](outputs/ndvi_time_series.gif)\n\n## References\n\n- [pystac Documentation](https://pystac.readthedocs.io/)\n- [pystac_client 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zKT7l@sR}=V={Mdvhz%If4OjszAW#lS&;%vW4d4IZlo(JK*Z>#6f(&JX z33Y)Lm{1UX&5uMN;D9|TpQ5P5j7uZn( zU4a|uffilS30(mXB~m0^et{1iQVZ?T9_@i19fBdafgpua7r22atMN$mi06f)GKmF4Ob<+@C s0f+d|CH(0~8{JIvxa-T(jq literal 0 HcmV?d00001 diff --git a/content/notebooks/stac_tutorial/t_stac_tutorial.qmd b/content/notebooks/stac_tutorial/t_stac_tutorial.qmd index 86ab248..3671c6a 100644 --- a/content/notebooks/stac_tutorial/t_stac_tutorial.qmd +++ b/content/notebooks/stac_tutorial/t_stac_tutorial.qmd @@ -37,8 +37,8 @@ jupyter: python3 execute: enabled: true keep-ipynb: true - eval: false - freeze: auto + eval: true + freeze: true cache: true --- @@ -51,8 +51,15 @@ In this tutorial we will learn about the [t.stac](https://grass.osgeo.org/grass- ## Introduction -SpatioTemporal Asset Catalog (STAC)... +SpatioTemporal Asset Catalog (STAC) is an open specification that provides a common structure for describing and cataloging geospatial information. STAC organizes earth observation data into a hierarchy of **Catalogs** → **Collections** → **Items** → **Assets**, making large archives of cloud-hosted imagery discoverable and accessible through a standard API. Major providers such as AWS, Google Cloud, and Microsoft Planetary Computer publish their datasets as STAC-compliant APIs, giving you a unified way to search and retrieve data across platforms. +The `t.stac` addon suite bridges these STAC APIs with GRASS's spatio-temporal data management framework. Instead of manually browsing catalogs and downloading files, `t.stac` lets you: + +- **Search** by spatial extent and time window +- **Filter** by metadata properties such as cloud cover, sun elevation, and resolution +- **Import** matched assets directly into a GRASS project as a Space Time Raster Dataset (STRDS) + +This tutorial walks through the full workflow: exploring a STAC catalog, querying Sentinel-2 imagery, downloading and importing it into GRASS, computing NDVI, and visualizing the time series. The tutorial assumes you already have GRASS installed on your machine. If not please [download and install GRASS](https://grass.osgeo.org/download/) before continuing the tutorial. @@ -97,7 +104,6 @@ and start a GRASS session. ```{python} # | label: start-grass-session - session = gj.init("stac") ``` @@ -129,8 +135,6 @@ gs.run_command("g.extension", extension="t.stac") # | label: grass-set-region # | echo: true -# | include: true -# | output: true gs.run_command( "g.region", n=236687, s=210391, e=616042, w=598921, nsres=10, ewres=10, flags="pa" ) @@ -154,9 +158,6 @@ stac_url = "https://earth-search.aws.element84.com/v1/" # | label: tbl-stac-catalog # | echo: true -# | include: true -# | output: true - catalogs_json = gs.parse_command( "t.stac.catalog", url=stac_url, format="json" ) @@ -171,9 +172,6 @@ df_catalogs.head() # | label: tbl-stac-catalog-shell # | echo: true -# | include: true -# | output: true - !t.stac.catalog url={stac_url} format=plain -b ``` @@ -188,9 +186,6 @@ df_catalogs.head() # | label: tbl-stac-items # | echo: true -# | include: true -# | output: true - items_json = gs.parse_command( "t.stac.item", url=stac_url, @@ -208,8 +203,6 @@ display(df_items.T.head(5)) # | label: tbl-stac-items-m-shell # | echo: true -# | include: true -# | output: true !t.stac.item url={stac_url} collection_id="sentinel-2-l2a" format=plain -m ``` @@ -225,9 +218,6 @@ display(df_items.T.head(5)) # | tbl-cap: Sentinel 2 Items # | echo: true -# | include: true -# | output: true - items_json = gs.parse_command( "t.stac.item", url=stac_url, @@ -246,19 +236,15 @@ display(df_items.head(5)) # | label: tbl-stac-items-i-shell # | echo: true -# | include: true -# | output: true !t.stac.item url={stac_url} collection_id="sentinel-2-l2a" datetime="2024-04-01/2024-09-30" format=plain -i ``` ::: ```{python} +# | label: count-items # | echo: false -# | include: true -# | output: true - num_items = len(df_items) # Can't use inline python with using Jupyter cache print(f"There are {num_items} Sentinel 2 items found in our computational region.") @@ -268,11 +254,9 @@ print(f"There are {num_items} Sentinel 2 items found in our computational region Let's look closer at the properties of item id `S2A_17SPV_20240919_0_L2A`. ```{python} +# | label: item-properties # | echo: true -# | include: true -# | output: true - df_item = df_items.query("id == 'S2A_17SPV_20240919_0_L2A'") df_properties = df_item["properties"].apply(pd.Series) df_item = pd.concat([df_item, df_properties], axis=1) @@ -282,10 +266,9 @@ display(df_item.T) Let's look at the items properties ```{python} +# | label: item-properties-properties # | echo: true -# | include: true -# | output: true df_item = df_items.query("id == 'S2A_17SPV_20240919_0_L2A'") df_properties = df_item["properties"].apply(pd.Series) display(df_properties.T) @@ -294,10 +277,9 @@ display(df_properties.T) Now we let's look at the items assets. ```{python} +# | label: item-properties-assets # | echo: true -# | include: true -# | output: true df_item = df_items.query("id == 'S2A_17SPV_20240919_0_L2A'") df_assets = df_item["assets"].apply(pd.Series) display(df_assets.T.reset_index()) @@ -309,6 +291,9 @@ Each STAC Item may contain multiple asset types (e.g. red, nir, thumbnail). The enumerates assets across items, shows per-item asset rows, and prints simple summaries. ```{python} +# | label: asset-query +# | echo: true + stac_query = {"eo:cloud_cover": {"lt": 10}} ``` @@ -318,9 +303,6 @@ stac_query = {"eo:cloud_cover": {"lt": 10}} # | tbl-cap: Sentinel 2 Items Assets Metadata # | echo: true -# | include: true -# | output: true - assets_json = gs.parse_command( "t.stac.item", url=stac_url, @@ -337,15 +319,9 @@ display(df_items_assets.head(10)) ``` ```{python} -display(assets_json) -``` - -```{python} +# | label: count-assets # | echo: false -# | include: true -# | output: true - num_assets = len(assets_json) # Can't use inline python with using Jupyter cache print(f"There are {num_assets} Sentinel 2 assets found in our computational region.") @@ -353,8 +329,6 @@ print(f"There are {num_assets} Sentinel 2 assets found in our computational regi #### EO Parameters -#### EO Parameters - STAC item properties expose a number of Earth Observation (EO) parameters that are useful for filtering and selecting scenes. Common properties you will see in Sentinel-2 and other EO STAC records include: - `datetime` — acquisition time (ISO 8601) @@ -368,8 +342,11 @@ How to use them: - Use the `datetime` argument on t.stac.item to constrain time ranges (e.g. `2024-04-01/2024-09-30`). - Use the `query` argument to pass a JSON object of property filters. Comparison operators follow the STAC filtering convention (e.g. `lt`, `lte`, `gt`, `gte`). -Example query (Python): +Example query: + +```python stac_query = {"eo:cloud_cover": {"lt": 10}, "eo:gsd": {"lte": 10}, "view:sun_elevation": {"gte": 30}} +``` Pass this to t.stac.item (serialize with json.dumps) to fetch only low-cloud, high-sun-elevation, high-resolution items. Combine `asset_keys` to limit returned assets (e.g. `asset_keys="red,nir"`), and use flags (`-a`, `-m`, `-i`) to control output detail (assets, metadata, item list). @@ -382,8 +359,6 @@ Tip: Always inspect a few returned items (`format="json"` or flags="m" / flags=" # | tbl-cap: Sentinel 2 Items Assets Metadata # | echo: true -# | include: true -# | output: true stac_query = {"eo:cloud_cover": {"lt": 10}} @@ -409,10 +384,9 @@ display(df_items_assets.head(5)) View STAC items with ipyleaflet (install with `pip install ipyleaflet` if needed) from ipyleaflet use `gj.Interactive` and add the sentinel_2_items bounding boxes. ```{python} +# | label: view-items-map # | echo: true -# | include: true -# | output: true import random m = gj.InteractiveMap(use_region=False) @@ -431,6 +405,15 @@ display(m.show()) ### Download and Import Rasters +With the STAC items identified and the STRDS structure defined, you can now download the raster assets directly into the GRASS project. The `t.stac.item` command with the `-d` (download) flag retrieves each Cloud-Optimized GeoTIFF (COG), reprojects and resamples it to match the current computational region, and writes the resulting map names and timestamps to a text file for STRDS registration. + +Control download behavior with: + +- `nprocs` — number of parallel download workers +- `resolution` / `resolution_value` — output resolution strategy (`value` uses the number you specify in meters) +- `method` — resampling method (`nearest` is fastest; use `bilinear` or `cubic` for continuous data) +- `extent` — `region` clips each asset to the current computational region on import + ### Register STRDS ::: {.panel-tabset} @@ -441,9 +424,6 @@ display(m.show()) # | tbl-cap: Sentinel 2 Items Assets Metadata # | echo: true -# | include: true -# | output: true - import grass.script as gs import grass.jupyter as gj stac_query = {"eo:cloud_cover": {"lt": 10}} @@ -465,8 +445,6 @@ items_assets_json = gs.parse_command( # | tbl-cap: Sentinel 2 Items Assets Metadata # | echo: true -# | include: true -# | output: true !t.stac.item url="https://earth-search.aws.element84.com/v1/" collection_id="sentinel-2-l2a" datetime="2024-04-01/2024-09-30" asset_keys="red,nir" format="json" query='{"eo:cloud_cover": {"lt": 10}}' ``` @@ -476,9 +454,6 @@ items_assets_json = gs.parse_command( # | label: download-estimate # | echo: true -# | include: true -# | output: true - print(f""" Download Estimate @@ -493,8 +468,6 @@ Total Download Size: {items_assets_json["bytes"] / 1e9:.2f} GB # | tbl-cap: Sentinel 2 Items Assets Metadata # | echo: true -# | include: true -# | output: true stac_query = {"eo:cloud_cover": {"lt": 10}} gs.run_command( @@ -504,30 +477,35 @@ gs.run_command( datetime="2024-04-01/2024-09-30", asset_keys="red,green,blue,nir", query=json.dumps(stac_query), - strds_output="outputs/s2_red_nir.txt", + strds_output="outputs/s2_rgbn.txt", format="json" ) ``` ```{python} -print(Path("outputs/s2_red.txt").read_text()) +# | echo: false +print(Path("outputs/s2_rgbn.txt").read_text()) ``` ```{python} +# | label: assets-metadata-strds-dates +# | echo: true + startdate = df_items_assets["datetime"].min() enddate = df_items_assets["datetime"].max() print(f"Start Date: {startdate}\nEnd Date: {enddate}") ``` -Create STRDS (spatio-temporal raster dataset) to manage the Sentiel data you want to analyze with GRASS. +Create a Space Time Raster Dataset (STRDS) to manage the Sentinel-2 data you want to analyze with GRASS. An STRDS is a container that links individual raster maps to their acquisition timestamps, enabling temporal queries, gap analysis, and time series computations with GRASS temporal tools (`t.rast.*`). + +::: {.panel-tabset group="language"} + +## Python ```{python} # | label: create-strds # | echo: true -# | include: true -# | output: true - # Create the space time dataset gs.run_command( "t.create", @@ -538,17 +516,33 @@ gs.run_command( description="Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30", overwrite=True, ) +``` + +## Terminal +```bash +t.create \ + output=sentinel_2 \ + type=strds \ + temporaltype=absolute \ + title="Sentinel 2 Red/NIR Bands" \ + description="Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30" \ + --overwrite ``` +::: + + Download the data +::: {.panel-tabset group="language"} + +## Python + ```{python} # | label: download-assets # | echo: true # | eval: false -# | include: true -# | output: true gs.run_command( "t.stac.item", @@ -563,109 +557,78 @@ gs.run_command( resolution="value", resolution_value="10", extent="region", - nprocs=1, - # memory=1024 * 7, + nprocs=16, flags="d", ) ``` -```{python} -# | label: download-assets-new -# | echo: false -# | eval: false -# | include: false -# | output: false +## Terminal -stacit_url = f"STACIT:\"{stac_url}\"" -gs.run_command( - "r.import", - url=stac_url, - collection_id="sentinel-2-l2a", - datetime="2024-04-01/2024-09-30", - asset_keys="red,green,blue,nir", - query=json.dumps(stac_query), - strds_output="outputs/s2_rgbn.txt", - format="json", - method="nearest", - resolution="value", - resolution_value="10", - extent="region", - nprocs=1, - # memory=1024 * 7, - flags="d", -) +```bash +t.stac.item \ + url="https://earth-search.aws.element84.com/v1/" \ + collection_id="sentinel-2-l2a" \ + datetime="2024-04-01/2024-09-30" \ + asset_keys="red,green,blue,nir" \ + query='{"eo:cloud_cover": {"lt": 10}}' \ + strds_output="outputs/s2_rgbn.txt" \ + format="json" \ + method="nearest" \ + resolution="value" \ + resolution_value="10" \ + extent="region" \ + nprocs=1 \ + -d ``` +::: + + + Register the data +Once all assets are downloaded, register them into the STRDS using the text file produced by `t.stac.item`. Each line in the file contains a raster map name and its acquisition timestamp, which `t.register` uses to populate the temporal database. + +::: {.panel-tabset group="language"} + +## Python + ```{python} # | label: register-strds # | echo: true -# | include: true -# | output: true - # Register the output maps into a space time dataset gs.run_command( "t.register", input="sentinel_2", file="outputs/s2_rgbn.txt", type="raster" ) - ``` -```{python} -gs.run_command("t.info", type="strds", input="sentinel_2") +## Terminal + +```bash +t.register input=sentinel_2 file=outputs/s2_rgbn.txt type=raster ``` -Now let's view a RGB composite of one of our tiles +::: ```{python} -s2_rgb_maps = [ - "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red", - "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue", - "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green", -] - -s2_json = gs.parse_command( - "r.univar", - map=s2_rgb_maps, - format="json", -) -print(f"Max value: {s2_json['max']}") -# gs.run_command("g.extension", extension="i.histo.match") -gs.run_command( - "i.histo.match", - input=s2_rgb_maps, - suffix="255", - max=18000, # s2_json["max"], - output="sentinel-2-l2a.S2A_17SPV_20240909_0_L2A", -) -gs.run_command( - "r.colors", - map=[ - "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255", - "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255", - "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255", - ], - color="grey", -) +# | label: list-strds +# | echo: true -gs.run_command( - "i.colors.enhance", - r="sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255", - b="sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255", - g="sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255" -) +gs.run_command("t.info", type="strds", input="sentinel_2") +``` +Now let's view a RGB composite of one of our tiles +```python +# Install the i.histo.match extension for histogram matching +gs.run_command("g.extension", extension="i.histo.match") ``` ```{python} # | label: display-composite # | echo: true -# | include: true -# | output: true - s2_rgb_maps = [ "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red", "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue", @@ -678,7 +641,7 @@ s2_json = gs.parse_command( format="json", ) print(f"Max value: {s2_json['max']}") -# gs.run_command("g.extension", extension="i.histo.match") + gs.run_command( "i.histo.match", input=s2_rgb_maps, @@ -711,7 +674,6 @@ m.d_rgb( ) m.d_barscale() m.show() - ``` #### Temporal Map Calculations @@ -719,6 +681,8 @@ m.show() Run a temporal map calculation on your entire STRDS to generate an NDVI layer. ```{python} +# | label: temporal-mapcalc +# | echo: true gs.run_command( "t.rast.mapcalc", @@ -737,12 +701,17 @@ gs.run_command( Check to see it worked. ```{python} +# | label: list-strds-ndvi +# | echo: true + gs.run_command("t.list", type="strds") ``` and plot the NDVI ```{python} +# | label: plot-ndvi +# | echo: true strds_df = pd.DataFrame( gs.parse_command( "t.rast.list", @@ -770,6 +739,8 @@ plt.show() ``` ```{python} +# | label: display-ndvi-maps-individual +# | echo: true # | layout-ncol: 3 ndvi_list = gs.parse_command( "t.rast.list", @@ -789,14 +760,12 @@ for ndvi in ndvi_list: m.show() ``` +Use the series map to view the entire time series of NDVI maps in one interactive map or save as a GIF. ```{python} # | label: display-time-series # | echo: true -# | include: true -# | output: true - ndvi_rasters = [ i.get("name") for i in gs.parse_command( @@ -809,50 +778,14 @@ ndvi_rasters = [ ] # Create Time Series Map -m = gj.SeriesMap(use_region=True) -m.add_rasters( - rasters=ndvi_rasters -) +m = gj.SeriesMap(use_region=True, width=500) +m.add_rasters(rasters=ndvi_rasters) m.d_barscale() m.render() -m.show() - +m.save("outputs/ndvi_time_series.gif") ``` -```{python} -# | label: display-ndvi-maps -# | echo: true - -# | include: true -# | output: true -# | layout-ncol: 3 -# | fig-cap: -# | - Day 1 -# | - Day 2 -# | - Day 3 -# | - Day 4 -# | - Day 5 -# | - Day 6 -# | - Day 7 - -import matplotlib.pyplot as plt -import matplotlib.gridspec as gridspec -from PIL import Image - - -def generate_map(map_name): - m = gj.Map(use_region=True) - m.d_rast(map=map_name) - m.d_legend(raster=map_name, flags="b") - m.d_barscale() - return m - - -for raster in ndvi_rasters: - ndvi_map = generate_map(raster) - ndvi_map.show() - -``` +![NDVI Time Series](outputs/ndvi_time_series.gif) ## References diff --git a/content/notebooks/stac_tutorial/t_stac_tutorial.quarto_ipynb b/content/notebooks/stac_tutorial/t_stac_tutorial.quarto_ipynb index 8148143..4645d6b 100644 --- a/content/notebooks/stac_tutorial/t_stac_tutorial.quarto_ipynb +++ b/content/notebooks/stac_tutorial/t_stac_tutorial.quarto_ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "markdown", - "id": "36849cb1", + "id": "a026af07", "metadata": {}, "source": [ "---\n", @@ -45,7 +45,7 @@ " enabled: true\n", " keep-ipynb: true\n", " eval: true\n", - " freeze: auto\n", + " freeze: true\n", " cache: true\n", "\n", "---\n", @@ -58,8 +58,15 @@ "\n", "## Introduction\n", "\n", - "SpatioTemporal Asset Catalog (STAC)...\n", + "SpatioTemporal Asset Catalog (STAC) is an open specification that provides a common structure for describing and cataloging geospatial information. STAC organizes earth observation data into a hierarchy of **Catalogs** → **Collections** → **Items** → **Assets**, making large archives of cloud-hosted imagery discoverable and accessible through a standard API. Major providers such as AWS, Google Cloud, and Microsoft Planetary Computer publish their datasets as STAC-compliant APIs, giving you a unified way to search and retrieve data across platforms.\n", "\n", + "The `t.stac` addon suite bridges these STAC APIs with GRASS's spatio-temporal data management framework. Instead of manually browsing catalogs and downloading files, `t.stac` lets you:\n", + "\n", + "- **Search** by spatial extent and time window\n", + "- **Filter** by metadata properties such as cloud cover, sun elevation, and resolution\n", + "- **Import** matched assets directly into a GRASS project as a Space Time Raster Dataset (STRDS)\n", + "\n", + "This tutorial walks through the full workflow: exploring a STAC catalog, querying Sentinel-2 imagery, downloading and importing it into GRASS, computing NDVI, and visualizing the time series.\n", "\n", "The tutorial assumes you already have GRASS installed on your machine. If not please [download and install GRASS](https://grass.osgeo.org/download/) before continuing the tutorial.\n", "\n", @@ -100,7 +107,7 @@ }, { "cell_type": "markdown", - "id": "2e6ca402", + "id": "b251ffdc", "metadata": {}, "source": [ "Create a GRASS project" @@ -120,7 +127,7 @@ }, { "cell_type": "markdown", - "id": "d1eb3d24", + "id": "582e235b", "metadata": {}, "source": [ "and start a GRASS session." @@ -134,13 +141,12 @@ "outputs": [], "source": [ "#| label: start-grass-session\n", - "\n", "session = gj.init(\"stac\")" ] }, { "cell_type": "markdown", - "id": "5900d62b", + "id": "66b26e98", "metadata": {}, "source": [ "### Install Addon\n", @@ -174,7 +180,7 @@ }, { "cell_type": "markdown", - "id": "740bb6db", + "id": "da61b8b6", "metadata": {}, "source": [ "### Define computational region" @@ -210,8 +216,6 @@ "#| label: grass-set-region\n", "#| echo: true\n", "\n", - "# | include: true\n", - "# | output: true\n", "gs.run_command(\n", " \"g.region\", n=236687, s=210391, e=616042, w=598921, nsres=10, ewres=10, flags=\"pa\"\n", ")" @@ -219,7 +223,7 @@ }, { "cell_type": "markdown", - "id": "f10002c8", + "id": "485b7363", "metadata": {}, "source": [ "## STAC API" @@ -239,7 +243,7 @@ }, { "cell_type": "markdown", - "id": "1d4069ed", + "id": "e98118a1", "metadata": {}, "source": [ "### Searching STAC Catalogs\n", @@ -317,7 +321,7 @@ "0 Earth Search by Element 84 " ] }, - "execution_count": 5, + "execution_count": 108, "metadata": {}, "output_type": "execute_result" } @@ -326,9 +330,6 @@ "#| label: tbl-stac-catalog\n", "#| echo: true\n", "\n", - "# | include: true\n", - "# | output: true\n", - "\n", "catalogs_json = gs.parse_command(\n", " \"t.stac.catalog\", url=stac_url, format=\"json\"\n", ")\n", @@ -339,7 +340,7 @@ }, { "cell_type": "markdown", - "id": "3bcaca1d", + "id": "11b058fb", "metadata": {}, "source": [ "## Terminal" @@ -402,15 +403,12 @@ "#| label: tbl-stac-catalog-shell\n", "#| echo: true\n", "\n", - "# | include: true\n", - "# | output: true\n", - "\n", "!t.stac.catalog url={stac_url} format=plain -b" ] }, { "cell_type": "markdown", - "id": "948fc2d1", + "id": "164ef6c5", "metadata": {}, "source": [ ":::\n", @@ -494,9 +492,6 @@ "#| label: tbl-stac-items\n", "#| echo: true\n", "\n", - "# | include: true\n", - "# | output: true\n", - "\n", "items_json = gs.parse_command(\n", " \"t.stac.item\",\n", " url=stac_url,\n", @@ -511,7 +506,7 @@ }, { "cell_type": "markdown", - "id": "373b2109", + "id": "3633f990", "metadata": {}, "source": [ "## Terminal" @@ -632,13 +627,7 @@ "# center_wavelength: 2.19\r\n", "# full_width_half_max: 0.242\r\n", "\r\n", - "# Extra Fields:\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "# Extra Fields:\r\n", "# Extra Fields not found.\r\n", "---------------------------------------------------------------------------\r\n", "\r\n" @@ -649,14 +638,12 @@ "#| label: tbl-stac-items-m-shell\n", "#| echo: true\n", "\n", - "# | include: true\n", - "# | output: true\n", "!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" format=plain -m" ] }, { "cell_type": "markdown", - "id": "2f9130ae", + "id": "476d2a33", "metadata": {}, "source": [ ":::\n", @@ -837,9 +824,6 @@ "#| tbl-cap: Sentinel 2 Items\n", "#| echo: true\n", "\n", - "# | include: true\n", - "# | output: true\n", - "\n", "items_json = gs.parse_command(\n", " \"t.stac.item\",\n", " url=stac_url,\n", @@ -855,7 +839,7 @@ }, { "cell_type": "markdown", - "id": "9e1d0bfe", + "id": "3d71beba", "metadata": {}, "source": [ "## Terminal" @@ -1026,13 +1010,7 @@ "Item: S2A_17SPV_20240919_0_L2A\r\n", "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-09-19 16:13:27.093000+00:00\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Datetime: 2024-09-19 16:13:27.093000+00:00\r\n", "Start Datetime not found.\r\n", "End Datetime not found.\r\n", "Extra Fields:\r\n", @@ -1358,7 +1336,13 @@ "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", "Datetime: 2024-08-25 16:13:26.986000+00:00\r\n", - "Start Datetime not found.\r\n", + "Start Datetime not found.\r\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "End Datetime not found.\r\n", "Extra Fields:\r\n", "---------------------------------------------------------------------------\r\n", @@ -1618,13 +1602,7 @@ "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", "Datetime: 2024-08-05 16:13:28.726000+00:00\r\n", - "Start Datetime not found.\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Start Datetime not found.\r\n", "End Datetime not found.\r\n", "Extra Fields:\r\n", "---------------------------------------------------------------------------\r\n", @@ -2280,13 +2258,7 @@ "Item: S2B_17SPV_20240616_0_L2A\r\n", "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-06-16 16:13:29.024000+00:00\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Datetime: 2024-06-16 16:13:29.024000+00:00\r\n", "Start Datetime not found.\r\n", "End Datetime not found.\r\n", "Extra Fields:\r\n", @@ -2616,7 +2588,13 @@ "Item: S2A_17SPV_20240522_0_L2A\r\n", "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-05-22 16:13:25.575000+00:00\r\n", + "Datetime: 2024-05-22 16:13:25.575000+00:00\r\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Start Datetime not found.\r\n", "End Datetime not found.\r\n", "Extra Fields:\r\n", @@ -2947,13 +2925,7 @@ "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", "Datetime: 2024-04-27 16:13:25.302000+00:00\r\n", - "Start Datetime not found.\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Start Datetime not found.\r\n", "End Datetime not found.\r\n", "Extra Fields:\r\n", "---------------------------------------------------------------------------\r\n", @@ -3282,7 +3254,13 @@ "Item: S2B_17SPV_20240407_0_L2A\r\n", "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-04-07 16:13:25.177000+00:00\r\n", + "Datetime: 2024-04-07 16:13:25.177000+00:00\r\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Start Datetime not found.\r\n", "End Datetime not found.\r\n", "Extra Fields:\r\n", @@ -3417,14 +3395,12 @@ "#| label: tbl-stac-items-i-shell\n", "#| echo: true\n", "\n", - "# | include: true\n", - "# | output: true\n", "!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" format=plain -i" ] }, { "cell_type": "markdown", - "id": "d8553e12", + "id": "7ae37fad", "metadata": {}, "source": [ ":::" @@ -3433,7 +3409,7 @@ { "cell_type": "code", "execution_count": 13, - "id": "40fe1e2c", + "id": "count-items", "metadata": {}, "outputs": [ { @@ -3445,10 +3421,8 @@ } ], "source": [ - "# | echo: false\n", - "\n", - "# | include: true\n", - "# | output: true\n", + "#| label: count-items\n", + "#| echo: false\n", "\n", "num_items = len(df_items)\n", "# Can't use inline python with using Jupyter cache\n", @@ -3457,7 +3431,7 @@ }, { "cell_type": "markdown", - "id": "4b1a5aa2", + "id": "82d850d0", "metadata": {}, "source": [ "Let's look closer at the properties of item id `S2A_17SPV_20240919_0_L2A`." @@ -3466,7 +3440,7 @@ { "cell_type": "code", "execution_count": 14, - "id": "3f66d10b", + "id": "item-properties", "metadata": {}, "outputs": [ { @@ -3752,10 +3726,8 @@ } ], "source": [ - "# | echo: true\n", - "\n", - "# | include: true\n", - "# | output: true\n", + "#| label: item-properties\n", + "#| echo: true\n", "\n", "df_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\n", "df_properties = df_item[\"properties\"].apply(pd.Series)\n", @@ -3766,7 +3738,7 @@ }, { "cell_type": "markdown", - "id": "b7c04258", + "id": "d76cefc3", "metadata": {}, "source": [ "Let's look at the items properties" @@ -3775,7 +3747,7 @@ { "cell_type": "code", "execution_count": 15, - "id": "7e37a201", + "id": "item-properties-properties", "metadata": {}, "outputs": [ { @@ -4016,10 +3988,9 @@ } ], "source": [ - "# | echo: true\n", + "#| label: item-properties-properties\n", + "#| echo: true\n", "\n", - "# | include: true\n", - "# | output: true\n", "df_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\n", "df_properties = df_item[\"properties\"].apply(pd.Series)\n", "display(df_properties.T)" @@ -4027,7 +3998,7 @@ }, { "cell_type": "markdown", - "id": "6ea9ce6f", + "id": "a85e076c", "metadata": {}, "source": [ "Now we let's look at the items assets." @@ -4036,7 +4007,7 @@ { "cell_type": "code", "execution_count": 16, - "id": "b2d5c0a2", + "id": "item-properties-assets", "metadata": {}, "outputs": [ { @@ -4288,10 +4259,9 @@ } ], "source": [ - "# | echo: true\n", + "#| label: item-properties-assets\n", + "#| echo: true\n", "\n", - "# | include: true\n", - "# | output: true\n", "df_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\n", "df_assets = df_item[\"assets\"].apply(pd.Series)\n", "display(df_assets.T.reset_index())" @@ -4299,7 +4269,7 @@ }, { "cell_type": "markdown", - "id": "2f98e827", + "id": "80278937", "metadata": {}, "source": [ "#### Assets\n", @@ -4311,10 +4281,13 @@ { "cell_type": "code", "execution_count": 17, - "id": "3b0c1d76", + "id": "asset-query", "metadata": {}, "outputs": [], "source": [ + "#| label: asset-query\n", + "#| echo: true\n", + "\n", "stac_query = {\"eo:cloud_cover\": {\"lt\": 10}}" ] }, @@ -4620,9 +4593,6 @@ "#| tbl-cap: Sentinel 2 Items Assets Metadata\n", "#| echo: true\n", "\n", - "# | include: true\n", - "# | output: true\n", - "\n", "assets_json = gs.parse_command(\n", " \"t.stac.item\",\n", " url=stac_url,\n", @@ -4641,334 +4611,7 @@ { "cell_type": "code", "execution_count": 19, - "id": "f55e48ae", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "[{'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240909_0_L2A/B08.tif',\n", - " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", - " 'title': 'NIR 1 (band 8) - 10m',\n", - " 'eo:bands': [{'name': 'nir',\n", - " 'common_name': 'nir',\n", - " 'description': 'NIR 1 (band 8)',\n", - " 'center_wavelength': 0.842,\n", - " 'full_width_half_max': 0.145}],\n", - " 'gsd': 10,\n", - " 'proj:shape': [10980, 10980],\n", - " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", - " 'raster:bands': [{'nodata': 0,\n", - " 'data_type': 'uint16',\n", - " 'bits_per_sample': 15,\n", - " 'spatial_resolution': 10,\n", - " 'scale': 0.0001,\n", - " 'offset': -0.1}],\n", - " 'roles': ['data', 'reflectance'],\n", - " 'collection_id': 'sentinel-2-l2a',\n", - " 'item_id': 'S2A_17SPV_20240909_0_L2A',\n", - " 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir',\n", - " 'datetime': '2024-09-09T16:13:25.358000Z'},\n", - " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240909_0_L2A/B04.tif',\n", - " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", - " 'title': 'Red (band 4) - 10m',\n", - " 'eo:bands': [{'name': 'red',\n", - " 'common_name': 'red',\n", - " 'description': 'Red (band 4)',\n", - " 'center_wavelength': 0.665,\n", - " 'full_width_half_max': 0.038}],\n", - " 'gsd': 10,\n", - " 'proj:shape': [10980, 10980],\n", - " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", - " 'raster:bands': [{'nodata': 0,\n", - " 'data_type': 'uint16',\n", - " 'bits_per_sample': 15,\n", - " 'spatial_resolution': 10,\n", - " 'scale': 0.0001,\n", - " 'offset': -0.1}],\n", - " 'roles': ['data', 'reflectance'],\n", - " 'collection_id': 'sentinel-2-l2a',\n", - " 'item_id': 'S2A_17SPV_20240909_0_L2A',\n", - " 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red',\n", - " 'datetime': '2024-09-09T16:13:25.358000Z'},\n", - " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240825_0_L2A/B08.tif',\n", - " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", - " 'title': 'NIR 1 (band 8) - 10m',\n", - " 'eo:bands': [{'name': 'nir',\n", - " 'common_name': 'nir',\n", - " 'description': 'NIR 1 (band 8)',\n", - " 'center_wavelength': 0.842,\n", - " 'full_width_half_max': 0.145}],\n", - " 'gsd': 10,\n", - " 'proj:shape': [10980, 10980],\n", - " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", - " 'raster:bands': [{'nodata': 0,\n", - " 'data_type': 'uint16',\n", - " 'bits_per_sample': 15,\n", - " 'spatial_resolution': 10,\n", - " 'scale': 0.0001,\n", - " 'offset': -0.1}],\n", - " 'roles': ['data', 'reflectance'],\n", - " 'collection_id': 'sentinel-2-l2a',\n", - " 'item_id': 'S2B_17SPV_20240825_0_L2A',\n", - " 'file_name': 'sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir',\n", - " 'datetime': '2024-08-25T16:13:26.986000Z'},\n", - " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240825_0_L2A/B04.tif',\n", - " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", - " 'title': 'Red (band 4) - 10m',\n", - " 'eo:bands': [{'name': 'red',\n", - " 'common_name': 'red',\n", - " 'description': 'Red (band 4)',\n", - " 'center_wavelength': 0.665,\n", - " 'full_width_half_max': 0.038}],\n", - " 'gsd': 10,\n", - " 'proj:shape': [10980, 10980],\n", - " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", - " 'raster:bands': [{'nodata': 0,\n", - " 'data_type': 'uint16',\n", - " 'bits_per_sample': 15,\n", - " 'spatial_resolution': 10,\n", - " 'scale': 0.0001,\n", - " 'offset': -0.1}],\n", - " 'roles': ['data', 'reflectance'],\n", - " 'collection_id': 'sentinel-2-l2a',\n", - " 'item_id': 'S2B_17SPV_20240825_0_L2A',\n", - " 'file_name': 'sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red',\n", - " 'datetime': '2024-08-25T16:13:26.986000Z'},\n", - " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240731_0_L2A/B08.tif',\n", - " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", - " 'title': 'NIR 1 (band 8) - 10m',\n", - " 'eo:bands': [{'name': 'nir',\n", - " 'common_name': 'nir',\n", - " 'description': 'NIR 1 (band 8)',\n", - " 'center_wavelength': 0.842,\n", - " 'full_width_half_max': 0.145}],\n", - " 'gsd': 10,\n", - " 'proj:shape': [10980, 10980],\n", - " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", - " 'raster:bands': [{'nodata': 0,\n", - " 'data_type': 'uint16',\n", - " 'bits_per_sample': 15,\n", - " 'spatial_resolution': 10,\n", - " 'scale': 0.0001,\n", - " 'offset': -0.1}],\n", - " 'roles': ['data', 'reflectance'],\n", - " 'collection_id': 'sentinel-2-l2a',\n", - " 'item_id': 'S2A_17SPV_20240731_0_L2A',\n", - " 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir',\n", - " 'datetime': '2024-07-31T16:13:28.790000Z'},\n", - " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240731_0_L2A/B04.tif',\n", - " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", - " 'title': 'Red (band 4) - 10m',\n", - " 'eo:bands': [{'name': 'red',\n", - " 'common_name': 'red',\n", - " 'description': 'Red (band 4)',\n", - " 'center_wavelength': 0.665,\n", - " 'full_width_half_max': 0.038}],\n", - " 'gsd': 10,\n", - " 'proj:shape': [10980, 10980],\n", - " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", - " 'raster:bands': [{'nodata': 0,\n", - " 'data_type': 'uint16',\n", - " 'bits_per_sample': 15,\n", - " 'spatial_resolution': 10,\n", - " 'scale': 0.0001,\n", - " 'offset': -0.1}],\n", - " 'roles': ['data', 'reflectance'],\n", - " 'collection_id': 'sentinel-2-l2a',\n", - " 'item_id': 'S2A_17SPV_20240731_0_L2A',\n", - " 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red',\n", - " 'datetime': '2024-07-31T16:13:28.790000Z'},\n", - " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240611_0_L2A/B08.tif',\n", - " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", - " 'title': 'NIR 1 (band 8) - 10m',\n", - " 'eo:bands': [{'name': 'nir',\n", - " 'common_name': 'nir',\n", - " 'description': 'NIR 1 (band 8)',\n", - " 'center_wavelength': 0.842,\n", - " 'full_width_half_max': 0.145}],\n", - " 'gsd': 10,\n", - " 'proj:shape': [10980, 10980],\n", - " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", - " 'raster:bands': [{'nodata': 0,\n", - " 'data_type': 'uint16',\n", - " 'bits_per_sample': 15,\n", - " 'spatial_resolution': 10,\n", - " 'scale': 0.0001,\n", - " 'offset': -0.1}],\n", - " 'roles': ['data', 'reflectance'],\n", - " 'collection_id': 'sentinel-2-l2a',\n", - " 'item_id': 'S2A_17SPV_20240611_0_L2A',\n", - " 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir',\n", - " 'datetime': '2024-06-11T16:13:32.315000Z'},\n", - " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240611_0_L2A/B04.tif',\n", - " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", - " 'title': 'Red (band 4) - 10m',\n", - " 'eo:bands': [{'name': 'red',\n", - " 'common_name': 'red',\n", - " 'description': 'Red (band 4)',\n", - " 'center_wavelength': 0.665,\n", - " 'full_width_half_max': 0.038}],\n", - " 'gsd': 10,\n", - " 'proj:shape': [10980, 10980],\n", - " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", - " 'raster:bands': [{'nodata': 0,\n", - " 'data_type': 'uint16',\n", - " 'bits_per_sample': 15,\n", - " 'spatial_resolution': 10,\n", - " 'scale': 0.0001,\n", - " 'offset': -0.1}],\n", - " 'roles': ['data', 'reflectance'],\n", - " 'collection_id': 'sentinel-2-l2a',\n", - " 'item_id': 'S2A_17SPV_20240611_0_L2A',\n", - " 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red',\n", - " 'datetime': '2024-06-11T16:13:32.315000Z'},\n", - " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240522_0_L2A/B08.tif',\n", - " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", - " 'title': 'NIR 1 (band 8) - 10m',\n", - " 'eo:bands': [{'name': 'nir',\n", - " 'common_name': 'nir',\n", - " 'description': 'NIR 1 (band 8)',\n", - " 'center_wavelength': 0.842,\n", - " 'full_width_half_max': 0.145}],\n", - " 'gsd': 10,\n", - " 'proj:shape': [10980, 10980],\n", - " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", - " 'raster:bands': [{'nodata': 0,\n", - " 'data_type': 'uint16',\n", - " 'bits_per_sample': 15,\n", - " 'spatial_resolution': 10,\n", - " 'scale': 0.0001,\n", - " 'offset': -0.1}],\n", - " 'roles': ['data', 'reflectance'],\n", - " 'collection_id': 'sentinel-2-l2a',\n", - " 'item_id': 'S2A_17SPV_20240522_0_L2A',\n", - " 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir',\n", - " 'datetime': '2024-05-22T16:13:25.575000Z'},\n", - " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240522_0_L2A/B04.tif',\n", - " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", - " 'title': 'Red (band 4) - 10m',\n", - " 'eo:bands': [{'name': 'red',\n", - " 'common_name': 'red',\n", - " 'description': 'Red (band 4)',\n", - " 'center_wavelength': 0.665,\n", - " 'full_width_half_max': 0.038}],\n", - " 'gsd': 10,\n", - " 'proj:shape': [10980, 10980],\n", - " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", - " 'raster:bands': [{'nodata': 0,\n", - " 'data_type': 'uint16',\n", - " 'bits_per_sample': 15,\n", - " 'spatial_resolution': 10,\n", - " 'scale': 0.0001,\n", - " 'offset': -0.1}],\n", - " 'roles': ['data', 'reflectance'],\n", - " 'collection_id': 'sentinel-2-l2a',\n", - " 'item_id': 'S2A_17SPV_20240522_0_L2A',\n", - " 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red',\n", - " 'datetime': '2024-05-22T16:13:25.575000Z'},\n", - " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240502_0_L2A/B08.tif',\n", - " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", - " 'title': 'NIR 1 (band 8) - 10m',\n", - " 'eo:bands': [{'name': 'nir',\n", - " 'common_name': 'nir',\n", - " 'description': 'NIR 1 (band 8)',\n", - " 'center_wavelength': 0.842,\n", - " 'full_width_half_max': 0.145}],\n", - " 'gsd': 10,\n", - " 'proj:shape': [10980, 10980],\n", - " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", - " 'raster:bands': [{'nodata': 0,\n", - " 'data_type': 'uint16',\n", - " 'bits_per_sample': 15,\n", - " 'spatial_resolution': 10,\n", - " 'scale': 0.0001,\n", - " 'offset': -0.1}],\n", - " 'roles': ['data', 'reflectance'],\n", - " 'collection_id': 'sentinel-2-l2a',\n", - " 'item_id': 'S2A_17SPV_20240502_0_L2A',\n", - " 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.nir',\n", - " 'datetime': '2024-05-02T16:13:29.052000Z'},\n", - " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240502_0_L2A/B04.tif',\n", - " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", - " 'title': 'Red (band 4) - 10m',\n", - " 'eo:bands': [{'name': 'red',\n", - " 'common_name': 'red',\n", - " 'description': 'Red (band 4)',\n", - " 'center_wavelength': 0.665,\n", - " 'full_width_half_max': 0.038}],\n", - " 'gsd': 10,\n", - " 'proj:shape': [10980, 10980],\n", - " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", - " 'raster:bands': [{'nodata': 0,\n", - " 'data_type': 'uint16',\n", - " 'bits_per_sample': 15,\n", - " 'spatial_resolution': 10,\n", - " 'scale': 0.0001,\n", - " 'offset': -0.1}],\n", - " 'roles': ['data', 'reflectance'],\n", - " 'collection_id': 'sentinel-2-l2a',\n", - " 'item_id': 'S2A_17SPV_20240502_0_L2A',\n", - " 'file_name': 'sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.red',\n", - " 'datetime': '2024-05-02T16:13:29.052000Z'},\n", - " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240407_0_L2A/B08.tif',\n", - " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", - " 'title': 'NIR 1 (band 8) - 10m',\n", - " 'eo:bands': [{'name': 'nir',\n", - " 'common_name': 'nir',\n", - " 'description': 'NIR 1 (band 8)',\n", - " 'center_wavelength': 0.842,\n", - " 'full_width_half_max': 0.145}],\n", - " 'gsd': 10,\n", - " 'proj:shape': [10980, 10980],\n", - " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", - " 'raster:bands': [{'nodata': 0,\n", - " 'data_type': 'uint16',\n", - " 'bits_per_sample': 15,\n", - " 'spatial_resolution': 10,\n", - " 'scale': 0.0001,\n", - " 'offset': -0.1}],\n", - " 'roles': ['data', 'reflectance'],\n", - " 'collection_id': 'sentinel-2-l2a',\n", - " 'item_id': 'S2B_17SPV_20240407_0_L2A',\n", - " 'file_name': 'sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.nir',\n", - " 'datetime': '2024-04-07T16:13:25.177000Z'},\n", - " {'href': 'https://sentinel-cogs.s3.us-west-2.amazonaws.com/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240407_0_L2A/B04.tif',\n", - " 'type': 'image/tiff; application=geotiff; profile=cloud-optimized',\n", - " 'title': 'Red (band 4) - 10m',\n", - " 'eo:bands': [{'name': 'red',\n", - " 'common_name': 'red',\n", - " 'description': 'Red (band 4)',\n", - " 'center_wavelength': 0.665,\n", - " 'full_width_half_max': 0.038}],\n", - " 'gsd': 10,\n", - " 'proj:shape': [10980, 10980],\n", - " 'proj:transform': [10, 0, 600000, 0, -10, 4000020],\n", - " 'raster:bands': [{'nodata': 0,\n", - " 'data_type': 'uint16',\n", - " 'bits_per_sample': 15,\n", - " 'spatial_resolution': 10,\n", - " 'scale': 0.0001,\n", - " 'offset': -0.1}],\n", - " 'roles': ['data', 'reflectance'],\n", - " 'collection_id': 'sentinel-2-l2a',\n", - " 'item_id': 'S2B_17SPV_20240407_0_L2A',\n", - " 'file_name': 'sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.red',\n", - " 'datetime': '2024-04-07T16:13:25.177000Z'}]" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "display(assets_json)" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "id": "ff276c9b", + "id": "count-assets", "metadata": {}, "outputs": [ { @@ -4980,10 +4623,8 @@ } ], "source": [ - "# | echo: false\n", - "\n", - "# | include: true\n", - "# | output: true\n", + "#| label: count-assets\n", + "#| echo: false\n", "\n", "num_assets = len(assets_json)\n", "# Can't use inline python with using Jupyter cache\n", @@ -4992,11 +4633,9 @@ }, { "cell_type": "markdown", - "id": "bff44b69", + "id": "672e1e19", "metadata": {}, "source": [ - "#### EO Parameters\n", - "\n", "#### EO Parameters\n", "\n", "STAC item properties expose a number of Earth Observation (EO) parameters that are useful for filtering and selecting scenes. Common properties you will see in Sentinel-2 and other EO STAC records include:\n", @@ -5012,8 +4651,11 @@ "- Use the `datetime` argument on t.stac.item to constrain time ranges (e.g. `2024-04-01/2024-09-30`).\n", "- Use the `query` argument to pass a JSON object of property filters. Comparison operators follow the STAC filtering convention (e.g. `lt`, `lte`, `gt`, `gte`).\n", "\n", - "Example query (Python):\n", + "Example query:\n", + "\n", + "```python\n", "stac_query = {\"eo:cloud_cover\": {\"lt\": 10}, \"eo:gsd\": {\"lte\": 10}, \"view:sun_elevation\": {\"gte\": 30}}\n", + "```\n", "\n", "Pass this to t.stac.item (serialize with json.dumps) to fetch only low-cloud, high-sun-elevation, high-resolution items. Combine `asset_keys` to limit returned assets (e.g. `asset_keys=\"red,nir\"`), and use flags (`-a`, `-m`, `-i`) to control output detail (assets, metadata, item list).\n", "\n", @@ -5024,7 +4666,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 20, "id": "assets-metadata-vector", "metadata": {}, "outputs": [ @@ -5209,8 +4851,6 @@ "#| tbl-cap: Sentinel 2 Items Assets Metadata\n", "#| echo: true\n", "\n", - "# | include: true\n", - "# | output: true\n", "\n", "stac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n", "\n", @@ -5233,7 +4873,7 @@ }, { "cell_type": "markdown", - "id": "571d3fc4", + "id": "45608ae2", "metadata": {}, "source": [ "#### View the items with iPyleaflet\n", @@ -5243,14 +4883,14 @@ }, { "cell_type": "code", - "execution_count": 22, - "id": "a7a46431", + "execution_count": 21, + "id": "view-items-map", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "f02b4cb8c0844c3f92d26fc94b8b5bd9", + "model_id": "88e3d0cbadab4c44a968a5b8f4e5350a", "version_major": 2, "version_minor": 0 }, @@ -5263,10 +4903,9 @@ } ], "source": [ - "# | echo: true\n", + "#| label: view-items-map\n", + "#| echo: true\n", "\n", - "# | include: true\n", - "# | output: true\n", "import random\n", "\n", "m = gj.InteractiveMap(use_region=False)\n", @@ -5284,11 +4923,20 @@ }, { "cell_type": "markdown", - "id": "0e43db9c", + "id": "5c964f82", "metadata": {}, "source": [ "### Download and Import Rasters\n", "\n", + "With the STAC items identified and the STRDS structure defined, you can now download the raster assets directly into the GRASS project. The `t.stac.item` command with the `-d` (download) flag retrieves each Cloud-Optimized GeoTIFF (COG), reprojects and resamples it to match the current computational region, and writes the resulting map names and timestamps to a text file for STRDS registration.\n", + "\n", + "Control download behavior with:\n", + "\n", + "- `nprocs` — number of parallel download workers\n", + "- `resolution` / `resolution_value` — output resolution strategy (`value` uses the number you specify in meters)\n", + "- `method` — resampling method (`nearest` is fastest; use `bilinear` or `cubic` for continuous data)\n", + "- `extent` — `region` clips each asset to the current computational region on import\n", + "\n", "### Register STRDS\n", "\n", "::: {.panel-tabset}\n", @@ -5298,7 +4946,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 22, "id": "tbl-collection-items-assets", "metadata": {}, "outputs": [], @@ -5307,9 +4955,6 @@ "#| tbl-cap: Sentinel 2 Items Assets Metadata\n", "#| echo: true\n", "\n", - "# | include: true\n", - "# | output: true\n", - "\n", "import grass.script as gs\n", "import grass.jupyter as gj\n", "stac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n", @@ -5327,7 +4972,7 @@ }, { "cell_type": "markdown", - "id": "9d78fde4", + "id": "c6d98355", "metadata": {}, "source": [ "## Terminal" @@ -5335,7 +4980,7 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": 23, "id": "tbl-collection-items-assets-terminal", "metadata": {}, "outputs": [ @@ -5371,14 +5016,12 @@ "#| tbl-cap: Sentinel 2 Items Assets Metadata\n", "#| echo: true\n", "\n", - "# | include: true\n", - "# | output: true\n", "!t.stac.item url=\"https://earth-search.aws.element84.com/v1/\" collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" asset_keys=\"red,nir\" format=\"json\" query='{\"eo:cloud_cover\": {\"lt\": 10}}'" ] }, { "cell_type": "markdown", - "id": "700af01c", + "id": "88d66e36", "metadata": {}, "source": [ ":::" @@ -5386,7 +5029,7 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": 24, "id": "download-estimate", "metadata": {}, "outputs": [ @@ -5407,9 +5050,6 @@ "#| label: download-estimate\n", "#| echo: true\n", "\n", - "# | include: true\n", - "# | output: true\n", - "\n", "print(f\"\"\"\n", "Download Estimate\n", " \n", @@ -5420,7 +5060,7 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": 25, "id": "tbl-collection-items-assets-strds", "metadata": {}, "outputs": [ @@ -5437,8 +5077,6 @@ "#| tbl-cap: Sentinel 2 Items Assets Metadata\n", "#| echo: true\n", "\n", - "# | include: true\n", - "# | output: true\n", "stac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n", "\n", "gs.run_command(\n", @@ -5448,33 +5086,47 @@ " datetime=\"2024-04-01/2024-09-30\",\n", " asset_keys=\"red,green,blue,nir\",\n", " query=json.dumps(stac_query),\n", - " strds_output=\"outputs/s2_red_nir.txt\",\n", + " strds_output=\"outputs/s2_rgbn.txt\",\n", " format=\"json\"\n", ")" ] }, { "cell_type": "code", - "execution_count": 27, - "id": "0d1baf80", + "execution_count": 26, + "id": "dce48f41", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ + "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue|2024-09-09 16:13:25|blue\n", + "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green|2024-09-09 16:13:25|green\n", "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir|2024-09-09 16:13:25|nir\n", "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red|2024-09-09 16:13:25|red\n", + "sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.blue|2024-08-25 16:13:26|blue\n", + "sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.green|2024-08-25 16:13:26|green\n", "sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir|2024-08-25 16:13:26|nir\n", "sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red|2024-08-25 16:13:26|red\n", + "sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.blue|2024-07-31 16:13:28|blue\n", + "sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.green|2024-07-31 16:13:28|green\n", "sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir|2024-07-31 16:13:28|nir\n", "sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red|2024-07-31 16:13:28|red\n", + "sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.blue|2024-06-11 16:13:32|blue\n", + "sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.green|2024-06-11 16:13:32|green\n", "sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir|2024-06-11 16:13:32|nir\n", "sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red|2024-06-11 16:13:32|red\n", + "sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.blue|2024-05-22 16:13:25|blue\n", + "sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.green|2024-05-22 16:13:25|green\n", "sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir|2024-05-22 16:13:25|nir\n", "sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red|2024-05-22 16:13:25|red\n", + "sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.blue|2024-05-02 16:13:29|blue\n", + "sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.green|2024-05-02 16:13:29|green\n", "sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.nir|2024-05-02 16:13:29|nir\n", "sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.red|2024-05-02 16:13:29|red\n", + "sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.blue|2024-04-07 16:13:25|blue\n", + "sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.green|2024-04-07 16:13:25|green\n", "sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.nir|2024-04-07 16:13:25|nir\n", "sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.red|2024-04-07 16:13:25|red\n", "\n" @@ -5482,13 +5134,14 @@ } ], "source": [ - "print(Path(\"outputs/s2_red.txt\").read_text())" + "# | echo: false\n", + "print(Path(\"outputs/s2_rgbn.txt\").read_text())" ] }, { "cell_type": "code", - "execution_count": 28, - "id": "beb53d6d", + "execution_count": 27, + "id": "assets-metadata-strds-dates", "metadata": {}, "outputs": [ { @@ -5501,6 +5154,9 @@ } ], "source": [ + "#| label: assets-metadata-strds-dates\n", + "#| echo: true\n", + "\n", "startdate = df_items_assets[\"datetime\"].min()\n", "enddate = df_items_assets[\"datetime\"].max()\n", "print(f\"Start Date: {startdate}\\nEnd Date: {enddate}\")" @@ -5508,15 +5164,19 @@ }, { "cell_type": "markdown", - "id": "99fb5149", + "id": "0fdedf3f", "metadata": {}, "source": [ - "Create STRDS (spatio-temporal raster dataset) to manage the Sentiel data you want to analyze with GRASS." + "Create a Space Time Raster Dataset (STRDS) to manage the Sentinel-2 data you want to analyze with GRASS. An STRDS is a container that links individual raster maps to their acquisition timestamps, enabling temporal queries, gap analysis, and time series computations with GRASS temporal tools (`t.rast.*`).\n", + "\n", + "::: {.panel-tabset group=\"language\"}\n", + "\n", + "## Python" ] }, { "cell_type": "code", - "execution_count": 29, + "execution_count": 28, "id": "create-strds", "metadata": {}, "outputs": [], @@ -5524,9 +5184,6 @@ "#| label: create-strds\n", "#| echo: true\n", "\n", - "# | include: true\n", - "# | output: true\n", - "\n", "# Create the space time dataset\n", "gs.run_command(\n", " \"t.create\",\n", @@ -5541,15 +5198,34 @@ }, { "cell_type": "markdown", - "id": "2bad6209", + "id": "c0dcf19b", "metadata": {}, "source": [ - "Download the data" + "## Terminal\n", + "\n", + "```bash\n", + "t.create \\\n", + " output=sentinel_2 \\\n", + " type=strds \\\n", + " temporaltype=absolute \\\n", + " title=\"Sentinel 2 Red/NIR Bands\" \\\n", + " description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\" \\\n", + " --overwrite\n", + "```\n", + "\n", + ":::\n", + "\n", + "\n", + "Download the data\n", + "\n", + "::: {.panel-tabset group=\"language\"}\n", + "\n", + "## Python" ] }, { "cell_type": "code", - "execution_count": 30, + "execution_count": 29, "id": "download-assets", "metadata": {}, "outputs": [], @@ -5557,8 +5233,6 @@ "#| label: download-assets\n", "#| echo: true\n", "#| eval: false\n", - "#| include: true\n", - "#| output: true\n", "\n", "gs.run_command(\n", " \"t.stac.item\",\n", @@ -5573,56 +5247,51 @@ " resolution=\"value\",\n", " resolution_value=\"10\",\n", " extent=\"region\",\n", - " nprocs=1,\n", - " # memory=1024 * 7,\n", - " flags=\"d\",\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 31, - "id": "download-assets-new", - "metadata": {}, - "outputs": [], - "source": [ - "#| label: download-assets-new\n", - "#| echo: false\n", - "#| eval: false\n", - "#| include: false\n", - "#| output: false\n", - "\n", - "stacit_url = f\"STACIT:\\\"{stac_url}\\\"\"\n", - "gs.run_command(\n", - " \"r.import\",\n", - " url=stac_url,\n", - " collection_id=\"sentinel-2-l2a\",\n", - " datetime=\"2024-04-01/2024-09-30\",\n", - " asset_keys=\"red,green,blue,nir\",\n", - " query=json.dumps(stac_query),\n", - " strds_output=\"outputs/s2_rgbn.txt\",\n", - " format=\"json\",\n", - " method=\"nearest\",\n", - " resolution=\"value\",\n", - " resolution_value=\"10\",\n", - " extent=\"region\",\n", - " nprocs=1,\n", - " # memory=1024 * 7,\n", + " nprocs=16,\n", " flags=\"d\",\n", ")" ] }, { "cell_type": "markdown", - "id": "41f164e6", + "id": "b1485f8d", "metadata": {}, "source": [ - "Register the data" + "## Terminal\n", + "\n", + "```bash\n", + "t.stac.item \\\n", + " url=\"https://earth-search.aws.element84.com/v1/\" \\\n", + " collection_id=\"sentinel-2-l2a\" \\\n", + " datetime=\"2024-04-01/2024-09-30\" \\\n", + " asset_keys=\"red,green,blue,nir\" \\\n", + " query='{\"eo:cloud_cover\": {\"lt\": 10}}' \\\n", + " strds_output=\"outputs/s2_rgbn.txt\" \\\n", + " format=\"json\" \\\n", + " method=\"nearest\" \\\n", + " resolution=\"value\" \\\n", + " resolution_value=\"10\" \\\n", + " extent=\"region\" \\\n", + " nprocs=1 \\\n", + " -d\n", + "```\n", + "\n", + ":::\n", + "\n", + "\n", + "\n", + "Register the data\n", + "\n", + "Once all assets are downloaded, register them into the STRDS using the text file produced by `t.stac.item`. Each line in the file contains a raster map name and its acquisition timestamp, which `t.register` uses to populate the temporal database.\n", + "\n", + "::: {.panel-tabset group=\"language\"}\n", + "\n", + "## Python" ] }, { "cell_type": "code", - "execution_count": 32, + "execution_count": 30, "id": "register-strds", "metadata": {}, "outputs": [], @@ -5630,19 +5299,30 @@ "#| label: register-strds\n", "#| echo: true\n", "\n", - "# | include: true\n", - "# | output: true\n", - "\n", "# Register the output maps into a space time dataset\n", "gs.run_command(\n", " \"t.register\", input=\"sentinel_2\", file=\"outputs/s2_rgbn.txt\", type=\"raster\"\n", ")" ] }, + { + "cell_type": "markdown", + "id": "565c837f", + "metadata": {}, + "source": [ + "## Terminal\n", + "\n", + "```bash\n", + "t.register input=sentinel_2 file=outputs/s2_rgbn.txt type=raster\n", + "```\n", + "\n", + ":::" + ] + }, { "cell_type": "code", - "execution_count": 33, - "id": "1f2141fe", + "execution_count": 31, + "id": "list-strds", "metadata": {}, "outputs": [ { @@ -5657,8 +5337,8 @@ " | Mapset: .................... PERMANENT\n", " | Creator: ................... coreywhite\n", " | Temporal type: ............. absolute\n", - " | Creation time: ............. 2026-01-25 18:32:02\n", - " | Modification time:.......... 2026-01-25 18:32:04\n", + " | Creation time: ............. 2026-02-28 20:14:34\n", + " | Modification time:.......... 2026-02-28 20:14:37\n", " | Semantic type:.............. mean\n", " +-------------------- Absolute time -----------------------------------------+\n", " | Start time:................. 2024-04-07 16:13:25\n", @@ -5673,7 +5353,7 @@ " | Top:........................ 0.0\n", " | Bottom:..................... 0.0\n", " +-------------------- Metadata information ----------------------------------+\n", - " | Raster register table:...... raster_map_register_6692de0a4fa84058a73748f96394d79c\n", + " | Raster register table:...... raster_map_register_80b0e03f3d314c89bda6db1ba14103ce\n", " | North-South resolution min:. 10.0\n", " | North-South resolution max:. 10.0\n", " | East-west resolution min:... 10.0\n", @@ -5692,11 +5372,11 @@ " | Description:\n", " | Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\n", " | Command history:\n", - " | # 2026-01-25 18:32:02 \n", + " | # 2026-02-28 20:14:34 \n", " | t.create --o output=\"sentinel_2\" type=\"strds\"\n", " | temporaltype=\"absolute\" title=\"Sentinel 2 Red/NIR Bands\"\n", " | description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\"\n", - " | # 2026-01-25 18:32:04 \n", + " | # 2026-02-28 20:14:37 \n", " | t.register input=\"sentinel_2\"\n", " | file=\"outputs/s2_rgbn.txt\" type=\"raster\"\n", " | \n", @@ -5705,73 +5385,28 @@ } ], "source": [ + "#| label: list-strds\n", + "#| echo: true\n", + "\n", "gs.run_command(\"t.info\", type=\"strds\", input=\"sentinel_2\")" ] }, { "cell_type": "markdown", - "id": "48589759", - "metadata": {}, - "source": [ - "Now let's view a RGB composite of one of our tiles" - ] - }, - { - "cell_type": "code", - "execution_count": 34, - "id": "234cde17", + "id": "32f16564", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Max value: 8400\n" - ] - } - ], "source": [ - "s2_rgb_maps = [\n", - " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red\",\n", - " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue\",\n", - " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green\",\n", - "]\n", - "\n", - "s2_json = gs.parse_command(\n", - " \"r.univar\",\n", - " map=s2_rgb_maps,\n", - " format=\"json\",\n", - ")\n", - "print(f\"Max value: {s2_json['max']}\")\n", - "# gs.run_command(\"g.extension\", extension=\"i.histo.match\")\n", - "gs.run_command(\n", - " \"i.histo.match\",\n", - " input=s2_rgb_maps,\n", - " suffix=\"255\",\n", - " max=18000, # s2_json[\"max\"],\n", - " output=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A\",\n", - ")\n", - "gs.run_command(\n", - " \"r.colors\",\n", - " map=[\n", - " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n", - " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n", - " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n", - " ],\n", - " color=\"grey\",\n", - ")\n", + "Now let's view a RGB composite of one of our tiles\n", "\n", - "gs.run_command(\n", - " \"i.colors.enhance\",\n", - " r=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n", - " b=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n", - " g=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\"\n", - ")\n" + "```python\n", + "# Install the i.histo.match extension for histogram matching\n", + "gs.run_command(\"g.extension\", extension=\"i.histo.match\")\n", + "```" ] }, { "cell_type": "code", - "execution_count": 35, + "execution_count": 32, "id": "display-composite", "metadata": {}, "outputs": [ @@ -5797,9 +5432,6 @@ "#| label: display-composite\n", "#| echo: true\n", "\n", - "# | include: true\n", - "# | output: true\n", - "\n", "s2_rgb_maps = [\n", " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red\",\n", " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue\",\n", @@ -5812,7 +5444,7 @@ " format=\"json\",\n", ")\n", "print(f\"Max value: {s2_json['max']}\")\n", - "# gs.run_command(\"g.extension\", extension=\"i.histo.match\")\n", + "\n", "gs.run_command(\n", " \"i.histo.match\",\n", " input=s2_rgb_maps,\n", @@ -5849,7 +5481,7 @@ }, { "cell_type": "markdown", - "id": "be437d25", + "id": "92a6a04f", "metadata": {}, "source": [ "#### Temporal Map Calculations\n", @@ -5859,11 +5491,14 @@ }, { "cell_type": "code", - "execution_count": 36, - "id": "8d82ca3a", + "execution_count": 33, + "id": "temporal-mapcalc", "metadata": {}, "outputs": [], "source": [ + "#| label: temporal-mapcalc\n", + "#| echo: true\n", + "\n", "gs.run_command(\n", " \"t.rast.mapcalc\",\n", " inputs=[\"sentinel_2.nir\", \"sentinel_2.red\"],\n", @@ -5880,7 +5515,7 @@ }, { "cell_type": "markdown", - "id": "7eb12c0c", + "id": "ac44e576", "metadata": {}, "source": [ "Check to see it worked." @@ -5888,8 +5523,8 @@ }, { "cell_type": "code", - "execution_count": 37, - "id": "b5b24b2d", + "execution_count": 34, + "id": "list-strds-ndvi", "metadata": {}, "outputs": [ { @@ -5902,12 +5537,15 @@ } ], "source": [ + "#| label: list-strds-ndvi\n", + "#| echo: true\n", + "\n", "gs.run_command(\"t.list\", type=\"strds\")" ] }, { "cell_type": "markdown", - "id": "8b3cc6bd", + "id": "582ee284", "metadata": {}, "source": [ "and plot the NDVI" @@ -5915,8 +5553,8 @@ }, { "cell_type": "code", - "execution_count": 38, - "id": "4f2ec3b9", + "execution_count": 35, + "id": "plot-ndvi", "metadata": {}, "outputs": [ { @@ -5936,6 +5574,8 @@ } ], "source": [ + "#| label: plot-ndvi\n", + "#| echo: true\n", "strds_df = pd.DataFrame(\n", " gs.parse_command(\n", " \"t.rast.list\",\n", @@ -5964,8 +5604,8 @@ }, { "cell_type": "code", - "execution_count": 39, - "id": "958a214e", + "execution_count": 36, + "id": "display-ndvi-maps-individual", "metadata": {}, "outputs": [ { @@ -6040,7 +5680,9 @@ } ], "source": [ - "# | layout-ncol: 3\n", + "#| label: display-ndvi-maps-individual\n", + "#| echo: true\n", + "#| layout-ncol: 3\n", "ndvi_list = gs.parse_command(\n", " \"t.rast.list\",\n", " input=\"ndvi\",\n", @@ -6059,24 +5701,27 @@ " m.show()" ] }, + { + "cell_type": "markdown", + "id": "d2e9cae2", + "metadata": {}, + "source": [ + "Use the series map to view the entire time series of NDVI maps in one interactive map or save as a GIF." + ] + }, { "cell_type": "code", - "execution_count": 40, + "execution_count": 37, "id": "display-time-series", "metadata": {}, "outputs": [ { "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "d9c1ab5f0fb14f848a1d09db80f65d0c", - "version_major": 2, - "version_minor": 0 - }, "text/plain": [ - "HBox(children=(Play(value=0, description='Press play', interval=500, max=6), SelectionSlider(layout=Layout(wid…" + "'outputs/ndvi_time_series.gif'" ] }, - "execution_count": 36, + "execution_count": 137, "metadata": {}, "output_type": "execute_result" } @@ -6085,9 +5730,6 @@ "#| label: display-time-series\n", "#| echo: true\n", "\n", - "# | include: true\n", - "# | output: true\n", - "\n", "ndvi_rasters = [\n", " i.get(\"name\")\n", " for i in gs.parse_command(\n", @@ -6100,131 +5742,20 @@ "]\n", "\n", "# Create Time Series Map\n", - "m = gj.SeriesMap(use_region=True)\n", - "m.add_rasters(\n", - " rasters=ndvi_rasters\n", - ")\n", + "m = gj.SeriesMap(use_region=True, width=500)\n", + "m.add_rasters(rasters=ndvi_rasters)\n", "m.d_barscale()\n", "m.render()\n", - "m.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 41, - "id": "display-ndvi-maps", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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", 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", 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", 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", 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- "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "#| label: display-ndvi-maps\n", - "#| echo: true\n", - "\n", - "# | include: true\n", - "# | output: true\n", - "# | layout-ncol: 3\n", - "# | fig-cap:\n", - "# | - Day 1\n", - "# | - Day 2\n", - "# | - Day 3\n", - "# | - Day 4\n", - "# | - Day 5\n", - "# | - Day 6\n", - "# | - Day 7\n", - "\n", - "import matplotlib.pyplot as plt\n", - "import matplotlib.gridspec as gridspec\n", - "from PIL import Image\n", - "\n", - "\n", - "def generate_map(map_name):\n", - " m = gj.Map(use_region=True)\n", - " m.d_rast(map=map_name)\n", - " m.d_legend(raster=map_name, flags=\"b\")\n", - " m.d_barscale()\n", - " return m\n", - "\n", - "\n", - "for raster in ndvi_rasters:\n", - " ndvi_map = generate_map(raster)\n", - " ndvi_map.show()" + "m.save(\"outputs/ndvi_time_series.gif\")" ] }, { "cell_type": "markdown", - "id": "de448e14", + "id": "36c0a1ba", "metadata": {}, "source": [ + "![NDVI Time Series](outputs/ndvi_time_series.gif)\n", + "\n", "## References\n", "\n", "- [pystac Documentation](https://pystac.readthedocs.io/)\n", @@ -6239,22 +5770,30 @@ "name": "python3", "path": "/home/coreywhite/.local/share/jupyter/kernels/python3" }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.13.2" - }, "widgets": { "application/vnd.jupyter.widget-state+json": { "state": { - "07c6e7a8b94a43e8b1ae9b90dd5b288a": { + "01ed8e14577943d8b6f0cec09d63d110": { + "model_module": "jupyter-leaflet", + "model_module_version": "^0.19", + "model_name": "LeafletAttributionControlModel", + "state": { + "_model_module": "jupyter-leaflet", + "_model_module_version": "^0.19", + "_model_name": "LeafletAttributionControlModel", + "_view_count": null, + "_view_module": "jupyter-leaflet", + "_view_module_version": 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true, - "dragging": true, - "dragging_style": "IPY_MODEL_9289a47fb1d04abab6a874c562234a1e", - "east": 0.0, - "fullscreen": false, - "inertia": true, - "inertia_deceleration": 3000, - "inertia_max_speed": 1500, - "interpolation": "bilinear", - "keyboard": true, - "keyboard_pan_offset": 80, - "keyboard_zoom_offset": 1, - "layers": [ - "IPY_MODEL_8124d4d07f1b4329b1e66eac7ae26cca", - "IPY_MODEL_0923c98c82d24785b37a453fb66f8730" - ], - "layout": "IPY_MODEL_6c826fc7ec38419490ba2e0212501232", - "left": 9007199254740991.0, - "max_zoom": null, - "min_zoom": null, - "modisdate": "2026-01-24", - "north": 0.0, - "options": [ - "bounce_at_zoom_limits", - "box_zoom", - "center", - "close_popup_on_click", - "double_click_zoom", - "dragging", - "fullscreen", - "inertia", - "inertia_deceleration", - "inertia_max_speed", - "interpolation", - "keyboard", - "keyboard_pan_offset", - "keyboard_zoom_offset", - "max_zoom", - "min_zoom", - "prefer_canvas", - "scroll_wheel_zoom", - "tap", - "tap_tolerance", - "touch_zoom", - "world_copy_jump", - "zoom", - "zoom_animation_threshold", - "zoom_delta", - "zoom_snap" - ], - "panes": {}, - "prefer_canvas": false, - "right": 0.0, - "scroll_wheel_zoom": true, - "south": 0.0, - "style": "IPY_MODEL_ee89faba471748c8bd88d0e7a5f805df", - "tabbable": null, - "tap": true, - "tap_tolerance": 15, - "tooltip": null, - "top": 9007199254740991.0, - "touch_zoom": true, - "west": 0.0, - "window_url": "", - "world_copy_jump": false, - "zoom": 12.0, - "zoom_animation_threshold": 4, - "zoom_delta": 1.0, - "zoom_snap": 1.0 + "width": null } }, - "f08e012d473a467a985a6e5d7e545b87": { + "fe3a84148ab24095bd0a9d1e43dceb98": { "model_module": "@jupyter-widgets/controls", "model_module_version": "2.0.0", "model_name": "ButtonModel", @@ -15005,16 +41267,16 @@ "_view_module_version": "2.0.0", "_view_name": "ButtonView", "button_style": "", - "description": "Update region", - "disabled": true, + "description": "Save", + "disabled": false, "icon": "", - "layout": "IPY_MODEL_f4f42b8aa61248a591f63537a8d62fc1", - "style": "IPY_MODEL_d6caddd06d1e45179d81492044c8e84d", + "layout": "IPY_MODEL_cb312197cbcd40fc8ce669b5ab958176", + "style": "IPY_MODEL_90da37ff51b946b9bb3328ae3063423f", "tabbable": null, - "tooltip": "Click to update region" + "tooltip": null } }, - "f4f42b8aa61248a591f63537a8d62fc1": { + "feda7c1da7bc46adbc0cb4133cf43cac": { "model_module": "@jupyter-widgets/base", "model_module_version": "2.0.0", "model_name": "LayoutModel", diff --git a/content/workshops/foss4gna_2024/basics_actinia.quarto_ipynb b/content/workshops/foss4gna_2024/basics_actinia.quarto_ipynb index b243282..c0d5e05 100644 --- a/content/workshops/foss4gna_2024/basics_actinia.quarto_ipynb +++ b/content/workshops/foss4gna_2024/basics_actinia.quarto_ipynb @@ -65,7 +65,7 @@ "\n", "## Import Python Libraries" ], - "id": "55f34b7c" + "id": "e618fc25" }, { "cell_type": "code", @@ -82,7 +82,7 @@ "import requests\n", "from requests.auth import HTTPBasicAuth" ], - "id": "62a0f135", + "id": "20519acc", "execution_count": null, "outputs": [] }, @@ -98,7 +98,7 @@ "\n", "### Setup Variables" ], - "id": "02f5f2cb" + "id": "7514cfb3" }, { "cell_type": "code", @@ -111,7 +111,7 @@ "ACTINIA_URL = ACTINIA_BASEURL + \"/api/\" + ACTINIA_VERSION\n", "ACTINIA_AUTH = HTTPBasicAuth(ACTINIA_USER, ACTINIA_PASSWORD)" ], - "id": "d7ac1632", + "id": "dd4e7200", "execution_count": null, "outputs": [] }, @@ -123,7 +123,7 @@ "def print_as_json(data):\n", " json.dumps(data, indent=2)" ], - "id": "8856efb7", + "id": "5ccc34ed", "execution_count": null, "outputs": [] }, @@ -144,7 +144,7 @@ "\n", "## Acinia Basics" ], - "id": "9f42e4a7" + "id": "8a02f799" }, { "cell_type": "code", @@ -202,7 +202,7 @@ " A[\"/api/v3/locations\"]\n", "```" ], - "id": "3f15f525" + "id": "a2aec5a1" }, { "cell_type": "code", @@ -212,7 +212,7 @@ "response = requests.get(url, auth=ACTINIA_AUTH)\n", "print_as_json(response.json().get('locations'))" ], - "id": "4392d55a", + "id": "055bbf1a", "execution_count": null, "outputs": [] }, @@ -231,7 +231,7 @@ "\n", "```" ], - "id": "9993fb4b" + "id": "104afe2e" }, { "cell_type": "code", @@ -244,7 +244,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "d4bbc45b", + "id": "0b392ad7", "execution_count": null, "outputs": [] }, @@ -263,7 +263,7 @@ " B --- C[\"/mapsets\"]\n", "```" ], - "id": "9ac354b3" + "id": "4b104275" }, { "cell_type": "code", @@ -277,7 +277,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "579790d6", + "id": "404ea811", "execution_count": null, "outputs": [] }, @@ -296,7 +296,7 @@ " D --- E[\"/info\"]\n", "```" ], - "id": "eb2cc1f1" + "id": "f1c7dad4" }, { "cell_type": "code", @@ -310,7 +310,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "063d3c0d", + "id": "18492897", "execution_count": null, "outputs": [] }, @@ -333,7 +333,7 @@ " D --- E[\"/raster_layers\"]\n", "```" ], - "id": "a3733fa4" + "id": "30c73f1e" }, { "cell_type": "code", @@ -347,7 +347,7 @@ "\n", "print(response)" ], - "id": "2f85a770", + "id": "24a454db", "execution_count": null, "outputs": [] }, @@ -366,7 +366,7 @@ " D --- E[\"/vector_layers\"]\n", "```" ], - "id": "64c97d8b" + "id": "2b762a81" }, { "cell_type": "code", @@ -383,7 +383,7 @@ "\n", "print(response)" ], - "id": "fc23dbff", + "id": "3d801d3a", "execution_count": null, "outputs": [] }, @@ -406,7 +406,7 @@ " D --- E[\"/processing\"]\n", "```" ], - "id": "95ed1aa0" + "id": "99f19392" }, { "cell_type": "code", @@ -422,7 +422,7 @@ "\n", "print(response)" ], - "id": "7186d5b7", + "id": "0952bafb", "execution_count": null, "outputs": [] }, @@ -441,7 +441,7 @@ " D --- E[\"/processing_async\"]\n", "```" ], - "id": "6495e8d8" + "id": "8f18c9e7" }, { "cell_type": "code", @@ -457,7 +457,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "38cac100", + "id": "b6bde680", "execution_count": null, "outputs": [] }, @@ -478,7 +478,7 @@ "\n", "Let move on to creating process chains in [Part 3](./process_chains.ipynb).\n" ], - "id": "8079f7e1" + "id": "1997adad" } ], "metadata": { From 7c13d23f7916f0c1c15b8d55346021f8c5eea6aa Mon Sep 17 00:00:00 2001 From: cwhite911 Date: Mon, 2 Mar 2026 00:53:52 -0500 Subject: [PATCH 3/7] Improved styling of tutorial json output into mini web components --- .../t_stac_tutorial/execute-results/html.json | 6 +- .../blog/emoji_geomorphometry.quarto_ipynb | 2 +- .../actinia/basics_actinia.quarto_ipynb | 50 +- .../photogrametry.quarto_ipynb | 48 +- .../stac_tutorial/t_stac_tutorial.qmd | 345 +- .../t_stac_tutorial.quarto_ipynb | 30297 +--------------- .../foss4gna_2024/basics_actinia.quarto_ipynb | 46 +- 7 files changed, 1609 insertions(+), 29185 deletions(-) diff --git a/_freeze/content/notebooks/stac_tutorial/t_stac_tutorial/execute-results/html.json b/_freeze/content/notebooks/stac_tutorial/t_stac_tutorial/execute-results/html.json index 46778de..f3b0404 100644 --- a/_freeze/content/notebooks/stac_tutorial/t_stac_tutorial/execute-results/html.json +++ b/_freeze/content/notebooks/stac_tutorial/t_stac_tutorial/execute-results/html.json @@ -1,8 +1,8 @@ { - "hash": "8b59ba37326d51d7eb4cbc2676202cb0", + "hash": "db7fa1f01bcb7eac81bb9a6ba2e45a70", "result": { "engine": "jupyter", - "markdown": "---\ntitle: \"STAC Tutorial\"\ndescription: \"Learn how to use the GRASS addon t.stac to search and import STAC API data into a GRASS project.\"\nimage: images/stac-to-the-future.png\nauthor: Corey T. White\ndate: '2025-03-01'\ncategories: [stac, grass-addon, tutorial]\ndate-modified: today\n\npage-layout: full\ntitle-block-banner: true\ndraft: false\n\nformat:\n html:\n toc: true\n toc-depth: 4\n tabsets: true\n code-copy: true\n code-fold: false\n code-tools: true\n mermaid: \n theme: forest\n other-links:\n - text: grass\n href: https://grass.osgeo.org\n - text: STAC\n href: https://stacspec.org/en\n lightbox: true\n canonical-url: true\n notebook-links: true\t\n\nengine: jupyter\njupyter: python3\n\n\nexecute:\n enabled: true\n keep-ipynb: true\n eval: true\n freeze: true\n cache: true\n\n---\n\nIn this tutorial we will learn about the [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) suite of tools for [GRASS](https://grass.osgeo.org).\n\n* [t.stac.catalog](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.catalog.html) - is a tool for exploring SpatioTemporal Asset Catalogs metadata from a STAC API.\n* [t.stac.collection](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.collection.html) - is a tool for exploring SpatioTemporal Asset Catalog (STAC) collection metadata.\n* [t.stac.item](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.item.html) - is a tool for exploring and importing SpatioTemporal Asset Catalog item metadata and assets into GRASS.\n\n## Introduction\n\nSpatioTemporal Asset Catalog (STAC) is an open specification that provides a common structure for describing and cataloging geospatial information. STAC organizes earth observation data into a hierarchy of **Catalogs** → **Collections** → **Items** → **Assets**, making large archives of cloud-hosted imagery discoverable and accessible through a standard API. Major providers such as AWS, Google Cloud, and Microsoft Planetary Computer publish their datasets as STAC-compliant APIs, giving you a unified way to search and retrieve data across platforms.\n\nThe `t.stac` addon suite bridges these STAC APIs with GRASS's spatio-temporal data management framework. Instead of manually browsing catalogs and downloading files, `t.stac` lets you:\n\n- **Search** by spatial extent and time window\n- **Filter** by metadata properties such as cloud cover, sun elevation, and resolution\n- **Import** matched assets directly into a GRASS project as a Space Time Raster Dataset (STRDS)\n\nThis tutorial walks through the full workflow: exploring a STAC catalog, querying Sentinel-2 imagery, downloading and importing it into GRASS, computing NDVI, and visualizing the time series.\n\nThe tutorial assumes you already have GRASS installed on your machine. If not please [download and install GRASS](https://grass.osgeo.org/download/) before continuing the tutorial.\n\n\n## Getting Started\n\n### Start GRASS Session\n\n::: {#config-grass .cell execution_count=1}\n``` {.python .cell-code}\n# Import standard python packages\nimport sys\nimport subprocess\nfrom IPython.display import display, JSON, HTML\nimport json\nimport pandas as pd\nfrom pathlib import Path\nimport seaborn as sns\n# import polars as pl\n\n# Ask GRASS where its Python packages are and add them to the path\nsys.path.append(\n subprocess.check_output([\"grass\", \"--config\", \"python_path\"], text=True).strip()\n)\n\n# Import the GRASS python packages we need\nimport grass.script as gs\nimport grass.jupyter as gj\n```\n:::\n\n\nCreate a GRASS project\n\n::: {#create-project .cell execution_count=2}\n``` {.python .cell-code}\ngs.create_project(\"stac\", epsg=\"32119\", overwrite=True)\n```\n:::\n\n\nand start a GRASS session.\n\n::: {#start-grass-session .cell execution_count=3}\n``` {.python .cell-code}\nsession = gj.init(\"stac\")\n```\n:::\n\n\n### Install Addon\n\nThe [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) addons require the following Python packages.\n\n* [pystac (>=1.12)](https://pystac.readthedocs.io/en/latest/installation.html)\n* [pystac_client (>=0.8)](https://pystac-client.readthedocs.io/en/stable/)\n* [tqdm (>=4.67)](https://tqdm.github.io/)\n\nYou can install them using pip or the Python package manager of your choice. \n\n```bash\npip install pystac pystac_client tqdm\n```\n\nNow you can install the *t.stac* extensions.\n\n::: {#install-t-stac .cell execution_count=4}\n``` {.python .cell-code}\ngs.run_command(\"g.extension\", extension=\"t.stac\")\n```\n:::\n\n\n### Define computational region\n\n::: {#grass-set-region .cell execution_count=5}\n``` {.python .cell-code}\ngs.run_command(\n \"g.region\", n=236687, s=210391, e=616042, w=598921, nsres=10, ewres=10, flags=\"pa\"\n)\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nprojection: 99 (NAD83 / North Carolina)\nzone: 0\ndatum: nad83\nellipsoid: grs80\nnorth: 236690\nsouth: 210390\nwest: 598920\neast: 616050\nnsres: 10\newres: 10\nrows: 2630\ncols: 1713\ncells: 4505190\n```\n:::\n:::\n\n\n## STAC API\n\n::: {#set-stac-catalog-url .cell execution_count=6}\n``` {.python .cell-code}\nstac_url = \"https://earth-search.aws.element84.com/v1/\"\n```\n:::\n\n\n### Searching STAC Catalogs\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-stac-catalog .cell execution_count=7}\n``` {.python .cell-code}\ncatalogs_json = gs.parse_command(\n \"t.stac.catalog\", url=stac_url, format=\"json\"\n)\n\ndf_catalogs = pd.json_normalize(catalogs_json)\ndf_catalogs.head()\n```\n\n::: {.cell-output .cell-output-display execution_count=108}\n```{=html}\n
          \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
          typeidstac_versiondescriptionlinksconformsTotitle
          0Catalogearth-search-aws1.1.0A STAC API of public datasets on AWS[{'rel': 'self', 'href': 'https://earth-search...[https://api.stacspec.org/v1.0.0/core, https:/...Earth Search by Element 84
          \n
          \n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-catalog-shell .cell execution_count=8}\n``` {.python .cell-code}\n!t.stac.catalog url={stac_url} format=plain -b\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\n---------------------------------------------------------------------------\r\nCatalog: Earth Search by Element 84\r\n---------------------------------------------------------------------------\r\nClient Id: earth-search-aws\r\nClient Description: A STAC API of public datasets on AWS\r\nClient STAC Extensions: []\r\nClient catalog_type: ABSOLUTE_PUBLISHED\r\n---------------------------------------------------------------------------\r\nCollections: 9\r\n---------------------------------------------------------------------------\r\nCollection Id | Collection Title\r\n---------------------------------------------------------------------------\r\nsentinel-2-pre-c1-l2a: Sentinel-2 Pre-Collection 1 Level-2A \r\ncop-dem-glo-30: Copernicus DEM GLO-30\r\nnaip: NAIP: National Agriculture Imagery Program\r\ncop-dem-glo-90: Copernicus DEM GLO-90\r\nlandsat-c2-l2: Landsat Collection 2 Level-2\r\nsentinel-2-l2a: Sentinel-2 Level-2A\r\nsentinel-2-l1c: Sentinel-2 Level-1C\r\nsentinel-2-c1-l2a: Sentinel-2 Collection 1 Level-2A\r\nsentinel-1-grd: Sentinel-1 Level-1C Ground Range Detected (GRD)\r\n---------------------------------------------------------------------------\r\n```\n:::\n:::\n\n\n:::\n\n#### Collection Metadata\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-stac-items .cell execution_count=9}\n``` {.python .cell-code}\nitems_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"m\",\n format=\"json\",\n)\n\ndf_items = pd.json_normalize(items_json, max_level=0)\ndisplay(df_items.T.head(5))\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
          \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
          0
          typeCollection
          idsentinel-2-l2a
          stac_version1.1.0
          descriptionGlobal Sentinel-2 data from the Multispectral ...
          links[{'rel': 'self', 'href': 'https://earth-search...
          \n
          \n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-items-m-shell .cell execution_count=10}\n``` {.python .cell-code}\n!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" format=plain -m\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\n---------------------------------------------------------------------------\r\n\r\nCollection Id: sentinel-2-l2a\r\nTitle: Sentinel-2 Level-2A\r\nDescription: Global Sentinel-2 data from the Multispectral Instrument (MSI) onboard Sentinel-2\r\nbbox: [[-180, -90, 180, 90]]\r\nTemporal Interval: [['2015-06-27T10:25:31.456000Z', None]]\r\nLicense: proprietary\r\nKeywords: ['sentinel', 'earth observation', 'esa']\r\nLinks: [{'rel': 'self', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a', 'type': 'application/json'}, {'rel': 'cite-as', 'href': 'https://doi.org/10.5270/S2_-742ikth', 'title': 'Copernicus Sentinel-2 MSI Level-2A (L2A) Bottom-of-Atmosphere Radiance'}, {'rel': 'license', 'href': 'https://sentinel.esa.int/documents/247904/690755/Sentinel_Data_Legal_Notice', 'title': 'proprietary'}, {'rel': 'parent', 'href': 'https://earth-search.aws.element84.com/v1', 'type': 'application/json'}, {'rel': 'root', 'href': 'https://earth-search.aws.element84.com/v1/', 'type': 'application/json', 'title': 'Earth Search by Element 84'}, {'rel': 'items', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/items', 'type': 'application/geo+json'}, {'rel': 'http://www.opengis.net/def/rel/ogc/1.0/queryables', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/queryables', 'type': 'application/schema+json'}, {'rel': 'aggregate', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/aggregate', 'type': 'application/json', 'method': 'GET'}, {'rel': 'aggregations', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/aggregations', 'type': 'application/json'}]\r\nStac Extensions: ['https://stac-extensions.github.io/item-assets/v1.0.0/schema.json', 'https://stac-extensions.github.io/view/v1.0.0/schema.json', 'https://stac-extensions.github.io/scientific/v1.0.0/schema.json', 'https://stac-extensions.github.io/raster/v1.1.0/schema.json', 'https://stac-extensions.github.io/eo/v1.0.0/schema.json']\r\n\r\n# Summaries:\r\n---------------------------------------------------------------------------\r\n platform:\r\n---------------------------------------------------------------------------\r\n constellation:\r\n---------------------------------------------------------------------------\r\n instruments:\r\n---------------------------------------------------------------------------\r\n gsd:\r\n---------------------------------------------------------------------------\r\n view:off_nadir:\r\n---------------------------------------------------------------------------\r\n sci:doi:\r\n---------------------------------------------------------------------------\r\n eo:bands:\r\n# name: coastal\r\n# common_name: coastal\r\n# description: Coastal aerosol (band 1)\r\n# center_wavelength: 0.443\r\n# full_width_half_max: 0.027\r\n# name: blue\r\n# common_name: blue\r\n# description: Blue (band 2)\r\n# center_wavelength: 0.49\r\n# full_width_half_max: 0.098\r\n# name: green\r\n# common_name: green\r\n# description: Green (band 3)\r\n# center_wavelength: 0.56\r\n# full_width_half_max: 0.045\r\n# name: red\r\n# common_name: red\r\n# description: Red (band 4)\r\n# center_wavelength: 0.665\r\n# full_width_half_max: 0.038\r\n# name: rededge1\r\n# common_name: rededge\r\n# description: Red edge 1 (band 5)\r\n# center_wavelength: 0.704\r\n# full_width_half_max: 0.019\r\n# name: rededge2\r\n# common_name: rededge\r\n# description: Red edge 2 (band 6)\r\n# center_wavelength: 0.74\r\n# full_width_half_max: 0.018\r\n# name: rededge3\r\n# common_name: rededge\r\n# description: Red edge 3 (band 7)\r\n# center_wavelength: 0.783\r\n# full_width_half_max: 0.028\r\n# name: nir\r\n# common_name: nir\r\n# description: NIR 1 (band 8)\r\n# center_wavelength: 0.842\r\n# full_width_half_max: 0.145\r\n# name: nir08\r\n# common_name: nir08\r\n# description: NIR 2 (band 8A)\r\n# center_wavelength: 0.865\r\n# full_width_half_max: 0.033\r\n# name: nir09\r\n# common_name: nir09\r\n# description: NIR 3 (band 9)\r\n# center_wavelength: 0.945\r\n# full_width_half_max: 0.026\r\n# name: cirrus\r\n# common_name: cirrus\r\n# description: Cirrus (band 10)\r\n# center_wavelength: 1.3735\r\n# full_width_half_max: 0.075\r\n# name: swir16\r\n# common_name: swir16\r\n# description: SWIR 1 (band 11)\r\n# center_wavelength: 1.61\r\n# full_width_half_max: 0.143\r\n# name: swir22\r\n# common_name: swir22\r\n# description: SWIR 2 (band 12)\r\n# center_wavelength: 2.19\r\n# full_width_half_max: 0.242\r\n\r\n# Extra Fields:\r\n# Extra Fields not found.\r\n---------------------------------------------------------------------------\r\n\r\n```\n:::\n:::\n\n\n:::\n\n#### Query Items by datetime and display table\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-items .cell tbl-cap='Sentinel 2 Items' execution_count=11}\n``` {.python .cell-code}\nitems_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"i\",\n datetime=\"2024-04-01/2024-09-30\",\n format=\"json\",\n)\nnum_items = len(df_items)\ndf_items = pd.json_normalize(items_json, max_level=0)\ndisplay(df_items.head(5))\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
          \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
          typestac_versionstac_extensionsidgeometrybboxpropertieslinksassetscollection
          0Feature1.1.0[https://stac-extensions.github.io/processing/...S2A_17SPV_20240929_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-29T23:18:47.401Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
          1Feature1.1.0[https://stac-extensions.github.io/eo/v1.1.0/s...S2B_17SPV_20240924_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-25T06:45:08.923Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
          2Feature1.1.0[https://stac-extensions.github.io/view/v1.0.0...S2A_17SPV_20240919_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-20T01:57:52.703Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
          3Feature1.1.0[https://stac-extensions.github.io/grid/v1.1.0...S2B_17SPV_20240914_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-15T00:07:17.726Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
          4Feature1.1.0[https://stac-extensions.github.io/grid/v1.1.0...S2A_17SPV_20240909_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-10T01:00:11.150Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
          \n
          \n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-items-i-shell .cell execution_count=12}\n``` {.python .cell-code}\n!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" format=plain -i\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\nSearch Matched: 38 items\r\nbbox: [-79.11829907, 35.64652526, -78.92857699, 35.88363678]\r\nItems Found: 38\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240929_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-29 16:13:28.352000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-29T23:18:47.401Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 74.087\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 159.030812026265\r\n# view:sun_elevation: 49.5733673337649\r\n# s2:degraded_msi_data_percentage: 0.0133\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 1.035474\r\n# s2:vegetation_percentage: 17.151682\r\n# s2:not_vegetated_percentage: 2.54457\r\n# s2:water_percentage: 0.531116\r\n# s2:unclassified_percentage: 4.430241\r\n# s2:medium_proba_clouds_percentage: 14.835113\r\n# s2:high_proba_clouds_percentage: 59.251028\r\n# s2:thin_cirrus_percentage: 0.000859\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240929T160051_N0511_R097_T17SPV_20240929T214148.SAFE\r\n# s2:generation_time: 2024-09-29T21:41:48.000000Z\r\n# s2:datatake_id: GS2A_20240929T160051_048428_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240929T214148_S20240929T160935_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240929T214148_A048428_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.99535952936181\r\n# datetime: 2024-09-29T16:13:28.352000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240929_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4358322d6f3b7cc6a1345f1e4582a193\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-29T23:18:47.401Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240924_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-24 16:13:24.693000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-25T06:45:08.923Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 99.348462\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 157.455076519409\r\n# view:sun_elevation: 51.2968775702621\r\n# s2:degraded_msi_data_percentage: 0.0052\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.600874\r\n# s2:vegetation_percentage: 0.012064\r\n# s2:not_vegetated_percentage: 0.00723\r\n# s2:water_percentage: 0.001035\r\n# s2:unclassified_percentage: 0.030182\r\n# s2:medium_proba_clouds_percentage: 1.05707\r\n# s2:high_proba_clouds_percentage: 98.291391\r\n# s2:thin_cirrus_percentage: 0\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240924T155909_N0511_R097_T17SPV_20240924T215647.SAFE\r\n# s2:generation_time: 2024-09-24T21:56:47.000000Z\r\n# s2:datatake_id: GS2B_20240924T155909_039448_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240924T215647_S20240924T161235_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240924T215647_A039448_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.992555642055685\r\n# datetime: 2024-09-24T16:13:24.693000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240924_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/5da8ad2203ff3aeeb1380ac4891c6811\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-25T06:45:08.923Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240919_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-19 16:13:27.093000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-20T01:57:52.703Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 72.722346\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 155.767671819208\r\n# view:sun_elevation: 52.9984536527629\r\n# s2:degraded_msi_data_percentage: 0.0622\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 2.901951\r\n# s2:vegetation_percentage: 17.622864\r\n# s2:not_vegetated_percentage: 2.652742\r\n# s2:water_percentage: 0.198822\r\n# s2:unclassified_percentage: 3.66454\r\n# s2:medium_proba_clouds_percentage: 19.171326\r\n# s2:high_proba_clouds_percentage: 53.275347\r\n# s2:thin_cirrus_percentage: 0.275673\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_20240919T235348.SAFE\r\n# s2:generation_time: 2024-09-19T23:53:48.000000Z\r\n# s2:datatake_id: GS2A_20240919T155931_048285_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S20240919T160354_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A048285_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.989818874139801\r\n# datetime: 2024-09-19T16:13:27.093000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240919_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/15f081a7f9bdd87cc5f4cabfb05f981d\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-20T01:57:52.703Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240914_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-14 16:13:25.669000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-15T00:07:17.726Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 79.828173\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 153.914058363041\r\n# view:sun_elevation: 54.654514165176\r\n# s2:degraded_msi_data_percentage: 0.007\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 3.506305\r\n# s2:vegetation_percentage: 15.025803\r\n# s2:not_vegetated_percentage: 0.845717\r\n# s2:water_percentage: 0.04352\r\n# s2:unclassified_percentage: 0.7308\r\n# s2:medium_proba_clouds_percentage: 25.53083\r\n# s2:high_proba_clouds_percentage: 41.27472\r\n# s2:thin_cirrus_percentage: 13.022627\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240914T155819_N0511_R097_T17SPV_20240914T213957.SAFE\r\n# s2:generation_time: 2024-09-14T21:39:57.000000Z\r\n# s2:datatake_id: GS2B_20240914T155819_039305_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240914T213957_S20240914T160632_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240914T213957_A039305_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.987167209559927\r\n# datetime: 2024-09-14T16:13:25.669000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240914_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/f6a2326175b22d8a18f9cfdcf10d61a6\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-15T00:07:17.726Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240909_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-09 16:13:25.358000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-10T01:00:11.150Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.583943\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 151.939335784169\r\n# view:sun_elevation: 56.2633790627923\r\n# s2:degraded_msi_data_percentage: 0.0076\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.282156\r\n# s2:vegetation_percentage: 90.927249\r\n# s2:not_vegetated_percentage: 5.989857\r\n# s2:water_percentage: 1.08207\r\n# s2:unclassified_percentage: 0.802021\r\n# s2:medium_proba_clouds_percentage: 0.458496\r\n# s2:high_proba_clouds_percentage: 0.11125\r\n# s2:thin_cirrus_percentage: 0.014197\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240909T155901_N0511_R097_T17SPV_20240909T230449.SAFE\r\n# s2:generation_time: 2024-09-09T23:04:49.000000Z\r\n# s2:datatake_id: GS2A_20240909T155901_048142_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240909T230449_S20240909T161131_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240909T230449_A048142_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.984620442079431\r\n# datetime: 2024-09-09T16:13:25.358000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240909_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4d9c572c80f8d121e13f58841e96ab3f\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-10T01:00:11.150Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240904_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-04 16:13:28.898000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-04T23:56:25.240Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 85.910875\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 149.877490350857\r\n# view:sun_elevation: 57.820905383914\r\n# s2:degraded_msi_data_percentage: 0.0027\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.144353\r\n# s2:vegetation_percentage: 11.959764\r\n# s2:not_vegetated_percentage: 0.834155\r\n# s2:water_percentage: 0.120812\r\n# s2:unclassified_percentage: 1.003573\r\n# s2:medium_proba_clouds_percentage: 31.174442\r\n# s2:high_proba_clouds_percentage: 35.781747\r\n# s2:thin_cirrus_percentage: 18.954691\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240904T155819_N0511_R097_T17SPV_20240904T214205.SAFE\r\n# s2:generation_time: 2024-09-04T21:42:05.000000Z\r\n# s2:datatake_id: GS2B_20240904T155819_039162_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240904T214205_S20240904T160310_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240904T214205_A039162_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.982194975113435\r\n# datetime: 2024-09-04T16:13:28.898000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240904_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/a34722af06ac7f7dc3a6579ff0c804bc\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-04T23:56:25.240Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240830_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-30 16:13:25.079000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-31T00:58:00.459Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 29.260489\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 147.666056006198\r\n# view:sun_elevation: 59.2994603957414\r\n# s2:degraded_msi_data_percentage: 0.0075\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 2.806995\r\n# s2:vegetation_percentage: 60.253859\r\n# s2:not_vegetated_percentage: 4.589577\r\n# s2:water_percentage: 0.798839\r\n# s2:unclassified_percentage: 2.123901\r\n# s2:medium_proba_clouds_percentage: 8.565114\r\n# s2:high_proba_clouds_percentage: 7.006772\r\n# s2:thin_cirrus_percentage: 13.688605\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240830T155901_N0511_R097_T17SPV_20240830T230248.SAFE\r\n# s2:generation_time: 2024-08-30T23:02:48.000000Z\r\n# s2:datatake_id: GS2A_20240830T155901_047999_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240830T230248_S20240830T161243_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240830T230248_A047999_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.979908290720517\r\n# datetime: 2024-08-30T16:13:25.079000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240830_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/f5abdfe94133d858b559236189785d38\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-31T00:58:00.459Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240825_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-25 16:13:26.986000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-25T22:19:02.797Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.286147\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 145.418027258291\r\n# view:sun_elevation: 60.713849205893\r\n# s2:degraded_msi_data_percentage: 0.0023\r\n# s2:nodata_pixel_percentage: 3e-06\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 92.048389\r\n# s2:not_vegetated_percentage: 5.863727\r\n# s2:water_percentage: 1.157126\r\n# s2:unclassified_percentage: 0.414823\r\n# s2:medium_proba_clouds_percentage: 0.003242\r\n# s2:high_proba_clouds_percentage: 0.000468\r\n# s2:thin_cirrus_percentage: 0.282438\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240825T155819_N0511_R097_T17SPV_20240825T202603.SAFE\r\n# s2:generation_time: 2024-08-25T20:26:03.000000Z\r\n# s2:datatake_id: GS2B_20240825T155819_039019_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240825T202603_S20240825T160630_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240825T202603_A039019_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.977774923159322\r\n# datetime: 2024-08-25T16:13:26.986000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240825_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/490f60d682670e67d01ecaf4f98b5414\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-25T22:19:02.797Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240820_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.89776456996923, 35.4726933643254], [-79.7346782097742, 35.44129757021934], [-79.46139918173544, 35.385649910895935], [-79.23391161679794, 35.33655731103751], [-78.94048445982517, 35.27132975873579], [-78.7314235910276, 35.22160262927839], [-78.69517200414566, 35.210288765815775], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.89776456996923, 35.210288765815775, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-20 16:13:23.109000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-20T23:56:23.997Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 33.311394\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 143.08785356748\r\n# view:sun_elevation: 62.0401806921953\r\n# s2:degraded_msi_data_percentage: 0.0068\r\n# s2:nodata_pixel_percentage: 20.467882\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 4.145628\r\n# s2:vegetation_percentage: 57.034469\r\n# s2:not_vegetated_percentage: 2.759165\r\n# s2:water_percentage: 0.557756\r\n# s2:unclassified_percentage: 2.062658\r\n# s2:medium_proba_clouds_percentage: 7.864375\r\n# s2:high_proba_clouds_percentage: 25.44643\r\n# s2:thin_cirrus_percentage: 0.000588\r\n# s2:snow_ice_percentage: 0.000125\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240820T155901_N0511_R097_T17SPV_20240820T215950.SAFE\r\n# s2:generation_time: 2024-08-20T21:59:50.000000Z\r\n# s2:datatake_id: GS2A_20240820T155901_047856_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240820T215950_S20240820T160059_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240820T215950_A047856_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.975809931278449\r\n# datetime: 2024-08-20T16:13:23.109000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240820_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/411bee81baeb1568b5776fdf0d347f44\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-20T23:56:23.997Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240815_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-15 16:13:29.698000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-15T22:26:20.635Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 21.623282\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 140.792281631354\r\n# view:sun_elevation: 63.298438697450905\r\n# s2:degraded_msi_data_percentage: 0.0026\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 6.605214\r\n# s2:vegetation_percentage: 66.837502\r\n# s2:not_vegetated_percentage: 3.310321\r\n# s2:water_percentage: 0.95207\r\n# s2:unclassified_percentage: 0.522533\r\n# s2:medium_proba_clouds_percentage: 5.018556\r\n# s2:high_proba_clouds_percentage: 3.960375\r\n# s2:thin_cirrus_percentage: 12.644351\r\n# s2:snow_ice_percentage: 1.7e-05\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240815T155819_N0511_R097_T17SPV_20240815T202258.SAFE\r\n# s2:generation_time: 2024-08-15T20:22:58.000000Z\r\n# s2:datatake_id: GS2B_20240815T155819_038876_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240815T202258_S20240815T160633_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240815T202258_A038876_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.974025531957526\r\n# datetime: 2024-08-15T16:13:29.698000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240815_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4db99d501d990bde2470478e44214d57\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-15T22:26:20.635Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240810_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-10 16:13:27.506000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-11T00:56:27.595Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 22.071692\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 138.46260954534\r\n# view:sun_elevation: 64.4582094622163\r\n# s2:degraded_msi_data_percentage: 0.0072\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 1.194054\r\n# s2:vegetation_percentage: 68.353802\r\n# s2:not_vegetated_percentage: 4.528956\r\n# s2:water_percentage: 1.116045\r\n# s2:unclassified_percentage: 2.540801\r\n# s2:medium_proba_clouds_percentage: 6.852651\r\n# s2:high_proba_clouds_percentage: 5.531524\r\n# s2:thin_cirrus_percentage: 9.687516\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240810T155901_N0511_R097_T17SPV_20240810T230917.SAFE\r\n# s2:generation_time: 2024-08-10T23:09:17.000000Z\r\n# s2:datatake_id: GS2A_20240810T155901_047713_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240810T230917_S20240810T161216_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240810T230917_A047713_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.972434093148653\r\n# datetime: 2024-08-10T16:13:27.506000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240810_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/871900f36df7cfaebe5c438ade928c06\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-11T00:56:27.595Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240805_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-05 16:13:28.726000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-06T00:48:01.172Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 99.665856\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 136.220285960083\r\n# view:sun_elevation: 65.540377719519\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.284614\r\n# s2:vegetation_percentage: 0.047356\r\n# s2:not_vegetated_percentage: 0.001267\r\n# s2:water_percentage: 9e-05\r\n# s2:unclassified_percentage: 0.000717\r\n# s2:medium_proba_clouds_percentage: 38.336566\r\n# s2:high_proba_clouds_percentage: 46.122238\r\n# s2:thin_cirrus_percentage: 15.207046\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240805T155819_N0511_R097_T17SPV_20240805T220539.SAFE\r\n# s2:generation_time: 2024-08-05T22:05:39.000000Z\r\n# s2:datatake_id: GS2B_20240805T155819_038733_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240805T220539_S20240805T160928_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240805T220539_A038733_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.971045325145953\r\n# datetime: 2024-08-05T16:13:28.726000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240805_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/6e848c4fbd7ffd3b2d0ebcc5e7dc869f\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-06T00:48:01.172Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240731_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-31 16:13:28.790000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-01T01:43:45.085Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 6.139014\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 134.074011613079\r\n# view:sun_elevation: 66.5336008839282\r\n# s2:degraded_msi_data_percentage: 0.0076\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.290065\r\n# s2:vegetation_percentage: 85.660404\r\n# s2:not_vegetated_percentage: 5.215016\r\n# s2:water_percentage: 1.061476\r\n# s2:unclassified_percentage: 1.402832\r\n# s2:medium_proba_clouds_percentage: 2.665854\r\n# s2:high_proba_clouds_percentage: 2.517344\r\n# s2:thin_cirrus_percentage: 0.955816\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240731T155901_N0511_R097_T17SPV_20240731T232548.SAFE\r\n# s2:generation_time: 2024-07-31T23:25:48.000000Z\r\n# s2:datatake_id: GS2A_20240731T155901_047570_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240731T232548_S20240731T160830_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240731T232548_A047570_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.969868710676552\r\n# datetime: 2024-07-31T16:13:28.790000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240731_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9fe108dc54d302a143277cdbcdc84dc2\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-01T01:43:45.085Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240726_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-26 16:13:28.728000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-26T22:16:04.416Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 132.076476762934\r\n# view:sun_elevation: 67.4387284733629\r\n# s2:degraded_msi_data_percentage: 0.1426\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 33.155897\r\n# s2:high_proba_clouds_percentage: 66.819233\r\n# s2:thin_cirrus_percentage: 0.024871\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240726T155819_N0511_R097_T17SPV_20240726T202326.SAFE\r\n# s2:generation_time: 2024-07-26T20:23:26.000000Z\r\n# s2:datatake_id: GS2B_20240726T155819_038590_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240726T202326_S20240726T160234_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240726T202326_A038590_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.968911323301634\r\n# datetime: 2024-07-26T16:13:28.728000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240726_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9054bd8d847f9a5ba9932505cdfe3e50\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-26T22:16:04.416Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240721_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-21 16:13:27.745000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-22T00:56:43.023Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 77.323008\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 130.27037090188\r\n# view:sun_elevation: 68.2536811806891\r\n# s2:degraded_msi_data_percentage: 0.0105\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.012784\r\n# s2:cloud_shadow_percentage: 4.486402\r\n# s2:vegetation_percentage: 15.218596\r\n# s2:not_vegetated_percentage: 1.484813\r\n# s2:water_percentage: 0.175991\r\n# s2:unclassified_percentage: 1.298403\r\n# s2:medium_proba_clouds_percentage: 22.264542\r\n# s2:high_proba_clouds_percentage: 43.291837\r\n# s2:thin_cirrus_percentage: 11.766633\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240721T155901_N0510_R097_T17SPV_20240721T231400.SAFE\r\n# s2:generation_time: 2024-07-21T23:14:00.000000Z\r\n# s2:datatake_id: GS2A_20240721T155901_047427_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240721T231400_S20240721T160453_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240721T231400_A047427_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968179627481255\r\n# datetime: 2024-07-21T16:13:27.745000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240721_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/32191ae26b50556b13a773c6452c7941\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-22T00:56:43.023Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240716_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-16 16:13:29.371000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-16T22:18:32.931Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 78.20453\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 128.734434158607\r\n# view:sun_elevation: 68.9891018368731\r\n# s2:degraded_msi_data_percentage: 0.0026\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.033102\r\n# s2:cloud_shadow_percentage: 0.164402\r\n# s2:vegetation_percentage: 18.160766\r\n# s2:not_vegetated_percentage: 1.747406\r\n# s2:water_percentage: 0.451936\r\n# s2:unclassified_percentage: 1.237853\r\n# s2:medium_proba_clouds_percentage: 19.404654\r\n# s2:high_proba_clouds_percentage: 12.049545\r\n# s2:thin_cirrus_percentage: 46.750337\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240716T155819_N0510_R097_T17SPV_20240716T202001.SAFE\r\n# s2:generation_time: 2024-07-16T20:20:01.000000Z\r\n# s2:datatake_id: GS2B_20240716T155819_038447_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240716T202001_S20240716T161237_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240716T202001_A038447_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967677976818957\r\n# datetime: 2024-07-16T16:13:29.371000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240716_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/07c56abbfc01f177bd74634d269b8100\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-16T22:18:32.931Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240711_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-11 16:13:29.033000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-12T01:47:22.047Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 72.374904\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 127.483087684314\r\n# view:sun_elevation: 69.6335585134829\r\n# s2:degraded_msi_data_percentage: 0.0072\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.04\r\n# s2:cloud_shadow_percentage: 0.182614\r\n# s2:vegetation_percentage: 25.206134\r\n# s2:not_vegetated_percentage: 1.669835\r\n# s2:water_percentage: 0.141035\r\n# s2:unclassified_percentage: 0.385476\r\n# s2:medium_proba_clouds_percentage: 30.507737\r\n# s2:high_proba_clouds_percentage: 10.228427\r\n# s2:thin_cirrus_percentage: 31.638741\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240711T160011_N0510_R097_T17SPV_20240711T234558.SAFE\r\n# s2:generation_time: 2024-07-11T23:45:58.000000Z\r\n# s2:datatake_id: GS2A_20240711T160011_047284_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240711T234558_S20240711T160820_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240711T234558_A047284_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967409759353159\r\n# datetime: 2024-07-11T16:13:29.033000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240711_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/0737ce995f5c9509fa285305cacab31a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-12T01:47:22.047Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240706_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-06 16:13:29.422000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-07T09:36:12.736Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 38.748205\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.580975941463\r\n# view:sun_elevation: 70.19159002112289\r\n# s2:degraded_msi_data_percentage: 0.0053\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.055285\r\n# s2:cloud_shadow_percentage: 9.143251\r\n# s2:vegetation_percentage: 44.116038\r\n# s2:not_vegetated_percentage: 5.823249\r\n# s2:water_percentage: 0.664427\r\n# s2:unclassified_percentage: 1.449544\r\n# s2:medium_proba_clouds_percentage: 14.156002\r\n# s2:high_proba_clouds_percentage: 14.943799\r\n# s2:thin_cirrus_percentage: 9.648405\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240706T155819_N0510_R097_T17SPV_20240706T202406.SAFE\r\n# s2:generation_time: 2024-07-06T20:24:06.000000Z\r\n# s2:datatake_id: GS2B_20240706T155819_038304_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240706T202406_S20240706T160600_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240706T202406_A038304_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967376489081156\r\n# datetime: 2024-07-06T16:13:29.422000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240706_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/6259182c18e06c31cc7a2350f92f9057\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-07T09:36:12.736Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240701_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-01 16:13:29.590000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-02T02:21:19.638Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 16.917542\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.053936716402\r\n# view:sun_elevation: 70.6557251617978\r\n# s2:degraded_msi_data_percentage: 0.0086\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.129565\r\n# s2:cloud_shadow_percentage: 0.36972\r\n# s2:vegetation_percentage: 69.68329\r\n# s2:not_vegetated_percentage: 9.322461\r\n# s2:water_percentage: 1.036865\r\n# s2:unclassified_percentage: 2.540556\r\n# s2:medium_proba_clouds_percentage: 7.906951\r\n# s2:high_proba_clouds_percentage: 8.986523\r\n# s2:thin_cirrus_percentage: 0.024068\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240701T160031_N0510_R097_T17SPV_20240701T232649.SAFE\r\n# s2:generation_time: 2024-07-01T23:26:49.000000Z\r\n# s2:datatake_id: GS2A_20240701T160031_047141_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240701T232649_S20240701T161115_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240701T232649_A047141_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967578395203064\r\n# datetime: 2024-07-01T16:13:29.590000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240701_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/2b0784568fcfb38124c53190dac11199\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-02T02:21:19.638Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240626_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-26 16:13:29.788000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-29T13:15:14.245Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 10.012253\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 125.923957043673\r\n# view:sun_elevation: 71.0188921222716\r\n# s2:degraded_msi_data_percentage: 0.0048\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.102893\r\n# s2:cloud_shadow_percentage: 6.122985\r\n# s2:vegetation_percentage: 73.424119\r\n# s2:not_vegetated_percentage: 8.814509\r\n# s2:water_percentage: 0.988826\r\n# s2:unclassified_percentage: 0.534418\r\n# s2:medium_proba_clouds_percentage: 5.260666\r\n# s2:high_proba_clouds_percentage: 4.487195\r\n# s2:thin_cirrus_percentage: 0.264392\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240626T155819_N0510_R097_T17SPV_20240626T212822.SAFE\r\n# s2:generation_time: 2024-06-26T21:28:22.000000Z\r\n# s2:datatake_id: GS2B_20240626T155819_038161_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240626T212822_S20240626T161215_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240626T212822_A038161_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968014458026667\r\n# datetime: 2024-06-26T16:13:29.788000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240626_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ae0489eb6939416a993e55b7aa8625b2\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-29T13:15:14.245Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240621_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-21 16:13:30.992000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-29T04:36:32.882Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 17.349365\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.208142864178\r\n# view:sun_elevation: 71.2758248636805\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.093971\r\n# s2:cloud_shadow_percentage: 9.346008\r\n# s2:vegetation_percentage: 64.006728\r\n# s2:not_vegetated_percentage: 7.618747\r\n# s2:water_percentage: 0.92731\r\n# s2:unclassified_percentage: 0.657874\r\n# s2:medium_proba_clouds_percentage: 9.875548\r\n# s2:high_proba_clouds_percentage: 7.4591\r\n# s2:thin_cirrus_percentage: 0.014718\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240621T155911_N0510_R097_T17SPV_20240621T231455.SAFE\r\n# s2:generation_time: 2024-06-21T23:14:55.000000Z\r\n# s2:datatake_id: GS2A_20240621T155911_046998_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240621T231455_S20240621T161238_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240621T231455_A046998_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968681538412137\r\n# datetime: 2024-06-21T16:13:30.992000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240621_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ed5e5cdc774640ad2704993616e9d2e8\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-29T04:36:32.882Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240616_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-16 16:13:29.024000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-16T22:51:32.182Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 73.366141\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.865884136959\r\n# view:sun_elevation: 71.406462479674\r\n# s2:degraded_msi_data_percentage: 0.1339\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.013427\r\n# s2:cloud_shadow_percentage: 0.143341\r\n# s2:vegetation_percentage: 15.970431\r\n# s2:not_vegetated_percentage: 3.915322\r\n# s2:water_percentage: 0.331518\r\n# s2:unclassified_percentage: 6.259824\r\n# s2:medium_proba_clouds_percentage: 14.412378\r\n# s2:high_proba_clouds_percentage: 57.853109\r\n# s2:thin_cirrus_percentage: 1.100653\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240616T155819_N0510_R097_T17SPV_20240616T202250.SAFE\r\n# s2:generation_time: 2024-06-16T20:22:50.000000Z\r\n# s2:datatake_id: GS2B_20240616T155819_038018_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240616T202250_S20240616T160603_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240616T202250_A038018_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.969575792148144\r\n# datetime: 2024-06-16T16:13:29.024000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240616_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/90beed69f2befca5316b1c5a4fe82e3b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-16T22:51:32.182Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240611_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-11 16:13:32.315000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-14T13:59:11.695Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.938623\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 127.945267074602\r\n# view:sun_elevation: 71.4232664435802\r\n# s2:degraded_msi_data_percentage: 0.0105\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.148682\r\n# s2:cloud_shadow_percentage: 0.722682\r\n# s2:vegetation_percentage: 89.033872\r\n# s2:not_vegetated_percentage: 7.696587\r\n# s2:water_percentage: 1.064084\r\n# s2:unclassified_percentage: 0.39547\r\n# s2:medium_proba_clouds_percentage: 0.56256\r\n# s2:high_proba_clouds_percentage: 0.182654\r\n# s2:thin_cirrus_percentage: 0.19341\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240611T155911_N0510_R097_T17SPV_20240611T232245.SAFE\r\n# s2:generation_time: 2024-06-11T23:22:45.000000Z\r\n# s2:datatake_id: GS2A_20240611T155911_046855_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240611T232245_S20240611T161203_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240611T232245_A046855_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.970691106136318\r\n# datetime: 2024-06-11T16:13:32.315000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240611_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/82e2ec0a5a83e826cefe6026f5033d0a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-14T13:59:11.695Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240606_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-06 16:13:28.893000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-06T22:48:20.074Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 77.982742\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 129.296103755427\r\n# view:sun_elevation: 71.2821734391056\r\n# s2:degraded_msi_data_percentage: 0.0027\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.008733\r\n# s2:cloud_shadow_percentage: 2.853182\r\n# s2:vegetation_percentage: 15.96137\r\n# s2:not_vegetated_percentage: 1.689308\r\n# s2:water_percentage: 0.11633\r\n# s2:unclassified_percentage: 1.388333\r\n# s2:medium_proba_clouds_percentage: 26.524428\r\n# s2:high_proba_clouds_percentage: 36.947376\r\n# s2:thin_cirrus_percentage: 14.51094\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240606T155819_N0510_R097_T17SPV_20240606T202543.SAFE\r\n# s2:generation_time: 2024-06-06T20:25:43.000000Z\r\n# s2:datatake_id: GS2B_20240606T155819_037875_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240606T202543_S20240606T160443_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240606T202543_A037875_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.972020889918827\r\n# datetime: 2024-06-06T16:13:28.893000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240606_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d9f218a487aeb8d45683d92bbcf5846e\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-06T22:48:20.074Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240601_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.67014958475484, 36.07641102292845], [-78.89932213540139, 36.12646435015929], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.67014958475484, 36.1397316133374]\r\nDatetime: 2024-06-01 16:13:29.990000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-02T00:51:08.508Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 61.180001\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 130.946781150617\r\n# view:sun_elevation: 71.0015186669718\r\n# s2:degraded_msi_data_percentage: 0.0088\r\n# s2:nodata_pixel_percentage: 0.420466\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.053686\r\n# s2:cloud_shadow_percentage: 0.000816\r\n# s2:vegetation_percentage: 34.452215\r\n# s2:not_vegetated_percentage: 3.453467\r\n# s2:water_percentage: 0.713965\r\n# s2:unclassified_percentage: 0.145845\r\n# s2:medium_proba_clouds_percentage: 8.304962\r\n# s2:high_proba_clouds_percentage: 0.103281\r\n# s2:thin_cirrus_percentage: 52.771759\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240601T155911_N0510_R097_T17SPV_20240601T231654.SAFE\r\n# s2:generation_time: 2024-06-01T23:16:54.000000Z\r\n# s2:datatake_id: GS2A_20240601T155911_046712_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240601T231654_S20240601T161316_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240601T231654_A046712_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.973555957393978\r\n# datetime: 2024-06-01T16:13:29.990000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240601_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/8c742dccb0f8081f0ba5a51630199164\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-02T00:51:08.508Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240527_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-27 16:13:26.067000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-28T19:09:19.013Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 132.731921876307\r\n# view:sun_elevation: 70.5473572027452\r\n# s2:degraded_msi_data_percentage: 0.0025\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 56.10559\r\n# s2:high_proba_clouds_percentage: 43.417314\r\n# s2:thin_cirrus_percentage: 0.477099\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240527T155819_N0510_R097_T17SPV_20240527T211926.SAFE\r\n# s2:generation_time: 2024-05-27T21:19:26.000000Z\r\n# s2:datatake_id: GS2B_20240527T155819_037732_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240527T211926_S20240527T161150_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240527T211926_A037732_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.975287105815228\r\n# datetime: 2024-05-27T16:13:26.067000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240527_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d1cf1f1ae57d1a860d5d5b6e69f0c5fd\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-28T19:09:19.013Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240522_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-22 16:13:25.575000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-28T16:20:14.246Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 4.839775\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 134.645221678048\r\n# view:sun_elevation: 69.9363455605075\r\n# s2:degraded_msi_data_percentage: 0.0077\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.181847\r\n# s2:cloud_shadow_percentage: 1.121513\r\n# s2:vegetation_percentage: 84.700739\r\n# s2:not_vegetated_percentage: 7.666176\r\n# s2:water_percentage: 1.091128\r\n# s2:unclassified_percentage: 0.398824\r\n# s2:medium_proba_clouds_percentage: 0.857655\r\n# s2:high_proba_clouds_percentage: 0.408592\r\n# s2:thin_cirrus_percentage: 3.573528\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240522T155901_N0510_R097_T17SPV_20240522T231852.SAFE\r\n# s2:generation_time: 2024-05-22T23:18:52.000000Z\r\n# s2:datatake_id: GS2A_20240522T155901_046569_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240522T231852_S20240522T161308_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240522T231852_A046569_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.977202250922301\r\n# datetime: 2024-05-22T16:13:25.575000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240522_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/7901d23e9b4391b2832cd9bff01bf974\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-28T16:20:14.246Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240517_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-17 16:13:24.329000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-17T22:32:30.781Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 136.576661946823\r\n# view:sun_elevation: 69.15705955550101\r\n# s2:degraded_msi_data_percentage: 0.002\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 48.435068\r\n# s2:high_proba_clouds_percentage: 51.179594\r\n# s2:thin_cirrus_percentage: 0.38534\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240517T155819_N0510_R097_T17SPV_20240517T202125.SAFE\r\n# s2:generation_time: 2024-05-17T20:21:25.000000Z\r\n# s2:datatake_id: GS2B_20240517T155819_037589_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240517T202125_S20240517T160403_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240517T202125_A037589_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.979289557698501\r\n# datetime: 2024-05-17T16:13:24.329000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240517_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4da61ed5e43dbcd35a04e08c23263999\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-17T22:32:30.781Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240512_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-12 16:13:29.367000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-13T01:49:24.604Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 30.864275\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 138.526178970296\r\n# view:sun_elevation: 68.227931936218\r\n# s2:degraded_msi_data_percentage: 0.0128\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.092133\r\n# s2:cloud_shadow_percentage: 11.112269\r\n# s2:vegetation_percentage: 51.770526\r\n# s2:not_vegetated_percentage: 5.036924\r\n# s2:water_percentage: 0.764085\r\n# s2:unclassified_percentage: 0.35979\r\n# s2:medium_proba_clouds_percentage: 10.227607\r\n# s2:high_proba_clouds_percentage: 12.326884\r\n# s2:thin_cirrus_percentage: 8.309783\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240512T155901_N0510_R097_T17SPV_20240512T235052.SAFE\r\n# s2:generation_time: 2024-05-12T23:50:52.000000Z\r\n# s2:datatake_id: GS2A_20240512T155901_046426_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240512T235052_S20240512T160758_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240512T235052_A046426_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.981534332906898\r\n# datetime: 2024-05-12T16:13:29.367000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240512_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/501525a637edcea72022281f96c1aaec\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-13T01:49:24.604Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240507_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-07 16:13:27.007000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-08T10:59:32.738Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 40.339398\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 140.320609605445\r\n# view:sun_elevation: 67.123155396654\r\n# s2:degraded_msi_data_percentage: 0.0029\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.069442\r\n# s2:cloud_shadow_percentage: 4.545121\r\n# s2:vegetation_percentage: 45.809352\r\n# s2:not_vegetated_percentage: 5.489328\r\n# s2:water_percentage: 0.723339\r\n# s2:unclassified_percentage: 3.024018\r\n# s2:medium_proba_clouds_percentage: 13.259926\r\n# s2:high_proba_clouds_percentage: 24.973664\r\n# s2:thin_cirrus_percentage: 2.105809\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240507T155819_N0510_R097_T17SPV_20240507T202416.SAFE\r\n# s2:generation_time: 2024-05-07T20:24:16.000000Z\r\n# s2:datatake_id: GS2B_20240507T155819_037446_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240507T202416_S20240507T160601_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240507T202416_A037446_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.983922355524309\r\n# datetime: 2024-05-07T16:13:27.007000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240507_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/3095dd5fc0c1adab27a9206150e8fa7e\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-08T10:59:32.738Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240502_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-02 16:13:29.052000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-03T02:07:12.458Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 1.724347\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 142.024405942536\r\n# view:sun_elevation: 65.8776811943126\r\n# s2:degraded_msi_data_percentage: 0.0086\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.180713\r\n# s2:cloud_shadow_percentage: 1.65954\r\n# s2:vegetation_percentage: 85.410345\r\n# s2:not_vegetated_percentage: 9.435526\r\n# s2:water_percentage: 1.201897\r\n# s2:unclassified_percentage: 0.387633\r\n# s2:medium_proba_clouds_percentage: 1.068898\r\n# s2:high_proba_clouds_percentage: 0.654713\r\n# s2:thin_cirrus_percentage: 0.000737\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240502T155901_N0510_R097_T17SPV_20240502T231600.SAFE\r\n# s2:generation_time: 2024-05-02T23:16:00.000000Z\r\n# s2:datatake_id: GS2A_20240502T155901_046283_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240502T231600_S20240502T161232_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240502T231600_A046283_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.986436466402915\r\n# datetime: 2024-05-02T16:13:29.052000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240502_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9833836355fede44aaf0a3680ddeaa2b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-03T02:07:12.458Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240427_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-27 16:13:25.302000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-27T23:18:26.463Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 41.492322\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 143.528792725087\r\n# view:sun_elevation: 64.4810365146954\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.087266\r\n# s2:cloud_shadow_percentage: 0.200142\r\n# s2:vegetation_percentage: 43.908963\r\n# s2:not_vegetated_percentage: 7.898109\r\n# s2:water_percentage: 0.717951\r\n# s2:unclassified_percentage: 5.69525\r\n# s2:medium_proba_clouds_percentage: 13.414925\r\n# s2:high_proba_clouds_percentage: 22.153059\r\n# s2:thin_cirrus_percentage: 5.924337\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240427T155819_N0510_R097_T17SPV_20240427T202325.SAFE\r\n# s2:generation_time: 2024-04-27T20:23:25.000000Z\r\n# s2:datatake_id: GS2B_20240427T155819_037303_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240427T202325_S20240427T160556_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240427T202325_A037303_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.989060346411274\r\n# datetime: 2024-04-27T16:13:25.302000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240427_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/12a1ab645fb39239090f5f2212c7996a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-27T23:18:26.463Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240422_1_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-22 16:13:29.231000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-23T16:20:44.531Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.595498\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 144.941641921427\r\n# view:sun_elevation: 62.9745747205139\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.171015\r\n# s2:cloud_shadow_percentage: 2.525065\r\n# s2:vegetation_percentage: 57.915175\r\n# s2:not_vegetated_percentage: 6.323496\r\n# s2:water_percentage: 0.923321\r\n# s2:unclassified_percentage: 0.546269\r\n# s2:medium_proba_clouds_percentage: 9.353081\r\n# s2:high_proba_clouds_percentage: 16.427176\r\n# s2:thin_cirrus_percentage: 5.815243\r\n# s2:snow_ice_percentage: 0.000163\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240422T155821_N0510_R097_T17SPV_20240423T140451.SAFE\r\n# s2:generation_time: 2024-04-23T14:04:51.000000Z\r\n# s2:datatake_id: GS2A_20240422T155821_046140_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240423T140451_S20240422T161127_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240423T140451_A046140_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.991774965335244\r\n# datetime: 2024-04-22T16:13:29.231000Z\r\n# s2:sequence: 1\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240422_1_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/71a1ecfdb0ff99a1aa9839048bfc78dc\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-23T16:20:44.531Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240422_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-22 16:13:29.231000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-23T02:23:43.837Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.594869\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 144.941641921427\r\n# view:sun_elevation: 62.9745747205139\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.171031\r\n# s2:cloud_shadow_percentage: 2.524043\r\n# s2:vegetation_percentage: 57.916528\r\n# s2:not_vegetated_percentage: 6.324564\r\n# s2:water_percentage: 0.923441\r\n# s2:unclassified_percentage: 0.545357\r\n# s2:medium_proba_clouds_percentage: 9.353479\r\n# s2:high_proba_clouds_percentage: 16.427162\r\n# s2:thin_cirrus_percentage: 5.814227\r\n# s2:snow_ice_percentage: 0.000163\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240422T155821_N0510_R097_T17SPV_20240422T232000.SAFE\r\n# s2:generation_time: 2024-04-22T23:20:00.000000Z\r\n# s2:datatake_id: GS2A_20240422T155821_046140_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240422T232000_S20240422T161127_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240422T232000_A046140_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.991774965335244\r\n# datetime: 2024-04-22T16:13:29.231000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240422_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/a3721b4f648e818920dfaa833bbf6064\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-23T02:23:43.837Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240417_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-17 16:13:27.286000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-18T00:51:42.539Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 146.162190051164\r\n# view:sun_elevation: 61.3455453771872\r\n# s2:degraded_msi_data_percentage: 0.0031\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 69.701403\r\n# s2:high_proba_clouds_percentage: 30.298603\r\n# s2:thin_cirrus_percentage: 0\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240417T155819_N0510_R097_T17SPV_20240417T221800.SAFE\r\n# s2:generation_time: 2024-04-17T22:18:00.000000Z\r\n# s2:datatake_id: GS2B_20240417T155819_037160_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240417T221800_S20240417T160258_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240417T221800_A037160_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.994561472482675\r\n# datetime: 2024-04-17T16:13:27.286000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240417_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/b9a7bc6c7c275dd79172b8effca89461\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-18T00:51:42.539Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240412_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-12 16:13:27.651000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-13T01:42:56.472Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.715456\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 147.269940196506\r\n# view:sun_elevation: 59.625132343664\r\n# s2:degraded_msi_data_percentage: 0.0104\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.153453\r\n# s2:cloud_shadow_percentage: 12.679228\r\n# s2:vegetation_percentage: 49.264008\r\n# s2:not_vegetated_percentage: 4.988225\r\n# s2:water_percentage: 0.656567\r\n# s2:unclassified_percentage: 0.542805\r\n# s2:medium_proba_clouds_percentage: 11.25274\r\n# s2:high_proba_clouds_percentage: 17.18483\r\n# s2:thin_cirrus_percentage: 3.277886\r\n# s2:snow_ice_percentage: 0.000259\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240412T155901_N0510_R097_T17SPV_20240412T235553.SAFE\r\n# s2:generation_time: 2024-04-12T23:55:53.000000Z\r\n# s2:datatake_id: GS2A_20240412T155901_045997_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240412T235553_S20240412T160211_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240412T235553_A045997_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.997399653732186\r\n# datetime: 2024-04-12T16:13:27.651000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240412_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ba25771a14d9292a3ef8f260e24c8ce5\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-13T01:42:56.472Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240407_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-07 16:13:25.177000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-07T22:51:18.053Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.007223\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 148.241587595963\r\n# view:sun_elevation: 57.8193021287102\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.393997\r\n# s2:cloud_shadow_percentage: 1e-05\r\n# s2:vegetation_percentage: 84.631485\r\n# s2:not_vegetated_percentage: 13.122594\r\n# s2:water_percentage: 1.402112\r\n# s2:unclassified_percentage: 0.442009\r\n# s2:medium_proba_clouds_percentage: 0.000368\r\n# s2:high_proba_clouds_percentage: 7.6e-05\r\n# s2:thin_cirrus_percentage: 0.006778\r\n# s2:snow_ice_percentage: 0.000571\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240407T155819_N0510_R097_T17SPV_20240407T202406.SAFE\r\n# s2:generation_time: 2024-04-07T20:24:06.000000Z\r\n# s2:datatake_id: GS2B_20240407T155819_037017_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240407T202406_S20240407T160426_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240407T202406_A037017_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 1.00026982268816\r\n# datetime: 2024-04-07T16:13:25.177000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240407_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d9ae6b9fc4520f5ae2a33ffbab89ac25\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-07T22:51:18.053Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240402_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-02 16:13:24.212000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-03T02:43:18.525Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 52.194571\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 149.123391641051\r\n# view:sun_elevation: 55.9520519703372\r\n# s2:degraded_msi_data_percentage: 0.0067\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.222265\r\n# s2:cloud_shadow_percentage: 0.681242\r\n# s2:vegetation_percentage: 32.632047\r\n# s2:not_vegetated_percentage: 13.082658\r\n# s2:water_percentage: 0.269024\r\n# s2:unclassified_percentage: 0.918192\r\n# s2:medium_proba_clouds_percentage: 14.986324\r\n# s2:high_proba_clouds_percentage: 16.081516\r\n# s2:thin_cirrus_percentage: 21.126732\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240402T155821_N0510_R097_T17SPV_20240402T235145.SAFE\r\n# s2:generation_time: 2024-04-02T23:51:45.000000Z\r\n# s2:datatake_id: GS2A_20240402T155821_045854_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240402T235145_S20240402T160459_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240402T235145_A045854_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 1.00315010154664\r\n# datetime: 2024-04-02T16:13:24.212000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240402_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/3dac5288c179d121cc299fcd6cffcc5b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-03T02:43:18.525Z\r\n# proj:code: EPSG:32617\r\n```\n:::\n:::\n\n\n:::\n\n::: {#count-items .cell execution_count=13}\n\n::: {.cell-output .cell-output-stdout}\n```\nThere are 38 Sentinel 2 items found in our computational region.\n```\n:::\n:::\n\n\nLet's look closer at the properties of item id `S2A_17SPV_20240919_0_L2A`.\n\n::: {#cell-item-properties .cell execution_count=14}\n``` {.python .cell-code}\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\ndf_properties = df_item[\"properties\"].apply(pd.Series)\ndf_item = pd.concat([df_item, df_properties], axis=1)\ndf_item = df_item.drop(\"properties\", axis=1)\ndisplay(df_item.T)\n```\n\n::: {#item-properties .cell-output .cell-output-display}\n```{=html}\n
          \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
          2
          typeFeature
          stac_version1.1.0
          stac_extensions[https://stac-extensions.github.io/view/v1.0.0...
          idS2A_17SPV_20240919_0_L2A
          geometry{'type': 'Polygon', 'coordinates': [[[-79.8885...
          bbox[-79.9021350633042, 35.13301555004904, -78.668...
          links[{'rel': 'self', 'href': 'https://earth-search...
          assets{'aot': {'href': 'https://sentinel-cogs.s3.us-...
          collectionsentinel-2-l2a
          created2024-09-20T01:57:52.703Z
          platformsentinel-2a
          constellationsentinel-2
          instruments[msi]
          eo:cloud_cover72.722346
          mgrs:utm_zone17
          mgrs:latitude_bandS
          mgrs:grid_squarePV
          grid:codeMGRS-17SPV
          view:sun_azimuth155.767672
          view:sun_elevation52.998454
          s2:degraded_msi_data_percentage0.0622
          s2:nodata_pixel_percentage0
          s2:saturated_defective_pixel_percentage0
          s2:cloud_shadow_percentage2.901951
          s2:vegetation_percentage17.622864
          s2:not_vegetated_percentage2.652742
          s2:water_percentage0.198822
          s2:unclassified_percentage3.66454
          s2:medium_proba_clouds_percentage19.171326
          s2:high_proba_clouds_percentage53.275347
          s2:thin_cirrus_percentage0.275673
          s2:snow_ice_percentage0
          s2:product_typeS2MSI2A
          s2:processing_baseline05.11
          s2:product_uriS2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_2...
          s2:generation_time2024-09-19T23:53:48.000000Z
          s2:datatake_idGS2A_20240919T155931_048285_N05.11
          s2:datatake_typeINS-NOBS
          s2:datastrip_idS2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S2024...
          s2:granule_idS2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A0482...
          s2:reflectance_conversion_factor0.989819
          datetime2024-09-19T16:13:27.093000Z
          s2:sequence0
          earthsearch:s3_paths3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/P...
          earthsearch:payload_idroda-sentinel2/workflow-sentinel2-to-stac/15f0...
          earthsearch:boa_offset_appliedTrue
          processing:software{'sentinel2-to-stac': '0.1.1'}
          updated2024-09-20T01:57:52.703Z
          proj:codeEPSG:32617
          \n
          \n```\n:::\n:::\n\n\nLet's look at the items properties\n\n::: {#cell-item-properties-properties .cell execution_count=15}\n``` {.python .cell-code}\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\ndf_properties = df_item[\"properties\"].apply(pd.Series)\ndisplay(df_properties.T)\n```\n\n::: {#item-properties-properties .cell-output .cell-output-display}\n```{=html}\n
          \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
          2
          created2024-09-20T01:57:52.703Z
          platformsentinel-2a
          constellationsentinel-2
          instruments[msi]
          eo:cloud_cover72.722346
          mgrs:utm_zone17
          mgrs:latitude_bandS
          mgrs:grid_squarePV
          grid:codeMGRS-17SPV
          view:sun_azimuth155.767672
          view:sun_elevation52.998454
          s2:degraded_msi_data_percentage0.0622
          s2:nodata_pixel_percentage0
          s2:saturated_defective_pixel_percentage0
          s2:cloud_shadow_percentage2.901951
          s2:vegetation_percentage17.622864
          s2:not_vegetated_percentage2.652742
          s2:water_percentage0.198822
          s2:unclassified_percentage3.66454
          s2:medium_proba_clouds_percentage19.171326
          s2:high_proba_clouds_percentage53.275347
          s2:thin_cirrus_percentage0.275673
          s2:snow_ice_percentage0
          s2:product_typeS2MSI2A
          s2:processing_baseline05.11
          s2:product_uriS2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_2...
          s2:generation_time2024-09-19T23:53:48.000000Z
          s2:datatake_idGS2A_20240919T155931_048285_N05.11
          s2:datatake_typeINS-NOBS
          s2:datastrip_idS2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S2024...
          s2:granule_idS2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A0482...
          s2:reflectance_conversion_factor0.989819
          datetime2024-09-19T16:13:27.093000Z
          s2:sequence0
          earthsearch:s3_paths3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/P...
          earthsearch:payload_idroda-sentinel2/workflow-sentinel2-to-stac/15f0...
          earthsearch:boa_offset_appliedTrue
          processing:software{'sentinel2-to-stac': '0.1.1'}
          updated2024-09-20T01:57:52.703Z
          proj:codeEPSG:32617
          \n
          \n```\n:::\n:::\n\n\nNow we let's look at the items assets.\n\n::: {#cell-item-properties-assets .cell execution_count=16}\n``` {.python .cell-code}\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\ndf_assets = df_item[\"assets\"].apply(pd.Series)\ndisplay(df_assets.T.reset_index())\n```\n\n::: {#item-properties-assets .cell-output .cell-output-display}\n```{=html}\n
          \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
          index2
          0aot{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          1blue{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          2coastal{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          3granule_metadata{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          4green{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          5nir{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          6nir08{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          7nir09{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          8red{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          9rededge1{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          10rededge2{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          11rededge3{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          12scl{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          13swir16{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          14swir22{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          15thumbnail{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          16tileinfo_metadata{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          17visual{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          18wvp{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          19aot-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          20blue-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          21coastal-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          22green-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          23nir-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          24nir08-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          25nir09-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          26red-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          27rededge1-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          28rededge2-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          29rededge3-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          30scl-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          31swir16-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          32swir22-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          33visual-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          34wvp-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          \n
          \n```\n:::\n:::\n\n\n#### Assets\n\nEach STAC Item may contain multiple asset types (e.g. red, nir, thumbnail). The snippet below\nenumerates assets across items, shows per-item asset rows, and prints simple summaries.\n\n::: {#asset-query .cell execution_count=17}\n``` {.python .cell-code}\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n```\n:::\n\n\n::: {#tbl-items-assets .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=18}\n``` {.python .cell-code}\nassets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n query=json.dumps(stac_query),\n format=\"json\",\n)\n\ndf_items_assets = pd.json_normalize(assets_json, max_level=0)\ndisplay(df_items_assets.head(10))\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n
          \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
          hreftypetitleeo:bandsgsdproj:shapeproj:transformraster:bandsrolescollection_iditem_idfile_namedatetime
          0https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir2024-09-09T16:13:25.358000Z
          1https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red2024-09-09T16:13:25.358000Z
          2https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir2024-08-25T16:13:26.986000Z
          3https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red2024-08-25T16:13:26.986000Z
          4https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240731_0_L2Asentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir2024-07-31T16:13:28.790000Z
          5https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240731_0_L2Asentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red2024-07-31T16:13:28.790000Z
          6https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240611_0_L2Asentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir2024-06-11T16:13:32.315000Z
          7https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240611_0_L2Asentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red2024-06-11T16:13:32.315000Z
          8https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240522_0_L2Asentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir2024-05-22T16:13:25.575000Z
          9https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240522_0_L2Asentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red2024-05-22T16:13:25.575000Z
          \n
          \n```\n:::\n:::\n\n\n::: {#count-assets .cell execution_count=19}\n\n::: {.cell-output .cell-output-stdout}\n```\nThere are 14 Sentinel 2 assets found in our computational region.\n```\n:::\n:::\n\n\n#### EO Parameters\n\nSTAC item properties expose a number of Earth Observation (EO) parameters that are useful for filtering and selecting scenes. Common properties you will see in Sentinel-2 and other EO STAC records include:\n\n- `datetime` — acquisition time (ISO 8601)\n- `eo:cloud_cover` — percent cloud cover (0–100)\n- `eo:gsd` — ground sample distance / native resolution (meters)\n- `view:sun_azimuth`, `view:sun_elevation` — sun geometry\n- `proj:epsg` — EPSG code (when the projection extension is present)\n- collection / platform / instrument fields — identify sensor and mission\n\nHow to use them:\n- Use the `datetime` argument on t.stac.item to constrain time ranges (e.g. `2024-04-01/2024-09-30`).\n- Use the `query` argument to pass a JSON object of property filters. Comparison operators follow the STAC filtering convention (e.g. `lt`, `lte`, `gt`, `gte`).\n\nExample query:\n\n```python\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}, \"eo:gsd\": {\"lte\": 10}, \"view:sun_elevation\": {\"gte\": 30}}\n```\n\nPass this to t.stac.item (serialize with json.dumps) to fetch only low-cloud, high-sun-elevation, high-resolution items. Combine `asset_keys` to limit returned assets (e.g. `asset_keys=\"red,nir\"`), and use flags (`-a`, `-m`, `-i`) to control output detail (assets, metadata, item list).\n\nTip: Always inspect a few returned items (`format=\"json\"` or flags=\"m\" / flags=\"a\"`) to see the exact property names used by the catalog you query — naming can vary between providers and extension support.\n\n### Create Metadata Vector\n\n::: {#cell-assets-metadata-vector .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=20}\n``` {.python .cell-code}\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\nassets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n query=json.dumps(stac_query),\n items_vector=\"sentinel_2_items\",\n format=\"json\",\n)\n\n\ndf_items_assets = pd.json_normalize(assets_json, max_level=0)\ndisplay(df_items_assets.head(5))\n```\n\n::: {#assets-metadata-vector .cell-output .cell-output-display}\n```{=html}\n
          \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
          hreftypetitleeo:bandsgsdproj:shapeproj:transformraster:bandsrolescollection_iditem_idfile_namedatetime
          0https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir2024-09-09T16:13:25.358000Z
          1https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red2024-09-09T16:13:25.358000Z
          2https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir2024-08-25T16:13:26.986000Z
          3https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red2024-08-25T16:13:26.986000Z
          4https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240731_0_L2Asentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir2024-07-31T16:13:28.790000Z
          \n
          \n```\n:::\n:::\n\n\n#### View the items with iPyleaflet\n\nView STAC items with ipyleaflet (install with `pip install ipyleaflet` if needed) from ipyleaflet use `gj.Interactive` and add the sentinel_2_items bounding boxes.\n\n::: {#cell-view-items-map .cell execution_count=21}\n``` {.python .cell-code}\nimport random\n\nm = gj.InteractiveMap(use_region=False)\nm.add_vector(\n \"sentinel_2_items\",\n style={\"opacity\": 1, \"dashArray\": \"9\", \"fillOpacity\": 0.1, \"weight\": 1},\n hover_style={\"color\": \"white\", \"dashArray\": \"0\", \"fillOpacity\": 0.5},\n style_callback=lambda f: {\n \"color\": \"black\",\n \"fillColor\": random.choice([\"red\", \"yellow\", \"green\", \"orange\"]),\n }\n)\ndisplay(m.show())\n```\n\n::: {#view-items-map .cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n### Download and Import Rasters\n\nWith the STAC items identified and the STRDS structure defined, you can now download the raster assets directly into the GRASS project. The `t.stac.item` command with the `-d` (download) flag retrieves each Cloud-Optimized GeoTIFF (COG), reprojects and resamples it to match the current computational region, and writes the resulting map names and timestamps to a text file for STRDS registration.\n\nControl download behavior with:\n\n- `nprocs` — number of parallel download workers\n- `resolution` / `resolution_value` — output resolution strategy (`value` uses the number you specify in meters)\n- `method` — resampling method (`nearest` is fastest; use `bilinear` or `cubic` for continuous data)\n- `extent` — `region` clips each asset to the current computational region on import\n\n### Register STRDS\n\n::: {.panel-tabset}\n\n## Python\n\n::: {#tbl-collection-items-assets .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=22}\n``` {.python .cell-code}\nimport grass.script as gs\nimport grass.jupyter as gj\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\nitems_assets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n format=\"json\",\n query=json.dumps(stac_query)\n)\n```\n:::\n\n\n## Terminal\n\n::: {#tbl-collection-items-assets-terminal .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=23}\n``` {.python .cell-code}\n!t.stac.item url=\"https://earth-search.aws.element84.com/v1/\" collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" asset_keys=\"red,nir\" format=\"json\" query='{\"eo:cloud_cover\": {\"lt\": 10}}'\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\nSearch Matched: 7 items\r\n{\"count\": 14, \"bytes\": 3303941772}\r\n```\n:::\n:::\n\n\n:::\n\n::: {#download-estimate .cell execution_count=24}\n``` {.python .cell-code}\nprint(f\"\"\"\nDownload Estimate\n \nFiles: {items_assets_json[\"count\"]}\nTotal Download Size: {items_assets_json[\"bytes\"] / 1e9:.2f} GB\n\"\"\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n\nDownload Estimate\n\nFiles: 14\nTotal Download Size: 3.30 GB\n\n```\n:::\n:::\n\n\n::: {#tbl-collection-items-assets-strds .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=25}\n``` {.python .cell-code}\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\ngs.run_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,green,blue,nir\",\n query=json.dumps(stac_query),\n strds_output=\"outputs/s2_rgbn.txt\",\n format=\"json\"\n)\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n{\"count\": 28, \"bytes\": 6326320535}\n```\n:::\n:::\n\n\n::: {#dce48f41 .cell execution_count=26}\n\n::: {.cell-output .cell-output-stdout}\n```\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue|2024-09-09 16:13:25|blue\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green|2024-09-09 16:13:25|green\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir|2024-09-09 16:13:25|nir\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red|2024-09-09 16:13:25|red\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.blue|2024-08-25 16:13:26|blue\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.green|2024-08-25 16:13:26|green\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir|2024-08-25 16:13:26|nir\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red|2024-08-25 16:13:26|red\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.blue|2024-07-31 16:13:28|blue\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.green|2024-07-31 16:13:28|green\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir|2024-07-31 16:13:28|nir\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red|2024-07-31 16:13:28|red\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.blue|2024-06-11 16:13:32|blue\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.green|2024-06-11 16:13:32|green\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir|2024-06-11 16:13:32|nir\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red|2024-06-11 16:13:32|red\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.blue|2024-05-22 16:13:25|blue\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.green|2024-05-22 16:13:25|green\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir|2024-05-22 16:13:25|nir\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red|2024-05-22 16:13:25|red\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.blue|2024-05-02 16:13:29|blue\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.green|2024-05-02 16:13:29|green\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.nir|2024-05-02 16:13:29|nir\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.red|2024-05-02 16:13:29|red\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.blue|2024-04-07 16:13:25|blue\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.green|2024-04-07 16:13:25|green\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.nir|2024-04-07 16:13:25|nir\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.red|2024-04-07 16:13:25|red\n\n```\n:::\n:::\n\n\n::: {#assets-metadata-strds-dates .cell execution_count=27}\n``` {.python .cell-code}\nstartdate = df_items_assets[\"datetime\"].min()\nenddate = df_items_assets[\"datetime\"].max()\nprint(f\"Start Date: {startdate}\\nEnd Date: {enddate}\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nStart Date: 2024-04-07T16:13:25.177000Z\nEnd Date: 2024-09-09T16:13:25.358000Z\n```\n:::\n:::\n\n\nCreate a Space Time Raster Dataset (STRDS) to manage the Sentinel-2 data you want to analyze with GRASS. An STRDS is a container that links individual raster maps to their acquisition timestamps, enabling temporal queries, gap analysis, and time series computations with GRASS temporal tools (`t.rast.*`).\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#create-strds .cell execution_count=28}\n``` {.python .cell-code}\n# Create the space time dataset\ngs.run_command(\n \"t.create\",\n output=\"sentinel_2\",\n type=\"strds\",\n temporaltype=\"absolute\",\n title=\"Sentinel 2 Red/NIR Bands\",\n description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\",\n overwrite=True,\n)\n```\n:::\n\n\n## Terminal\n\n```bash\nt.create \\\n output=sentinel_2 \\\n type=strds \\\n temporaltype=absolute \\\n title=\"Sentinel 2 Red/NIR Bands\" \\\n description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\" \\\n --overwrite\n```\n\n:::\n\n\nDownload the data\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#download-assets .cell execution_count=29}\n``` {.python .cell-code}\ngs.run_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,green,blue,nir\",\n query=json.dumps(stac_query),\n strds_output=\"outputs/s2_rgbn.txt\",\n format=\"json\",\n method=\"nearest\",\n resolution=\"value\",\n resolution_value=\"10\",\n extent=\"region\",\n nprocs=16,\n flags=\"d\",\n)\n```\n:::\n\n\n## Terminal\n\n```bash\nt.stac.item \\\n url=\"https://earth-search.aws.element84.com/v1/\" \\\n collection_id=\"sentinel-2-l2a\" \\\n datetime=\"2024-04-01/2024-09-30\" \\\n asset_keys=\"red,green,blue,nir\" \\\n query='{\"eo:cloud_cover\": {\"lt\": 10}}' \\\n strds_output=\"outputs/s2_rgbn.txt\" \\\n format=\"json\" \\\n method=\"nearest\" \\\n resolution=\"value\" \\\n resolution_value=\"10\" \\\n extent=\"region\" \\\n nprocs=1 \\\n -d\n```\n\n:::\n\n\n\nRegister the data\n\nOnce all assets are downloaded, register them into the STRDS using the text file produced by `t.stac.item`. Each line in the file contains a raster map name and its acquisition timestamp, which `t.register` uses to populate the temporal database.\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#register-strds .cell execution_count=30}\n``` {.python .cell-code}\n# Register the output maps into a space time dataset\ngs.run_command(\n \"t.register\", input=\"sentinel_2\", file=\"outputs/s2_rgbn.txt\", type=\"raster\"\n)\n```\n:::\n\n\n## Terminal\n\n```bash\nt.register input=sentinel_2 file=outputs/s2_rgbn.txt type=raster\n```\n\n:::\n\n::: {#list-strds .cell execution_count=31}\n``` {.python .cell-code}\ngs.run_command(\"t.info\", type=\"strds\", input=\"sentinel_2\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n +-------------------- Space Time Raster Dataset -----------------------------+\n | |\n +-------------------- Basic information -------------------------------------+\n | Id: ........................ sentinel_2@PERMANENT\n | Name: ...................... sentinel_2\n | Mapset: .................... PERMANENT\n | Creator: ................... coreywhite\n | Temporal type: ............. absolute\n | Creation time: ............. 2026-02-28 20:14:34\n | Modification time:.......... 2026-02-28 20:14:37\n | Semantic type:.............. mean\n +-------------------- Absolute time -----------------------------------------+\n | Start time:................. 2024-04-07 16:13:25\n | End time:................... 2024-09-09 16:13:25\n | Granularity:................ 1 second\n | Temporal type of maps:...... point\n +-------------------- Spatial extent ----------------------------------------+\n | North:...................... 236690.0\n | South:...................... 210390.0\n | East:.. .................... 616050.0\n | West:....................... 598920.0\n | Top:........................ 0.0\n | Bottom:..................... 0.0\n +-------------------- Metadata information ----------------------------------+\n | Raster register table:...... raster_map_register_80b0e03f3d314c89bda6db1ba14103ce\n | North-South resolution min:. 10.0\n | North-South resolution max:. 10.0\n | East-west resolution min:... 10.0\n | East-west resolution max:... 10.0\n | Minimum value min:.......... 1.0\n | Minimum value max:.......... 147.0\n | Maximum value min:.......... 8128.0\n | Maximum value max:.......... 18216.0\n | Aggregation type:........... None\n | Number of semantic labels:.. 4\n | Semantic labels:............ blue,green,nir,red\n | Number of registered maps:.. 28\n |\n | Title:\n | Sentinel 2 Red/NIR Bands\n | Description:\n | Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\n | Command history:\n | # 2026-02-28 20:14:34 \n | t.create --o output=\"sentinel_2\" type=\"strds\"\n | temporaltype=\"absolute\" title=\"Sentinel 2 Red/NIR Bands\"\n | description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\"\n | # 2026-02-28 20:14:37 \n | t.register input=\"sentinel_2\"\n | file=\"outputs/s2_rgbn.txt\" type=\"raster\"\n | \n +----------------------------------------------------------------------------+\n```\n:::\n:::\n\n\nNow let's view a RGB composite of one of our tiles\n\n```python\n# Install the i.histo.match extension for histogram matching\ngs.run_command(\"g.extension\", extension=\"i.histo.match\")\n```\n\n::: {#cell-display-composite .cell execution_count=32}\n``` {.python .cell-code}\ns2_rgb_maps = [\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green\",\n]\n\ns2_json = gs.parse_command(\n \"r.univar\",\n map=s2_rgb_maps,\n format=\"json\",\n)\nprint(f\"Max value: {s2_json['max']}\")\n\ngs.run_command(\n \"i.histo.match\",\n input=s2_rgb_maps,\n suffix=\"255\",\n max=s2_json[\"max\"],\n output=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A\",\n)\ngs.run_command(\n \"r.colors\",\n map=[\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n ],\n color=\"grey\",\n)\n\ngs.run_command(\n \"i.colors.enhance\",\n r=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n b=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n g=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n)\n\nm = gj.Map(use_region=True, filename=\"images/sentinel2_rgb.png\")\nm.d_rgb(\n red=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n blue=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n green=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n)\nm.d_barscale()\nm.show()\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nMax value: 8400\n```\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-composite-output-2.png){#display-composite}\n:::\n:::\n\n\n#### Temporal Map Calculations\n\nRun a temporal map calculation on your entire STRDS to generate an NDVI layer.\n\n::: {#temporal-mapcalc .cell execution_count=33}\n``` {.python .cell-code}\ngs.run_command(\n \"t.rast.mapcalc\",\n inputs=[\"sentinel_2.nir\", \"sentinel_2.red\"],\n output=\"ndvi\",\n basename=\"ndvi\",\n method=\"follows\",\n expression=(\n \"float(if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') - if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red')) / (if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') + if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red'))\"\n ),\n overwrite=True,\n flags=\"n\",\n)\n```\n:::\n\n\nCheck to see it worked.\n\n::: {#list-strds-ndvi .cell execution_count=34}\n``` {.python .cell-code}\ngs.run_command(\"t.list\", type=\"strds\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nndvi@PERMANENT\nsentinel_2@PERMANENT\n```\n:::\n:::\n\n\nand plot the NDVI\n\n::: {#cell-plot-ndvi .cell execution_count=35}\n``` {.python .cell-code}\nstrds_df = pd.DataFrame(\n gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n format=\"csv\",\n )\n)\n\n# Convert start_time to datetime for better formatting\nstrds_df[\"start_time\"] = pd.to_datetime(strds_df[\"start_time\"])\n\nsns.lineplot(\n x=\"start_time\", y=\"max\", data=strds_df\n)\n\n# Format x-axis labels for better readability\nimport matplotlib.dates as mdates\nimport matplotlib.pyplot as plt\n\nplt.gca().xaxis.set_major_formatter(mdates.DateFormatter('%Y-%m-%d'))\nplt.gcf().autofmt_xdate() # Auto-rotate date labels\nplt.show()\n```\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/plot-ndvi-output-1.png){#plot-ndvi width=631 height=423}\n:::\n:::\n\n\n::: {#display-ndvi-maps-individual .cell layout-ncol='3' execution_count=36}\n``` {.python .cell-code}\nndvi_list = gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n format=\"csv\",\n)\ngs.run_command(\"t.rast.colors\", input=\"ndvi\", color=\"ndvi\")\n\nfor ndvi in ndvi_list:\n map_name = ndvi.get(\"name\")\n m = gj.Map(use_region=True, width=500)\n m.d_rast(map=map_name)\n m.d_barscale()\n m.d_legend(raster=map_name, flags=\"b\")\n m.show()\n```\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-1.png){#display-ndvi-maps-individual-1}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-2.png){#display-ndvi-maps-individual-2}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-3.png){#display-ndvi-maps-individual-3}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-4.png){#display-ndvi-maps-individual-4}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-5.png){#display-ndvi-maps-individual-5}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-6.png){#display-ndvi-maps-individual-6}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-7.png){#display-ndvi-maps-individual-7}\n:::\n:::\n\n\nUse the series map to view the entire time series of NDVI maps in one interactive map or save as a GIF.\n\n::: {#cell-display-time-series .cell execution_count=37}\n``` {.python .cell-code}\nndvi_rasters = [\n i.get(\"name\")\n for i in gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\"],\n format=\"csv\",\n )\n]\n\n# Create Time Series Map\nm = gj.SeriesMap(use_region=True, width=500)\nm.add_rasters(rasters=ndvi_rasters)\nm.d_barscale()\nm.render()\nm.save(\"outputs/ndvi_time_series.gif\")\n```\n\n::: {#display-time-series .cell-output .cell-output-display execution_count=137}\n```\n'outputs/ndvi_time_series.gif'\n```\n:::\n:::\n\n\n![NDVI Time Series](outputs/ndvi_time_series.gif)\n\n## References\n\n- [pystac Documentation](https://pystac.readthedocs.io/)\n- [pystac_client Documentation](https://pystac-client.readthedocs.io/)\n\n", + "markdown": "---\ntitle: \"STAC Tutorial\"\ndescription: \"Learn how to use the GRASS addon t.stac to search and import STAC API data into a GRASS project.\"\nimage: images/stac-to-the-future.png\nauthor: Corey T. White\ndate: '2025-03-01'\ncategories: [stac, grass-addon, tutorial]\ndate-modified: today\n\npage-layout: full\ntitle-block-banner: true\ndraft: false\n\nformat:\n html:\n toc: true\n toc-depth: 4\n tabsets: true\n code-copy: true\n code-fold: false\n code-tools: true\n mermaid: \n theme: forest\n other-links:\n - text: grass\n href: https://grass.osgeo.org\n - text: STAC\n href: https://stacspec.org/en\n lightbox: true\n canonical-url: true\n notebook-links: true\t\n\nengine: jupyter\njupyter: python3\n\n\nexecute:\n enabled: true\n keep-ipynb: true\n eval: true\n freeze: true\n cache: true\n\n---\n\nIn this tutorial we will learn about the [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) suite of tools for [GRASS](https://grass.osgeo.org).\n\n* [t.stac.catalog](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.catalog.html) - is a tool for exploring SpatioTemporal Asset Catalogs metadata from a STAC API.\n* [t.stac.collection](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.collection.html) - is a tool for exploring SpatioTemporal Asset Catalog (STAC) collection metadata.\n* [t.stac.item](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.item.html) - is a tool for exploring and importing SpatioTemporal Asset Catalog item metadata and assets into GRASS.\n\n## Introduction\n\nSpatioTemporal Asset Catalog (STAC) is an open specification that provides a common structure for describing and cataloging geospatial information. STAC organizes earth observation data into a hierarchy of **Catalogs** → **Collections** → **Items** → **Assets**, making large archives of cloud-hosted imagery discoverable and accessible through a standard API. Major providers such as AWS, Google Cloud, and Microsoft Planetary Computer publish their datasets as STAC-compliant APIs, giving you a unified way to search and retrieve data across platforms.\n\nThe `t.stac` addon suite bridges these STAC APIs with GRASS's spatio-temporal data management framework. Instead of manually browsing catalogs and downloading files, `t.stac` lets you:\n\n- **Search** by spatial extent and time window\n- **Filter** by metadata properties such as cloud cover, sun elevation, and resolution\n- **Import** matched assets directly into a GRASS project as a Space Time Raster Dataset (STRDS)\n\nThis tutorial walks through the full workflow: exploring a STAC catalog, querying Sentinel-2 imagery, downloading and importing it into GRASS, computing NDVI, and visualizing the time series.\n\nThe tutorial assumes you already have GRASS installed on your machine. If not please [download and install GRASS](https://grass.osgeo.org/download/) before continuing the tutorial.\n\n\n## Getting Started\n\n### Start GRASS Session\n\n::: {#config-grass .cell execution_count=2}\n``` {.python .cell-code}\n# Import standard python packages\nimport sys\nimport subprocess\nfrom IPython.display import display, JSON, HTML\nimport json\nimport pandas as pd\nfrom pathlib import Path\nimport seaborn as sns\n# import polars as pl\n\n# Ask GRASS where its Python packages are and add them to the path\nsys.path.append(\n subprocess.check_output([\"grass\", \"--config\", \"python_path\"], text=True).strip()\n)\n\n# Import the GRASS python packages we need\nimport grass.script as gs\nimport grass.jupyter as gj\n```\n:::\n\n\nCreate a GRASS project\n\n::: {#create-project .cell execution_count=3}\n``` {.python .cell-code}\ngs.create_project(\"stac\", epsg=\"32119\", overwrite=True)\n```\n:::\n\n\nand start a GRASS session.\n\n::: {#start-grass-session .cell execution_count=4}\n``` {.python .cell-code}\nsession = gj.init(\"stac\")\n```\n:::\n\n\n### Install Addon\n\nThe [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) addons require the following Python packages.\n\n* [pystac (>=1.12)](https://pystac.readthedocs.io/en/latest/installation.html)\n* [pystac_client (>=0.8)](https://pystac-client.readthedocs.io/en/stable/)\n* [tqdm (>=4.67)](https://tqdm.github.io/)\n\nYou can install them using pip or the Python package manager of your choice. \n\n```bash\npip install pystac pystac_client tqdm\n```\n\nNow you can install the *t.stac* extensions.\n\n::: {#install-t-stac .cell execution_count=5}\n``` {.python .cell-code}\ngs.run_command(\"g.extension\", extension=\"t.stac\")\n```\n:::\n\n\n### Define computational region\n\n::: {#grass-set-region .cell execution_count=6}\n``` {.python .cell-code}\ngs.run_command(\n \"g.region\", n=236687, s=210391, e=616042, w=598921, nsres=10, ewres=10, flags=\"pa\"\n)\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nprojection: 99 (NAD83 / North Carolina)\nzone: 0\ndatum: nad83\nellipsoid: grs80\nnorth: 236690\nsouth: 210390\nwest: 598920\neast: 616050\nnsres: 10\newres: 10\nrows: 2630\ncols: 1713\ncells: 4505190\n```\n:::\n:::\n\n\n## STAC API\n\n::: {#set-stac-catalog-url .cell execution_count=7}\n``` {.python .cell-code}\nstac_url = \"https://earth-search.aws.element84.com/v1/\"\n```\n:::\n\n\n```{ojs}\n//| label: ojs-helpers\n//| echo: false\n\n// renderValue is defined inside kvTable so OJS only sees one named cell,\n// avoiding a circular reactive dependency between the two mutually recursive functions.\nfunction kvTable(data) {\n function renderValue(v, key = \"\") {\n if (v === null)\n return htl.html`null`;\n\n if (typeof v === \"string\") {\n const isImageUrl = /\\.(jpg|jpeg|png|webp|gif)(\\?.*)?$/i.test(v);\n const isCogUrl = /\\.tiff?(\\?.*)?$/i.test(v);\n if (isImageUrl) {\n const img = htl.html``;\n img.onerror = () => img.style.display = \"none\";\n return htl.html`
          ${img}${v}
          `;\n }\n if (isCogUrl)\n return htl.html`
          \n ${v}\n ${cogMap(v)}\n
          `;\n if (v.startsWith(\"http\"))\n return htl.html`${v}`;\n return htl.html`${v}`;\n }\n\n if (typeof v === \"number\")\n return htl.html`${v}`;\n\n if (typeof v === \"boolean\")\n return htl.html`${String(v)}`;\n\n if (Array.isArray(v)) {\n if (v.length === 0)\n return htl.html`[ ]`;\n if (v.every(i => typeof i !== \"object\") && v.length <= 8)\n return htl.html`
          \n ${v.map(i => htl.html`${i}`)}\n
          `;\n return htl.html`
          \n [ ${v.length} items ]\n
            \n ${v.map(i => htl.html`
          1. ${renderValue(i)}
            2. `)}\n
          \n
          `;\n }\n\n if (typeof v === \"object\")\n return htl.html`
          \n { ${Object.keys(v).length} keys }\n
          ${kvTable(v)}
          \n
          `;\n\n return htl.html`${String(v)}`;\n }\n\n return htl.html`\n \n \n \n \n \n \n \n ${Object.entries(data).map(([k, v]) => htl.html`\n \n \n `)}\n \n
          PropertyValue
          ${k}${renderValue(v, k)}
          `;\n}\n```\n\n```{ojs}\n//| label: ojs-cogmap\n//| echo: false\n\n// cogMap renders a COG directly in the browser using georaster-layer-for-leaflet,\n// which uses HTTP range requests to fetch only the needed overview tiles —\n// no external tile server required. Bounds are read from the COG metadata.\nfunction cogMap(url) {\n if (!document.querySelector(\"#leaflet-css\")) {\n const link = document.createElement(\"link\");\n link.id = \"leaflet-css\";\n link.rel = \"stylesheet\";\n link.href = \"https://cdn.jsdelivr.net/npm/leaflet@1.9.4/dist/leaflet.css\";\n document.head.appendChild(link);\n }\n\n // Inject a script once and poll until the global is available\n function loadScript(src, globalName) {\n return new Promise((resolve, reject) => {\n if (window[globalName]) { resolve(); return; }\n if (document.querySelector(`script[data-cogmap=\"${globalName}\"]`)) {\n const poll = setInterval(() => {\n if (window[globalName]) { clearInterval(poll); resolve(); }\n }, 50);\n return;\n }\n const s = document.createElement(\"script\");\n s.setAttribute(\"data-cogmap\", globalName);\n s.src = src;\n s.onload = resolve;\n s.onerror = () => reject(new Error(`Failed to load ${globalName}`));\n document.head.appendChild(s);\n });\n }\n\n const el = htl.html`
          \n 🗺 View on map\n
          \n
          \n Loading...\n
          \n
          \n
          `;\n\n let initialized = false;\n el.addEventListener(\"toggle\", async () => {\n if (!el.open || initialized) return;\n initialized = true;\n const wrap = el.querySelector(\"details > div\");\n const status = el.querySelector(\".map-status\");\n try {\n await loadScript(\n \"https://cdn.jsdelivr.net/npm/leaflet@1.9.4/dist/leaflet-src.js\", \"L\");\n await loadScript(\n \"https://cdn.jsdelivr.net/npm/georaster@1.6.2/dist/georaster.min.js\", \"parseGeoraster\");\n await loadScript(\n \"https://cdn.jsdelivr.net/npm/georaster-layer-for-leaflet@2.0.2/dist/georaster-layer-for-leaflet.min.js\", \"GeoRasterLayer\");\n\n const { L, parseGeoraster, GeoRasterLayer } = window;\n const map = L.map(wrap, { scrollWheelZoom: false });\n L.tileLayer(\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\", {\n attribution: \"© OpenStreetMap contributors\", maxZoom: 19\n }).addTo(map);\n\n status.textContent = \"Fetching COG...\";\n const georaster = await parseGeoraster(url);\n\n const layer = new GeoRasterLayer({\n georaster,\n opacity: 0.85,\n resolution: 128,\n pixelValuesToColorFn: values => {\n const v = values[0];\n if (!v || v === georaster.noDataValue) return null;\n const t = Math.min(1, v / 3000); // scale to 0-3000 (S2 L2A reflectance)\n const c = Math.round(t * 255);\n return `rgb(${c},${c},${c})`;\n }\n });\n layer.addTo(map);\n map.fitBounds(layer.getBounds()); // bounds come directly from COG metadata\n map.invalidateSize();\n status.remove();\n } catch (e) {\n status.textContent = `${e.message || \"Failed to load COG\"}`;\n status.style.color = \"#c00\";\n }\n });\n\n return el;\n}\n```\n\n### Searching STAC Catalogs\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-stac-catalog .cell execution_count=8}\n``` {.python .cell-code}\ncatalogs_json = gs.parse_command(\n \"t.stac.catalog\", url=stac_url, format=\"json\"\n)\n\ndf_catalogs = pd.json_normalize(catalogs_json)\ndf_catalogs.head()\n```\n\n::: {.cell-output .cell-output-display execution_count=5}\n```{=html}\n
          \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
          typeidstac_versiondescriptionlinksconformsTotitle
          0Catalogearth-search-aws1.1.0A STAC API of public datasets on AWS[{'rel': 'self', 'href': 'https://earth-search...[https://api.stacspec.org/v1.0.0/core, https:/...Earth Search by Element 84
          \n
          \n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-catalog-shell .cell execution_count=9}\n``` {.python .cell-code}\n!t.stac.catalog url={stac_url} format=plain -b\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\n---------------------------------------------------------------------------\r\nCatalog: Earth Search by Element 84\r\n---------------------------------------------------------------------------\r\nClient Id: earth-search-aws\r\nClient Description: A STAC API of public datasets on AWS\r\nClient STAC Extensions: []\r\nClient catalog_type: ABSOLUTE_PUBLISHED\r\n---------------------------------------------------------------------------\r\nCollections: 9\r\n---------------------------------------------------------------------------\r\nCollection Id | Collection Title\r\n---------------------------------------------------------------------------\r\nsentinel-2-pre-c1-l2a: Sentinel-2 Pre-Collection 1 Level-2A \r\ncop-dem-glo-30: Copernicus DEM GLO-30\r\nnaip: NAIP: National Agriculture Imagery Program\r\ncop-dem-glo-90: Copernicus DEM GLO-90\r\nlandsat-c2-l2: Landsat Collection 2 Level-2\r\nsentinel-2-l2a: Sentinel-2 Level-2A\r\nsentinel-2-l1c: Sentinel-2 Level-1C\r\nsentinel-2-c1-l2a: Sentinel-2 Collection 1 Level-2A\r\nsentinel-1-grd: Sentinel-1 Level-1C Ground Range Detected (GRD)\r\n---------------------------------------------------------------------------\r\n```\n:::\n:::\n\n\n:::\n\n#### Collection Metadata\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-stac-items .cell execution_count=10}\n``` {.python .cell-code}\nitems_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"m\",\n format=\"json\",\n)\n\ndf_items = pd.json_normalize(items_json, max_level=0)\nojs_define(catalog_meta=df_items.drop(\n columns=[\"geometry\", \"links\", \"assets\", \"properties\", \"stac_extensions\"],\n errors=\"ignore\"\n).to_dict(orient=\"records\"))\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-items-m-shell .cell execution_count=11}\n``` {.python .cell-code}\n!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" format=plain -m\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\n---------------------------------------------------------------------------\r\n\r\nCollection Id: sentinel-2-l2a\r\nTitle: Sentinel-2 Level-2A\r\nDescription: Global Sentinel-2 data from the Multispectral Instrument (MSI) onboard Sentinel-2\r\nbbox: [[-180, -90, 180, 90]]\r\nTemporal Interval: [['2015-06-27T10:25:31.456000Z', None]]\r\nLicense: proprietary\r\nKeywords: ['sentinel', 'earth observation', 'esa']\r\nLinks: [{'rel': 'self', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a', 'type': 'application/json'}, {'rel': 'cite-as', 'href': 'https://doi.org/10.5270/S2_-742ikth', 'title': 'Copernicus Sentinel-2 MSI Level-2A (L2A) Bottom-of-Atmosphere Radiance'}, {'rel': 'license', 'href': 'https://sentinel.esa.int/documents/247904/690755/Sentinel_Data_Legal_Notice', 'title': 'proprietary'}, {'rel': 'parent', 'href': 'https://earth-search.aws.element84.com/v1', 'type': 'application/json'}, {'rel': 'root', 'href': 'https://earth-search.aws.element84.com/v1/', 'type': 'application/json', 'title': 'Earth Search by Element 84'}, {'rel': 'items', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/items', 'type': 'application/geo+json'}, {'rel': 'http://www.opengis.net/def/rel/ogc/1.0/queryables', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/queryables', 'type': 'application/schema+json'}, {'rel': 'aggregate', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/aggregate', 'type': 'application/json', 'method': 'GET'}, {'rel': 'aggregations', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/aggregations', 'type': 'application/json'}]\r\nStac Extensions: ['https://stac-extensions.github.io/item-assets/v1.0.0/schema.json', 'https://stac-extensions.github.io/view/v1.0.0/schema.json', 'https://stac-extensions.github.io/scientific/v1.0.0/schema.json', 'https://stac-extensions.github.io/raster/v1.1.0/schema.json', 'https://stac-extensions.github.io/eo/v1.0.0/schema.json']\r\n\r\n# Summaries:\r\n---------------------------------------------------------------------------\r\n platform:\r\n---------------------------------------------------------------------------\r\n constellation:\r\n---------------------------------------------------------------------------\r\n instruments:\r\n---------------------------------------------------------------------------\r\n gsd:\r\n---------------------------------------------------------------------------\r\n view:off_nadir:\r\n---------------------------------------------------------------------------\r\n sci:doi:\r\n---------------------------------------------------------------------------\r\n eo:bands:\r\n# name: coastal\r\n# common_name: coastal\r\n# description: Coastal aerosol (band 1)\r\n# center_wavelength: 0.443\r\n# full_width_half_max: 0.027\r\n# name: blue\r\n# common_name: blue\r\n# description: Blue (band 2)\r\n# center_wavelength: 0.49\r\n# full_width_half_max: 0.098\r\n# name: green\r\n# common_name: green\r\n# description: Green (band 3)\r\n# center_wavelength: 0.56\r\n# full_width_half_max: 0.045\r\n# name: red\r\n# common_name: red\r\n# description: Red (band 4)\r\n# center_wavelength: 0.665\r\n# full_width_half_max: 0.038\r\n# name: rededge1\r\n# common_name: rededge\r\n# description: Red edge 1 (band 5)\r\n# center_wavelength: 0.704\r\n# full_width_half_max: 0.019\r\n# name: rededge2\r\n# common_name: rededge\r\n# description: Red edge 2 (band 6)\r\n# center_wavelength: 0.74\r\n# full_width_half_max: 0.018\r\n# name: rededge3\r\n# common_name: rededge\r\n# description: Red edge 3 (band 7)\r\n# center_wavelength: 0.783\r\n# full_width_half_max: 0.028\r\n# name: nir\r\n# common_name: nir\r\n# description: NIR 1 (band 8)\r\n# center_wavelength: 0.842\r\n# full_width_half_max: 0.145\r\n# name: nir08\r\n# common_name: nir08\r\n# description: NIR 2 (band 8A)\r\n# center_wavelength: 0.865\r\n# full_width_half_max: 0.033\r\n# name: nir09\r\n# common_name: nir09\r\n# description: NIR 3 (band 9)\r\n# center_wavelength: 0.945\r\n# full_width_half_max: 0.026\r\n# name: cirrus\r\n# common_name: cirrus\r\n# description: Cirrus (band 10)\r\n# center_wavelength: 1.3735\r\n# full_width_half_max: 0.075\r\n# name: swir16\r\n# common_name: swir16\r\n# description: SWIR 1 (band 11)\r\n# center_wavelength: 1.61\r\n# full_width_half_max: 0.143\r\n# name: swir22\r\n# common_name: swir22\r\n# description: SWIR 2 (band 12)\r\n# center_wavelength: 2.19\r\n# full_width_half_max: 0.242\r\n\r\n# Extra Fields:\r\n# Extra Fields not found.\r\n---------------------------------------------------------------------------\r\n\r\n```\n:::\n:::\n\n\n:::\n\n```{ojs}\n//| label: ojs-catalog-meta\n//| echo: false\nInputs.table(catalog_meta, {width: \"100%\"})\n```\n\n#### Query Items by datetime and display table\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-items .cell execution_count=12}\n``` {.python .cell-code}\nitems_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"i\",\n datetime=\"2024-04-01/2024-09-30\",\n format=\"json\",\n)\nnum_items = len(df_items)\ndf_items = pd.json_normalize(items_json, max_level=0)\nojs_define(items_table=df_items.drop(\n columns=[\"geometry\", \"links\", \"assets\", \"properties\", \"stac_extensions\", \"type\"],\n errors=\"ignore\"\n).head(10).to_dict(orient=\"records\"))\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-items-i-shell .cell execution_count=13}\n``` {.python .cell-code}\n!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" format=plain -i\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\nSearch Matched: 38 items\r\nbbox: [-79.11829907, 35.64652526, -78.92857699, 35.88363678]\r\nItems Found: 38\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240929_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-29 16:13:28.352000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-29T23:18:47.401Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 74.087\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 159.030812026265\r\n# view:sun_elevation: 49.5733673337649\r\n# s2:degraded_msi_data_percentage: 0.0133\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 1.035474\r\n# s2:vegetation_percentage: 17.151682\r\n# s2:not_vegetated_percentage: 2.54457\r\n# s2:water_percentage: 0.531116\r\n# s2:unclassified_percentage: 4.430241\r\n# s2:medium_proba_clouds_percentage: 14.835113\r\n# s2:high_proba_clouds_percentage: 59.251028\r\n# s2:thin_cirrus_percentage: 0.000859\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240929T160051_N0511_R097_T17SPV_20240929T214148.SAFE\r\n# s2:generation_time: 2024-09-29T21:41:48.000000Z\r\n# s2:datatake_id: GS2A_20240929T160051_048428_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240929T214148_S20240929T160935_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240929T214148_A048428_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.99535952936181\r\n# datetime: 2024-09-29T16:13:28.352000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240929_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4358322d6f3b7cc6a1345f1e4582a193\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-29T23:18:47.401Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240924_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-24 16:13:24.693000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-25T06:45:08.923Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 99.348462\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 157.455076519409\r\n# view:sun_elevation: 51.2968775702621\r\n# s2:degraded_msi_data_percentage: 0.0052\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.600874\r\n# s2:vegetation_percentage: 0.012064\r\n# s2:not_vegetated_percentage: 0.00723\r\n# s2:water_percentage: 0.001035\r\n# s2:unclassified_percentage: 0.030182\r\n# s2:medium_proba_clouds_percentage: 1.05707\r\n# s2:high_proba_clouds_percentage: 98.291391\r\n# s2:thin_cirrus_percentage: 0\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240924T155909_N0511_R097_T17SPV_20240924T215647.SAFE\r\n# s2:generation_time: 2024-09-24T21:56:47.000000Z\r\n# s2:datatake_id: GS2B_20240924T155909_039448_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240924T215647_S20240924T161235_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240924T215647_A039448_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.992555642055685\r\n# datetime: 2024-09-24T16:13:24.693000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240924_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/5da8ad2203ff3aeeb1380ac4891c6811\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-25T06:45:08.923Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240919_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-19 16:13:27.093000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-20T01:57:52.703Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 72.722346\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 155.767671819208\r\n# view:sun_elevation: 52.9984536527629\r\n# s2:degraded_msi_data_percentage: 0.0622\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 2.901951\r\n# s2:vegetation_percentage: 17.622864\r\n# s2:not_vegetated_percentage: 2.652742\r\n# s2:water_percentage: 0.198822\r\n# s2:unclassified_percentage: 3.66454\r\n# s2:medium_proba_clouds_percentage: 19.171326\r\n# s2:high_proba_clouds_percentage: 53.275347\r\n# s2:thin_cirrus_percentage: 0.275673\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_20240919T235348.SAFE\r\n# s2:generation_time: 2024-09-19T23:53:48.000000Z\r\n# s2:datatake_id: GS2A_20240919T155931_048285_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S20240919T160354_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A048285_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.989818874139801\r\n# datetime: 2024-09-19T16:13:27.093000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240919_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/15f081a7f9bdd87cc5f4cabfb05f981d\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-20T01:57:52.703Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240914_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-14 16:13:25.669000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-15T00:07:17.726Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 79.828173\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 153.914058363041\r\n# view:sun_elevation: 54.654514165176\r\n# s2:degraded_msi_data_percentage: 0.007\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 3.506305\r\n# s2:vegetation_percentage: 15.025803\r\n# s2:not_vegetated_percentage: 0.845717\r\n# s2:water_percentage: 0.04352\r\n# s2:unclassified_percentage: 0.7308\r\n# s2:medium_proba_clouds_percentage: 25.53083\r\n# s2:high_proba_clouds_percentage: 41.27472\r\n# s2:thin_cirrus_percentage: 13.022627\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240914T155819_N0511_R097_T17SPV_20240914T213957.SAFE\r\n# s2:generation_time: 2024-09-14T21:39:57.000000Z\r\n# s2:datatake_id: GS2B_20240914T155819_039305_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240914T213957_S20240914T160632_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240914T213957_A039305_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.987167209559927\r\n# datetime: 2024-09-14T16:13:25.669000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240914_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/f6a2326175b22d8a18f9cfdcf10d61a6\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-15T00:07:17.726Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240909_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-09 16:13:25.358000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-10T01:00:11.150Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.583943\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 151.939335784169\r\n# view:sun_elevation: 56.2633790627923\r\n# s2:degraded_msi_data_percentage: 0.0076\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.282156\r\n# s2:vegetation_percentage: 90.927249\r\n# s2:not_vegetated_percentage: 5.989857\r\n# s2:water_percentage: 1.08207\r\n# s2:unclassified_percentage: 0.802021\r\n# s2:medium_proba_clouds_percentage: 0.458496\r\n# s2:high_proba_clouds_percentage: 0.11125\r\n# s2:thin_cirrus_percentage: 0.014197\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240909T155901_N0511_R097_T17SPV_20240909T230449.SAFE\r\n# s2:generation_time: 2024-09-09T23:04:49.000000Z\r\n# s2:datatake_id: GS2A_20240909T155901_048142_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240909T230449_S20240909T161131_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240909T230449_A048142_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.984620442079431\r\n# datetime: 2024-09-09T16:13:25.358000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240909_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4d9c572c80f8d121e13f58841e96ab3f\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-10T01:00:11.150Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240904_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-04 16:13:28.898000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-04T23:56:25.240Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 85.910875\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 149.877490350857\r\n# view:sun_elevation: 57.820905383914\r\n# s2:degraded_msi_data_percentage: 0.0027\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.144353\r\n# s2:vegetation_percentage: 11.959764\r\n# s2:not_vegetated_percentage: 0.834155\r\n# s2:water_percentage: 0.120812\r\n# s2:unclassified_percentage: 1.003573\r\n# s2:medium_proba_clouds_percentage: 31.174442\r\n# s2:high_proba_clouds_percentage: 35.781747\r\n# s2:thin_cirrus_percentage: 18.954691\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240904T155819_N0511_R097_T17SPV_20240904T214205.SAFE\r\n# s2:generation_time: 2024-09-04T21:42:05.000000Z\r\n# s2:datatake_id: GS2B_20240904T155819_039162_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240904T214205_S20240904T160310_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240904T214205_A039162_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.982194975113435\r\n# datetime: 2024-09-04T16:13:28.898000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240904_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/a34722af06ac7f7dc3a6579ff0c804bc\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-04T23:56:25.240Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240830_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-30 16:13:25.079000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-31T00:58:00.459Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 29.260489\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 147.666056006198\r\n# view:sun_elevation: 59.2994603957414\r\n# s2:degraded_msi_data_percentage: 0.0075\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 2.806995\r\n# s2:vegetation_percentage: 60.253859\r\n# s2:not_vegetated_percentage: 4.589577\r\n# s2:water_percentage: 0.798839\r\n# s2:unclassified_percentage: 2.123901\r\n# s2:medium_proba_clouds_percentage: 8.565114\r\n# s2:high_proba_clouds_percentage: 7.006772\r\n# s2:thin_cirrus_percentage: 13.688605\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240830T155901_N0511_R097_T17SPV_20240830T230248.SAFE\r\n# s2:generation_time: 2024-08-30T23:02:48.000000Z\r\n# s2:datatake_id: GS2A_20240830T155901_047999_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240830T230248_S20240830T161243_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240830T230248_A047999_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.979908290720517\r\n# datetime: 2024-08-30T16:13:25.079000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240830_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/f5abdfe94133d858b559236189785d38\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-31T00:58:00.459Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240825_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-25 16:13:26.986000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-25T22:19:02.797Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.286147\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 145.418027258291\r\n# view:sun_elevation: 60.713849205893\r\n# s2:degraded_msi_data_percentage: 0.0023\r\n# s2:nodata_pixel_percentage: 3e-06\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 92.048389\r\n# s2:not_vegetated_percentage: 5.863727\r\n# s2:water_percentage: 1.157126\r\n# s2:unclassified_percentage: 0.414823\r\n# s2:medium_proba_clouds_percentage: 0.003242\r\n# s2:high_proba_clouds_percentage: 0.000468\r\n# s2:thin_cirrus_percentage: 0.282438\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240825T155819_N0511_R097_T17SPV_20240825T202603.SAFE\r\n# s2:generation_time: 2024-08-25T20:26:03.000000Z\r\n# s2:datatake_id: GS2B_20240825T155819_039019_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240825T202603_S20240825T160630_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240825T202603_A039019_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.977774923159322\r\n# datetime: 2024-08-25T16:13:26.986000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240825_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/490f60d682670e67d01ecaf4f98b5414\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-25T22:19:02.797Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240820_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.89776456996923, 35.4726933643254], [-79.7346782097742, 35.44129757021934], [-79.46139918173544, 35.385649910895935], [-79.23391161679794, 35.33655731103751], [-78.94048445982517, 35.27132975873579], [-78.7314235910276, 35.22160262927839], [-78.69517200414566, 35.210288765815775], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.89776456996923, 35.210288765815775, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-20 16:13:23.109000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-20T23:56:23.997Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 33.311394\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 143.08785356748\r\n# view:sun_elevation: 62.0401806921953\r\n# s2:degraded_msi_data_percentage: 0.0068\r\n# s2:nodata_pixel_percentage: 20.467882\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 4.145628\r\n# s2:vegetation_percentage: 57.034469\r\n# s2:not_vegetated_percentage: 2.759165\r\n# s2:water_percentage: 0.557756\r\n# s2:unclassified_percentage: 2.062658\r\n# s2:medium_proba_clouds_percentage: 7.864375\r\n# s2:high_proba_clouds_percentage: 25.44643\r\n# s2:thin_cirrus_percentage: 0.000588\r\n# s2:snow_ice_percentage: 0.000125\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240820T155901_N0511_R097_T17SPV_20240820T215950.SAFE\r\n# s2:generation_time: 2024-08-20T21:59:50.000000Z\r\n# s2:datatake_id: GS2A_20240820T155901_047856_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240820T215950_S20240820T160059_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240820T215950_A047856_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.975809931278449\r\n# datetime: 2024-08-20T16:13:23.109000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240820_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/411bee81baeb1568b5776fdf0d347f44\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-20T23:56:23.997Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240815_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-15 16:13:29.698000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-15T22:26:20.635Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 21.623282\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 140.792281631354\r\n# view:sun_elevation: 63.298438697450905\r\n# s2:degraded_msi_data_percentage: 0.0026\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 6.605214\r\n# s2:vegetation_percentage: 66.837502\r\n# s2:not_vegetated_percentage: 3.310321\r\n# s2:water_percentage: 0.95207\r\n# s2:unclassified_percentage: 0.522533\r\n# s2:medium_proba_clouds_percentage: 5.018556\r\n# s2:high_proba_clouds_percentage: 3.960375\r\n# s2:thin_cirrus_percentage: 12.644351\r\n# s2:snow_ice_percentage: 1.7e-05\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240815T155819_N0511_R097_T17SPV_20240815T202258.SAFE\r\n# s2:generation_time: 2024-08-15T20:22:58.000000Z\r\n# s2:datatake_id: GS2B_20240815T155819_038876_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240815T202258_S20240815T160633_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240815T202258_A038876_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.974025531957526\r\n# datetime: 2024-08-15T16:13:29.698000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240815_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4db99d501d990bde2470478e44214d57\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-15T22:26:20.635Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240810_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-10 16:13:27.506000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-11T00:56:27.595Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 22.071692\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 138.46260954534\r\n# view:sun_elevation: 64.4582094622163\r\n# s2:degraded_msi_data_percentage: 0.0072\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 1.194054\r\n# s2:vegetation_percentage: 68.353802\r\n# s2:not_vegetated_percentage: 4.528956\r\n# s2:water_percentage: 1.116045\r\n# s2:unclassified_percentage: 2.540801\r\n# s2:medium_proba_clouds_percentage: 6.852651\r\n# s2:high_proba_clouds_percentage: 5.531524\r\n# s2:thin_cirrus_percentage: 9.687516\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240810T155901_N0511_R097_T17SPV_20240810T230917.SAFE\r\n# s2:generation_time: 2024-08-10T23:09:17.000000Z\r\n# s2:datatake_id: GS2A_20240810T155901_047713_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240810T230917_S20240810T161216_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240810T230917_A047713_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.972434093148653\r\n# datetime: 2024-08-10T16:13:27.506000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240810_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/871900f36df7cfaebe5c438ade928c06\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-11T00:56:27.595Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240805_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-05 16:13:28.726000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-06T00:48:01.172Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 99.665856\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 136.220285960083\r\n# view:sun_elevation: 65.540377719519\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.284614\r\n# s2:vegetation_percentage: 0.047356\r\n# s2:not_vegetated_percentage: 0.001267\r\n# s2:water_percentage: 9e-05\r\n# s2:unclassified_percentage: 0.000717\r\n# s2:medium_proba_clouds_percentage: 38.336566\r\n# s2:high_proba_clouds_percentage: 46.122238\r\n# s2:thin_cirrus_percentage: 15.207046\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240805T155819_N0511_R097_T17SPV_20240805T220539.SAFE\r\n# s2:generation_time: 2024-08-05T22:05:39.000000Z\r\n# s2:datatake_id: GS2B_20240805T155819_038733_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240805T220539_S20240805T160928_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240805T220539_A038733_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.971045325145953\r\n# datetime: 2024-08-05T16:13:28.726000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240805_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/6e848c4fbd7ffd3b2d0ebcc5e7dc869f\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-06T00:48:01.172Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240731_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-31 16:13:28.790000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-01T01:43:45.085Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 6.139014\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 134.074011613079\r\n# view:sun_elevation: 66.5336008839282\r\n# s2:degraded_msi_data_percentage: 0.0076\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.290065\r\n# s2:vegetation_percentage: 85.660404\r\n# s2:not_vegetated_percentage: 5.215016\r\n# s2:water_percentage: 1.061476\r\n# s2:unclassified_percentage: 1.402832\r\n# s2:medium_proba_clouds_percentage: 2.665854\r\n# s2:high_proba_clouds_percentage: 2.517344\r\n# s2:thin_cirrus_percentage: 0.955816\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240731T155901_N0511_R097_T17SPV_20240731T232548.SAFE\r\n# s2:generation_time: 2024-07-31T23:25:48.000000Z\r\n# s2:datatake_id: GS2A_20240731T155901_047570_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240731T232548_S20240731T160830_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240731T232548_A047570_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.969868710676552\r\n# datetime: 2024-07-31T16:13:28.790000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240731_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9fe108dc54d302a143277cdbcdc84dc2\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-01T01:43:45.085Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240726_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-26 16:13:28.728000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-26T22:16:04.416Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 132.076476762934\r\n# view:sun_elevation: 67.4387284733629\r\n# s2:degraded_msi_data_percentage: 0.1426\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 33.155897\r\n# s2:high_proba_clouds_percentage: 66.819233\r\n# s2:thin_cirrus_percentage: 0.024871\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240726T155819_N0511_R097_T17SPV_20240726T202326.SAFE\r\n# s2:generation_time: 2024-07-26T20:23:26.000000Z\r\n# s2:datatake_id: GS2B_20240726T155819_038590_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240726T202326_S20240726T160234_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240726T202326_A038590_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.968911323301634\r\n# datetime: 2024-07-26T16:13:28.728000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240726_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9054bd8d847f9a5ba9932505cdfe3e50\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-26T22:16:04.416Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240721_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-21 16:13:27.745000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-22T00:56:43.023Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 77.323008\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 130.27037090188\r\n# view:sun_elevation: 68.2536811806891\r\n# s2:degraded_msi_data_percentage: 0.0105\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.012784\r\n# s2:cloud_shadow_percentage: 4.486402\r\n# s2:vegetation_percentage: 15.218596\r\n# s2:not_vegetated_percentage: 1.484813\r\n# s2:water_percentage: 0.175991\r\n# s2:unclassified_percentage: 1.298403\r\n# s2:medium_proba_clouds_percentage: 22.264542\r\n# s2:high_proba_clouds_percentage: 43.291837\r\n# s2:thin_cirrus_percentage: 11.766633\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240721T155901_N0510_R097_T17SPV_20240721T231400.SAFE\r\n# s2:generation_time: 2024-07-21T23:14:00.000000Z\r\n# s2:datatake_id: GS2A_20240721T155901_047427_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240721T231400_S20240721T160453_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240721T231400_A047427_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968179627481255\r\n# datetime: 2024-07-21T16:13:27.745000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240721_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/32191ae26b50556b13a773c6452c7941\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-22T00:56:43.023Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240716_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-16 16:13:29.371000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-16T22:18:32.931Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 78.20453\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 128.734434158607\r\n# view:sun_elevation: 68.9891018368731\r\n# s2:degraded_msi_data_percentage: 0.0026\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.033102\r\n# s2:cloud_shadow_percentage: 0.164402\r\n# s2:vegetation_percentage: 18.160766\r\n# s2:not_vegetated_percentage: 1.747406\r\n# s2:water_percentage: 0.451936\r\n# s2:unclassified_percentage: 1.237853\r\n# s2:medium_proba_clouds_percentage: 19.404654\r\n# s2:high_proba_clouds_percentage: 12.049545\r\n# s2:thin_cirrus_percentage: 46.750337\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240716T155819_N0510_R097_T17SPV_20240716T202001.SAFE\r\n# s2:generation_time: 2024-07-16T20:20:01.000000Z\r\n# s2:datatake_id: GS2B_20240716T155819_038447_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240716T202001_S20240716T161237_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240716T202001_A038447_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967677976818957\r\n# datetime: 2024-07-16T16:13:29.371000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240716_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/07c56abbfc01f177bd74634d269b8100\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-16T22:18:32.931Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240711_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-11 16:13:29.033000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-12T01:47:22.047Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 72.374904\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 127.483087684314\r\n# view:sun_elevation: 69.6335585134829\r\n# s2:degraded_msi_data_percentage: 0.0072\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.04\r\n# s2:cloud_shadow_percentage: 0.182614\r\n# s2:vegetation_percentage: 25.206134\r\n# s2:not_vegetated_percentage: 1.669835\r\n# s2:water_percentage: 0.141035\r\n# s2:unclassified_percentage: 0.385476\r\n# s2:medium_proba_clouds_percentage: 30.507737\r\n# s2:high_proba_clouds_percentage: 10.228427\r\n# s2:thin_cirrus_percentage: 31.638741\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240711T160011_N0510_R097_T17SPV_20240711T234558.SAFE\r\n# s2:generation_time: 2024-07-11T23:45:58.000000Z\r\n# s2:datatake_id: GS2A_20240711T160011_047284_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240711T234558_S20240711T160820_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240711T234558_A047284_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967409759353159\r\n# datetime: 2024-07-11T16:13:29.033000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240711_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/0737ce995f5c9509fa285305cacab31a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-12T01:47:22.047Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240706_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-06 16:13:29.422000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-07T09:36:12.736Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 38.748205\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.580975941463\r\n# view:sun_elevation: 70.19159002112289\r\n# s2:degraded_msi_data_percentage: 0.0053\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.055285\r\n# s2:cloud_shadow_percentage: 9.143251\r\n# s2:vegetation_percentage: 44.116038\r\n# s2:not_vegetated_percentage: 5.823249\r\n# s2:water_percentage: 0.664427\r\n# s2:unclassified_percentage: 1.449544\r\n# s2:medium_proba_clouds_percentage: 14.156002\r\n# s2:high_proba_clouds_percentage: 14.943799\r\n# s2:thin_cirrus_percentage: 9.648405\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240706T155819_N0510_R097_T17SPV_20240706T202406.SAFE\r\n# s2:generation_time: 2024-07-06T20:24:06.000000Z\r\n# s2:datatake_id: GS2B_20240706T155819_038304_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240706T202406_S20240706T160600_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240706T202406_A038304_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967376489081156\r\n# datetime: 2024-07-06T16:13:29.422000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240706_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/6259182c18e06c31cc7a2350f92f9057\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-07T09:36:12.736Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240701_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-01 16:13:29.590000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-02T02:21:19.638Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 16.917542\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.053936716402\r\n# view:sun_elevation: 70.6557251617978\r\n# s2:degraded_msi_data_percentage: 0.0086\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.129565\r\n# s2:cloud_shadow_percentage: 0.36972\r\n# s2:vegetation_percentage: 69.68329\r\n# s2:not_vegetated_percentage: 9.322461\r\n# s2:water_percentage: 1.036865\r\n# s2:unclassified_percentage: 2.540556\r\n# s2:medium_proba_clouds_percentage: 7.906951\r\n# s2:high_proba_clouds_percentage: 8.986523\r\n# s2:thin_cirrus_percentage: 0.024068\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240701T160031_N0510_R097_T17SPV_20240701T232649.SAFE\r\n# s2:generation_time: 2024-07-01T23:26:49.000000Z\r\n# s2:datatake_id: GS2A_20240701T160031_047141_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240701T232649_S20240701T161115_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240701T232649_A047141_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967578395203064\r\n# datetime: 2024-07-01T16:13:29.590000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240701_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/2b0784568fcfb38124c53190dac11199\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-02T02:21:19.638Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240626_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-26 16:13:29.788000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-29T13:15:14.245Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 10.012253\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 125.923957043673\r\n# view:sun_elevation: 71.0188921222716\r\n# s2:degraded_msi_data_percentage: 0.0048\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.102893\r\n# s2:cloud_shadow_percentage: 6.122985\r\n# s2:vegetation_percentage: 73.424119\r\n# s2:not_vegetated_percentage: 8.814509\r\n# s2:water_percentage: 0.988826\r\n# s2:unclassified_percentage: 0.534418\r\n# s2:medium_proba_clouds_percentage: 5.260666\r\n# s2:high_proba_clouds_percentage: 4.487195\r\n# s2:thin_cirrus_percentage: 0.264392\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240626T155819_N0510_R097_T17SPV_20240626T212822.SAFE\r\n# s2:generation_time: 2024-06-26T21:28:22.000000Z\r\n# s2:datatake_id: GS2B_20240626T155819_038161_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240626T212822_S20240626T161215_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240626T212822_A038161_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968014458026667\r\n# datetime: 2024-06-26T16:13:29.788000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240626_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ae0489eb6939416a993e55b7aa8625b2\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-29T13:15:14.245Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240621_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-21 16:13:30.992000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-29T04:36:32.882Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 17.349365\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.208142864178\r\n# view:sun_elevation: 71.2758248636805\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.093971\r\n# s2:cloud_shadow_percentage: 9.346008\r\n# s2:vegetation_percentage: 64.006728\r\n# s2:not_vegetated_percentage: 7.618747\r\n# s2:water_percentage: 0.92731\r\n# s2:unclassified_percentage: 0.657874\r\n# s2:medium_proba_clouds_percentage: 9.875548\r\n# s2:high_proba_clouds_percentage: 7.4591\r\n# s2:thin_cirrus_percentage: 0.014718\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240621T155911_N0510_R097_T17SPV_20240621T231455.SAFE\r\n# s2:generation_time: 2024-06-21T23:14:55.000000Z\r\n# s2:datatake_id: GS2A_20240621T155911_046998_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240621T231455_S20240621T161238_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240621T231455_A046998_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968681538412137\r\n# datetime: 2024-06-21T16:13:30.992000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240621_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ed5e5cdc774640ad2704993616e9d2e8\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-29T04:36:32.882Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240616_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-16 16:13:29.024000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-16T22:51:32.182Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 73.366141\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.865884136959\r\n# view:sun_elevation: 71.406462479674\r\n# s2:degraded_msi_data_percentage: 0.1339\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.013427\r\n# s2:cloud_shadow_percentage: 0.143341\r\n# s2:vegetation_percentage: 15.970431\r\n# s2:not_vegetated_percentage: 3.915322\r\n# s2:water_percentage: 0.331518\r\n# s2:unclassified_percentage: 6.259824\r\n# s2:medium_proba_clouds_percentage: 14.412378\r\n# s2:high_proba_clouds_percentage: 57.853109\r\n# s2:thin_cirrus_percentage: 1.100653\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240616T155819_N0510_R097_T17SPV_20240616T202250.SAFE\r\n# s2:generation_time: 2024-06-16T20:22:50.000000Z\r\n# s2:datatake_id: GS2B_20240616T155819_038018_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240616T202250_S20240616T160603_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240616T202250_A038018_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.969575792148144\r\n# datetime: 2024-06-16T16:13:29.024000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240616_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/90beed69f2befca5316b1c5a4fe82e3b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-16T22:51:32.182Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240611_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-11 16:13:32.315000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-14T13:59:11.695Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.938623\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 127.945267074602\r\n# view:sun_elevation: 71.4232664435802\r\n# s2:degraded_msi_data_percentage: 0.0105\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.148682\r\n# s2:cloud_shadow_percentage: 0.722682\r\n# s2:vegetation_percentage: 89.033872\r\n# s2:not_vegetated_percentage: 7.696587\r\n# s2:water_percentage: 1.064084\r\n# s2:unclassified_percentage: 0.39547\r\n# s2:medium_proba_clouds_percentage: 0.56256\r\n# s2:high_proba_clouds_percentage: 0.182654\r\n# s2:thin_cirrus_percentage: 0.19341\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240611T155911_N0510_R097_T17SPV_20240611T232245.SAFE\r\n# s2:generation_time: 2024-06-11T23:22:45.000000Z\r\n# s2:datatake_id: GS2A_20240611T155911_046855_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240611T232245_S20240611T161203_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240611T232245_A046855_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.970691106136318\r\n# datetime: 2024-06-11T16:13:32.315000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240611_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/82e2ec0a5a83e826cefe6026f5033d0a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-14T13:59:11.695Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240606_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-06 16:13:28.893000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-06T22:48:20.074Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 77.982742\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 129.296103755427\r\n# view:sun_elevation: 71.2821734391056\r\n# s2:degraded_msi_data_percentage: 0.0027\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.008733\r\n# s2:cloud_shadow_percentage: 2.853182\r\n# s2:vegetation_percentage: 15.96137\r\n# s2:not_vegetated_percentage: 1.689308\r\n# s2:water_percentage: 0.11633\r\n# s2:unclassified_percentage: 1.388333\r\n# s2:medium_proba_clouds_percentage: 26.524428\r\n# s2:high_proba_clouds_percentage: 36.947376\r\n# s2:thin_cirrus_percentage: 14.51094\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240606T155819_N0510_R097_T17SPV_20240606T202543.SAFE\r\n# s2:generation_time: 2024-06-06T20:25:43.000000Z\r\n# s2:datatake_id: GS2B_20240606T155819_037875_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240606T202543_S20240606T160443_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240606T202543_A037875_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.972020889918827\r\n# datetime: 2024-06-06T16:13:28.893000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240606_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d9f218a487aeb8d45683d92bbcf5846e\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-06T22:48:20.074Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240601_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.67014958475484, 36.07641102292845], [-78.89932213540139, 36.12646435015929], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.67014958475484, 36.1397316133374]\r\nDatetime: 2024-06-01 16:13:29.990000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-02T00:51:08.508Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 61.180001\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 130.946781150617\r\n# view:sun_elevation: 71.0015186669718\r\n# s2:degraded_msi_data_percentage: 0.0088\r\n# s2:nodata_pixel_percentage: 0.420466\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.053686\r\n# s2:cloud_shadow_percentage: 0.000816\r\n# s2:vegetation_percentage: 34.452215\r\n# s2:not_vegetated_percentage: 3.453467\r\n# s2:water_percentage: 0.713965\r\n# s2:unclassified_percentage: 0.145845\r\n# s2:medium_proba_clouds_percentage: 8.304962\r\n# s2:high_proba_clouds_percentage: 0.103281\r\n# s2:thin_cirrus_percentage: 52.771759\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240601T155911_N0510_R097_T17SPV_20240601T231654.SAFE\r\n# s2:generation_time: 2024-06-01T23:16:54.000000Z\r\n# s2:datatake_id: GS2A_20240601T155911_046712_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240601T231654_S20240601T161316_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240601T231654_A046712_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.973555957393978\r\n# datetime: 2024-06-01T16:13:29.990000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240601_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/8c742dccb0f8081f0ba5a51630199164\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-02T00:51:08.508Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240527_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-27 16:13:26.067000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-28T19:09:19.013Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 132.731921876307\r\n# view:sun_elevation: 70.5473572027452\r\n# s2:degraded_msi_data_percentage: 0.0025\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 56.10559\r\n# s2:high_proba_clouds_percentage: 43.417314\r\n# s2:thin_cirrus_percentage: 0.477099\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240527T155819_N0510_R097_T17SPV_20240527T211926.SAFE\r\n# s2:generation_time: 2024-05-27T21:19:26.000000Z\r\n# s2:datatake_id: GS2B_20240527T155819_037732_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240527T211926_S20240527T161150_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240527T211926_A037732_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.975287105815228\r\n# datetime: 2024-05-27T16:13:26.067000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240527_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d1cf1f1ae57d1a860d5d5b6e69f0c5fd\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-28T19:09:19.013Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240522_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-22 16:13:25.575000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-28T16:20:14.246Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 4.839775\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 134.645221678048\r\n# view:sun_elevation: 69.9363455605075\r\n# s2:degraded_msi_data_percentage: 0.0077\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.181847\r\n# s2:cloud_shadow_percentage: 1.121513\r\n# s2:vegetation_percentage: 84.700739\r\n# s2:not_vegetated_percentage: 7.666176\r\n# s2:water_percentage: 1.091128\r\n# s2:unclassified_percentage: 0.398824\r\n# s2:medium_proba_clouds_percentage: 0.857655\r\n# s2:high_proba_clouds_percentage: 0.408592\r\n# s2:thin_cirrus_percentage: 3.573528\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240522T155901_N0510_R097_T17SPV_20240522T231852.SAFE\r\n# s2:generation_time: 2024-05-22T23:18:52.000000Z\r\n# s2:datatake_id: GS2A_20240522T155901_046569_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240522T231852_S20240522T161308_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240522T231852_A046569_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.977202250922301\r\n# datetime: 2024-05-22T16:13:25.575000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240522_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/7901d23e9b4391b2832cd9bff01bf974\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-28T16:20:14.246Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240517_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-17 16:13:24.329000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-17T22:32:30.781Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 136.576661946823\r\n# view:sun_elevation: 69.15705955550101\r\n# s2:degraded_msi_data_percentage: 0.002\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 48.435068\r\n# s2:high_proba_clouds_percentage: 51.179594\r\n# s2:thin_cirrus_percentage: 0.38534\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240517T155819_N0510_R097_T17SPV_20240517T202125.SAFE\r\n# s2:generation_time: 2024-05-17T20:21:25.000000Z\r\n# s2:datatake_id: GS2B_20240517T155819_037589_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240517T202125_S20240517T160403_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240517T202125_A037589_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.979289557698501\r\n# datetime: 2024-05-17T16:13:24.329000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240517_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4da61ed5e43dbcd35a04e08c23263999\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-17T22:32:30.781Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240512_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-12 16:13:29.367000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-13T01:49:24.604Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 30.864275\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 138.526178970296\r\n# view:sun_elevation: 68.227931936218\r\n# s2:degraded_msi_data_percentage: 0.0128\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.092133\r\n# s2:cloud_shadow_percentage: 11.112269\r\n# s2:vegetation_percentage: 51.770526\r\n# s2:not_vegetated_percentage: 5.036924\r\n# s2:water_percentage: 0.764085\r\n# s2:unclassified_percentage: 0.35979\r\n# s2:medium_proba_clouds_percentage: 10.227607\r\n# s2:high_proba_clouds_percentage: 12.326884\r\n# s2:thin_cirrus_percentage: 8.309783\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240512T155901_N0510_R097_T17SPV_20240512T235052.SAFE\r\n# s2:generation_time: 2024-05-12T23:50:52.000000Z\r\n# s2:datatake_id: GS2A_20240512T155901_046426_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240512T235052_S20240512T160758_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240512T235052_A046426_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.981534332906898\r\n# datetime: 2024-05-12T16:13:29.367000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240512_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/501525a637edcea72022281f96c1aaec\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-13T01:49:24.604Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240507_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-07 16:13:27.007000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-08T10:59:32.738Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 40.339398\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 140.320609605445\r\n# view:sun_elevation: 67.123155396654\r\n# s2:degraded_msi_data_percentage: 0.0029\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.069442\r\n# s2:cloud_shadow_percentage: 4.545121\r\n# s2:vegetation_percentage: 45.809352\r\n# s2:not_vegetated_percentage: 5.489328\r\n# s2:water_percentage: 0.723339\r\n# s2:unclassified_percentage: 3.024018\r\n# s2:medium_proba_clouds_percentage: 13.259926\r\n# s2:high_proba_clouds_percentage: 24.973664\r\n# s2:thin_cirrus_percentage: 2.105809\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240507T155819_N0510_R097_T17SPV_20240507T202416.SAFE\r\n# s2:generation_time: 2024-05-07T20:24:16.000000Z\r\n# s2:datatake_id: GS2B_20240507T155819_037446_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240507T202416_S20240507T160601_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240507T202416_A037446_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.983922355524309\r\n# datetime: 2024-05-07T16:13:27.007000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240507_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/3095dd5fc0c1adab27a9206150e8fa7e\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-08T10:59:32.738Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240502_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-02 16:13:29.052000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-03T02:07:12.458Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 1.724347\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 142.024405942536\r\n# view:sun_elevation: 65.8776811943126\r\n# s2:degraded_msi_data_percentage: 0.0086\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.180713\r\n# s2:cloud_shadow_percentage: 1.65954\r\n# s2:vegetation_percentage: 85.410345\r\n# s2:not_vegetated_percentage: 9.435526\r\n# s2:water_percentage: 1.201897\r\n# s2:unclassified_percentage: 0.387633\r\n# s2:medium_proba_clouds_percentage: 1.068898\r\n# s2:high_proba_clouds_percentage: 0.654713\r\n# s2:thin_cirrus_percentage: 0.000737\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240502T155901_N0510_R097_T17SPV_20240502T231600.SAFE\r\n# s2:generation_time: 2024-05-02T23:16:00.000000Z\r\n# s2:datatake_id: GS2A_20240502T155901_046283_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240502T231600_S20240502T161232_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240502T231600_A046283_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.986436466402915\r\n# datetime: 2024-05-02T16:13:29.052000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240502_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9833836355fede44aaf0a3680ddeaa2b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-03T02:07:12.458Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240427_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-27 16:13:25.302000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-27T23:18:26.463Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 41.492322\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 143.528792725087\r\n# view:sun_elevation: 64.4810365146954\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.087266\r\n# s2:cloud_shadow_percentage: 0.200142\r\n# s2:vegetation_percentage: 43.908963\r\n# s2:not_vegetated_percentage: 7.898109\r\n# s2:water_percentage: 0.717951\r\n# s2:unclassified_percentage: 5.69525\r\n# s2:medium_proba_clouds_percentage: 13.414925\r\n# s2:high_proba_clouds_percentage: 22.153059\r\n# s2:thin_cirrus_percentage: 5.924337\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240427T155819_N0510_R097_T17SPV_20240427T202325.SAFE\r\n# s2:generation_time: 2024-04-27T20:23:25.000000Z\r\n# s2:datatake_id: GS2B_20240427T155819_037303_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240427T202325_S20240427T160556_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240427T202325_A037303_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.989060346411274\r\n# datetime: 2024-04-27T16:13:25.302000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240427_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/12a1ab645fb39239090f5f2212c7996a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-27T23:18:26.463Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240422_1_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-22 16:13:29.231000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-23T16:20:44.531Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.595498\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 144.941641921427\r\n# view:sun_elevation: 62.9745747205139\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.171015\r\n# s2:cloud_shadow_percentage: 2.525065\r\n# s2:vegetation_percentage: 57.915175\r\n# s2:not_vegetated_percentage: 6.323496\r\n# s2:water_percentage: 0.923321\r\n# s2:unclassified_percentage: 0.546269\r\n# s2:medium_proba_clouds_percentage: 9.353081\r\n# s2:high_proba_clouds_percentage: 16.427176\r\n# s2:thin_cirrus_percentage: 5.815243\r\n# s2:snow_ice_percentage: 0.000163\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240422T155821_N0510_R097_T17SPV_20240423T140451.SAFE\r\n# s2:generation_time: 2024-04-23T14:04:51.000000Z\r\n# s2:datatake_id: GS2A_20240422T155821_046140_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240423T140451_S20240422T161127_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240423T140451_A046140_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.991774965335244\r\n# datetime: 2024-04-22T16:13:29.231000Z\r\n# s2:sequence: 1\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240422_1_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/71a1ecfdb0ff99a1aa9839048bfc78dc\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-23T16:20:44.531Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240422_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-22 16:13:29.231000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-23T02:23:43.837Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.594869\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 144.941641921427\r\n# view:sun_elevation: 62.9745747205139\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.171031\r\n# s2:cloud_shadow_percentage: 2.524043\r\n# s2:vegetation_percentage: 57.916528\r\n# s2:not_vegetated_percentage: 6.324564\r\n# s2:water_percentage: 0.923441\r\n# s2:unclassified_percentage: 0.545357\r\n# s2:medium_proba_clouds_percentage: 9.353479\r\n# s2:high_proba_clouds_percentage: 16.427162\r\n# s2:thin_cirrus_percentage: 5.814227\r\n# s2:snow_ice_percentage: 0.000163\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240422T155821_N0510_R097_T17SPV_20240422T232000.SAFE\r\n# s2:generation_time: 2024-04-22T23:20:00.000000Z\r\n# s2:datatake_id: GS2A_20240422T155821_046140_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240422T232000_S20240422T161127_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240422T232000_A046140_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.991774965335244\r\n# datetime: 2024-04-22T16:13:29.231000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240422_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/a3721b4f648e818920dfaa833bbf6064\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-23T02:23:43.837Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240417_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-17 16:13:27.286000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-18T00:51:42.539Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 146.162190051164\r\n# view:sun_elevation: 61.3455453771872\r\n# s2:degraded_msi_data_percentage: 0.0031\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 69.701403\r\n# s2:high_proba_clouds_percentage: 30.298603\r\n# s2:thin_cirrus_percentage: 0\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240417T155819_N0510_R097_T17SPV_20240417T221800.SAFE\r\n# s2:generation_time: 2024-04-17T22:18:00.000000Z\r\n# s2:datatake_id: GS2B_20240417T155819_037160_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240417T221800_S20240417T160258_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240417T221800_A037160_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.994561472482675\r\n# datetime: 2024-04-17T16:13:27.286000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240417_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/b9a7bc6c7c275dd79172b8effca89461\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-18T00:51:42.539Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240412_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-12 16:13:27.651000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-13T01:42:56.472Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.715456\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 147.269940196506\r\n# view:sun_elevation: 59.625132343664\r\n# s2:degraded_msi_data_percentage: 0.0104\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.153453\r\n# s2:cloud_shadow_percentage: 12.679228\r\n# s2:vegetation_percentage: 49.264008\r\n# s2:not_vegetated_percentage: 4.988225\r\n# s2:water_percentage: 0.656567\r\n# s2:unclassified_percentage: 0.542805\r\n# s2:medium_proba_clouds_percentage: 11.25274\r\n# s2:high_proba_clouds_percentage: 17.18483\r\n# s2:thin_cirrus_percentage: 3.277886\r\n# s2:snow_ice_percentage: 0.000259\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240412T155901_N0510_R097_T17SPV_20240412T235553.SAFE\r\n# s2:generation_time: 2024-04-12T23:55:53.000000Z\r\n# s2:datatake_id: GS2A_20240412T155901_045997_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240412T235553_S20240412T160211_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240412T235553_A045997_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.997399653732186\r\n# datetime: 2024-04-12T16:13:27.651000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240412_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ba25771a14d9292a3ef8f260e24c8ce5\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-13T01:42:56.472Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240407_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-07 16:13:25.177000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-07T22:51:18.053Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.007223\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 148.241587595963\r\n# view:sun_elevation: 57.8193021287102\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.393997\r\n# s2:cloud_shadow_percentage: 1e-05\r\n# s2:vegetation_percentage: 84.631485\r\n# s2:not_vegetated_percentage: 13.122594\r\n# s2:water_percentage: 1.402112\r\n# s2:unclassified_percentage: 0.442009\r\n# s2:medium_proba_clouds_percentage: 0.000368\r\n# s2:high_proba_clouds_percentage: 7.6e-05\r\n# s2:thin_cirrus_percentage: 0.006778\r\n# s2:snow_ice_percentage: 0.000571\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240407T155819_N0510_R097_T17SPV_20240407T202406.SAFE\r\n# s2:generation_time: 2024-04-07T20:24:06.000000Z\r\n# s2:datatake_id: GS2B_20240407T155819_037017_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240407T202406_S20240407T160426_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240407T202406_A037017_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 1.00026982268816\r\n# datetime: 2024-04-07T16:13:25.177000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240407_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d9ae6b9fc4520f5ae2a33ffbab89ac25\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-07T22:51:18.053Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240402_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-02 16:13:24.212000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-03T02:43:18.525Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 52.194571\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 149.123391641051\r\n# view:sun_elevation: 55.9520519703372\r\n# s2:degraded_msi_data_percentage: 0.0067\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.222265\r\n# s2:cloud_shadow_percentage: 0.681242\r\n# s2:vegetation_percentage: 32.632047\r\n# s2:not_vegetated_percentage: 13.082658\r\n# s2:water_percentage: 0.269024\r\n# s2:unclassified_percentage: 0.918192\r\n# s2:medium_proba_clouds_percentage: 14.986324\r\n# s2:high_proba_clouds_percentage: 16.081516\r\n# s2:thin_cirrus_percentage: 21.126732\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240402T155821_N0510_R097_T17SPV_20240402T235145.SAFE\r\n# s2:generation_time: 2024-04-02T23:51:45.000000Z\r\n# s2:datatake_id: GS2A_20240402T155821_045854_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240402T235145_S20240402T160459_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240402T235145_A045854_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 1.00315010154664\r\n# datetime: 2024-04-02T16:13:24.212000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240402_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/3dac5288c179d121cc299fcd6cffcc5b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-03T02:43:18.525Z\r\n# proj:code: EPSG:32617\r\n```\n:::\n:::\n\n\n:::\n\n```{ojs}\n//| label: ojs-items-table\n//| echo: false\nInputs.table(items_table, {width: \"100%\"})\n```\n\n::: {#count-items .cell execution_count=14}\n\n::: {.cell-output .cell-output-stdout}\n```\nThere are 38 Sentinel 2 items found in our computational region.\n```\n:::\n:::\n\n\nLet's look closer at the properties of item id `S2A_17SPV_20240919_0_L2A`.\n\n::: {#cell-item-properties .cell execution_count=15}\n``` {.python .cell-code}\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\ndf_properties = df_item[\"properties\"].apply(pd.Series)\ndf_item_flat = pd.concat([df_item.drop(\"properties\", axis=1), df_properties], axis=1)\nojs_define(item_props=df_item_flat.iloc[0].dropna().to_dict())\n```\n\n::: {#item-properties .cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n```{ojs}\n//| label: ojs-item-props\n//| echo: false\nkvTable(item_props)\n```\n\nLet's look at the items properties\n\n::: {#cell-item-properties-properties .cell execution_count=16}\n``` {.python .cell-code}\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\ndf_properties = df_item[\"properties\"].apply(pd.Series)\nojs_define(item_properties_kv=df_properties.iloc[0].dropna().to_dict())\n```\n\n::: {#item-properties-properties .cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n```{ojs}\n//| label: ojs-item-props-kv\n//| echo: false\nkvTable(item_properties_kv)\n```\n\nNow we let's look at the items assets.\n\n::: {#cell-item-properties-assets .cell execution_count=17}\n``` {.python .cell-code}\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\nassets_dict = df_item[\"assets\"].iloc[0]\nojs_define(item_assets=assets_dict)\n```\n\n::: {#item-properties-assets .cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n```{ojs}\n// | label: item-properties-assets-html\n// | echo: false\nfunction rolesBadge(roles) {\n if (!roles) return \"\";\n return htl.html`
          \n ${roles.map(r => htl.html`${r}`)}\n
          `;\n}\n\nfunction assetPropCard([name, asset]) {\n return htl.html`
          \n
          \n ${name}\n
          \n ${asset.title ? htl.html`
          ${asset.title}
          ` : \"\"}\n ${asset.type ? htl.html`
          ${asset.type}
          ` : \"\"}\n ${rolesBadge(asset.roles)}\n ${asset.type?.includes(\"tiff\") || /\\.tiff?$/i.test(asset.href ?? \"\")\n ? cogMap(asset.href) : \"\"}\n ${asset.href ? htl.html`🔗 View Asset` : \"\"}\n
          `;\n}\n\nhtl.html`
          \n ${Object.entries(item_assets).map(assetPropCard)}\n
          `\n```\n\n#### Assets\n\nEach STAC Item may contain multiple asset types (e.g. red, nir, thumbnail). The snippet below\nenumerates assets across items, shows per-item asset rows, and prints simple summaries.\n\n::: {#asset-query .cell execution_count=18}\n``` {.python .cell-code}\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n```\n:::\n\n\n::: {#tbl-items-assets .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=19}\n``` {.python .cell-code}\nassets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"ap\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n query=json.dumps(stac_query),\n format=\"json\",\n)\n\nojs_define(assets_data=assets_json)\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n```{ojs}\n// | label: item-assets-html\n// | echo: false\n\nfunction assetCard([name, asset]) {\n return htl.html`
          \n
          \n ${asset.title ? htl.html`
          ${asset.title}
          ` : \"\"}\n
          \n ${rolesBadge(asset.roles)}\n ${asset.type ? htl.html`
          ${asset.type}
          ` : \"\"}\n\n ${asset.roles?.includes(\"thumbnail\") || asset.type?.startsWith(\"image/\")\n ? htl.html`\n Image blocked (CORS)`\n : \"\"}\n ${asset.type?.includes(\"tiff\") || /\\.tiff?$/i.test(asset.href ?? \"\")\n ? cogMap(asset.href) : \"\"}\n ${asset.href ? htl.html`🔗 View Asset` : \"\"}\n
          `;\n}\n\nhtl.html`
          \n ${Object.entries(assets_data).map(assetCard)}\n
          `\n```\n\n::: {#count-assets .cell execution_count=20}\n\n::: {.cell-output .cell-output-stdout}\n```\nThere are 14 Sentinel 2 assets found in our computational region.\n```\n:::\n:::\n\n\n#### EO Parameters\n\nSTAC item properties expose a number of Earth Observation (EO) parameters that are useful for filtering and selecting scenes. Common properties you will see in Sentinel-2 and other EO STAC records include:\n\n- `datetime` — acquisition time (ISO 8601)\n- `eo:cloud_cover` — percent cloud cover (0–100)\n- `eo:gsd` — ground sample distance / native resolution (meters)\n- `view:sun_azimuth`, `view:sun_elevation` — sun geometry\n- `proj:epsg` — EPSG code (when the projection extension is present)\n- collection / platform / instrument fields — identify sensor and mission\n\nHow to use them:\n- Use the `datetime` argument on t.stac.item to constrain time ranges (e.g. `2024-04-01/2024-09-30`).\n- Use the `query` argument to pass a JSON object of property filters. Comparison operators follow the STAC filtering convention (e.g. `lt`, `lte`, `gt`, `gte`).\n\nExample query:\n\n```python\nstac_query = {\n \"eo:cloud_cover\": {\n \"lt\": 10\n }, \n \"eo:gsd\": {\n \"lte\": 10\n },\n \"view:sun_elevation\": {\n \"gte\": 30\n }\n}\n```\n\nPass this to t.stac.item (serialize with json.dumps) to fetch only low-cloud, high-sun-elevation, high-resolution items. Combine `asset_keys` to limit returned assets (e.g. `asset_keys=\"red,nir\"`), and use flags (`-a`, `-m`, `-i`) to control output detail (assets, metadata, item list).\n\nTip: Always inspect a few returned items (`format=\"json\"` or flags=\"m\" / flags=\"a\"`) to see the exact property names used by the catalog you query — naming can vary between providers and extension support.\n\n### Create Metadata Vector\n\n::: {#cell-assets-metadata-vector .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=21}\n``` {.python .cell-code}\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\nassets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n query=json.dumps(stac_query),\n items_vector=\"sentinel_2_items\",\n format=\"json\",\n)\n\n\ndf_items_assets = pd.json_normalize(assets_json, max_level=0)\nojs_define(items_assets_table=df_items_assets.drop(\n columns=[\"geometry\", \"links\", \"assets\", \"properties\", \"stac_extensions\", \"type\"],\n errors=\"ignore\"\n).head(10).to_dict(orient=\"records\"))\n```\n\n::: {#assets-metadata-vector .cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n```{ojs}\n//| label: ojs-items-assets-table\n//| echo: false\nInputs.table(items_assets_table, {width: \"100%\"})\n```\n\n#### View the items with iPyleaflet\n\nView STAC items with ipyleaflet (install with `pip install ipyleaflet` if needed) from ipyleaflet use `gj.Interactive` and add the sentinel_2_items bounding boxes.\n\n::: {#cell-view-items-map .cell execution_count=22}\n``` {.python .cell-code}\nimport random\n\nm = gj.InteractiveMap(use_region=True)\nm.add_vector(\n \"sentinel_2_items\",\n style={\"opacity\": 1, \"dashArray\": \"9\", \"fillOpacity\": 0.1, \"weight\": 1},\n hover_style={\"color\": \"white\", \"dashArray\": \"0\", \"fillOpacity\": 0.5},\n style_callback=lambda f: {\n \"color\": \"black\",\n \"fillColor\": random.choice([\"red\", \"yellow\", \"green\", \"orange\"]),\n }\n)\ndisplay(m.show())\n```\n\n::: {#view-items-map .cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n### Download and Import Rasters\n\nWith the STAC items identified and the STRDS structure defined, you can now download the raster assets directly into the GRASS project. The `t.stac.item` command with the `-d` (download) flag retrieves each Cloud-Optimized GeoTIFF (COG), reprojects and resamples it to match the current computational region, and writes the resulting map names and timestamps to a text file for STRDS registration.\n\nControl download behavior with:\n\n- `nprocs` — number of parallel download workers\n- `resolution` / `resolution_value` — output resolution strategy (`value` uses the number you specify in meters)\n- `method` — resampling method (`nearest` is fastest; use `bilinear` or `cubic` for continuous data)\n- `extent` — `region` clips each asset to the current computational region on import\n\n### Register STRDS\n\n::: {.panel-tabset}\n\n## Python\n\n::: {#tbl-collection-items-assets .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=23}\n``` {.python .cell-code}\nimport grass.script as gs\nimport grass.jupyter as gj\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\nitems_assets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n format=\"json\",\n query=json.dumps(stac_query)\n)\n```\n:::\n\n\n## Terminal\n\n::: {#tbl-collection-items-assets-terminal .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=24}\n``` {.python .cell-code}\n!t.stac.item url=\"https://earth-search.aws.element84.com/v1/\" collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" asset_keys=\"red,nir\" format=\"json\" query='{\"eo:cloud_cover\": {\"lt\": 10}}'\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\nSearch Matched: 7 items\r\n{\"count\": 14, \"bytes\": 3303941772}\r\n```\n:::\n:::\n\n\n:::\n\n::: {#download-estimate .cell execution_count=25}\n``` {.python .cell-code}\nprint(f\"\"\"\nDownload Estimate\n \nFiles: {items_assets_json[\"count\"]}\nTotal Download Size: {items_assets_json[\"bytes\"] / 1e9:.2f} GB\n\"\"\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n\nDownload Estimate\n\nFiles: 14\nTotal Download Size: 3.30 GB\n\n```\n:::\n:::\n\n\n::: {#tbl-collection-items-assets-strds .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=26}\n``` {.python .cell-code}\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\ngs.run_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,green,blue,nir\",\n query=json.dumps(stac_query),\n strds_output=\"outputs/s2_rgbn.txt\",\n format=\"json\"\n)\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n{\"count\": 28, \"bytes\": 6326320535}\n```\n:::\n:::\n\n\n::: {#f448c2e7 .cell execution_count=27}\n\n::: {.cell-output .cell-output-stdout}\n```\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue|2024-09-09 16:13:25|blue\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green|2024-09-09 16:13:25|green\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir|2024-09-09 16:13:25|nir\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red|2024-09-09 16:13:25|red\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.blue|2024-08-25 16:13:26|blue\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.green|2024-08-25 16:13:26|green\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir|2024-08-25 16:13:26|nir\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red|2024-08-25 16:13:26|red\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.blue|2024-07-31 16:13:28|blue\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.green|2024-07-31 16:13:28|green\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir|2024-07-31 16:13:28|nir\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red|2024-07-31 16:13:28|red\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.blue|2024-06-11 16:13:32|blue\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.green|2024-06-11 16:13:32|green\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir|2024-06-11 16:13:32|nir\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red|2024-06-11 16:13:32|red\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.blue|2024-05-22 16:13:25|blue\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.green|2024-05-22 16:13:25|green\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir|2024-05-22 16:13:25|nir\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red|2024-05-22 16:13:25|red\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.blue|2024-05-02 16:13:29|blue\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.green|2024-05-02 16:13:29|green\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.nir|2024-05-02 16:13:29|nir\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.red|2024-05-02 16:13:29|red\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.blue|2024-04-07 16:13:25|blue\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.green|2024-04-07 16:13:25|green\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.nir|2024-04-07 16:13:25|nir\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.red|2024-04-07 16:13:25|red\n\n```\n:::\n:::\n\n\n::: {#assets-metadata-strds-dates .cell execution_count=28}\n``` {.python .cell-code}\nstartdate = df_items_assets[\"datetime\"].min()\nenddate = df_items_assets[\"datetime\"].max()\nprint(f\"Start Date: {startdate}\\nEnd Date: {enddate}\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nStart Date: 2024-04-07T16:13:25.177000Z\nEnd Date: 2024-09-09T16:13:25.358000Z\n```\n:::\n:::\n\n\nCreate a Space Time Raster Dataset (STRDS) to manage the Sentinel-2 data you want to analyze with GRASS. An STRDS is a container that links individual raster maps to their acquisition timestamps, enabling temporal queries, gap analysis, and time series computations with GRASS temporal tools (`t.rast.*`).\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#create-strds .cell execution_count=29}\n``` {.python .cell-code}\n# Create the space time dataset\ngs.run_command(\n \"t.create\",\n output=\"sentinel_2\",\n type=\"strds\",\n temporaltype=\"absolute\",\n title=\"Sentinel 2 Red/NIR Bands\",\n description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\",\n overwrite=True,\n)\n```\n:::\n\n\n## Terminal\n\n```bash\nt.create \\\n output=sentinel_2 \\\n type=strds \\\n temporaltype=absolute \\\n title=\"Sentinel 2 Red/NIR Bands\" \\\n description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\" \\\n --overwrite\n```\n\n:::\n\n\nDownload the data\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#download-assets .cell execution_count=30}\n``` {.python .cell-code}\ngs.run_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,green,blue,nir\",\n query=json.dumps(stac_query),\n strds_output=\"outputs/s2_rgbn.txt\",\n format=\"json\",\n method=\"nearest\",\n resolution=\"value\",\n resolution_value=\"10\",\n extent=\"region\",\n nprocs=16,\n flags=\"d\",\n)\n```\n:::\n\n\n## Terminal\n\n```bash\nt.stac.item \\\n url=\"https://earth-search.aws.element84.com/v1/\" \\\n collection_id=\"sentinel-2-l2a\" \\\n datetime=\"2024-04-01/2024-09-30\" \\\n asset_keys=\"red,green,blue,nir\" \\\n query='{\"eo:cloud_cover\": {\"lt\": 10}}' \\\n strds_output=\"outputs/s2_rgbn.txt\" \\\n format=\"json\" \\\n method=\"nearest\" \\\n resolution=\"value\" \\\n resolution_value=\"10\" \\\n extent=\"region\" \\\n nprocs=1 \\\n -d\n```\n\n:::\n\n\n\nRegister the data\n\nOnce all assets are downloaded, register them into the STRDS using the text file produced by `t.stac.item`. Each line in the file contains a raster map name and its acquisition timestamp, which `t.register` uses to populate the temporal database.\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#register-strds .cell execution_count=31}\n``` {.python .cell-code}\n# Register the output maps into a space time dataset\ngs.run_command(\n \"t.register\", input=\"sentinel_2\", file=\"outputs/s2_rgbn.txt\", type=\"raster\"\n)\n```\n:::\n\n\n## Terminal\n\n```bash\nt.register input=sentinel_2 file=outputs/s2_rgbn.txt type=raster\n```\n\n:::\n\n::: {#list-strds .cell execution_count=32}\n``` {.python .cell-code}\ngs.run_command(\"t.info\", type=\"strds\", input=\"sentinel_2\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n +-------------------- Space Time Raster Dataset -----------------------------+\n | |\n +-------------------- Basic information -------------------------------------+\n | Id: ........................ sentinel_2@PERMANENT\n | Name: ...................... sentinel_2\n | Mapset: .................... PERMANENT\n | Creator: ................... coreywhite\n | Temporal type: ............. absolute\n | Creation time: ............. 2026-03-02 00:41:50\n | Modification time:.......... 2026-03-02 00:41:54\n | Semantic type:.............. mean\n +-------------------- Absolute time -----------------------------------------+\n | Start time:................. 2024-04-07 16:13:25\n | End time:................... 2024-09-09 16:13:25\n | Granularity:................ 1 second\n | Temporal type of maps:...... point\n +-------------------- Spatial extent ----------------------------------------+\n | North:...................... 236690.0\n | South:...................... 210390.0\n | East:.. .................... 616050.0\n | West:....................... 598920.0\n | Top:........................ 0.0\n | Bottom:..................... 0.0\n +-------------------- Metadata information ----------------------------------+\n | Raster register table:...... raster_map_register_c98aaccc908e4d9caf21437faf813338\n | North-South resolution min:. 10.0\n | North-South resolution max:. 10.0\n | East-west resolution min:... 10.0\n | East-west resolution max:... 10.0\n | Minimum value min:.......... 1.0\n | Minimum value max:.......... 147.0\n | Maximum value min:.......... 8128.0\n | Maximum value max:.......... 18216.0\n | Aggregation type:........... None\n | Number of semantic labels:.. 4\n | Semantic labels:............ blue,green,nir,red\n | Number of registered maps:.. 28\n |\n | Title:\n | Sentinel 2 Red/NIR Bands\n | Description:\n | Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\n | Command history:\n | # 2026-03-02 00:41:50 \n | t.create --o output=\"sentinel_2\" type=\"strds\"\n | temporaltype=\"absolute\" title=\"Sentinel 2 Red/NIR Bands\"\n | description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\"\n | # 2026-03-02 00:41:54 \n | t.register input=\"sentinel_2\"\n | file=\"outputs/s2_rgbn.txt\" type=\"raster\"\n | \n +----------------------------------------------------------------------------+\n```\n:::\n:::\n\n\nNow let's view a RGB composite of one of our tiles\n\n```python\n# Install the i.histo.match extension for histogram matching\ngs.run_command(\"g.extension\", extension=\"i.histo.match\")\n```\n\n::: {#cell-display-composite .cell execution_count=33}\n``` {.python .cell-code}\ns2_rgb_maps = [\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green\",\n]\n\ns2_json = gs.parse_command(\n \"r.univar\",\n map=s2_rgb_maps,\n format=\"json\",\n)\nprint(f\"Max value: {s2_json['max']}\")\n\ngs.run_command(\n \"i.histo.match\",\n input=s2_rgb_maps,\n suffix=\"255\",\n max=s2_json[\"max\"],\n output=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A\",\n)\ngs.run_command(\n \"r.colors\",\n map=[\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n ],\n color=\"grey\",\n)\n\ngs.run_command(\n \"i.colors.enhance\",\n r=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n b=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n g=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n)\n\nm = gj.Map(use_region=True, filename=\"images/sentinel2_rgb.png\")\nm.d_rgb(\n red=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n blue=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n green=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n)\nm.d_barscale()\nm.show()\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nMax value: 8400\n```\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-composite-output-2.png){#display-composite}\n:::\n:::\n\n\n#### Temporal Map Calculations\n\nRun a temporal map calculation on your entire STRDS to generate an NDVI layer.\n\n::: {#temporal-mapcalc .cell execution_count=34}\n``` {.python .cell-code}\ngs.run_command(\n \"t.rast.mapcalc\",\n inputs=[\"sentinel_2.nir\", \"sentinel_2.red\"],\n output=\"ndvi\",\n basename=\"ndvi\",\n method=\"follows\",\n expression=(\n \"float(if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') - if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red')) / (if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') + if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red'))\"\n ),\n overwrite=True,\n flags=\"n\",\n)\n```\n:::\n\n\nCheck to see it worked.\n\n::: {#list-strds-ndvi .cell execution_count=35}\n``` {.python .cell-code}\ngs.run_command(\"t.list\", type=\"strds\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nndvi@PERMANENT\nsentinel_2@PERMANENT\n```\n:::\n:::\n\n\nand plot the NDVI\n\n::: {#cell-plot-ndvi .cell execution_count=36}\n``` {.python .cell-code}\nstrds_df = pd.DataFrame(\n gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n format=\"csv\",\n )\n)\n\n# Convert start_time to datetime for better formatting\nstrds_df[\"start_time\"] = pd.to_datetime(strds_df[\"start_time\"])\n\nsns.lineplot(\n x=\"start_time\", y=\"max\", data=strds_df\n)\n\n# Format x-axis labels for better readability\nimport matplotlib.dates as mdates\nimport matplotlib.pyplot as plt\n\nplt.gca().xaxis.set_major_formatter(mdates.DateFormatter('%Y-%m-%d'))\nplt.gcf().autofmt_xdate() # Auto-rotate date labels\nplt.show()\n```\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/plot-ndvi-output-1.png){#plot-ndvi width=631 height=423}\n:::\n:::\n\n\n::: {#display-ndvi-maps-individual .cell layout-ncol='3' execution_count=37}\n``` {.python .cell-code}\nndvi_list = gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n format=\"csv\",\n)\ngs.run_command(\"t.rast.colors\", input=\"ndvi\", color=\"ndvi\")\n\nfor ndvi in ndvi_list:\n map_name = ndvi.get(\"name\")\n m = gj.Map(use_region=True, width=500)\n m.d_rast(map=map_name)\n m.d_barscale()\n m.d_legend(raster=map_name, flags=\"b\")\n m.show()\n```\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-1.png){#display-ndvi-maps-individual-1}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-2.png){#display-ndvi-maps-individual-2}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-3.png){#display-ndvi-maps-individual-3}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-4.png){#display-ndvi-maps-individual-4}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-5.png){#display-ndvi-maps-individual-5}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-6.png){#display-ndvi-maps-individual-6}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-7.png){#display-ndvi-maps-individual-7}\n:::\n:::\n\n\nUse the series map to view the entire time series of NDVI maps in one interactive map or save as a GIF.\n\n::: {#cell-display-time-series .cell execution_count=38}\n``` {.python .cell-code}\nndvi_rasters = [\n i.get(\"name\")\n for i in gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\"],\n format=\"csv\",\n )\n]\n\n# Create Time Series Map\nm = gj.SeriesMap(use_region=True, width=500)\nm.add_rasters(rasters=ndvi_rasters)\nm.d_barscale()\nm.render()\nm.save(\"outputs/ndvi_time_series.gif\")\n```\n\n::: {#display-time-series .cell-output .cell-output-display execution_count=34}\n```\n'outputs/ndvi_time_series.gif'\n```\n:::\n:::\n\n\n![NDVI Time Series](outputs/ndvi_time_series.gif)\n\n## References\n\n- [pystac Documentation](https://pystac.readthedocs.io/)\n- [pystac_client Documentation](https://pystac-client.readthedocs.io/)\n\n", "supporting": [ "t_stac_tutorial_files" ], @@ -12,7 +12,7 @@ "\n\n\n\n" ], "include-after-body": [ - "\n" + "\n" ] } } diff --git a/content/blog/emoji_geomorphometry.quarto_ipynb b/content/blog/emoji_geomorphometry.quarto_ipynb index 6fab83b..8f7a0a3 100644 --- a/content/blog/emoji_geomorphometry.quarto_ipynb +++ b/content/blog/emoji_geomorphometry.quarto_ipynb @@ -109,7 +109,7 @@ "\n", "**Note:** These emojis are used for illustrative purposes in rendered image overlays or legends and may not be rendered in GRASS GUI." ], - "id": "d380f355" + "id": "e108733a" } ], "metadata": { diff --git a/content/notebooks/actinia/basics_actinia.quarto_ipynb b/content/notebooks/actinia/basics_actinia.quarto_ipynb index 5b7afb6..dc8442a 100644 --- a/content/notebooks/actinia/basics_actinia.quarto_ipynb +++ b/content/notebooks/actinia/basics_actinia.quarto_ipynb @@ -47,7 +47,7 @@ "draft: true\n", "---\n" ], - "id": "bc8cd131" + "id": "d78c5f55" }, { "cell_type": "code", @@ -56,7 +56,7 @@ "#| echo: false\n", "!figlet \"actinia 101\"" ], - "id": "c01b426a", + "id": "cb19442f", "execution_count": null, "outputs": [] }, @@ -83,7 +83,7 @@ "\n", "## Import Python Libraries" ], - "id": "92c6caf9" + "id": "fd2db665" }, { "cell_type": "code", @@ -100,7 +100,7 @@ "import requests\n", "from requests.auth import HTTPBasicAuth" ], - "id": "7f65387f", + "id": "d13d8f5e", "execution_count": null, "outputs": [] }, @@ -116,7 +116,7 @@ "\n", "### Setup Variables" ], - "id": "2a42f3da" + "id": "1387e001" }, { "cell_type": "code", @@ -129,7 +129,7 @@ "ACTINIA_URL = ACTINIA_BASEURL + \"/api/\" + ACTINIA_VERSION\n", "ACTINIA_AUTH = HTTPBasicAuth(ACTINIA_USER, ACTINIA_PASSWORD)" ], - "id": "93656f57", + "id": "185cba6c", "execution_count": null, "outputs": [] }, @@ -141,7 +141,7 @@ "def print_as_json(data):\n", " json.dumps(data, indent=2)" ], - "id": "f135fc06", + "id": "9928157f", "execution_count": null, "outputs": [] }, @@ -162,7 +162,7 @@ "\n", "## Acinia Basics" ], - "id": "8e052d32" + "id": "daf67295" }, { "cell_type": "code", @@ -220,7 +220,7 @@ " A[\"/api/v3/locations\"]\n", "```" ], - "id": "42b2ac8d" + "id": "264c5302" }, { "cell_type": "code", @@ -230,7 +230,7 @@ "response = requests.get(url, auth=ACTINIA_AUTH)\n", "print_as_json(response.json().get('locations'))" ], - "id": "99de6078", + "id": "da522199", "execution_count": null, "outputs": [] }, @@ -247,7 +247,7 @@ " C --- D[\"/info\"]\n", "```" ], - "id": "240bce1e" + "id": "e3b91fc5" }, { "cell_type": "code", @@ -260,7 +260,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "04d3de2f", + "id": "e142c11e", "execution_count": null, "outputs": [] }, @@ -279,7 +279,7 @@ " B --- C[\"/mapsets\"]\n", "```" ], - "id": "1abc26a6" + "id": "1fa3f1f0" }, { "cell_type": "code", @@ -293,7 +293,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "6b94220d", + "id": "c756e995", "execution_count": null, "outputs": [] }, @@ -312,7 +312,7 @@ " D --- E[\"/info\"]\n", "```" ], - "id": "9a70adb2" + "id": "fda899d0" }, { "cell_type": "code", @@ -326,7 +326,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "da2cfed6", + "id": "113c94b4", "execution_count": null, "outputs": [] }, @@ -349,7 +349,7 @@ " D --- E[\"/raster_layers\"]\n", "```" ], - "id": "ca5be8c4" + "id": "d0c5a306" }, { "cell_type": "code", @@ -363,7 +363,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "e759e736", + "id": "f09de875", "execution_count": null, "outputs": [] }, @@ -382,7 +382,7 @@ " D --- E[\"/vector_layers\"]\n", "```" ], - "id": "5a631c9c" + "id": "d1889812" }, { "cell_type": "code", @@ -399,7 +399,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "a5319c31", + "id": "329d6737", "execution_count": null, "outputs": [] }, @@ -422,7 +422,7 @@ " D --- E[\"/processing\"]\n", "```" ], - "id": "31d5177f" + "id": "e815f8a1" }, { "cell_type": "code", @@ -438,7 +438,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "c88fde96", + "id": "e1eff974", "execution_count": null, "outputs": [] }, @@ -457,7 +457,7 @@ " D --- E[\"/processing_async\"]\n", "```" ], - "id": "de276a07" + "id": "bbf5158b" }, { "cell_type": "code", @@ -473,7 +473,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "a87c6278", + "id": "3628a7ac", "execution_count": null, "outputs": [] }, @@ -494,7 +494,7 @@ "\n", "Let move on to creating process chains in [Part 3](./process_chains.ipynb).\n" ], - "id": "184aa4c0" + "id": "8201c1aa" } ], "metadata": { diff --git a/content/notebooks/hurricane_helene_2024/photogrametry.quarto_ipynb b/content/notebooks/hurricane_helene_2024/photogrametry.quarto_ipynb index ac75ccf..c49e3f8 100644 --- a/content/notebooks/hurricane_helene_2024/photogrametry.quarto_ipynb +++ b/content/notebooks/hurricane_helene_2024/photogrametry.quarto_ipynb @@ -28,7 +28,7 @@ "\n", "## Set up environment" ], - "id": "5c6f4e29" + "id": "40ff1355" }, { "cell_type": "code", @@ -56,7 +56,7 @@ "project_name = \"Swannanoa\"\n", "mapset = \"flight\"" ], - "id": "1e4408de", + "id": "edb6b3eb", "execution_count": null, "outputs": [] }, @@ -68,7 +68,7 @@ "\n", "### Create project" ], - "id": "e6e913ce" + "id": "27da8dae" }, { "cell_type": "code", @@ -77,7 +77,7 @@ "#| eval: false\n", "gs.create_project(path=grassdata, name=project_name, epsg=\"3358\", overwrite=False)" ], - "id": "ff8efa25", + "id": "0eb67e04", "execution_count": null, "outputs": [] }, @@ -87,7 +87,7 @@ "source": [ "### Start GRASS session" ], - "id": "cdccf699" + "id": "73f5b11d" }, { "cell_type": "code", @@ -96,7 +96,7 @@ "# Start GRASS in the recently created project\n", "session = gj.init(Path(grassdata, project_name))" ], - "id": "07a99ebe", + "id": "2151acce", "execution_count": null, "outputs": [] }, @@ -106,7 +106,7 @@ "source": [ "### Define Query Parameters" ], - "id": "3b9b66ea" + "id": "f87b41f5" }, { "cell_type": "code", @@ -118,7 +118,7 @@ "\n", "url = f\"https://services.arcgis.com/XG15cJAlne2vxtgt/ArcGIS/rest/services/Image_Points_view/FeatureServer/3/query?where=project+%3D+%27CAP+-+H-TS+Helene+2024%27+and+mission+%3D+%2724-1-5849%27+and+flight+%3D+%27{flight}%27&objectIds=&time=&geometry=&geometryType=esriGeometryEnvelope&inSR=&spatialRel=esriSpatialRelIntersects&resultType=none&distance=0.0&units=esriSRUnit_Meter&relationParam=&returnGeodetic=false&outFields=*&returnGeometry=true&featureEncoding=esriDefault&multipatchOption=xyFootprint&maxAllowableOffset=&geometryPrecision=&outSR=3358&defaultSR=&datumTransformation=&applyVCSProjection=false&returnIdsOnly=false&returnUniqueIdsOnly=false&returnCountOnly=false&returnExtentOnly=false&returnQueryGeometry=false&returnDistinctValues=false&cacheHint=false&orderByFields=&groupByFieldsForStatistics=&outStatistics=&having=&resultOffset=&returnExceededLimitFeatures=true&quantizationParameters=&sqlFormat=none&f=geojson&token=\"" ], - "id": "8eed2791", + "id": "c7617c68", "execution_count": null, "outputs": [] }, @@ -128,7 +128,7 @@ "source": [ "### Import Data" ], - "id": "0bd0eaa2" + "id": "be79ea42" }, { "cell_type": "code", @@ -137,7 +137,7 @@ "#| eval: false\n", "gs.run_command(\"v.import\", input=url, output=\"image_points\", overwrite=True)" ], - "id": "c546c08c", + "id": "2bbc8ca2", "execution_count": null, "outputs": [] }, @@ -147,7 +147,7 @@ "source": [ "### Get data info" ], - "id": "c50c6b17" + "id": "c9d0146c" }, { "cell_type": "code", @@ -155,7 +155,7 @@ "source": [ "gs.run_command(\"v.info\", map=\"image_points\", flags=\"c\" )" ], - "id": "87f12ee0", + "id": "0c711613", "execution_count": null, "outputs": [] }, @@ -165,7 +165,7 @@ "source": [ "### Set region" ], - "id": "5b72a221" + "id": "eedbb0a1" }, { "cell_type": "code", @@ -173,7 +173,7 @@ "source": [ "gs.run_command(\"g.region\", vector=\"image_points\", res=10)" ], - "id": "a56e3a8d", + "id": "00d43e53", "execution_count": null, "outputs": [] }, @@ -183,7 +183,7 @@ "source": [ "### View Data" ], - "id": "87136fe4" + "id": "9839f0d8" }, { "cell_type": "code", @@ -193,7 +193,7 @@ "m.d_vect(map=\"image_points\")\n", "display(m.show())" ], - "id": "b66e9b8b", + "id": "34faf7b3", "execution_count": null, "outputs": [] }, @@ -203,7 +203,7 @@ "source": [ "### Read data into pandas DataFrame" ], - "id": "5cc1e541" + "id": "47629d3d" }, { "cell_type": "code", @@ -220,7 +220,7 @@ "points_df = pd.DataFrame(points_json[\"records\"])\n", "points_df.head()" ], - "id": "2f5bd88e", + "id": "1a09b6d2", "execution_count": null, "outputs": [] }, @@ -230,7 +230,7 @@ "source": [ "## Download images for processing" ], - "id": "4c80f81e" + "id": "71f20738" }, { "cell_type": "code", @@ -292,7 +292,7 @@ " for future in as_completed(futures):\n", " future.result() # This will raise " ], - "id": "9ce413b3", + "id": "46de4d26", "execution_count": null, "outputs": [] }, @@ -304,7 +304,7 @@ "\n", "Make sure to set appropriate threads for your system." ], - "id": "2e57fc31" + "id": "60abc7c9" }, { "cell_type": "code", @@ -315,7 +315,7 @@ "\n", "run(urls=url_list, save_dir=\"imagery_data/nadir/{flight}\", num_threads=32)" ], - "id": "dc28f63c", + "id": "9eee3015", "execution_count": null, "outputs": [] }, @@ -339,7 +339,7 @@ "- WebODM\n", "- Agisoft Metashape" ], - "id": "480164a6" + "id": "a4b1b36b" }, { "cell_type": "code", @@ -350,7 +350,7 @@ "\n", "image_urls = query_feature_service(flight_id=\"A0046B\")" ], - "id": "00faccda", + "id": "037c0b2a", "execution_count": null, "outputs": [] } diff --git a/content/notebooks/stac_tutorial/t_stac_tutorial.qmd b/content/notebooks/stac_tutorial/t_stac_tutorial.qmd index 3671c6a..47f736c 100644 --- a/content/notebooks/stac_tutorial/t_stac_tutorial.qmd +++ b/content/notebooks/stac_tutorial/t_stac_tutorial.qmd @@ -148,6 +148,180 @@ gs.run_command( stac_url = "https://earth-search.aws.element84.com/v1/" ``` +```{ojs} +//| label: ojs-helpers +//| echo: false + +// renderValue is defined inside kvTable so OJS only sees one named cell, +// avoiding a circular reactive dependency between the two mutually recursive functions. +function kvTable(data) { + function renderValue(v, key = "") { + if (v === null) + return htl.html`null`; + + if (typeof v === "string") { + const isImageUrl = /\.(jpg|jpeg|png|webp|gif)(\?.*)?$/i.test(v); + const isCogUrl = /\.tiff?(\?.*)?$/i.test(v); + if (isImageUrl) { + const img = htl.html``; + img.onerror = () => img.style.display = "none"; + return htl.html`
          ${img}${v}
          `; + } + if (isCogUrl) + return htl.html`
          + ${v} + ${cogMap(v)} +
          `; + if (v.startsWith("http")) + return htl.html`${v}`; + return htl.html`${v}`; + } + + if (typeof v === "number") + return htl.html`${v}`; + + if (typeof v === "boolean") + return htl.html`${String(v)}`; + + if (Array.isArray(v)) { + if (v.length === 0) + return htl.html`[ ]`; + if (v.every(i => typeof i !== "object") && v.length <= 8) + return htl.html`
          + ${v.map(i => htl.html`${i}`)} +
          `; + return htl.html`
          + [ ${v.length} items ] +
            + ${v.map(i => htl.html`
          1. ${renderValue(i)}
            2. `)} +
          +
          `; + } + + if (typeof v === "object") + return htl.html`
          + { ${Object.keys(v).length} keys } +
          ${kvTable(v)}
          +
          `; + + return htl.html`${String(v)}`; + } + + return htl.html` + + + + + + + + ${Object.entries(data).map(([k, v]) => htl.html` + + + `)} + +
          PropertyValue
          ${k}${renderValue(v, k)}
          `; +} +``` + +```{ojs} +//| label: ojs-cogmap +//| echo: false + +// cogMap renders a COG directly in the browser using georaster-layer-for-leaflet, +// which uses HTTP range requests to fetch only the needed overview tiles — +// no external tile server required. Bounds are read from the COG metadata. +function cogMap(url) { + if (!document.querySelector("#leaflet-css")) { + const link = document.createElement("link"); + link.id = "leaflet-css"; + link.rel = "stylesheet"; + link.href = "https://cdn.jsdelivr.net/npm/leaflet@1.9.4/dist/leaflet.css"; + document.head.appendChild(link); + } + + // Inject a script once and poll until the global is available + function loadScript(src, globalName) { + return new Promise((resolve, reject) => { + if (window[globalName]) { resolve(); return; } + if (document.querySelector(`script[data-cogmap="${globalName}"]`)) { + const poll = setInterval(() => { + if (window[globalName]) { clearInterval(poll); resolve(); } + }, 50); + return; + } + const s = document.createElement("script"); + s.setAttribute("data-cogmap", globalName); + s.src = src; + s.onload = resolve; + s.onerror = () => reject(new Error(`Failed to load ${globalName}`)); + document.head.appendChild(s); + }); + } + + const el = htl.html`
          + 🗺 View on map +
          +
          + Loading... +
          +
          +
          `; + + let initialized = false; + el.addEventListener("toggle", async () => { + if (!el.open || initialized) return; + initialized = true; + const wrap = el.querySelector("details > div"); + const status = el.querySelector(".map-status"); + try { + await loadScript( + "https://cdn.jsdelivr.net/npm/leaflet@1.9.4/dist/leaflet-src.js", "L"); + await loadScript( + "https://cdn.jsdelivr.net/npm/georaster@1.6.2/dist/georaster.min.js", "parseGeoraster"); + await loadScript( + "https://cdn.jsdelivr.net/npm/georaster-layer-for-leaflet@2.0.2/dist/georaster-layer-for-leaflet.min.js", "GeoRasterLayer"); + + const { L, parseGeoraster, GeoRasterLayer } = window; + const map = L.map(wrap, { scrollWheelZoom: false }); + L.tileLayer("https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png", { + attribution: "© OpenStreetMap contributors", maxZoom: 19 + }).addTo(map); + + status.textContent = "Fetching COG..."; + const georaster = await parseGeoraster(url); + + const layer = new GeoRasterLayer({ + georaster, + opacity: 0.85, + resolution: 128, + pixelValuesToColorFn: values => { + const v = values[0]; + if (!v || v === georaster.noDataValue) return null; + const t = Math.min(1, v / 3000); // scale to 0-3000 (S2 L2A reflectance) + const c = Math.round(t * 255); + return `rgb(${c},${c},${c})`; + } + }); + layer.addTo(map); + map.fitBounds(layer.getBounds()); // bounds come directly from COG metadata + map.invalidateSize(); + status.remove(); + } catch (e) { + status.textContent = `${e.message || "Failed to load COG"}`; + status.style.color = "#c00"; + } + }); + + return el; +} +``` + ### Searching STAC Catalogs ::: {.panel-tabset group="language"} @@ -195,7 +369,10 @@ items_json = gs.parse_command( ) df_items = pd.json_normalize(items_json, max_level=0) -display(df_items.T.head(5)) +ojs_define(catalog_meta=df_items.drop( + columns=["geometry", "links", "assets", "properties", "stac_extensions"], + errors="ignore" +).to_dict(orient="records")) ``` ## Terminal @@ -208,6 +385,12 @@ display(df_items.T.head(5)) ::: +```{ojs} +//| label: ojs-catalog-meta +//| echo: false +Inputs.table(catalog_meta, {width: "100%"}) +``` + #### Query Items by datetime and display table ::: {.panel-tabset group="language"} @@ -215,7 +398,6 @@ display(df_items.T.head(5)) ## Python ```{python} # | label: tbl-items -# | tbl-cap: Sentinel 2 Items # | echo: true items_json = gs.parse_command( @@ -228,7 +410,10 @@ items_json = gs.parse_command( ) num_items = len(df_items) df_items = pd.json_normalize(items_json, max_level=0) -display(df_items.head(5)) +ojs_define(items_table=df_items.drop( + columns=["geometry", "links", "assets", "properties", "stac_extensions", "type"], + errors="ignore" +).head(10).to_dict(orient="records")) ``` ## Terminal @@ -241,6 +426,12 @@ display(df_items.head(5)) ::: +```{ojs} +//| label: ojs-items-table +//| echo: false +Inputs.table(items_table, {width: "100%"}) +``` + ```{python} # | label: count-items # | echo: false @@ -259,9 +450,15 @@ Let's look closer at the properties of item id `S2A_17SPV_20240919_0_L2A`. df_item = df_items.query("id == 'S2A_17SPV_20240919_0_L2A'") df_properties = df_item["properties"].apply(pd.Series) -df_item = pd.concat([df_item, df_properties], axis=1) -df_item = df_item.drop("properties", axis=1) -display(df_item.T) +df_item_flat = pd.concat([df_item.drop("properties", axis=1), df_properties], axis=1) +ojs_define(item_props=df_item_flat.iloc[0].dropna().to_dict()) + +``` + +```{ojs} +//| label: ojs-item-props +//| echo: false +kvTable(item_props) ``` Let's look at the items properties @@ -271,7 +468,13 @@ Let's look at the items properties df_item = df_items.query("id == 'S2A_17SPV_20240919_0_L2A'") df_properties = df_item["properties"].apply(pd.Series) -display(df_properties.T) +ojs_define(item_properties_kv=df_properties.iloc[0].dropna().to_dict()) +``` + +```{ojs} +//| label: ojs-item-props-kv +//| echo: false +kvTable(item_properties_kv) ``` Now we let's look at the items assets. @@ -281,8 +484,56 @@ Now we let's look at the items assets. # | echo: true df_item = df_items.query("id == 'S2A_17SPV_20240919_0_L2A'") -df_assets = df_item["assets"].apply(pd.Series) -display(df_assets.T.reset_index()) +assets_dict = df_item["assets"].iloc[0] +ojs_define(item_assets=assets_dict) +``` + + +```{ojs} +// | label: item-properties-assets-html +// | echo: false +function rolesBadge(roles) { + if (!roles) return ""; + return htl.html`
          + ${roles.map(r => htl.html`${r}`)} +
          `; +} + +function assetPropCard([name, asset]) { + return htl.html`
          +
          + ${name} +
          + ${asset.title ? htl.html`
          ${asset.title}
          ` : ""} + ${asset.type ? htl.html`
          ${asset.type}
          ` : ""} + ${rolesBadge(asset.roles)} + ${asset.type?.includes("tiff") || /\.tiff?$/i.test(asset.href ?? "") + ? cogMap(asset.href) : ""} + ${asset.href ? htl.html`🔗 View Asset` : ""} +
          `; +} + +htl.html`
          + ${Object.entries(item_assets).map(assetPropCard)} +
          ` ``` #### Assets @@ -307,15 +558,60 @@ assets_json = gs.parse_command( "t.stac.item", url=stac_url, collection_id="sentinel-2-l2a", - flags="a", + flags="ap", datetime="2024-04-01/2024-09-30", asset_keys="red,nir", query=json.dumps(stac_query), format="json", ) -df_items_assets = pd.json_normalize(assets_json, max_level=0) -display(df_items_assets.head(10)) +ojs_define(assets_data=assets_json) +``` + +```{ojs} +// | label: item-assets-html +// | echo: false + +function assetCard([name, asset]) { + return htl.html`
          +
          + ${asset.title ? htl.html`
          ${asset.title}
          ` : ""} +
          + ${rolesBadge(asset.roles)} + ${asset.type ? htl.html`
          ${asset.type}
          ` : ""} + + ${asset.roles?.includes("thumbnail") || asset.type?.startsWith("image/") + ? htl.html`${asset.title ?? name} + Image blocked (CORS)` + : ""} + ${asset.type?.includes("tiff") || /\.tiff?$/i.test(asset.href ?? "") + ? cogMap(asset.href) : ""} + ${asset.href ? htl.html`🔗 View Asset` : ""} +
          `; +} + +htl.html`
          + ${Object.entries(assets_data).map(assetCard)} +
          ` ``` ```{python} @@ -345,7 +641,17 @@ How to use them: Example query: ```python -stac_query = {"eo:cloud_cover": {"lt": 10}, "eo:gsd": {"lte": 10}, "view:sun_elevation": {"gte": 30}} +stac_query = { + "eo:cloud_cover": { + "lt": 10 + }, + "eo:gsd": { + "lte": 10 + }, + "view:sun_elevation": { + "gte": 30 + } +} ``` Pass this to t.stac.item (serialize with json.dumps) to fetch only low-cloud, high-sun-elevation, high-resolution items. Combine `asset_keys` to limit returned assets (e.g. `asset_keys="red,nir"`), and use flags (`-a`, `-m`, `-i`) to control output detail (assets, metadata, item list). @@ -376,7 +682,16 @@ assets_json = gs.parse_command( df_items_assets = pd.json_normalize(assets_json, max_level=0) -display(df_items_assets.head(5)) +ojs_define(items_assets_table=df_items_assets.drop( + columns=["geometry", "links", "assets", "properties", "stac_extensions", "type"], + errors="ignore" +).head(10).to_dict(orient="records")) +``` + +```{ojs} +//| label: ojs-items-assets-table +//| echo: false +Inputs.table(items_assets_table, {width: "100%"}) ``` #### View the items with iPyleaflet @@ -389,7 +704,7 @@ View STAC items with ipyleaflet (install with `pip install ipyleaflet` if needed import random -m = gj.InteractiveMap(use_region=False) +m = gj.InteractiveMap(use_region=True) m.add_vector( "sentinel_2_items", style={"opacity": 1, "dashArray": "9", "fillOpacity": 0.1, "weight": 1}, diff --git a/content/notebooks/stac_tutorial/t_stac_tutorial.quarto_ipynb b/content/notebooks/stac_tutorial/t_stac_tutorial.quarto_ipynb index 4645d6b..83a5dbb 100644 --- a/content/notebooks/stac_tutorial/t_stac_tutorial.quarto_ipynb +++ b/content/notebooks/stac_tutorial/t_stac_tutorial.quarto_ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "markdown", - "id": "a026af07", + "id": "347ea409", "metadata": {}, "source": [ "---\n", @@ -78,7 +78,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 2, "id": "config-grass", "metadata": {}, "outputs": [], @@ -107,7 +107,7 @@ }, { "cell_type": "markdown", - "id": "b251ffdc", + "id": "3fc88036", "metadata": {}, "source": [ "Create a GRASS project" @@ -115,7 +115,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 3, "id": "create-project", "metadata": {}, "outputs": [], @@ -127,7 +127,7 @@ }, { "cell_type": "markdown", - "id": "582e235b", + "id": "936fae5a", "metadata": {}, "source": [ "and start a GRASS session." @@ -135,7 +135,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 4, "id": "start-grass-session", "metadata": {}, "outputs": [], @@ -146,7 +146,7 @@ }, { "cell_type": "markdown", - "id": "66b26e98", + "id": "0aae95f8", "metadata": {}, "source": [ "### Install Addon\n", @@ -168,7 +168,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 5, "id": "install-t-stac", "metadata": {}, "outputs": [], @@ -180,7 +180,7 @@ }, { "cell_type": "markdown", - "id": "da61b8b6", + "id": "9e2595c8", "metadata": {}, "source": [ "### Define computational region" @@ -188,7 +188,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 6, "id": "grass-set-region", "metadata": {}, "outputs": [ @@ -223,7 +223,7 @@ }, { "cell_type": "markdown", - "id": "485b7363", + "id": "1c99b5ff", "metadata": {}, "source": [ "## STAC API" @@ -231,7 +231,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 7, "id": "set-stac-catalog-url", "metadata": {}, "outputs": [], @@ -243,9 +243,183 @@ }, { "cell_type": "markdown", - "id": "e98118a1", + "id": "2a435b54", "metadata": {}, "source": [ + "```{ojs}\n", + "//| label: ojs-helpers\n", + "//| echo: false\n", + "\n", + "// renderValue is defined inside kvTable so OJS only sees one named cell,\n", + "// avoiding a circular reactive dependency between the two mutually recursive functions.\n", + "function kvTable(data) {\n", + " function renderValue(v, key = \"\") {\n", + " if (v === null)\n", + " return htl.html`null`;\n", + "\n", + " if (typeof v === \"string\") {\n", + " const isImageUrl = /\\.(jpg|jpeg|png|webp|gif)(\\?.*)?$/i.test(v);\n", + " const isCogUrl = /\\.tiff?(\\?.*)?$/i.test(v);\n", + " if (isImageUrl) {\n", + " const img = htl.html``;\n", + " img.onerror = () => img.style.display = \"none\";\n", + " return htl.html`
          ${img}${v}
          `;\n", + " }\n", + " if (isCogUrl)\n", + " return htl.html`
          \n", + " ${v}\n", + " ${cogMap(v)}\n", + "
          `;\n", + " if (v.startsWith(\"http\"))\n", + " return htl.html`${v}`;\n", + " return htl.html`${v}`;\n", + " }\n", + "\n", + " if (typeof v === \"number\")\n", + " return htl.html`${v}`;\n", + "\n", + " if (typeof v === \"boolean\")\n", + " return htl.html`${String(v)}`;\n", + "\n", + " if (Array.isArray(v)) {\n", + " if (v.length === 0)\n", + " return htl.html`[ ]`;\n", + " if (v.every(i => typeof i !== \"object\") && v.length <= 8)\n", + " return htl.html`
          \n", + " ${v.map(i => htl.html`${i}`)}\n", + "
          `;\n", + " return htl.html`
          \n", + " [ ${v.length} items ]\n", + "
            \n", + " ${v.map(i => htl.html`
          1. ${renderValue(i)}
            2. `)}\n", + "
          \n", + "
          `;\n", + " }\n", + "\n", + " if (typeof v === \"object\")\n", + " return htl.html`
          \n", + " { ${Object.keys(v).length} keys }\n", + "
          ${kvTable(v)}
          \n", + "
          `;\n", + "\n", + " return htl.html`${String(v)}`;\n", + " }\n", + "\n", + " return htl.html`\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " ${Object.entries(data).map(([k, v]) => htl.html`\n", + " \n", + " \n", + " `)}\n", + " \n", + "
          PropertyValue
          ${k}${renderValue(v, k)}
          `;\n", + "}\n", + "```\n", + "\n", + "```{ojs}\n", + "//| label: ojs-cogmap\n", + "//| echo: false\n", + "\n", + "// cogMap renders a COG directly in the browser using georaster-layer-for-leaflet,\n", + "// which uses HTTP range requests to fetch only the needed overview tiles —\n", + "// no external tile server required. Bounds are read from the COG metadata.\n", + "function cogMap(url) {\n", + " if (!document.querySelector(\"#leaflet-css\")) {\n", + " const link = document.createElement(\"link\");\n", + " link.id = \"leaflet-css\";\n", + " link.rel = \"stylesheet\";\n", + " link.href = \"https://cdn.jsdelivr.net/npm/leaflet@1.9.4/dist/leaflet.css\";\n", + " document.head.appendChild(link);\n", + " }\n", + "\n", + " // Inject a script once and poll until the global is available\n", + " function loadScript(src, globalName) {\n", + " return new Promise((resolve, reject) => {\n", + " if (window[globalName]) { resolve(); return; }\n", + " if (document.querySelector(`script[data-cogmap=\"${globalName}\"]`)) {\n", + " const poll = setInterval(() => {\n", + " if (window[globalName]) { clearInterval(poll); resolve(); }\n", + " }, 50);\n", + " return;\n", + " }\n", + " const s = document.createElement(\"script\");\n", + " s.setAttribute(\"data-cogmap\", globalName);\n", + " s.src = src;\n", + " s.onload = resolve;\n", + " s.onerror = () => reject(new Error(`Failed to load ${globalName}`));\n", + " document.head.appendChild(s);\n", + " });\n", + " }\n", + "\n", + " const el = htl.html`
          \n", + " 🗺 View on map\n", + "
          \n", + "
          \n", + " Loading...\n", + "
          \n", + "
          \n", + "
          `;\n", + "\n", + " let initialized = false;\n", + " el.addEventListener(\"toggle\", async () => {\n", + " if (!el.open || initialized) return;\n", + " initialized = true;\n", + " const wrap = el.querySelector(\"details > div\");\n", + " const status = el.querySelector(\".map-status\");\n", + " try {\n", + " await loadScript(\n", + " \"https://cdn.jsdelivr.net/npm/leaflet@1.9.4/dist/leaflet-src.js\", \"L\");\n", + " await loadScript(\n", + " \"https://cdn.jsdelivr.net/npm/georaster@1.6.2/dist/georaster.min.js\", \"parseGeoraster\");\n", + " await loadScript(\n", + " \"https://cdn.jsdelivr.net/npm/georaster-layer-for-leaflet@2.0.2/dist/georaster-layer-for-leaflet.min.js\", \"GeoRasterLayer\");\n", + "\n", + " const { L, parseGeoraster, GeoRasterLayer } = window;\n", + " const map = L.map(wrap, { scrollWheelZoom: false });\n", + " L.tileLayer(\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\", {\n", + " attribution: \"© OpenStreetMap contributors\", maxZoom: 19\n", + " }).addTo(map);\n", + "\n", + " status.textContent = \"Fetching COG...\";\n", + " const georaster = await parseGeoraster(url);\n", + "\n", + " const layer = new GeoRasterLayer({\n", + " georaster,\n", + " opacity: 0.85,\n", + " resolution: 128,\n", + " pixelValuesToColorFn: values => {\n", + " const v = values[0];\n", + " if (!v || v === georaster.noDataValue) return null;\n", + " const t = Math.min(1, v / 3000); // scale to 0-3000 (S2 L2A reflectance)\n", + " const c = Math.round(t * 255);\n", + " return `rgb(${c},${c},${c})`;\n", + " }\n", + " });\n", + " layer.addTo(map);\n", + " map.fitBounds(layer.getBounds()); // bounds come directly from COG metadata\n", + " map.invalidateSize();\n", + " status.remove();\n", + " } catch (e) {\n", + " status.textContent = `${e.message || \"Failed to load COG\"}`;\n", + " status.style.color = \"#c00\";\n", + " }\n", + " });\n", + "\n", + " return el;\n", + "}\n", + "```\n", + "\n", "### Searching STAC Catalogs\n", "\n", "::: {.panel-tabset group=\"language\"}\n", @@ -255,7 +429,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 8, "id": "tbl-stac-catalog", "metadata": {}, "outputs": [ @@ -321,7 +495,7 @@ "0 Earth Search by Element 84 " ] }, - "execution_count": 108, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" } @@ -340,7 +514,7 @@ }, { "cell_type": "markdown", - "id": "11b058fb", + "id": "917caa5c", "metadata": {}, "source": [ "## Terminal" @@ -348,7 +522,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 9, "id": "tbl-stac-catalog-shell", "metadata": {}, "outputs": [ @@ -408,7 +582,7 @@ }, { "cell_type": "markdown", - "id": "164ef6c5", + "id": "d8f74544", "metadata": {}, "source": [ ":::\n", @@ -422,69 +596,22 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 10, "id": "tbl-stac-items", "metadata": {}, "outputs": [ { "data": { "text/html": [ - "
          \n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "
          0
          typeCollection
          idsentinel-2-l2a
          stac_version1.1.0
          descriptionGlobal Sentinel-2 data from the Multispectral ...
          links[{'rel': 'self', 'href': 'https://earth-search...
          \n", - "
          " + "" ], "text/plain": [ - " 0\n", - "type Collection\n", - "id sentinel-2-l2a\n", - "stac_version 1.1.0\n", - "description Global Sentinel-2 data from the Multispectral ...\n", - "links [{'rel': 'self', 'href': 'https://earth-search..." + "" ] }, - "metadata": {}, + "metadata": { + "ojs_define": true + }, "output_type": "display_data" } ], @@ -501,12 +628,15 @@ ")\n", "\n", "df_items = pd.json_normalize(items_json, max_level=0)\n", - "display(df_items.T.head(5))" + "ojs_define(catalog_meta=df_items.drop(\n", + " columns=[\"geometry\", \"links\", \"assets\", \"properties\", \"stac_extensions\"],\n", + " errors=\"ignore\"\n", + ").to_dict(orient=\"records\"))" ] }, { "cell_type": "markdown", - "id": "3633f990", + "id": "623b8ca3", "metadata": {}, "source": [ "## Terminal" @@ -514,7 +644,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 11, "id": "tbl-stac-items-m-shell", "metadata": {}, "outputs": [ @@ -643,11 +773,17 @@ }, { "cell_type": "markdown", - "id": "476d2a33", + "id": "2cd9aad3", "metadata": {}, "source": [ ":::\n", "\n", + "```{ojs}\n", + "//| label: ojs-catalog-meta\n", + "//| echo: false\n", + "Inputs.table(catalog_meta, {width: \"100%\"})\n", + "```\n", + "\n", "#### Query Items by datetime and display table\n", "\n", "::: {.panel-tabset group=\"language\"}\n", @@ -657,171 +793,27 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 12, "id": "tbl-items", "metadata": {}, "outputs": [ { "data": { "text/html": [ - "
          \n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "
          typestac_versionstac_extensionsidgeometrybboxpropertieslinksassetscollection
          0Feature1.1.0[https://stac-extensions.github.io/processing/...S2A_17SPV_20240929_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-29T23:18:47.401Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
          1Feature1.1.0[https://stac-extensions.github.io/eo/v1.1.0/s...S2B_17SPV_20240924_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-25T06:45:08.923Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
          2Feature1.1.0[https://stac-extensions.github.io/view/v1.0.0...S2A_17SPV_20240919_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-20T01:57:52.703Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
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          4Feature1.1.0[https://stac-extensions.github.io/grid/v1.1.0...S2A_17SPV_20240909_0_L2A{'type': 'Polygon', 'coordinates': [[[-79.8885...[-79.9021350633042, 35.13301555004904, -78.668...{'created': '2024-09-10T01:00:11.150Z', 'platf...[{'rel': 'self', 'href': 'https://earth-search...{'aot': {'href': 'https://sentinel-cogs.s3.us-...sentinel-2-l2a
          \n", - "
          " + "" ], "text/plain": [ - " type stac_version stac_extensions \\\n", - "0 Feature 1.1.0 [https://stac-extensions.github.io/processing/... \n", - "1 Feature 1.1.0 [https://stac-extensions.github.io/eo/v1.1.0/s... \n", - "2 Feature 1.1.0 [https://stac-extensions.github.io/view/v1.0.0... \n", - "3 Feature 1.1.0 [https://stac-extensions.github.io/grid/v1.1.0... \n", - "4 Feature 1.1.0 [https://stac-extensions.github.io/grid/v1.1.0... \n", - "\n", - " id \\\n", - "0 S2A_17SPV_20240929_0_L2A \n", - "1 S2B_17SPV_20240924_0_L2A \n", - "2 S2A_17SPV_20240919_0_L2A \n", - "3 S2B_17SPV_20240914_0_L2A \n", - "4 S2A_17SPV_20240909_0_L2A \n", - "\n", - " geometry \\\n", - "0 {'type': 'Polygon', 'coordinates': [[[-79.8885... \n", - "1 {'type': 'Polygon', 'coordinates': [[[-79.8885... \n", - "2 {'type': 'Polygon', 'coordinates': [[[-79.8885... \n", - "3 {'type': 'Polygon', 'coordinates': [[[-79.8885... \n", - "4 {'type': 'Polygon', 'coordinates': [[[-79.8885... \n", - "\n", - " bbox \\\n", - "0 [-79.9021350633042, 35.13301555004904, -78.668... \n", - "1 [-79.9021350633042, 35.13301555004904, -78.668... \n", - "2 [-79.9021350633042, 35.13301555004904, -78.668... \n", - "3 [-79.9021350633042, 35.13301555004904, -78.668... \n", - "4 [-79.9021350633042, 35.13301555004904, -78.668... \n", - "\n", - " properties \\\n", - "0 {'created': '2024-09-29T23:18:47.401Z', 'platf... \n", - "1 {'created': '2024-09-25T06:45:08.923Z', 'platf... \n", - "2 {'created': '2024-09-20T01:57:52.703Z', 'platf... \n", - "3 {'created': '2024-09-15T00:07:17.726Z', 'platf... \n", - "4 {'created': '2024-09-10T01:00:11.150Z', 'platf... \n", - "\n", - " links \\\n", - "0 [{'rel': 'self', 'href': 'https://earth-search... \n", - "1 [{'rel': 'self', 'href': 'https://earth-search... \n", - "2 [{'rel': 'self', 'href': 'https://earth-search... \n", - "3 [{'rel': 'self', 'href': 'https://earth-search... \n", - "4 [{'rel': 'self', 'href': 'https://earth-search... \n", - "\n", - " assets collection \n", - "0 {'aot': {'href': 'https://sentinel-cogs.s3.us-... sentinel-2-l2a \n", - "1 {'aot': {'href': 'https://sentinel-cogs.s3.us-... sentinel-2-l2a \n", - "2 {'aot': {'href': 'https://sentinel-cogs.s3.us-... sentinel-2-l2a \n", - "3 {'aot': {'href': 'https://sentinel-cogs.s3.us-... sentinel-2-l2a \n", - "4 {'aot': {'href': 'https://sentinel-cogs.s3.us-... sentinel-2-l2a " + "" ] }, - "metadata": {}, + "metadata": { + "ojs_define": true + }, "output_type": "display_data" } ], "source": [ "#| label: tbl-items\n", - "#| tbl-cap: Sentinel 2 Items\n", "#| echo: true\n", "\n", "items_json = gs.parse_command(\n", @@ -834,12 +826,15 @@ ")\n", "num_items = len(df_items)\n", "df_items = pd.json_normalize(items_json, max_level=0)\n", - "display(df_items.head(5))" + "ojs_define(items_table=df_items.drop(\n", + " columns=[\"geometry\", \"links\", \"assets\", \"properties\", \"stac_extensions\", \"type\"],\n", + " errors=\"ignore\"\n", + ").head(10).to_dict(orient=\"records\"))" ] }, { "cell_type": "markdown", - "id": "3d71beba", + "id": "460032f1", "metadata": {}, "source": [ "## Terminal" @@ -847,7 +842,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 13, "id": "tbl-stac-items-i-shell", "metadata": {}, "outputs": [ @@ -1076,7 +1071,13 @@ "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", "Datetime: 2024-09-14 16:13:25.669000+00:00\r\n", - "Start Datetime not found.\r\n", + "Start Datetime not found.\r\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "End Datetime not found.\r\n", "Extra Fields:\r\n", "---------------------------------------------------------------------------\r\n", @@ -1336,13 +1337,7 @@ "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", "Datetime: 2024-08-25 16:13:26.986000+00:00\r\n", - "Start Datetime not found.\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Start Datetime not found.\r\n", "End Datetime not found.\r\n", "Extra Fields:\r\n", "---------------------------------------------------------------------------\r\n", @@ -1537,7 +1532,13 @@ "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", "Datetime: 2024-08-10 16:13:27.506000+00:00\r\n", - "Start Datetime not found.\r\n", + "Start Datetime not found.\r\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "End Datetime not found.\r\n", "Extra Fields:\r\n", "---------------------------------------------------------------------------\r\n", @@ -2061,7 +2062,13 @@ "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", "Datetime: 2024-07-01 16:13:29.590000+00:00\r\n", - "Start Datetime not found.\r\n", + "Start Datetime not found.\r\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "End Datetime not found.\r\n", "Extra Fields:\r\n", "---------------------------------------------------------------------------\r\n", @@ -2524,7 +2531,13 @@ "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", "Datetime: 2024-05-27 16:13:26.067000+00:00\r\n", "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", + "End Datetime not found.\r\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Extra Fields:\r\n", "---------------------------------------------------------------------------\r\n", "Extensions:\r\n", @@ -2588,13 +2601,7 @@ "Item: S2A_17SPV_20240522_0_L2A\r\n", "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-05-22 16:13:25.575000+00:00\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Datetime: 2024-05-22 16:13:25.575000+00:00\r\n", "Start Datetime not found.\r\n", "End Datetime not found.\r\n", "Extra Fields:\r\n", @@ -3056,7 +3063,13 @@ "Item: S2A_17SPV_20240422_0_L2A\r\n", "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-04-22 16:13:29.231000+00:00\r\n", + "Datetime: 2024-04-22 16:13:29.231000+00:00\r\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Start Datetime not found.\r\n", "End Datetime not found.\r\n", "Extra Fields:\r\n", @@ -3254,13 +3267,7 @@ "Item: S2B_17SPV_20240407_0_L2A\r\n", "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-04-07 16:13:25.177000+00:00\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Datetime: 2024-04-07 16:13:25.177000+00:00\r\n", "Start Datetime not found.\r\n", "End Datetime not found.\r\n", "Extra Fields:\r\n", @@ -3400,15 +3407,21 @@ }, { "cell_type": "markdown", - "id": "7ae37fad", + "id": "27d6219a", "metadata": {}, "source": [ - ":::" + ":::\n", + "\n", + "```{ojs}\n", + "//| label: ojs-items-table\n", + "//| echo: false\n", + "Inputs.table(items_table, {width: \"100%\"})\n", + "```" ] }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 14, "id": "count-items", "metadata": {}, "outputs": [ @@ -3431,7 +3444,7 @@ }, { "cell_type": "markdown", - "id": "82d850d0", + "id": "17ee8024", "metadata": {}, "source": [ "Let's look closer at the properties of item id `S2A_17SPV_20240919_0_L2A`." @@ -3439,289 +3452,22 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 15, "id": "item-properties", "metadata": {}, "outputs": [ { "data": { "text/html": [ - 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          2
          typeFeature
          stac_version1.1.0
          stac_extensions[https://stac-extensions.github.io/view/v1.0.0...
          idS2A_17SPV_20240919_0_L2A
          geometry{'type': 'Polygon', 'coordinates': [[[-79.8885...
          bbox[-79.9021350633042, 35.13301555004904, -78.668...
          links[{'rel': 'self', 'href': 'https://earth-search...
          assets{'aot': {'href': 'https://sentinel-cogs.s3.us-...
          collectionsentinel-2-l2a
          created2024-09-20T01:57:52.703Z
          platformsentinel-2a
          constellationsentinel-2
          instruments[msi]
          eo:cloud_cover72.722346
          mgrs:utm_zone17
          mgrs:latitude_bandS
          mgrs:grid_squarePV
          grid:codeMGRS-17SPV
          view:sun_azimuth155.767672
          view:sun_elevation52.998454
          s2:degraded_msi_data_percentage0.0622
          s2:nodata_pixel_percentage0
          s2:saturated_defective_pixel_percentage0
          s2:cloud_shadow_percentage2.901951
          s2:vegetation_percentage17.622864
          s2:not_vegetated_percentage2.652742
          s2:water_percentage0.198822
          s2:unclassified_percentage3.66454
          s2:medium_proba_clouds_percentage19.171326
          s2:high_proba_clouds_percentage53.275347
          s2:thin_cirrus_percentage0.275673
          s2:snow_ice_percentage0
          s2:product_typeS2MSI2A
          s2:processing_baseline05.11
          s2:product_uriS2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_2...
          s2:generation_time2024-09-19T23:53:48.000000Z
          s2:datatake_idGS2A_20240919T155931_048285_N05.11
          s2:datatake_typeINS-NOBS
          s2:datastrip_idS2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S2024...
          s2:granule_idS2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A0482...
          s2:reflectance_conversion_factor0.989819
          datetime2024-09-19T16:13:27.093000Z
          s2:sequence0
          earthsearch:s3_paths3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/P...
          earthsearch:payload_idroda-sentinel2/workflow-sentinel2-to-stac/15f0...
          earthsearch:boa_offset_appliedTrue
          processing:software{'sentinel2-to-stac': '0.1.1'}
          updated2024-09-20T01:57:52.703Z
          proj:codeEPSG:32617
          \n", - "
          " + "" ], "text/plain": [ - " 2\n", - "type Feature\n", - "stac_version 1.1.0\n", - "stac_extensions [https://stac-extensions.github.io/view/v1.0.0...\n", - "id S2A_17SPV_20240919_0_L2A\n", - "geometry {'type': 'Polygon', 'coordinates': [[[-79.8885...\n", - "bbox [-79.9021350633042, 35.13301555004904, -78.668...\n", - "links [{'rel': 'self', 'href': 'https://earth-search...\n", - "assets {'aot': {'href': 'https://sentinel-cogs.s3.us-...\n", - "collection sentinel-2-l2a\n", - "created 2024-09-20T01:57:52.703Z\n", - "platform sentinel-2a\n", - "constellation sentinel-2\n", - "instruments [msi]\n", - "eo:cloud_cover 72.722346\n", - "mgrs:utm_zone 17\n", - "mgrs:latitude_band S\n", - "mgrs:grid_square PV\n", - "grid:code MGRS-17SPV\n", - "view:sun_azimuth 155.767672\n", - "view:sun_elevation 52.998454\n", - "s2:degraded_msi_data_percentage 0.0622\n", - "s2:nodata_pixel_percentage 0\n", - "s2:saturated_defective_pixel_percentage 0\n", - "s2:cloud_shadow_percentage 2.901951\n", - "s2:vegetation_percentage 17.622864\n", - "s2:not_vegetated_percentage 2.652742\n", - "s2:water_percentage 0.198822\n", - "s2:unclassified_percentage 3.66454\n", - "s2:medium_proba_clouds_percentage 19.171326\n", - "s2:high_proba_clouds_percentage 53.275347\n", - "s2:thin_cirrus_percentage 0.275673\n", - "s2:snow_ice_percentage 0\n", - "s2:product_type S2MSI2A\n", - "s2:processing_baseline 05.11\n", - "s2:product_uri S2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_2...\n", - "s2:generation_time 2024-09-19T23:53:48.000000Z\n", - "s2:datatake_id GS2A_20240919T155931_048285_N05.11\n", - "s2:datatake_type INS-NOBS\n", - "s2:datastrip_id S2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S2024...\n", - "s2:granule_id S2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A0482...\n", - "s2:reflectance_conversion_factor 0.989819\n", - "datetime 2024-09-19T16:13:27.093000Z\n", - "s2:sequence 0\n", - "earthsearch:s3_path s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/P...\n", - "earthsearch:payload_id roda-sentinel2/workflow-sentinel2-to-stac/15f0...\n", - "earthsearch:boa_offset_applied True\n", - "processing:software {'sentinel2-to-stac': '0.1.1'}\n", - "updated 2024-09-20T01:57:52.703Z\n", - "proj:code EPSG:32617" + "" ] }, - "metadata": {}, + "metadata": { + "ojs_define": true + }, "output_type": "display_data" } ], @@ -3731,259 +3477,42 @@ "\n", "df_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\n", "df_properties = df_item[\"properties\"].apply(pd.Series)\n", - "df_item = pd.concat([df_item, df_properties], axis=1)\n", - "df_item = df_item.drop(\"properties\", axis=1)\n", - "display(df_item.T)" + "df_item_flat = pd.concat([df_item.drop(\"properties\", axis=1), df_properties], axis=1)\n", + "ojs_define(item_props=df_item_flat.iloc[0].dropna().to_dict())" ] }, { "cell_type": "markdown", - "id": "d76cefc3", + "id": "4ef8eb89", "metadata": {}, "source": [ + "```{ojs}\n", + "//| label: ojs-item-props\n", + "//| echo: false\n", + "kvTable(item_props)\n", + "```\n", + "\n", "Let's look at the items properties" ] }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 16, "id": "item-properties-properties", "metadata": {}, "outputs": [ { "data": { "text/html": [ - "
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          2
          created2024-09-20T01:57:52.703Z
          platformsentinel-2a
          constellationsentinel-2
          instruments[msi]
          eo:cloud_cover72.722346
          mgrs:utm_zone17
          mgrs:latitude_bandS
          mgrs:grid_squarePV
          grid:codeMGRS-17SPV
          view:sun_azimuth155.767672
          view:sun_elevation52.998454
          s2:degraded_msi_data_percentage0.0622
          s2:nodata_pixel_percentage0
          s2:saturated_defective_pixel_percentage0
          s2:cloud_shadow_percentage2.901951
          s2:vegetation_percentage17.622864
          s2:not_vegetated_percentage2.652742
          s2:water_percentage0.198822
          s2:unclassified_percentage3.66454
          s2:medium_proba_clouds_percentage19.171326
          s2:high_proba_clouds_percentage53.275347
          s2:thin_cirrus_percentage0.275673
          s2:snow_ice_percentage0
          s2:product_typeS2MSI2A
          s2:processing_baseline05.11
          s2:product_uriS2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_2...
          s2:generation_time2024-09-19T23:53:48.000000Z
          s2:datatake_idGS2A_20240919T155931_048285_N05.11
          s2:datatake_typeINS-NOBS
          s2:datastrip_idS2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S2024...
          s2:granule_idS2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A0482...
          s2:reflectance_conversion_factor0.989819
          datetime2024-09-19T16:13:27.093000Z
          s2:sequence0
          earthsearch:s3_paths3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/P...
          earthsearch:payload_idroda-sentinel2/workflow-sentinel2-to-stac/15f0...
          earthsearch:boa_offset_appliedTrue
          processing:software{'sentinel2-to-stac': '0.1.1'}
          updated2024-09-20T01:57:52.703Z
          proj:codeEPSG:32617
          \n", - "
          " + "" ], "text/plain": [ - " 2\n", - "created 2024-09-20T01:57:52.703Z\n", - "platform sentinel-2a\n", - "constellation sentinel-2\n", - "instruments [msi]\n", - "eo:cloud_cover 72.722346\n", - "mgrs:utm_zone 17\n", - "mgrs:latitude_band S\n", - "mgrs:grid_square PV\n", - "grid:code MGRS-17SPV\n", - "view:sun_azimuth 155.767672\n", - "view:sun_elevation 52.998454\n", - "s2:degraded_msi_data_percentage 0.0622\n", - "s2:nodata_pixel_percentage 0\n", - "s2:saturated_defective_pixel_percentage 0\n", - "s2:cloud_shadow_percentage 2.901951\n", - "s2:vegetation_percentage 17.622864\n", - "s2:not_vegetated_percentage 2.652742\n", - "s2:water_percentage 0.198822\n", - "s2:unclassified_percentage 3.66454\n", - "s2:medium_proba_clouds_percentage 19.171326\n", - "s2:high_proba_clouds_percentage 53.275347\n", - "s2:thin_cirrus_percentage 0.275673\n", - "s2:snow_ice_percentage 0\n", - "s2:product_type S2MSI2A\n", - "s2:processing_baseline 05.11\n", - "s2:product_uri S2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_2...\n", - "s2:generation_time 2024-09-19T23:53:48.000000Z\n", - "s2:datatake_id GS2A_20240919T155931_048285_N05.11\n", - "s2:datatake_type INS-NOBS\n", - "s2:datastrip_id S2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S2024...\n", - "s2:granule_id S2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A0482...\n", - "s2:reflectance_conversion_factor 0.989819\n", - "datetime 2024-09-19T16:13:27.093000Z\n", - "s2:sequence 0\n", - "earthsearch:s3_path s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/P...\n", - "earthsearch:payload_id roda-sentinel2/workflow-sentinel2-to-stac/15f0...\n", - "earthsearch:boa_offset_applied True\n", - "processing:software {'sentinel2-to-stac': '0.1.1'}\n", - "updated 2024-09-20T01:57:52.703Z\n", - "proj:code EPSG:32617" + "" ] }, - "metadata": {}, + "metadata": { + "ojs_define": true + }, "output_type": "display_data" } ], @@ -3993,268 +3522,41 @@ "\n", "df_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\n", "df_properties = df_item[\"properties\"].apply(pd.Series)\n", - "display(df_properties.T)" + "ojs_define(item_properties_kv=df_properties.iloc[0].dropna().to_dict())" ] }, { "cell_type": "markdown", - "id": "a85e076c", + "id": "96e00352", "metadata": {}, "source": [ + "```{ojs}\n", + "//| label: ojs-item-props-kv\n", + "//| echo: false\n", + "kvTable(item_properties_kv)\n", + "```\n", + "\n", "Now we let's look at the items assets." ] }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 17, "id": "item-properties-assets", "metadata": {}, "outputs": [ { "data": { "text/html": [ - "
          \n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "
          index2
          0aot{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          1blue{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          2coastal{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          3granule_metadata{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          4green{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          5nir{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          6nir08{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          7nir09{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          8red{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          9rededge1{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          10rededge2{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          11rededge3{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          12scl{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          13swir16{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          14swir22{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          15thumbnail{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          16tileinfo_metadata{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          17visual{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          18wvp{'href': 'https://sentinel-cogs.s3.us-west-2.a...
          19aot-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          20blue-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          21coastal-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          22green-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          23nir-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          24nir08-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          25nir09-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          26red-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          27rededge1-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          28rededge2-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          29rededge3-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          30scl-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          31swir16-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          32swir22-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          33visual-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          34wvp-jp2{'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...
          \n", - "
          " + "" ], "text/plain": [ - " index 2\n", - "0 aot {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", - "1 blue {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", - "2 coastal {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", - "3 granule_metadata {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", - "4 green {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", - "5 nir {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", - "6 nir08 {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", - "7 nir09 {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", - "8 red {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", - "9 rededge1 {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", - "10 rededge2 {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", - "11 rededge3 {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", - "12 scl {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", - "13 swir16 {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", - "14 swir22 {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", - "15 thumbnail {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", - "16 tileinfo_metadata {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", - "17 visual {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", - "18 wvp {'href': 'https://sentinel-cogs.s3.us-west-2.a...\n", - "19 aot-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", - "20 blue-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", - "21 coastal-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", - "22 green-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", - "23 nir-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", - "24 nir08-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", - "25 nir09-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", - "26 red-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", - "27 rededge1-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", - "28 rededge2-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", - "29 rededge3-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", - "30 scl-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", - "31 swir16-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", - "32 swir22-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", - "33 visual-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2...\n", - "34 wvp-jp2 {'href': 's3://sentinel-s2-l2a/tiles/17/S/PV/2..." + "" ] }, - "metadata": {}, + "metadata": { + "ojs_define": true + }, "output_type": "display_data" } ], @@ -4263,15 +3565,62 @@ "#| echo: true\n", "\n", "df_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\n", - "df_assets = df_item[\"assets\"].apply(pd.Series)\n", - "display(df_assets.T.reset_index())" + "assets_dict = df_item[\"assets\"].iloc[0]\n", + "ojs_define(item_assets=assets_dict)" ] }, { "cell_type": "markdown", - "id": "80278937", + "id": "f85f5ffd", "metadata": {}, "source": [ + "```{ojs}\n", + "// | label: item-properties-assets-html\n", + "// | echo: false\n", + "function rolesBadge(roles) {\n", + " if (!roles) return \"\";\n", + " return htl.html`
          \n", + " ${roles.map(r => htl.html`${r}`)}\n", + "
          `;\n", + "}\n", + "\n", + "function assetPropCard([name, asset]) {\n", + " return htl.html`
          \n", + "
          \n", + " ${name}\n", + "
          \n", + " ${asset.title ? htl.html`
          ${asset.title}
          ` : \"\"}\n", + " ${asset.type ? htl.html`
          ${asset.type}
          ` : \"\"}\n", + " ${rolesBadge(asset.roles)}\n", + " ${asset.type?.includes(\"tiff\") || /\\.tiff?$/i.test(asset.href ?? \"\")\n", + " ? cogMap(asset.href) : \"\"}\n", + " ${asset.href ? htl.html`🔗 View Asset` : \"\"}\n", + "
          `;\n", + "}\n", + "\n", + "htl.html`
          \n", + " ${Object.entries(item_assets).map(assetPropCard)}\n", + "
          `\n", + "```\n", + "\n", "#### Assets\n", "\n", "Each STAC Item may contain multiple asset types (e.g. red, nir, thumbnail). The snippet below\n", @@ -4280,7 +3629,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 18, "id": "asset-query", "metadata": {}, "outputs": [], @@ -4293,298 +3642,22 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 19, "id": "tbl-items-assets", "metadata": {}, "outputs": [ { "data": { "text/html": [ - "
          \n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "
          hreftypetitleeo:bandsgsdproj:shapeproj:transformraster:bandsrolescollection_iditem_idfile_namedatetime
          0https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir2024-09-09T16:13:25.358000Z
          1https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red2024-09-09T16:13:25.358000Z
          2https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir2024-08-25T16:13:26.986000Z
          3https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red2024-08-25T16:13:26.986000Z
          4https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240731_0_L2Asentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir2024-07-31T16:13:28.790000Z
          5https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240731_0_L2Asentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red2024-07-31T16:13:28.790000Z
          6https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240611_0_L2Asentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir2024-06-11T16:13:32.315000Z
          7https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240611_0_L2Asentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red2024-06-11T16:13:32.315000Z
          8https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240522_0_L2Asentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir2024-05-22T16:13:25.575000Z
          9https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240522_0_L2Asentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red2024-05-22T16:13:25.575000Z
          \n", - "
          " + "" ], "text/plain": [ - " href \\\n", - "0 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", - "1 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", - "2 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", - "3 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", - "4 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", - "5 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", - "6 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", - "7 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", - "8 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", - "9 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", - "\n", - " type title \\\n", - "0 image/tiff; application=geotiff; profile=cloud... NIR 1 (band 8) - 10m \n", - "1 image/tiff; application=geotiff; profile=cloud... Red (band 4) - 10m \n", - "2 image/tiff; application=geotiff; profile=cloud... NIR 1 (band 8) - 10m \n", - "3 image/tiff; application=geotiff; profile=cloud... Red (band 4) - 10m \n", - "4 image/tiff; application=geotiff; profile=cloud... NIR 1 (band 8) - 10m \n", - "5 image/tiff; application=geotiff; profile=cloud... Red (band 4) - 10m \n", - "6 image/tiff; application=geotiff; profile=cloud... NIR 1 (band 8) - 10m \n", - "7 image/tiff; application=geotiff; profile=cloud... Red (band 4) - 10m \n", - "8 image/tiff; application=geotiff; profile=cloud... NIR 1 (band 8) - 10m \n", - "9 image/tiff; application=geotiff; profile=cloud... Red (band 4) - 10m \n", - "\n", - " eo:bands gsd proj:shape \\\n", - "0 [{'name': 'nir', 'common_name': 'nir', 'descri... 10 [10980, 10980] \n", - "1 [{'name': 'red', 'common_name': 'red', 'descri... 10 [10980, 10980] \n", - "2 [{'name': 'nir', 'common_name': 'nir', 'descri... 10 [10980, 10980] \n", - "3 [{'name': 'red', 'common_name': 'red', 'descri... 10 [10980, 10980] \n", - "4 [{'name': 'nir', 'common_name': 'nir', 'descri... 10 [10980, 10980] \n", - "5 [{'name': 'red', 'common_name': 'red', 'descri... 10 [10980, 10980] \n", - "6 [{'name': 'nir', 'common_name': 'nir', 'descri... 10 [10980, 10980] \n", - "7 [{'name': 'red', 'common_name': 'red', 'descri... 10 [10980, 10980] \n", - "8 [{'name': 'nir', 'common_name': 'nir', 'descri... 10 [10980, 10980] \n", - "9 [{'name': 'red', 'common_name': 'red', 'descri... 10 [10980, 10980] \n", - "\n", - " proj:transform \\\n", - "0 [10, 0, 600000, 0, -10, 4000020] \n", - "1 [10, 0, 600000, 0, -10, 4000020] \n", - "2 [10, 0, 600000, 0, -10, 4000020] \n", - "3 [10, 0, 600000, 0, -10, 4000020] \n", - "4 [10, 0, 600000, 0, -10, 4000020] \n", - "5 [10, 0, 600000, 0, -10, 4000020] \n", - "6 [10, 0, 600000, 0, -10, 4000020] \n", - "7 [10, 0, 600000, 0, -10, 4000020] \n", - "8 [10, 0, 600000, 0, -10, 4000020] \n", - "9 [10, 0, 600000, 0, -10, 4000020] \n", - "\n", - " raster:bands roles \\\n", - "0 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", - "1 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", - "2 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", - "3 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", - "4 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", - "5 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", - "6 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", - "7 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", - "8 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", - "9 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", - "\n", - " collection_id item_id \\\n", - "0 sentinel-2-l2a S2A_17SPV_20240909_0_L2A \n", - "1 sentinel-2-l2a S2A_17SPV_20240909_0_L2A \n", - "2 sentinel-2-l2a S2B_17SPV_20240825_0_L2A \n", - "3 sentinel-2-l2a S2B_17SPV_20240825_0_L2A \n", - "4 sentinel-2-l2a S2A_17SPV_20240731_0_L2A \n", - "5 sentinel-2-l2a S2A_17SPV_20240731_0_L2A \n", - "6 sentinel-2-l2a S2A_17SPV_20240611_0_L2A \n", - "7 sentinel-2-l2a S2A_17SPV_20240611_0_L2A \n", - "8 sentinel-2-l2a S2A_17SPV_20240522_0_L2A \n", - "9 sentinel-2-l2a S2A_17SPV_20240522_0_L2A \n", - "\n", - " file_name datetime \n", - "0 sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir 2024-09-09T16:13:25.358000Z \n", - "1 sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red 2024-09-09T16:13:25.358000Z \n", - "2 sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir 2024-08-25T16:13:26.986000Z \n", - "3 sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red 2024-08-25T16:13:26.986000Z \n", - "4 sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir 2024-07-31T16:13:28.790000Z \n", - "5 sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red 2024-07-31T16:13:28.790000Z \n", - "6 sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir 2024-06-11T16:13:32.315000Z \n", - "7 sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red 2024-06-11T16:13:32.315000Z \n", - "8 sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir 2024-05-22T16:13:25.575000Z \n", - "9 sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red 2024-05-22T16:13:25.575000Z " + "" ] }, - "metadata": {}, + "metadata": { + "ojs_define": true + }, "output_type": "display_data" } ], @@ -4597,20 +3670,71 @@ " \"t.stac.item\",\n", " url=stac_url,\n", " collection_id=\"sentinel-2-l2a\",\n", - " flags=\"a\",\n", + " flags=\"ap\",\n", " datetime=\"2024-04-01/2024-09-30\",\n", " asset_keys=\"red,nir\",\n", " query=json.dumps(stac_query),\n", " format=\"json\",\n", ")\n", "\n", - "df_items_assets = pd.json_normalize(assets_json, max_level=0)\n", - "display(df_items_assets.head(10))" + "ojs_define(assets_data=assets_json)" + ] + }, + { + "cell_type": "markdown", + "id": "9abfb52b", + "metadata": {}, + "source": [ + "```{ojs}\n", + "// | label: item-assets-html\n", + "// | echo: false\n", + "\n", + "function assetCard([name, asset]) {\n", + " return htl.html`
          \n", + "
          \n", + " ${asset.title ? htl.html`
          ${asset.title}
          ` : \"\"}\n", + "
          \n", + " ${rolesBadge(asset.roles)}\n", + " ${asset.type ? htl.html`
          ${asset.type}
          ` : \"\"}\n", + "\n", + " ${asset.roles?.includes(\"thumbnail\") || asset.type?.startsWith(\"image/\")\n", + " ? htl.html`\n", + " Image blocked (CORS)`\n", + " : \"\"}\n", + " ${asset.type?.includes(\"tiff\") || /\\.tiff?$/i.test(asset.href ?? \"\")\n", + " ? cogMap(asset.href) : \"\"}\n", + " ${asset.href ? htl.html`🔗 View Asset` : \"\"}\n", + "
          `;\n", + "}\n", + "\n", + "htl.html`
          \n", + " ${Object.entries(assets_data).map(assetCard)}\n", + "
          `\n", + "```" ] }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 20, "id": "count-assets", "metadata": {}, "outputs": [ @@ -4633,7 +3757,7 @@ }, { "cell_type": "markdown", - "id": "672e1e19", + "id": "60027173", "metadata": {}, "source": [ "#### EO Parameters\n", @@ -4654,7 +3778,17 @@ "Example query:\n", "\n", "```python\n", - "stac_query = {\"eo:cloud_cover\": {\"lt\": 10}, \"eo:gsd\": {\"lte\": 10}, \"view:sun_elevation\": {\"gte\": 30}}\n", + "stac_query = {\n", + " \"eo:cloud_cover\": {\n", + " \"lt\": 10\n", + " }, \n", + " \"eo:gsd\": {\n", + " \"lte\": 10\n", + " },\n", + " \"view:sun_elevation\": {\n", + " \"gte\": 30\n", + " }\n", + "}\n", "```\n", "\n", "Pass this to t.stac.item (serialize with json.dumps) to fetch only low-cloud, high-sun-elevation, high-resolution items. Combine `asset_keys` to limit returned assets (e.g. `asset_keys=\"red,nir\"`), and use flags (`-a`, `-m`, `-i`) to control output detail (assets, metadata, item list).\n", @@ -4666,183 +3800,22 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 21, "id": "assets-metadata-vector", "metadata": {}, "outputs": [ { "data": { "text/html": [ - "
          \n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "
          hreftypetitleeo:bandsgsdproj:shapeproj:transformraster:bandsrolescollection_iditem_idfile_namedatetime
          0https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir2024-09-09T16:13:25.358000Z
          1https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240909_0_L2Asentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red2024-09-09T16:13:25.358000Z
          2https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir2024-08-25T16:13:26.986000Z
          3https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...Red (band 4) - 10m[{'name': 'red', 'common_name': 'red', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2B_17SPV_20240825_0_L2Asentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red2024-08-25T16:13:26.986000Z
          4https://sentinel-cogs.s3.us-west-2.amazonaws.c...image/tiff; application=geotiff; profile=cloud...NIR 1 (band 8) - 10m[{'name': 'nir', 'common_name': 'nir', 'descri...10[10980, 10980][10, 0, 600000, 0, -10, 4000020][{'nodata': 0, 'data_type': 'uint16', 'bits_pe...[data, reflectance]sentinel-2-l2aS2A_17SPV_20240731_0_L2Asentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir2024-07-31T16:13:28.790000Z
          \n", - "
          " + "" ], "text/plain": [ - " href \\\n", - "0 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", - "1 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", - "2 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", - "3 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", - "4 https://sentinel-cogs.s3.us-west-2.amazonaws.c... \n", - "\n", - " type title \\\n", - "0 image/tiff; application=geotiff; profile=cloud... NIR 1 (band 8) - 10m \n", - "1 image/tiff; application=geotiff; profile=cloud... Red (band 4) - 10m \n", - "2 image/tiff; application=geotiff; profile=cloud... NIR 1 (band 8) - 10m \n", - "3 image/tiff; application=geotiff; profile=cloud... Red (band 4) - 10m \n", - "4 image/tiff; application=geotiff; profile=cloud... NIR 1 (band 8) - 10m \n", - "\n", - " eo:bands gsd proj:shape \\\n", - "0 [{'name': 'nir', 'common_name': 'nir', 'descri... 10 [10980, 10980] \n", - "1 [{'name': 'red', 'common_name': 'red', 'descri... 10 [10980, 10980] \n", - "2 [{'name': 'nir', 'common_name': 'nir', 'descri... 10 [10980, 10980] \n", - "3 [{'name': 'red', 'common_name': 'red', 'descri... 10 [10980, 10980] \n", - "4 [{'name': 'nir', 'common_name': 'nir', 'descri... 10 [10980, 10980] \n", - "\n", - " proj:transform \\\n", - "0 [10, 0, 600000, 0, -10, 4000020] \n", - "1 [10, 0, 600000, 0, -10, 4000020] \n", - "2 [10, 0, 600000, 0, -10, 4000020] \n", - "3 [10, 0, 600000, 0, -10, 4000020] \n", - "4 [10, 0, 600000, 0, -10, 4000020] \n", - "\n", - " raster:bands roles \\\n", - "0 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", - "1 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", - "2 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", - "3 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", - "4 [{'nodata': 0, 'data_type': 'uint16', 'bits_pe... [data, reflectance] \n", - "\n", - " collection_id item_id \\\n", - "0 sentinel-2-l2a S2A_17SPV_20240909_0_L2A \n", - "1 sentinel-2-l2a S2A_17SPV_20240909_0_L2A \n", - "2 sentinel-2-l2a S2B_17SPV_20240825_0_L2A \n", - "3 sentinel-2-l2a S2B_17SPV_20240825_0_L2A \n", - "4 sentinel-2-l2a S2A_17SPV_20240731_0_L2A \n", - "\n", - " file_name datetime \n", - "0 sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir 2024-09-09T16:13:25.358000Z \n", - "1 sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red 2024-09-09T16:13:25.358000Z \n", - "2 sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir 2024-08-25T16:13:26.986000Z \n", - "3 sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red 2024-08-25T16:13:26.986000Z \n", - "4 sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir 2024-07-31T16:13:28.790000Z " + "" ] }, - "metadata": {}, + "metadata": { + "ojs_define": true + }, "output_type": "display_data" } ], @@ -4868,14 +3841,23 @@ "\n", "\n", "df_items_assets = pd.json_normalize(assets_json, max_level=0)\n", - "display(df_items_assets.head(5))" + "ojs_define(items_assets_table=df_items_assets.drop(\n", + " columns=[\"geometry\", \"links\", \"assets\", \"properties\", \"stac_extensions\", \"type\"],\n", + " errors=\"ignore\"\n", + ").head(10).to_dict(orient=\"records\"))" ] }, { "cell_type": "markdown", - "id": "45608ae2", + "id": "89717f26", "metadata": {}, "source": [ + "```{ojs}\n", + "//| label: ojs-items-assets-table\n", + "//| echo: false\n", + "Inputs.table(items_assets_table, {width: \"100%\"})\n", + "```\n", + "\n", "#### View the items with iPyleaflet\n", "\n", "View STAC items with ipyleaflet (install with `pip install ipyleaflet` if needed) from ipyleaflet use `gj.Interactive` and add the sentinel_2_items bounding boxes." @@ -4883,14 +3865,14 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 22, "id": "view-items-map", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "88e3d0cbadab4c44a968a5b8f4e5350a", + "model_id": "80e9d50b1af14f08bf63c6a80809bcfe", "version_major": 2, "version_minor": 0 }, @@ -4908,7 +3890,7 @@ "\n", "import random\n", "\n", - "m = gj.InteractiveMap(use_region=False)\n", + "m = gj.InteractiveMap(use_region=True)\n", "m.add_vector(\n", " \"sentinel_2_items\",\n", " style={\"opacity\": 1, \"dashArray\": \"9\", \"fillOpacity\": 0.1, \"weight\": 1},\n", @@ -4923,7 +3905,7 @@ }, { "cell_type": "markdown", - "id": "5c964f82", + "id": "63835bcf", "metadata": {}, "source": [ "### Download and Import Rasters\n", @@ -4946,7 +3928,7 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 23, "id": "tbl-collection-items-assets", "metadata": {}, "outputs": [], @@ -4972,7 +3954,7 @@ }, { "cell_type": "markdown", - "id": "c6d98355", + "id": "c805eaa9", "metadata": {}, "source": [ "## Terminal" @@ -4980,7 +3962,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 24, "id": "tbl-collection-items-assets-terminal", "metadata": {}, "outputs": [ @@ -5021,7 +4003,7 @@ }, { "cell_type": "markdown", - "id": "88d66e36", + "id": "8de3ea9c", "metadata": {}, "source": [ ":::" @@ -5029,7 +4011,7 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": 25, "id": "download-estimate", "metadata": {}, "outputs": [ @@ -5060,7 +4042,7 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": 26, "id": "tbl-collection-items-assets-strds", "metadata": {}, "outputs": [ @@ -5093,8 +4075,8 @@ }, { "cell_type": "code", - "execution_count": 26, - "id": "dce48f41", + "execution_count": 27, + "id": "f448c2e7", "metadata": {}, "outputs": [ { @@ -5140,7 +4122,7 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": 28, "id": "assets-metadata-strds-dates", "metadata": {}, "outputs": [ @@ -5164,7 +4146,7 @@ }, { "cell_type": "markdown", - "id": "0fdedf3f", + "id": "9409f5ae", "metadata": {}, "source": [ "Create a Space Time Raster Dataset (STRDS) to manage the Sentinel-2 data you want to analyze with GRASS. An STRDS is a container that links individual raster maps to their acquisition timestamps, enabling temporal queries, gap analysis, and time series computations with GRASS temporal tools (`t.rast.*`).\n", @@ -5176,7 +4158,7 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": 29, "id": "create-strds", "metadata": {}, "outputs": [], @@ -5198,7 +4180,7 @@ }, { "cell_type": "markdown", - "id": "c0dcf19b", + "id": "c35774b7", "metadata": {}, "source": [ "## Terminal\n", @@ -5225,7 +4207,7 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": 30, "id": "download-assets", "metadata": {}, "outputs": [], @@ -5254,7 +4236,7 @@ }, { "cell_type": "markdown", - "id": "b1485f8d", + "id": "fdb848a4", "metadata": {}, "source": [ "## Terminal\n", @@ -5291,7 +4273,7 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": 31, "id": "register-strds", "metadata": {}, "outputs": [], @@ -5307,7 +4289,7 @@ }, { "cell_type": "markdown", - "id": "565c837f", + "id": "6f4d26b1", "metadata": {}, "source": [ "## Terminal\n", @@ -5321,7 +4303,7 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": 32, "id": "list-strds", "metadata": {}, "outputs": [ @@ -5337,8 +4319,8 @@ " | Mapset: .................... PERMANENT\n", " | Creator: ................... coreywhite\n", " | Temporal type: ............. absolute\n", - " | Creation time: ............. 2026-02-28 20:14:34\n", - " | Modification time:.......... 2026-02-28 20:14:37\n", + " | Creation time: ............. 2026-03-02 00:41:50\n", + " | Modification time:.......... 2026-03-02 00:41:54\n", " | Semantic type:.............. mean\n", " +-------------------- Absolute time -----------------------------------------+\n", " | Start time:................. 2024-04-07 16:13:25\n", @@ -5353,7 +4335,7 @@ " | Top:........................ 0.0\n", " | Bottom:..................... 0.0\n", " +-------------------- Metadata information ----------------------------------+\n", - " | Raster register table:...... raster_map_register_80b0e03f3d314c89bda6db1ba14103ce\n", + " | Raster register table:...... raster_map_register_c98aaccc908e4d9caf21437faf813338\n", " | North-South resolution min:. 10.0\n", " | North-South resolution max:. 10.0\n", " | East-west resolution min:... 10.0\n", @@ -5372,11 +4354,11 @@ " | Description:\n", " | Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\n", " | Command history:\n", - " | # 2026-02-28 20:14:34 \n", + " | # 2026-03-02 00:41:50 \n", " | t.create --o output=\"sentinel_2\" type=\"strds\"\n", " | temporaltype=\"absolute\" title=\"Sentinel 2 Red/NIR Bands\"\n", " | description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\"\n", - " | # 2026-02-28 20:14:37 \n", + " | # 2026-03-02 00:41:54 \n", " | t.register input=\"sentinel_2\"\n", " | file=\"outputs/s2_rgbn.txt\" type=\"raster\"\n", " | \n", @@ -5393,7 +4375,7 @@ }, { "cell_type": "markdown", - "id": "32f16564", + "id": "034297b2", "metadata": {}, "source": [ "Now let's view a RGB composite of one of our tiles\n", @@ -5406,7 +4388,7 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": 33, "id": "display-composite", "metadata": {}, "outputs": [ @@ -5481,7 +4463,7 @@ }, { "cell_type": "markdown", - "id": "92a6a04f", + "id": "bf53ff0c", "metadata": {}, "source": [ "#### Temporal Map Calculations\n", @@ -5491,7 +4473,7 @@ }, { "cell_type": "code", - "execution_count": 33, + "execution_count": 34, "id": "temporal-mapcalc", "metadata": {}, "outputs": [], @@ -5515,7 +4497,7 @@ }, { "cell_type": "markdown", - "id": "ac44e576", + "id": "6785331d", "metadata": {}, "source": [ "Check to see it worked." @@ -5523,7 +4505,7 @@ }, { "cell_type": "code", - "execution_count": 34, + "execution_count": 35, "id": "list-strds-ndvi", "metadata": {}, "outputs": [ @@ -5545,7 +4527,7 @@ }, { "cell_type": "markdown", - "id": "582ee284", + "id": "986ad269", "metadata": {}, "source": [ "and plot the NDVI" @@ -5553,7 +4535,7 @@ }, { "cell_type": "code", - "execution_count": 35, + "execution_count": 36, "id": "plot-ndvi", "metadata": {}, "outputs": [ @@ -5604,7 +4586,7 @@ }, { "cell_type": "code", - "execution_count": 36, + "execution_count": 37, "id": "display-ndvi-maps-individual", "metadata": {}, "outputs": [ @@ -5703,7 +4685,7 @@ }, { "cell_type": "markdown", - "id": "d2e9cae2", + "id": "06d43096", "metadata": {}, "source": [ "Use the series map to view the entire time series of NDVI maps in one interactive map or save as a GIF." @@ -5711,7 +4693,7 @@ }, { "cell_type": "code", - "execution_count": 37, + "execution_count": 38, "id": "display-time-series", "metadata": {}, "outputs": [ @@ -5721,7 +4703,7 @@ "'outputs/ndvi_time_series.gif'" ] }, - "execution_count": 137, + "execution_count": 34, "metadata": {}, "output_type": "execute_result" } @@ -5751,7 +4733,7 @@ }, { "cell_type": "markdown", - "id": "36c0a1ba", + "id": "89c71337", "metadata": {}, "source": [ "![NDVI Time Series](outputs/ndvi_time_series.gif)\n", @@ -5770,27426 +4752,87 @@ "name": "python3", "path": "/home/coreywhite/.local/share/jupyter/kernels/python3" }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + 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"max_native_zoom": null, + "max_zoom": 20, + "min_native_zoom": null, + "min_zoom": 1, + "name": "CartoDB.Positron", + "no_wrap": false, + "opacity": 1.0, + "options": [ + "attribution", + "bounds", + "detect_retina", + "max_native_zoom", + "max_zoom", + "min_native_zoom", + "min_zoom", + "no_wrap", + "tile_size", + "tms", + "zoom_offset" + ], + "pane": "", + "popup": null, + "popup_max_height": null, + "popup_max_width": 300, + "popup_min_width": 50, + "show_loading": false, + "subitems": [], + "tile_size": 256, + "tms": false, + "url": "https://a.basemaps.cartocdn.com/light_all/{z}/{x}/{y}.png", + "visible": true, + "zoom_offset": 0 + } + }, + "d93b428db2ac4b108dd7adfb930560bc": { + "model_module": "jupyter-leaflet", + "model_module_version": "^0.19", + "model_name": "LeafletWidgetControlModel", + "state": { + "_model_module": "jupyter-leaflet", + "_model_module_version": "^0.19", + "_model_name": "LeafletWidgetControlModel", + "_view_count": null, + "_view_module": "jupyter-leaflet", + "_view_module_version": "^0.19", + "_view_name": "LeafletWidgetControlView", + "max_height": null, + "max_width": null, + "min_height": null, + "min_width": null, + "options": [ + "position", + "transparent_bg" + ], + "position": "bottomleft", + "transparent_bg": false, + "widget": "IPY_MODEL_0b68ba90d9d44a8faf8c74005dba020a" + } + }, + "dad6a8027f9a459a92357e57c3250ab5": { + "model_module": "jupyter-leaflet", + "model_module_version": "^0.19", + "model_name": "LeafletDrawControlModel", + "state": { + "_model_module": "jupyter-leaflet", + "_model_module_version": "^0.19", + "_model_name": "LeafletDrawControlModel", + "_view_count": null, + "_view_module": "jupyter-leaflet", + "_view_module_version": "^0.19", + "_view_name": "LeafletDrawControlView", + "circle": {}, + "circlemarker": { + "shapeOptions": {} + }, + "data": [], + "edit": false, + "marker": {}, + "options": [ + "position" + ], + "polygon": { + "shapeOptions": {} + }, + "polyline": { + "shapeOptions": {} + }, + "position": "topleft", + "rectangle": {}, + "remove": false + } + }, + "f4894d1d88d642729ce30a57bf606144": { + "model_module": "@jupyter-widgets/controls", + "model_module_version": "2.0.0", + "model_name": "ButtonStyleModel", + "state": { + "_model_module": "@jupyter-widgets/controls", + "_model_module_version": "2.0.0", + "_model_name": "ButtonStyleModel", + "_view_count": null, + "_view_module": "@jupyter-widgets/base", + "_view_module_version": "2.0.0", + "_view_name": "StyleView", + "button_color": null, + "font_family": null, + "font_size": null, + "font_style": null, + "font_variant": null, + "font_weight": null, + "text_color": null, + "text_decoration": null } } }, diff --git a/content/workshops/foss4gna_2024/basics_actinia.quarto_ipynb b/content/workshops/foss4gna_2024/basics_actinia.quarto_ipynb index c0d5e05..a7a014d 100644 --- a/content/workshops/foss4gna_2024/basics_actinia.quarto_ipynb +++ b/content/workshops/foss4gna_2024/basics_actinia.quarto_ipynb @@ -65,7 +65,7 @@ "\n", "## Import Python Libraries" ], - "id": "e618fc25" + "id": "877fa359" }, { "cell_type": "code", @@ -82,7 +82,7 @@ "import requests\n", "from requests.auth import HTTPBasicAuth" ], - "id": "20519acc", + "id": "263f4cc6", "execution_count": null, "outputs": [] }, @@ -98,7 +98,7 @@ "\n", "### Setup Variables" ], - "id": "7514cfb3" + "id": "ae3b6f20" }, { "cell_type": "code", @@ -111,7 +111,7 @@ "ACTINIA_URL = ACTINIA_BASEURL + \"/api/\" + ACTINIA_VERSION\n", "ACTINIA_AUTH = HTTPBasicAuth(ACTINIA_USER, ACTINIA_PASSWORD)" ], - "id": "dd4e7200", + "id": "b557d152", "execution_count": null, "outputs": [] }, @@ -123,7 +123,7 @@ "def print_as_json(data):\n", " json.dumps(data, indent=2)" ], - "id": "5ccc34ed", + "id": "9cc0635f", "execution_count": null, "outputs": [] }, @@ -144,7 +144,7 @@ "\n", "## Acinia Basics" ], - "id": "8a02f799" + "id": "c742dcae" }, { "cell_type": "code", @@ -202,7 +202,7 @@ " A[\"/api/v3/locations\"]\n", "```" ], - "id": "a2aec5a1" + "id": "dbaf50eb" }, { "cell_type": "code", @@ -212,7 +212,7 @@ "response = requests.get(url, auth=ACTINIA_AUTH)\n", "print_as_json(response.json().get('locations'))" ], - "id": "055bbf1a", + "id": "02f5851d", "execution_count": null, "outputs": [] }, @@ -231,7 +231,7 @@ "\n", "```" ], - "id": "104afe2e" + "id": "28b393f5" }, { "cell_type": "code", @@ -244,7 +244,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "0b392ad7", + "id": "efbbe910", "execution_count": null, "outputs": [] }, @@ -263,7 +263,7 @@ " B --- C[\"/mapsets\"]\n", "```" ], - "id": "4b104275" + "id": "a13d211e" }, { "cell_type": "code", @@ -277,7 +277,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "404ea811", + "id": "2886e60b", "execution_count": null, "outputs": [] }, @@ -296,7 +296,7 @@ " D --- E[\"/info\"]\n", "```" ], - "id": "f1c7dad4" + "id": "e3c5242a" }, { "cell_type": "code", @@ -310,7 +310,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "18492897", + "id": "0dca55be", "execution_count": null, "outputs": [] }, @@ -333,7 +333,7 @@ " D --- E[\"/raster_layers\"]\n", "```" ], - "id": "30c73f1e" + "id": "0d9833dc" }, { "cell_type": "code", @@ -347,7 +347,7 @@ "\n", "print(response)" ], - "id": "24a454db", + "id": "30939cc7", "execution_count": null, "outputs": [] }, @@ -366,7 +366,7 @@ " D --- E[\"/vector_layers\"]\n", "```" ], - "id": "2b762a81" + "id": "8c870292" }, { "cell_type": "code", @@ -383,7 +383,7 @@ "\n", "print(response)" ], - "id": "3d801d3a", + "id": "9671fa60", "execution_count": null, "outputs": [] }, @@ -406,7 +406,7 @@ " D --- E[\"/processing\"]\n", "```" ], - "id": "99f19392" + "id": "75ed2b15" }, { "cell_type": "code", @@ -422,7 +422,7 @@ "\n", "print(response)" ], - "id": "0952bafb", + "id": "aeb7f473", "execution_count": null, "outputs": [] }, @@ -441,7 +441,7 @@ " D --- E[\"/processing_async\"]\n", "```" ], - "id": "8f18c9e7" + "id": "fb71e562" }, { "cell_type": "code", @@ -457,7 +457,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "b6bde680", + "id": "ce3ba355", "execution_count": null, "outputs": [] }, @@ -478,7 +478,7 @@ "\n", "Let move on to creating process chains in [Part 3](./process_chains.ipynb).\n" ], - "id": "1997adad" + "id": "68599896" } ], "metadata": { From 2b59f16a042a6f13cb6d98cf10128146d11f3a5c Mon Sep 17 00:00:00 2001 From: cwhite911 Date: Wed, 18 Mar 2026 20:21:18 -0400 Subject: [PATCH 4/7] Added CLAUDE.md --- .claude/CLAUDE.md | 62 +++++++++++++++++++++++++++++++++++++++++++++++ 1 file changed, 62 insertions(+) create mode 100644 .claude/CLAUDE.md diff --git a/.claude/CLAUDE.md b/.claude/CLAUDE.md new file mode 100644 index 0000000..18f8fbb --- /dev/null +++ b/.claude/CLAUDE.md @@ -0,0 +1,62 @@ +# OpenPlains Learning AI Agent Instructions + +## Project Overview + +* OpenPlains Inc. is a company developing interactive geospatial modeling tools to democratize access to geospatial data and analysis. We are building a web-based platform that allows users to create, visualize, and share geospatial models using an intuitive interface. Our goal is to empower users of all skill levels to leverage geospatial data for decision-making, education, and research. + +* Company Website: [OpenPlains Inc.](https://openplains.com) + +* [OpenPlains Learning](https://learning.openplains.com) is our educational platform that provides courses, tutorials, and resources to help users learn how to use our geospatial modeling tools effectively. We offer a range of content from beginner-friendly introductions to advanced modeling techniques. We primarily focus on the GRASS ecosystem and how to utilize it with web-based tools. + +## Project Environment + +* Quarto (v1.8.26) is used for documentation and content creation. We use Quarto to create interactive documents, tutorials, and course materials that can be easily shared and accessed by our users. + +* We use [uv](https://docs.astral.sh/uv/) to manage our Python environments. The project is structured with a `pyproject.toml` file that defines our dependencies and project metadata. We also use `uv.lock` to lock our dependencies for reproducibility. + +## Key Commnads + +* Command: `uv sync` - This command is used to synchronize the project environment with the dependencies specified in `pyproject.toml`. It ensures that all required packages are installed and up-to-date. + +* Command: `uv run quarto render` - This command is used to render our Quarto documents. It compiles the source files into the desired output format (e.g., HTML, PDF) and allows us to create interactive and visually appealing content for our users. + +* Command: `uv run quarto preview` - This command is used to preview our Quarto documents in a web browser. It provides a live preview of the content as we make changes, allowing us to see how the final output will look and make adjustments as needed. + +* Command: `uv run quarto check` - This command is used to serve our Quarto documents locally. It starts a local web server that allows us to access and interact with our content in a web browser, making it easier to test and share our work during development. + +* Command: `uv run quarto convert` - This command is used to convert our Quarto documents from one format to another. For example, we can convert a Quarto document from qmd to a jupyter notebook, PDF or html, depending on our needs and the preferences of our users. + +## Project Structure + +The project is organized into several key directories and files: + +* `_quarto.yml`: This file contains the configuration for our Quarto project, including settings for rendering, output formats, and other project-specific options. + +* `index.qmd`: Home page content. + +* `content/`: This directory contains the source files for our Quarto documents, including tutorials, blog materials, presentations, and other educational content. + +* `_extensions/`: Custom Quarto extensions. + +* `themes.scss`: Custom SCSS for styling our Quarto documents. + +## Google Colab Links + +* Tutorials should be accessible via Google Colab for users who prefer to work in that environment. We will provide links to Colab notebooks for each tutorial, allowing users to run the code and interact with the content directly in their browser without needing to set up a local environment. + +## CI/CD + +* We use GitHub Actions for our CI/CD pipeline. Our workflow includes steps for linting, testing, and deploying our Quarto documents to our website. Whenever changes are pushed to the main branch, the workflow will automatically run these checks and deploy the updated content if everything passes successfully. + +* pre-commit hooks are set up to ensure code quality and consistency. We use tools like `black` for code formatting and `flake8` for linting to maintain a clean and readable codebase. + +## Additional Resources + +* [Quarto Documentation](https://quarto.org/docs/) +* [uv Documentation](https://docs.astral.sh/uv/) +* [GRASS Website](https://grass.osgeo.org/) +* [GRASS Documentation](https://grass.osgeo.org/grass-devel/manuals/) +* [GRASS Python API](https://grass.osgeo.org/grass-devel/manuals/libpython/index.html) +* [GRASS Progrmmers Manual](https://grass.osgeo.org/programming8/) +* [OpenPlains Literature](https://www-sciencedirect-com.prox.lib.ncsu.edu/science/journal/13648152/vsi/10MVDMFPK73) +* [OpenPlains GitHub Repositories](https://github.com/OpenPlainsInc) From 7c206820bfa58c18766de2cadc37eb3c0953be61 Mon Sep 17 00:00:00 2001 From: cwhite911 Date: Wed, 18 Mar 2026 21:19:28 -0400 Subject: [PATCH 5/7] Fixed webmap --- .../t_stac_tutorial/execute-results/html.json | 6 +- .../blog/emoji_geomorphometry.quarto_ipynb | 2 +- .../actinia/basics_actinia.quarto_ipynb | 50 +- .../photogrametry.quarto_ipynb | 48 +- .../stac_tutorial/t_stac_tutorial.qmd | 18 +- .../t_stac_tutorial.quarto_ipynb | 1147 ++++++++--------- .../foss4gna_2024/basics_actinia.quarto_ipynb | 46 +- 7 files changed, 655 insertions(+), 662 deletions(-) diff --git a/_freeze/content/notebooks/stac_tutorial/t_stac_tutorial/execute-results/html.json b/_freeze/content/notebooks/stac_tutorial/t_stac_tutorial/execute-results/html.json index f3b0404..abcab44 100644 --- a/_freeze/content/notebooks/stac_tutorial/t_stac_tutorial/execute-results/html.json +++ b/_freeze/content/notebooks/stac_tutorial/t_stac_tutorial/execute-results/html.json @@ -1,8 +1,8 @@ { - "hash": "db7fa1f01bcb7eac81bb9a6ba2e45a70", + "hash": "eadd22557d3256544583c2c8a1a25636", "result": { "engine": "jupyter", - "markdown": "---\ntitle: \"STAC Tutorial\"\ndescription: \"Learn how to use the GRASS addon t.stac to search and import STAC API data into a GRASS project.\"\nimage: images/stac-to-the-future.png\nauthor: Corey T. White\ndate: '2025-03-01'\ncategories: [stac, grass-addon, tutorial]\ndate-modified: today\n\npage-layout: full\ntitle-block-banner: true\ndraft: false\n\nformat:\n html:\n toc: true\n toc-depth: 4\n tabsets: true\n code-copy: true\n code-fold: false\n code-tools: true\n mermaid: \n theme: forest\n other-links:\n - text: grass\n href: https://grass.osgeo.org\n - text: STAC\n href: https://stacspec.org/en\n lightbox: true\n canonical-url: true\n notebook-links: true\t\n\nengine: jupyter\njupyter: python3\n\n\nexecute:\n enabled: true\n keep-ipynb: true\n eval: true\n freeze: true\n cache: true\n\n---\n\nIn this tutorial we will learn about the [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) suite of tools for [GRASS](https://grass.osgeo.org).\n\n* [t.stac.catalog](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.catalog.html) - is a tool for exploring SpatioTemporal Asset Catalogs metadata from a STAC API.\n* [t.stac.collection](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.collection.html) - is a tool for exploring SpatioTemporal Asset Catalog (STAC) collection metadata.\n* [t.stac.item](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.item.html) - is a tool for exploring and importing SpatioTemporal Asset Catalog item metadata and assets into GRASS.\n\n## Introduction\n\nSpatioTemporal Asset Catalog (STAC) is an open specification that provides a common structure for describing and cataloging geospatial information. STAC organizes earth observation data into a hierarchy of **Catalogs** → **Collections** → **Items** → **Assets**, making large archives of cloud-hosted imagery discoverable and accessible through a standard API. Major providers such as AWS, Google Cloud, and Microsoft Planetary Computer publish their datasets as STAC-compliant APIs, giving you a unified way to search and retrieve data across platforms.\n\nThe `t.stac` addon suite bridges these STAC APIs with GRASS's spatio-temporal data management framework. Instead of manually browsing catalogs and downloading files, `t.stac` lets you:\n\n- **Search** by spatial extent and time window\n- **Filter** by metadata properties such as cloud cover, sun elevation, and resolution\n- **Import** matched assets directly into a GRASS project as a Space Time Raster Dataset (STRDS)\n\nThis tutorial walks through the full workflow: exploring a STAC catalog, querying Sentinel-2 imagery, downloading and importing it into GRASS, computing NDVI, and visualizing the time series.\n\nThe tutorial assumes you already have GRASS installed on your machine. If not please [download and install GRASS](https://grass.osgeo.org/download/) before continuing the tutorial.\n\n\n## Getting Started\n\n### Start GRASS Session\n\n::: {#config-grass .cell execution_count=2}\n``` {.python .cell-code}\n# Import standard python packages\nimport sys\nimport subprocess\nfrom IPython.display import display, JSON, HTML\nimport json\nimport pandas as pd\nfrom pathlib import Path\nimport seaborn as sns\n# import polars as pl\n\n# Ask GRASS where its Python packages are and add them to the path\nsys.path.append(\n subprocess.check_output([\"grass\", \"--config\", \"python_path\"], text=True).strip()\n)\n\n# Import the GRASS python packages we need\nimport grass.script as gs\nimport grass.jupyter as gj\n```\n:::\n\n\nCreate a GRASS project\n\n::: {#create-project .cell execution_count=3}\n``` {.python .cell-code}\ngs.create_project(\"stac\", epsg=\"32119\", overwrite=True)\n```\n:::\n\n\nand start a GRASS session.\n\n::: {#start-grass-session .cell execution_count=4}\n``` {.python .cell-code}\nsession = gj.init(\"stac\")\n```\n:::\n\n\n### Install Addon\n\nThe [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) addons require the following Python packages.\n\n* [pystac (>=1.12)](https://pystac.readthedocs.io/en/latest/installation.html)\n* [pystac_client (>=0.8)](https://pystac-client.readthedocs.io/en/stable/)\n* [tqdm (>=4.67)](https://tqdm.github.io/)\n\nYou can install them using pip or the Python package manager of your choice. \n\n```bash\npip install pystac pystac_client tqdm\n```\n\nNow you can install the *t.stac* extensions.\n\n::: {#install-t-stac .cell execution_count=5}\n``` {.python .cell-code}\ngs.run_command(\"g.extension\", extension=\"t.stac\")\n```\n:::\n\n\n### Define computational region\n\n::: {#grass-set-region .cell execution_count=6}\n``` {.python .cell-code}\ngs.run_command(\n \"g.region\", n=236687, s=210391, e=616042, w=598921, nsres=10, ewres=10, flags=\"pa\"\n)\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nprojection: 99 (NAD83 / North Carolina)\nzone: 0\ndatum: nad83\nellipsoid: grs80\nnorth: 236690\nsouth: 210390\nwest: 598920\neast: 616050\nnsres: 10\newres: 10\nrows: 2630\ncols: 1713\ncells: 4505190\n```\n:::\n:::\n\n\n## STAC API\n\n::: {#set-stac-catalog-url .cell execution_count=7}\n``` {.python .cell-code}\nstac_url = \"https://earth-search.aws.element84.com/v1/\"\n```\n:::\n\n\n```{ojs}\n//| label: ojs-helpers\n//| echo: false\n\n// renderValue is defined inside kvTable so OJS only sees one named cell,\n// avoiding a circular reactive dependency between the two mutually recursive functions.\nfunction kvTable(data) {\n function renderValue(v, key = \"\") {\n if (v === null)\n return htl.html`null`;\n\n if (typeof v === \"string\") {\n const isImageUrl = /\\.(jpg|jpeg|png|webp|gif)(\\?.*)?$/i.test(v);\n const isCogUrl = /\\.tiff?(\\?.*)?$/i.test(v);\n if (isImageUrl) {\n const img = htl.html``;\n img.onerror = () => img.style.display = \"none\";\n return htl.html`
          ${img}${v}
          `;\n }\n if (isCogUrl)\n return htl.html`
          \n ${v}\n ${cogMap(v)}\n
          `;\n if (v.startsWith(\"http\"))\n return htl.html`${v}`;\n return htl.html`${v}`;\n }\n\n if (typeof v === \"number\")\n return htl.html`${v}`;\n\n if (typeof v === \"boolean\")\n return htl.html`${String(v)}`;\n\n if (Array.isArray(v)) {\n if (v.length === 0)\n return htl.html`[ ]`;\n if (v.every(i => typeof i !== \"object\") && v.length <= 8)\n return htl.html`
          \n ${v.map(i => htl.html`${i}`)}\n
          `;\n return htl.html`
          \n [ ${v.length} items ]\n
            \n ${v.map(i => htl.html`
          1. ${renderValue(i)}
            2. `)}\n
          \n
          `;\n }\n\n if (typeof v === \"object\")\n return htl.html`
          \n { ${Object.keys(v).length} keys }\n
          ${kvTable(v)}
          \n
          `;\n\n return htl.html`${String(v)}`;\n }\n\n return htl.html`\n \n \n \n \n \n \n \n ${Object.entries(data).map(([k, v]) => htl.html`\n \n \n `)}\n \n
          PropertyValue
          ${k}${renderValue(v, k)}
          `;\n}\n```\n\n```{ojs}\n//| label: ojs-cogmap\n//| echo: false\n\n// cogMap renders a COG directly in the browser using georaster-layer-for-leaflet,\n// which uses HTTP range requests to fetch only the needed overview tiles —\n// no external tile server required. Bounds are read from the COG metadata.\nfunction cogMap(url) {\n if (!document.querySelector(\"#leaflet-css\")) {\n const link = document.createElement(\"link\");\n link.id = \"leaflet-css\";\n link.rel = \"stylesheet\";\n link.href = \"https://cdn.jsdelivr.net/npm/leaflet@1.9.4/dist/leaflet.css\";\n document.head.appendChild(link);\n }\n\n // Inject a script once and poll until the global is available\n function loadScript(src, globalName) {\n return new Promise((resolve, reject) => {\n if (window[globalName]) { resolve(); return; }\n if (document.querySelector(`script[data-cogmap=\"${globalName}\"]`)) {\n const poll = setInterval(() => {\n if (window[globalName]) { clearInterval(poll); resolve(); }\n }, 50);\n return;\n }\n const s = document.createElement(\"script\");\n s.setAttribute(\"data-cogmap\", globalName);\n s.src = src;\n s.onload = resolve;\n s.onerror = () => reject(new Error(`Failed to load ${globalName}`));\n document.head.appendChild(s);\n });\n }\n\n const el = htl.html`
          \n 🗺 View on map\n
          \n
          \n Loading...\n
          \n
          \n
          `;\n\n let initialized = false;\n el.addEventListener(\"toggle\", async () => {\n if (!el.open || initialized) return;\n initialized = true;\n const wrap = el.querySelector(\"details > div\");\n const status = el.querySelector(\".map-status\");\n try {\n await loadScript(\n \"https://cdn.jsdelivr.net/npm/leaflet@1.9.4/dist/leaflet-src.js\", \"L\");\n await loadScript(\n \"https://cdn.jsdelivr.net/npm/georaster@1.6.2/dist/georaster.min.js\", \"parseGeoraster\");\n await loadScript(\n \"https://cdn.jsdelivr.net/npm/georaster-layer-for-leaflet@2.0.2/dist/georaster-layer-for-leaflet.min.js\", \"GeoRasterLayer\");\n\n const { L, parseGeoraster, GeoRasterLayer } = window;\n const map = L.map(wrap, { scrollWheelZoom: false });\n L.tileLayer(\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\", {\n attribution: \"© OpenStreetMap contributors\", maxZoom: 19\n }).addTo(map);\n\n status.textContent = \"Fetching COG...\";\n const georaster = await parseGeoraster(url);\n\n const layer = new GeoRasterLayer({\n georaster,\n opacity: 0.85,\n resolution: 128,\n pixelValuesToColorFn: values => {\n const v = values[0];\n if (!v || v === georaster.noDataValue) return null;\n const t = Math.min(1, v / 3000); // scale to 0-3000 (S2 L2A reflectance)\n const c = Math.round(t * 255);\n return `rgb(${c},${c},${c})`;\n }\n });\n layer.addTo(map);\n map.fitBounds(layer.getBounds()); // bounds come directly from COG metadata\n map.invalidateSize();\n status.remove();\n } catch (e) {\n status.textContent = `${e.message || \"Failed to load COG\"}`;\n status.style.color = \"#c00\";\n }\n });\n\n return el;\n}\n```\n\n### Searching STAC Catalogs\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-stac-catalog .cell execution_count=8}\n``` {.python .cell-code}\ncatalogs_json = gs.parse_command(\n \"t.stac.catalog\", url=stac_url, format=\"json\"\n)\n\ndf_catalogs = pd.json_normalize(catalogs_json)\ndf_catalogs.head()\n```\n\n::: {.cell-output .cell-output-display execution_count=5}\n```{=html}\n
          \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
          typeidstac_versiondescriptionlinksconformsTotitle
          0Catalogearth-search-aws1.1.0A STAC API of public datasets on AWS[{'rel': 'self', 'href': 'https://earth-search...[https://api.stacspec.org/v1.0.0/core, https:/...Earth Search by Element 84
          \n
          \n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-catalog-shell .cell execution_count=9}\n``` {.python .cell-code}\n!t.stac.catalog url={stac_url} format=plain -b\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\n---------------------------------------------------------------------------\r\nCatalog: Earth Search by Element 84\r\n---------------------------------------------------------------------------\r\nClient Id: earth-search-aws\r\nClient Description: A STAC API of public datasets on AWS\r\nClient STAC Extensions: []\r\nClient catalog_type: ABSOLUTE_PUBLISHED\r\n---------------------------------------------------------------------------\r\nCollections: 9\r\n---------------------------------------------------------------------------\r\nCollection Id | Collection Title\r\n---------------------------------------------------------------------------\r\nsentinel-2-pre-c1-l2a: Sentinel-2 Pre-Collection 1 Level-2A \r\ncop-dem-glo-30: Copernicus DEM GLO-30\r\nnaip: NAIP: National Agriculture Imagery Program\r\ncop-dem-glo-90: Copernicus DEM GLO-90\r\nlandsat-c2-l2: Landsat Collection 2 Level-2\r\nsentinel-2-l2a: Sentinel-2 Level-2A\r\nsentinel-2-l1c: Sentinel-2 Level-1C\r\nsentinel-2-c1-l2a: Sentinel-2 Collection 1 Level-2A\r\nsentinel-1-grd: Sentinel-1 Level-1C Ground Range Detected (GRD)\r\n---------------------------------------------------------------------------\r\n```\n:::\n:::\n\n\n:::\n\n#### Collection Metadata\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-stac-items .cell execution_count=10}\n``` {.python .cell-code}\nitems_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"m\",\n format=\"json\",\n)\n\ndf_items = pd.json_normalize(items_json, max_level=0)\nojs_define(catalog_meta=df_items.drop(\n columns=[\"geometry\", \"links\", \"assets\", \"properties\", \"stac_extensions\"],\n errors=\"ignore\"\n).to_dict(orient=\"records\"))\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-items-m-shell .cell execution_count=11}\n``` {.python .cell-code}\n!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" format=plain -m\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\n---------------------------------------------------------------------------\r\n\r\nCollection Id: sentinel-2-l2a\r\nTitle: Sentinel-2 Level-2A\r\nDescription: Global Sentinel-2 data from the Multispectral Instrument (MSI) onboard Sentinel-2\r\nbbox: [[-180, -90, 180, 90]]\r\nTemporal Interval: [['2015-06-27T10:25:31.456000Z', None]]\r\nLicense: proprietary\r\nKeywords: ['sentinel', 'earth observation', 'esa']\r\nLinks: [{'rel': 'self', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a', 'type': 'application/json'}, {'rel': 'cite-as', 'href': 'https://doi.org/10.5270/S2_-742ikth', 'title': 'Copernicus Sentinel-2 MSI Level-2A (L2A) Bottom-of-Atmosphere Radiance'}, {'rel': 'license', 'href': 'https://sentinel.esa.int/documents/247904/690755/Sentinel_Data_Legal_Notice', 'title': 'proprietary'}, {'rel': 'parent', 'href': 'https://earth-search.aws.element84.com/v1', 'type': 'application/json'}, {'rel': 'root', 'href': 'https://earth-search.aws.element84.com/v1/', 'type': 'application/json', 'title': 'Earth Search by Element 84'}, {'rel': 'items', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/items', 'type': 'application/geo+json'}, {'rel': 'http://www.opengis.net/def/rel/ogc/1.0/queryables', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/queryables', 'type': 'application/schema+json'}, {'rel': 'aggregate', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/aggregate', 'type': 'application/json', 'method': 'GET'}, {'rel': 'aggregations', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/aggregations', 'type': 'application/json'}]\r\nStac Extensions: ['https://stac-extensions.github.io/item-assets/v1.0.0/schema.json', 'https://stac-extensions.github.io/view/v1.0.0/schema.json', 'https://stac-extensions.github.io/scientific/v1.0.0/schema.json', 'https://stac-extensions.github.io/raster/v1.1.0/schema.json', 'https://stac-extensions.github.io/eo/v1.0.0/schema.json']\r\n\r\n# Summaries:\r\n---------------------------------------------------------------------------\r\n platform:\r\n---------------------------------------------------------------------------\r\n constellation:\r\n---------------------------------------------------------------------------\r\n instruments:\r\n---------------------------------------------------------------------------\r\n gsd:\r\n---------------------------------------------------------------------------\r\n view:off_nadir:\r\n---------------------------------------------------------------------------\r\n sci:doi:\r\n---------------------------------------------------------------------------\r\n eo:bands:\r\n# name: coastal\r\n# common_name: coastal\r\n# description: Coastal aerosol (band 1)\r\n# center_wavelength: 0.443\r\n# full_width_half_max: 0.027\r\n# name: blue\r\n# common_name: blue\r\n# description: Blue (band 2)\r\n# center_wavelength: 0.49\r\n# full_width_half_max: 0.098\r\n# name: green\r\n# common_name: green\r\n# description: Green (band 3)\r\n# center_wavelength: 0.56\r\n# full_width_half_max: 0.045\r\n# name: red\r\n# common_name: red\r\n# description: Red (band 4)\r\n# center_wavelength: 0.665\r\n# full_width_half_max: 0.038\r\n# name: rededge1\r\n# common_name: rededge\r\n# description: Red edge 1 (band 5)\r\n# center_wavelength: 0.704\r\n# full_width_half_max: 0.019\r\n# name: rededge2\r\n# common_name: rededge\r\n# description: Red edge 2 (band 6)\r\n# center_wavelength: 0.74\r\n# full_width_half_max: 0.018\r\n# name: rededge3\r\n# common_name: rededge\r\n# description: Red edge 3 (band 7)\r\n# center_wavelength: 0.783\r\n# full_width_half_max: 0.028\r\n# name: nir\r\n# common_name: nir\r\n# description: NIR 1 (band 8)\r\n# center_wavelength: 0.842\r\n# full_width_half_max: 0.145\r\n# name: nir08\r\n# common_name: nir08\r\n# description: NIR 2 (band 8A)\r\n# center_wavelength: 0.865\r\n# full_width_half_max: 0.033\r\n# name: nir09\r\n# common_name: nir09\r\n# description: NIR 3 (band 9)\r\n# center_wavelength: 0.945\r\n# full_width_half_max: 0.026\r\n# name: cirrus\r\n# common_name: cirrus\r\n# description: Cirrus (band 10)\r\n# center_wavelength: 1.3735\r\n# full_width_half_max: 0.075\r\n# name: swir16\r\n# common_name: swir16\r\n# description: SWIR 1 (band 11)\r\n# center_wavelength: 1.61\r\n# full_width_half_max: 0.143\r\n# name: swir22\r\n# common_name: swir22\r\n# description: SWIR 2 (band 12)\r\n# center_wavelength: 2.19\r\n# full_width_half_max: 0.242\r\n\r\n# Extra Fields:\r\n# Extra Fields not found.\r\n---------------------------------------------------------------------------\r\n\r\n```\n:::\n:::\n\n\n:::\n\n```{ojs}\n//| label: ojs-catalog-meta\n//| echo: false\nInputs.table(catalog_meta, {width: \"100%\"})\n```\n\n#### Query Items by datetime and display table\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-items .cell execution_count=12}\n``` {.python .cell-code}\nitems_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"i\",\n datetime=\"2024-04-01/2024-09-30\",\n format=\"json\",\n)\nnum_items = len(df_items)\ndf_items = pd.json_normalize(items_json, max_level=0)\nojs_define(items_table=df_items.drop(\n columns=[\"geometry\", \"links\", \"assets\", \"properties\", \"stac_extensions\", \"type\"],\n errors=\"ignore\"\n).head(10).to_dict(orient=\"records\"))\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-items-i-shell .cell execution_count=13}\n``` {.python .cell-code}\n!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" format=plain -i\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\nSearch Matched: 38 items\r\nbbox: [-79.11829907, 35.64652526, -78.92857699, 35.88363678]\r\nItems Found: 38\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240929_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-29 16:13:28.352000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-29T23:18:47.401Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 74.087\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 159.030812026265\r\n# view:sun_elevation: 49.5733673337649\r\n# s2:degraded_msi_data_percentage: 0.0133\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 1.035474\r\n# s2:vegetation_percentage: 17.151682\r\n# s2:not_vegetated_percentage: 2.54457\r\n# s2:water_percentage: 0.531116\r\n# s2:unclassified_percentage: 4.430241\r\n# s2:medium_proba_clouds_percentage: 14.835113\r\n# s2:high_proba_clouds_percentage: 59.251028\r\n# s2:thin_cirrus_percentage: 0.000859\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240929T160051_N0511_R097_T17SPV_20240929T214148.SAFE\r\n# s2:generation_time: 2024-09-29T21:41:48.000000Z\r\n# s2:datatake_id: GS2A_20240929T160051_048428_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240929T214148_S20240929T160935_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240929T214148_A048428_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.99535952936181\r\n# datetime: 2024-09-29T16:13:28.352000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240929_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4358322d6f3b7cc6a1345f1e4582a193\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-29T23:18:47.401Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240924_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-24 16:13:24.693000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-25T06:45:08.923Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 99.348462\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 157.455076519409\r\n# view:sun_elevation: 51.2968775702621\r\n# s2:degraded_msi_data_percentage: 0.0052\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.600874\r\n# s2:vegetation_percentage: 0.012064\r\n# s2:not_vegetated_percentage: 0.00723\r\n# s2:water_percentage: 0.001035\r\n# s2:unclassified_percentage: 0.030182\r\n# s2:medium_proba_clouds_percentage: 1.05707\r\n# s2:high_proba_clouds_percentage: 98.291391\r\n# s2:thin_cirrus_percentage: 0\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240924T155909_N0511_R097_T17SPV_20240924T215647.SAFE\r\n# s2:generation_time: 2024-09-24T21:56:47.000000Z\r\n# s2:datatake_id: GS2B_20240924T155909_039448_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240924T215647_S20240924T161235_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240924T215647_A039448_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.992555642055685\r\n# datetime: 2024-09-24T16:13:24.693000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240924_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/5da8ad2203ff3aeeb1380ac4891c6811\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-25T06:45:08.923Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240919_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-19 16:13:27.093000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-20T01:57:52.703Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 72.722346\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 155.767671819208\r\n# view:sun_elevation: 52.9984536527629\r\n# s2:degraded_msi_data_percentage: 0.0622\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 2.901951\r\n# s2:vegetation_percentage: 17.622864\r\n# s2:not_vegetated_percentage: 2.652742\r\n# s2:water_percentage: 0.198822\r\n# s2:unclassified_percentage: 3.66454\r\n# s2:medium_proba_clouds_percentage: 19.171326\r\n# s2:high_proba_clouds_percentage: 53.275347\r\n# s2:thin_cirrus_percentage: 0.275673\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_20240919T235348.SAFE\r\n# s2:generation_time: 2024-09-19T23:53:48.000000Z\r\n# s2:datatake_id: GS2A_20240919T155931_048285_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S20240919T160354_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A048285_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.989818874139801\r\n# datetime: 2024-09-19T16:13:27.093000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240919_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/15f081a7f9bdd87cc5f4cabfb05f981d\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-20T01:57:52.703Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240914_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-14 16:13:25.669000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-15T00:07:17.726Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 79.828173\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 153.914058363041\r\n# view:sun_elevation: 54.654514165176\r\n# s2:degraded_msi_data_percentage: 0.007\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 3.506305\r\n# s2:vegetation_percentage: 15.025803\r\n# s2:not_vegetated_percentage: 0.845717\r\n# s2:water_percentage: 0.04352\r\n# s2:unclassified_percentage: 0.7308\r\n# s2:medium_proba_clouds_percentage: 25.53083\r\n# s2:high_proba_clouds_percentage: 41.27472\r\n# s2:thin_cirrus_percentage: 13.022627\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240914T155819_N0511_R097_T17SPV_20240914T213957.SAFE\r\n# s2:generation_time: 2024-09-14T21:39:57.000000Z\r\n# s2:datatake_id: GS2B_20240914T155819_039305_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240914T213957_S20240914T160632_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240914T213957_A039305_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.987167209559927\r\n# datetime: 2024-09-14T16:13:25.669000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240914_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/f6a2326175b22d8a18f9cfdcf10d61a6\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-15T00:07:17.726Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240909_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-09 16:13:25.358000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-10T01:00:11.150Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.583943\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 151.939335784169\r\n# view:sun_elevation: 56.2633790627923\r\n# s2:degraded_msi_data_percentage: 0.0076\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.282156\r\n# s2:vegetation_percentage: 90.927249\r\n# s2:not_vegetated_percentage: 5.989857\r\n# s2:water_percentage: 1.08207\r\n# s2:unclassified_percentage: 0.802021\r\n# s2:medium_proba_clouds_percentage: 0.458496\r\n# s2:high_proba_clouds_percentage: 0.11125\r\n# s2:thin_cirrus_percentage: 0.014197\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240909T155901_N0511_R097_T17SPV_20240909T230449.SAFE\r\n# s2:generation_time: 2024-09-09T23:04:49.000000Z\r\n# s2:datatake_id: GS2A_20240909T155901_048142_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240909T230449_S20240909T161131_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240909T230449_A048142_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.984620442079431\r\n# datetime: 2024-09-09T16:13:25.358000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240909_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4d9c572c80f8d121e13f58841e96ab3f\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-10T01:00:11.150Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240904_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-04 16:13:28.898000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-04T23:56:25.240Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 85.910875\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 149.877490350857\r\n# view:sun_elevation: 57.820905383914\r\n# s2:degraded_msi_data_percentage: 0.0027\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.144353\r\n# s2:vegetation_percentage: 11.959764\r\n# s2:not_vegetated_percentage: 0.834155\r\n# s2:water_percentage: 0.120812\r\n# s2:unclassified_percentage: 1.003573\r\n# s2:medium_proba_clouds_percentage: 31.174442\r\n# s2:high_proba_clouds_percentage: 35.781747\r\n# s2:thin_cirrus_percentage: 18.954691\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240904T155819_N0511_R097_T17SPV_20240904T214205.SAFE\r\n# s2:generation_time: 2024-09-04T21:42:05.000000Z\r\n# s2:datatake_id: GS2B_20240904T155819_039162_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240904T214205_S20240904T160310_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240904T214205_A039162_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.982194975113435\r\n# datetime: 2024-09-04T16:13:28.898000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240904_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/a34722af06ac7f7dc3a6579ff0c804bc\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-04T23:56:25.240Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240830_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-30 16:13:25.079000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-31T00:58:00.459Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 29.260489\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 147.666056006198\r\n# view:sun_elevation: 59.2994603957414\r\n# s2:degraded_msi_data_percentage: 0.0075\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 2.806995\r\n# s2:vegetation_percentage: 60.253859\r\n# s2:not_vegetated_percentage: 4.589577\r\n# s2:water_percentage: 0.798839\r\n# s2:unclassified_percentage: 2.123901\r\n# s2:medium_proba_clouds_percentage: 8.565114\r\n# s2:high_proba_clouds_percentage: 7.006772\r\n# s2:thin_cirrus_percentage: 13.688605\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240830T155901_N0511_R097_T17SPV_20240830T230248.SAFE\r\n# s2:generation_time: 2024-08-30T23:02:48.000000Z\r\n# s2:datatake_id: GS2A_20240830T155901_047999_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240830T230248_S20240830T161243_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240830T230248_A047999_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.979908290720517\r\n# datetime: 2024-08-30T16:13:25.079000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240830_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/f5abdfe94133d858b559236189785d38\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-31T00:58:00.459Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240825_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-25 16:13:26.986000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-25T22:19:02.797Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.286147\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 145.418027258291\r\n# view:sun_elevation: 60.713849205893\r\n# s2:degraded_msi_data_percentage: 0.0023\r\n# s2:nodata_pixel_percentage: 3e-06\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 92.048389\r\n# s2:not_vegetated_percentage: 5.863727\r\n# s2:water_percentage: 1.157126\r\n# s2:unclassified_percentage: 0.414823\r\n# s2:medium_proba_clouds_percentage: 0.003242\r\n# s2:high_proba_clouds_percentage: 0.000468\r\n# s2:thin_cirrus_percentage: 0.282438\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240825T155819_N0511_R097_T17SPV_20240825T202603.SAFE\r\n# s2:generation_time: 2024-08-25T20:26:03.000000Z\r\n# s2:datatake_id: GS2B_20240825T155819_039019_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240825T202603_S20240825T160630_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240825T202603_A039019_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.977774923159322\r\n# datetime: 2024-08-25T16:13:26.986000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240825_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/490f60d682670e67d01ecaf4f98b5414\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-25T22:19:02.797Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240820_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.89776456996923, 35.4726933643254], [-79.7346782097742, 35.44129757021934], [-79.46139918173544, 35.385649910895935], [-79.23391161679794, 35.33655731103751], [-78.94048445982517, 35.27132975873579], [-78.7314235910276, 35.22160262927839], [-78.69517200414566, 35.210288765815775], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.89776456996923, 35.210288765815775, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-20 16:13:23.109000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-20T23:56:23.997Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 33.311394\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 143.08785356748\r\n# view:sun_elevation: 62.0401806921953\r\n# s2:degraded_msi_data_percentage: 0.0068\r\n# s2:nodata_pixel_percentage: 20.467882\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 4.145628\r\n# s2:vegetation_percentage: 57.034469\r\n# s2:not_vegetated_percentage: 2.759165\r\n# s2:water_percentage: 0.557756\r\n# s2:unclassified_percentage: 2.062658\r\n# s2:medium_proba_clouds_percentage: 7.864375\r\n# s2:high_proba_clouds_percentage: 25.44643\r\n# s2:thin_cirrus_percentage: 0.000588\r\n# s2:snow_ice_percentage: 0.000125\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240820T155901_N0511_R097_T17SPV_20240820T215950.SAFE\r\n# s2:generation_time: 2024-08-20T21:59:50.000000Z\r\n# s2:datatake_id: GS2A_20240820T155901_047856_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240820T215950_S20240820T160059_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240820T215950_A047856_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.975809931278449\r\n# datetime: 2024-08-20T16:13:23.109000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240820_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/411bee81baeb1568b5776fdf0d347f44\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-20T23:56:23.997Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240815_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-15 16:13:29.698000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-15T22:26:20.635Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 21.623282\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 140.792281631354\r\n# view:sun_elevation: 63.298438697450905\r\n# s2:degraded_msi_data_percentage: 0.0026\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 6.605214\r\n# s2:vegetation_percentage: 66.837502\r\n# s2:not_vegetated_percentage: 3.310321\r\n# s2:water_percentage: 0.95207\r\n# s2:unclassified_percentage: 0.522533\r\n# s2:medium_proba_clouds_percentage: 5.018556\r\n# s2:high_proba_clouds_percentage: 3.960375\r\n# s2:thin_cirrus_percentage: 12.644351\r\n# s2:snow_ice_percentage: 1.7e-05\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240815T155819_N0511_R097_T17SPV_20240815T202258.SAFE\r\n# s2:generation_time: 2024-08-15T20:22:58.000000Z\r\n# s2:datatake_id: GS2B_20240815T155819_038876_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240815T202258_S20240815T160633_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240815T202258_A038876_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.974025531957526\r\n# datetime: 2024-08-15T16:13:29.698000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240815_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4db99d501d990bde2470478e44214d57\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-15T22:26:20.635Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240810_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-10 16:13:27.506000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-11T00:56:27.595Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 22.071692\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 138.46260954534\r\n# view:sun_elevation: 64.4582094622163\r\n# s2:degraded_msi_data_percentage: 0.0072\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 1.194054\r\n# s2:vegetation_percentage: 68.353802\r\n# s2:not_vegetated_percentage: 4.528956\r\n# s2:water_percentage: 1.116045\r\n# s2:unclassified_percentage: 2.540801\r\n# s2:medium_proba_clouds_percentage: 6.852651\r\n# s2:high_proba_clouds_percentage: 5.531524\r\n# s2:thin_cirrus_percentage: 9.687516\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240810T155901_N0511_R097_T17SPV_20240810T230917.SAFE\r\n# s2:generation_time: 2024-08-10T23:09:17.000000Z\r\n# s2:datatake_id: GS2A_20240810T155901_047713_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240810T230917_S20240810T161216_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240810T230917_A047713_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.972434093148653\r\n# datetime: 2024-08-10T16:13:27.506000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240810_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/871900f36df7cfaebe5c438ade928c06\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-11T00:56:27.595Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240805_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-05 16:13:28.726000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-06T00:48:01.172Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 99.665856\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 136.220285960083\r\n# view:sun_elevation: 65.540377719519\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.284614\r\n# s2:vegetation_percentage: 0.047356\r\n# s2:not_vegetated_percentage: 0.001267\r\n# s2:water_percentage: 9e-05\r\n# s2:unclassified_percentage: 0.000717\r\n# s2:medium_proba_clouds_percentage: 38.336566\r\n# s2:high_proba_clouds_percentage: 46.122238\r\n# s2:thin_cirrus_percentage: 15.207046\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240805T155819_N0511_R097_T17SPV_20240805T220539.SAFE\r\n# s2:generation_time: 2024-08-05T22:05:39.000000Z\r\n# s2:datatake_id: GS2B_20240805T155819_038733_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240805T220539_S20240805T160928_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240805T220539_A038733_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.971045325145953\r\n# datetime: 2024-08-05T16:13:28.726000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240805_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/6e848c4fbd7ffd3b2d0ebcc5e7dc869f\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-06T00:48:01.172Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240731_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-31 16:13:28.790000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-01T01:43:45.085Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 6.139014\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 134.074011613079\r\n# view:sun_elevation: 66.5336008839282\r\n# s2:degraded_msi_data_percentage: 0.0076\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.290065\r\n# s2:vegetation_percentage: 85.660404\r\n# s2:not_vegetated_percentage: 5.215016\r\n# s2:water_percentage: 1.061476\r\n# s2:unclassified_percentage: 1.402832\r\n# s2:medium_proba_clouds_percentage: 2.665854\r\n# s2:high_proba_clouds_percentage: 2.517344\r\n# s2:thin_cirrus_percentage: 0.955816\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240731T155901_N0511_R097_T17SPV_20240731T232548.SAFE\r\n# s2:generation_time: 2024-07-31T23:25:48.000000Z\r\n# s2:datatake_id: GS2A_20240731T155901_047570_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240731T232548_S20240731T160830_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240731T232548_A047570_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.969868710676552\r\n# datetime: 2024-07-31T16:13:28.790000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240731_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9fe108dc54d302a143277cdbcdc84dc2\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-01T01:43:45.085Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240726_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-26 16:13:28.728000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-26T22:16:04.416Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 132.076476762934\r\n# view:sun_elevation: 67.4387284733629\r\n# s2:degraded_msi_data_percentage: 0.1426\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 33.155897\r\n# s2:high_proba_clouds_percentage: 66.819233\r\n# s2:thin_cirrus_percentage: 0.024871\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240726T155819_N0511_R097_T17SPV_20240726T202326.SAFE\r\n# s2:generation_time: 2024-07-26T20:23:26.000000Z\r\n# s2:datatake_id: GS2B_20240726T155819_038590_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240726T202326_S20240726T160234_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240726T202326_A038590_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.968911323301634\r\n# datetime: 2024-07-26T16:13:28.728000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240726_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9054bd8d847f9a5ba9932505cdfe3e50\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-26T22:16:04.416Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240721_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-21 16:13:27.745000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-22T00:56:43.023Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 77.323008\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 130.27037090188\r\n# view:sun_elevation: 68.2536811806891\r\n# s2:degraded_msi_data_percentage: 0.0105\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.012784\r\n# s2:cloud_shadow_percentage: 4.486402\r\n# s2:vegetation_percentage: 15.218596\r\n# s2:not_vegetated_percentage: 1.484813\r\n# s2:water_percentage: 0.175991\r\n# s2:unclassified_percentage: 1.298403\r\n# s2:medium_proba_clouds_percentage: 22.264542\r\n# s2:high_proba_clouds_percentage: 43.291837\r\n# s2:thin_cirrus_percentage: 11.766633\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240721T155901_N0510_R097_T17SPV_20240721T231400.SAFE\r\n# s2:generation_time: 2024-07-21T23:14:00.000000Z\r\n# s2:datatake_id: GS2A_20240721T155901_047427_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240721T231400_S20240721T160453_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240721T231400_A047427_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968179627481255\r\n# datetime: 2024-07-21T16:13:27.745000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240721_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/32191ae26b50556b13a773c6452c7941\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-22T00:56:43.023Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240716_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-16 16:13:29.371000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-16T22:18:32.931Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 78.20453\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 128.734434158607\r\n# view:sun_elevation: 68.9891018368731\r\n# s2:degraded_msi_data_percentage: 0.0026\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.033102\r\n# s2:cloud_shadow_percentage: 0.164402\r\n# s2:vegetation_percentage: 18.160766\r\n# s2:not_vegetated_percentage: 1.747406\r\n# s2:water_percentage: 0.451936\r\n# s2:unclassified_percentage: 1.237853\r\n# s2:medium_proba_clouds_percentage: 19.404654\r\n# s2:high_proba_clouds_percentage: 12.049545\r\n# s2:thin_cirrus_percentage: 46.750337\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240716T155819_N0510_R097_T17SPV_20240716T202001.SAFE\r\n# s2:generation_time: 2024-07-16T20:20:01.000000Z\r\n# s2:datatake_id: GS2B_20240716T155819_038447_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240716T202001_S20240716T161237_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240716T202001_A038447_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967677976818957\r\n# datetime: 2024-07-16T16:13:29.371000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240716_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/07c56abbfc01f177bd74634d269b8100\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-16T22:18:32.931Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240711_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-11 16:13:29.033000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-12T01:47:22.047Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 72.374904\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 127.483087684314\r\n# view:sun_elevation: 69.6335585134829\r\n# s2:degraded_msi_data_percentage: 0.0072\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.04\r\n# s2:cloud_shadow_percentage: 0.182614\r\n# s2:vegetation_percentage: 25.206134\r\n# s2:not_vegetated_percentage: 1.669835\r\n# s2:water_percentage: 0.141035\r\n# s2:unclassified_percentage: 0.385476\r\n# s2:medium_proba_clouds_percentage: 30.507737\r\n# s2:high_proba_clouds_percentage: 10.228427\r\n# s2:thin_cirrus_percentage: 31.638741\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240711T160011_N0510_R097_T17SPV_20240711T234558.SAFE\r\n# s2:generation_time: 2024-07-11T23:45:58.000000Z\r\n# s2:datatake_id: GS2A_20240711T160011_047284_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240711T234558_S20240711T160820_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240711T234558_A047284_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967409759353159\r\n# datetime: 2024-07-11T16:13:29.033000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240711_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/0737ce995f5c9509fa285305cacab31a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-12T01:47:22.047Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240706_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-06 16:13:29.422000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-07T09:36:12.736Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 38.748205\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.580975941463\r\n# view:sun_elevation: 70.19159002112289\r\n# s2:degraded_msi_data_percentage: 0.0053\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.055285\r\n# s2:cloud_shadow_percentage: 9.143251\r\n# s2:vegetation_percentage: 44.116038\r\n# s2:not_vegetated_percentage: 5.823249\r\n# s2:water_percentage: 0.664427\r\n# s2:unclassified_percentage: 1.449544\r\n# s2:medium_proba_clouds_percentage: 14.156002\r\n# s2:high_proba_clouds_percentage: 14.943799\r\n# s2:thin_cirrus_percentage: 9.648405\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240706T155819_N0510_R097_T17SPV_20240706T202406.SAFE\r\n# s2:generation_time: 2024-07-06T20:24:06.000000Z\r\n# s2:datatake_id: GS2B_20240706T155819_038304_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240706T202406_S20240706T160600_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240706T202406_A038304_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967376489081156\r\n# datetime: 2024-07-06T16:13:29.422000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240706_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/6259182c18e06c31cc7a2350f92f9057\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-07T09:36:12.736Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240701_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-01 16:13:29.590000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-02T02:21:19.638Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 16.917542\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.053936716402\r\n# view:sun_elevation: 70.6557251617978\r\n# s2:degraded_msi_data_percentage: 0.0086\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.129565\r\n# s2:cloud_shadow_percentage: 0.36972\r\n# s2:vegetation_percentage: 69.68329\r\n# s2:not_vegetated_percentage: 9.322461\r\n# s2:water_percentage: 1.036865\r\n# s2:unclassified_percentage: 2.540556\r\n# s2:medium_proba_clouds_percentage: 7.906951\r\n# s2:high_proba_clouds_percentage: 8.986523\r\n# s2:thin_cirrus_percentage: 0.024068\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240701T160031_N0510_R097_T17SPV_20240701T232649.SAFE\r\n# s2:generation_time: 2024-07-01T23:26:49.000000Z\r\n# s2:datatake_id: GS2A_20240701T160031_047141_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240701T232649_S20240701T161115_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240701T232649_A047141_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967578395203064\r\n# datetime: 2024-07-01T16:13:29.590000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240701_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/2b0784568fcfb38124c53190dac11199\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-02T02:21:19.638Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240626_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-26 16:13:29.788000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-29T13:15:14.245Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 10.012253\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 125.923957043673\r\n# view:sun_elevation: 71.0188921222716\r\n# s2:degraded_msi_data_percentage: 0.0048\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.102893\r\n# s2:cloud_shadow_percentage: 6.122985\r\n# s2:vegetation_percentage: 73.424119\r\n# s2:not_vegetated_percentage: 8.814509\r\n# s2:water_percentage: 0.988826\r\n# s2:unclassified_percentage: 0.534418\r\n# s2:medium_proba_clouds_percentage: 5.260666\r\n# s2:high_proba_clouds_percentage: 4.487195\r\n# s2:thin_cirrus_percentage: 0.264392\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240626T155819_N0510_R097_T17SPV_20240626T212822.SAFE\r\n# s2:generation_time: 2024-06-26T21:28:22.000000Z\r\n# s2:datatake_id: GS2B_20240626T155819_038161_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240626T212822_S20240626T161215_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240626T212822_A038161_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968014458026667\r\n# datetime: 2024-06-26T16:13:29.788000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240626_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ae0489eb6939416a993e55b7aa8625b2\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-29T13:15:14.245Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240621_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-21 16:13:30.992000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-29T04:36:32.882Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 17.349365\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.208142864178\r\n# view:sun_elevation: 71.2758248636805\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.093971\r\n# s2:cloud_shadow_percentage: 9.346008\r\n# s2:vegetation_percentage: 64.006728\r\n# s2:not_vegetated_percentage: 7.618747\r\n# s2:water_percentage: 0.92731\r\n# s2:unclassified_percentage: 0.657874\r\n# s2:medium_proba_clouds_percentage: 9.875548\r\n# s2:high_proba_clouds_percentage: 7.4591\r\n# s2:thin_cirrus_percentage: 0.014718\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240621T155911_N0510_R097_T17SPV_20240621T231455.SAFE\r\n# s2:generation_time: 2024-06-21T23:14:55.000000Z\r\n# s2:datatake_id: GS2A_20240621T155911_046998_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240621T231455_S20240621T161238_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240621T231455_A046998_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968681538412137\r\n# datetime: 2024-06-21T16:13:30.992000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240621_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ed5e5cdc774640ad2704993616e9d2e8\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-29T04:36:32.882Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240616_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-16 16:13:29.024000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-16T22:51:32.182Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 73.366141\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.865884136959\r\n# view:sun_elevation: 71.406462479674\r\n# s2:degraded_msi_data_percentage: 0.1339\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.013427\r\n# s2:cloud_shadow_percentage: 0.143341\r\n# s2:vegetation_percentage: 15.970431\r\n# s2:not_vegetated_percentage: 3.915322\r\n# s2:water_percentage: 0.331518\r\n# s2:unclassified_percentage: 6.259824\r\n# s2:medium_proba_clouds_percentage: 14.412378\r\n# s2:high_proba_clouds_percentage: 57.853109\r\n# s2:thin_cirrus_percentage: 1.100653\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240616T155819_N0510_R097_T17SPV_20240616T202250.SAFE\r\n# s2:generation_time: 2024-06-16T20:22:50.000000Z\r\n# s2:datatake_id: GS2B_20240616T155819_038018_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240616T202250_S20240616T160603_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240616T202250_A038018_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.969575792148144\r\n# datetime: 2024-06-16T16:13:29.024000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240616_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/90beed69f2befca5316b1c5a4fe82e3b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-16T22:51:32.182Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240611_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-11 16:13:32.315000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-14T13:59:11.695Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.938623\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 127.945267074602\r\n# view:sun_elevation: 71.4232664435802\r\n# s2:degraded_msi_data_percentage: 0.0105\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.148682\r\n# s2:cloud_shadow_percentage: 0.722682\r\n# s2:vegetation_percentage: 89.033872\r\n# s2:not_vegetated_percentage: 7.696587\r\n# s2:water_percentage: 1.064084\r\n# s2:unclassified_percentage: 0.39547\r\n# s2:medium_proba_clouds_percentage: 0.56256\r\n# s2:high_proba_clouds_percentage: 0.182654\r\n# s2:thin_cirrus_percentage: 0.19341\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240611T155911_N0510_R097_T17SPV_20240611T232245.SAFE\r\n# s2:generation_time: 2024-06-11T23:22:45.000000Z\r\n# s2:datatake_id: GS2A_20240611T155911_046855_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240611T232245_S20240611T161203_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240611T232245_A046855_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.970691106136318\r\n# datetime: 2024-06-11T16:13:32.315000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240611_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/82e2ec0a5a83e826cefe6026f5033d0a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-14T13:59:11.695Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240606_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-06 16:13:28.893000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-06T22:48:20.074Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 77.982742\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 129.296103755427\r\n# view:sun_elevation: 71.2821734391056\r\n# s2:degraded_msi_data_percentage: 0.0027\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.008733\r\n# s2:cloud_shadow_percentage: 2.853182\r\n# s2:vegetation_percentage: 15.96137\r\n# s2:not_vegetated_percentage: 1.689308\r\n# s2:water_percentage: 0.11633\r\n# s2:unclassified_percentage: 1.388333\r\n# s2:medium_proba_clouds_percentage: 26.524428\r\n# s2:high_proba_clouds_percentage: 36.947376\r\n# s2:thin_cirrus_percentage: 14.51094\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240606T155819_N0510_R097_T17SPV_20240606T202543.SAFE\r\n# s2:generation_time: 2024-06-06T20:25:43.000000Z\r\n# s2:datatake_id: GS2B_20240606T155819_037875_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240606T202543_S20240606T160443_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240606T202543_A037875_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.972020889918827\r\n# datetime: 2024-06-06T16:13:28.893000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240606_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d9f218a487aeb8d45683d92bbcf5846e\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-06T22:48:20.074Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240601_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.67014958475484, 36.07641102292845], [-78.89932213540139, 36.12646435015929], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.67014958475484, 36.1397316133374]\r\nDatetime: 2024-06-01 16:13:29.990000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-02T00:51:08.508Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 61.180001\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 130.946781150617\r\n# view:sun_elevation: 71.0015186669718\r\n# s2:degraded_msi_data_percentage: 0.0088\r\n# s2:nodata_pixel_percentage: 0.420466\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.053686\r\n# s2:cloud_shadow_percentage: 0.000816\r\n# s2:vegetation_percentage: 34.452215\r\n# s2:not_vegetated_percentage: 3.453467\r\n# s2:water_percentage: 0.713965\r\n# s2:unclassified_percentage: 0.145845\r\n# s2:medium_proba_clouds_percentage: 8.304962\r\n# s2:high_proba_clouds_percentage: 0.103281\r\n# s2:thin_cirrus_percentage: 52.771759\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240601T155911_N0510_R097_T17SPV_20240601T231654.SAFE\r\n# s2:generation_time: 2024-06-01T23:16:54.000000Z\r\n# s2:datatake_id: GS2A_20240601T155911_046712_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240601T231654_S20240601T161316_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240601T231654_A046712_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.973555957393978\r\n# datetime: 2024-06-01T16:13:29.990000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240601_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/8c742dccb0f8081f0ba5a51630199164\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-02T00:51:08.508Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240527_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-27 16:13:26.067000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-28T19:09:19.013Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 132.731921876307\r\n# view:sun_elevation: 70.5473572027452\r\n# s2:degraded_msi_data_percentage: 0.0025\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 56.10559\r\n# s2:high_proba_clouds_percentage: 43.417314\r\n# s2:thin_cirrus_percentage: 0.477099\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240527T155819_N0510_R097_T17SPV_20240527T211926.SAFE\r\n# s2:generation_time: 2024-05-27T21:19:26.000000Z\r\n# s2:datatake_id: GS2B_20240527T155819_037732_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240527T211926_S20240527T161150_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240527T211926_A037732_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.975287105815228\r\n# datetime: 2024-05-27T16:13:26.067000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240527_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d1cf1f1ae57d1a860d5d5b6e69f0c5fd\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-28T19:09:19.013Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240522_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-22 16:13:25.575000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-28T16:20:14.246Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 4.839775\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 134.645221678048\r\n# view:sun_elevation: 69.9363455605075\r\n# s2:degraded_msi_data_percentage: 0.0077\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.181847\r\n# s2:cloud_shadow_percentage: 1.121513\r\n# s2:vegetation_percentage: 84.700739\r\n# s2:not_vegetated_percentage: 7.666176\r\n# s2:water_percentage: 1.091128\r\n# s2:unclassified_percentage: 0.398824\r\n# s2:medium_proba_clouds_percentage: 0.857655\r\n# s2:high_proba_clouds_percentage: 0.408592\r\n# s2:thin_cirrus_percentage: 3.573528\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240522T155901_N0510_R097_T17SPV_20240522T231852.SAFE\r\n# s2:generation_time: 2024-05-22T23:18:52.000000Z\r\n# s2:datatake_id: GS2A_20240522T155901_046569_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240522T231852_S20240522T161308_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240522T231852_A046569_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.977202250922301\r\n# datetime: 2024-05-22T16:13:25.575000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240522_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/7901d23e9b4391b2832cd9bff01bf974\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-28T16:20:14.246Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240517_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-17 16:13:24.329000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-17T22:32:30.781Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 136.576661946823\r\n# view:sun_elevation: 69.15705955550101\r\n# s2:degraded_msi_data_percentage: 0.002\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 48.435068\r\n# s2:high_proba_clouds_percentage: 51.179594\r\n# s2:thin_cirrus_percentage: 0.38534\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240517T155819_N0510_R097_T17SPV_20240517T202125.SAFE\r\n# s2:generation_time: 2024-05-17T20:21:25.000000Z\r\n# s2:datatake_id: GS2B_20240517T155819_037589_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240517T202125_S20240517T160403_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240517T202125_A037589_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.979289557698501\r\n# datetime: 2024-05-17T16:13:24.329000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240517_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4da61ed5e43dbcd35a04e08c23263999\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-17T22:32:30.781Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240512_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-12 16:13:29.367000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-13T01:49:24.604Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 30.864275\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 138.526178970296\r\n# view:sun_elevation: 68.227931936218\r\n# s2:degraded_msi_data_percentage: 0.0128\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.092133\r\n# s2:cloud_shadow_percentage: 11.112269\r\n# s2:vegetation_percentage: 51.770526\r\n# s2:not_vegetated_percentage: 5.036924\r\n# s2:water_percentage: 0.764085\r\n# s2:unclassified_percentage: 0.35979\r\n# s2:medium_proba_clouds_percentage: 10.227607\r\n# s2:high_proba_clouds_percentage: 12.326884\r\n# s2:thin_cirrus_percentage: 8.309783\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240512T155901_N0510_R097_T17SPV_20240512T235052.SAFE\r\n# s2:generation_time: 2024-05-12T23:50:52.000000Z\r\n# s2:datatake_id: GS2A_20240512T155901_046426_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240512T235052_S20240512T160758_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240512T235052_A046426_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.981534332906898\r\n# datetime: 2024-05-12T16:13:29.367000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240512_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/501525a637edcea72022281f96c1aaec\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-13T01:49:24.604Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240507_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-07 16:13:27.007000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-08T10:59:32.738Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 40.339398\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 140.320609605445\r\n# view:sun_elevation: 67.123155396654\r\n# s2:degraded_msi_data_percentage: 0.0029\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.069442\r\n# s2:cloud_shadow_percentage: 4.545121\r\n# s2:vegetation_percentage: 45.809352\r\n# s2:not_vegetated_percentage: 5.489328\r\n# s2:water_percentage: 0.723339\r\n# s2:unclassified_percentage: 3.024018\r\n# s2:medium_proba_clouds_percentage: 13.259926\r\n# s2:high_proba_clouds_percentage: 24.973664\r\n# s2:thin_cirrus_percentage: 2.105809\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240507T155819_N0510_R097_T17SPV_20240507T202416.SAFE\r\n# s2:generation_time: 2024-05-07T20:24:16.000000Z\r\n# s2:datatake_id: GS2B_20240507T155819_037446_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240507T202416_S20240507T160601_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240507T202416_A037446_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.983922355524309\r\n# datetime: 2024-05-07T16:13:27.007000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240507_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/3095dd5fc0c1adab27a9206150e8fa7e\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-08T10:59:32.738Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240502_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-02 16:13:29.052000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-03T02:07:12.458Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 1.724347\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 142.024405942536\r\n# view:sun_elevation: 65.8776811943126\r\n# s2:degraded_msi_data_percentage: 0.0086\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.180713\r\n# s2:cloud_shadow_percentage: 1.65954\r\n# s2:vegetation_percentage: 85.410345\r\n# s2:not_vegetated_percentage: 9.435526\r\n# s2:water_percentage: 1.201897\r\n# s2:unclassified_percentage: 0.387633\r\n# s2:medium_proba_clouds_percentage: 1.068898\r\n# s2:high_proba_clouds_percentage: 0.654713\r\n# s2:thin_cirrus_percentage: 0.000737\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240502T155901_N0510_R097_T17SPV_20240502T231600.SAFE\r\n# s2:generation_time: 2024-05-02T23:16:00.000000Z\r\n# s2:datatake_id: GS2A_20240502T155901_046283_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240502T231600_S20240502T161232_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240502T231600_A046283_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.986436466402915\r\n# datetime: 2024-05-02T16:13:29.052000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240502_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9833836355fede44aaf0a3680ddeaa2b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-03T02:07:12.458Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240427_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-27 16:13:25.302000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-27T23:18:26.463Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 41.492322\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 143.528792725087\r\n# view:sun_elevation: 64.4810365146954\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.087266\r\n# s2:cloud_shadow_percentage: 0.200142\r\n# s2:vegetation_percentage: 43.908963\r\n# s2:not_vegetated_percentage: 7.898109\r\n# s2:water_percentage: 0.717951\r\n# s2:unclassified_percentage: 5.69525\r\n# s2:medium_proba_clouds_percentage: 13.414925\r\n# s2:high_proba_clouds_percentage: 22.153059\r\n# s2:thin_cirrus_percentage: 5.924337\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240427T155819_N0510_R097_T17SPV_20240427T202325.SAFE\r\n# s2:generation_time: 2024-04-27T20:23:25.000000Z\r\n# s2:datatake_id: GS2B_20240427T155819_037303_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240427T202325_S20240427T160556_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240427T202325_A037303_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.989060346411274\r\n# datetime: 2024-04-27T16:13:25.302000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240427_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/12a1ab645fb39239090f5f2212c7996a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-27T23:18:26.463Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240422_1_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-22 16:13:29.231000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-23T16:20:44.531Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.595498\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 144.941641921427\r\n# view:sun_elevation: 62.9745747205139\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.171015\r\n# s2:cloud_shadow_percentage: 2.525065\r\n# s2:vegetation_percentage: 57.915175\r\n# s2:not_vegetated_percentage: 6.323496\r\n# s2:water_percentage: 0.923321\r\n# s2:unclassified_percentage: 0.546269\r\n# s2:medium_proba_clouds_percentage: 9.353081\r\n# s2:high_proba_clouds_percentage: 16.427176\r\n# s2:thin_cirrus_percentage: 5.815243\r\n# s2:snow_ice_percentage: 0.000163\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240422T155821_N0510_R097_T17SPV_20240423T140451.SAFE\r\n# s2:generation_time: 2024-04-23T14:04:51.000000Z\r\n# s2:datatake_id: GS2A_20240422T155821_046140_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240423T140451_S20240422T161127_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240423T140451_A046140_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.991774965335244\r\n# datetime: 2024-04-22T16:13:29.231000Z\r\n# s2:sequence: 1\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240422_1_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/71a1ecfdb0ff99a1aa9839048bfc78dc\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-23T16:20:44.531Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240422_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-22 16:13:29.231000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-23T02:23:43.837Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.594869\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 144.941641921427\r\n# view:sun_elevation: 62.9745747205139\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.171031\r\n# s2:cloud_shadow_percentage: 2.524043\r\n# s2:vegetation_percentage: 57.916528\r\n# s2:not_vegetated_percentage: 6.324564\r\n# s2:water_percentage: 0.923441\r\n# s2:unclassified_percentage: 0.545357\r\n# s2:medium_proba_clouds_percentage: 9.353479\r\n# s2:high_proba_clouds_percentage: 16.427162\r\n# s2:thin_cirrus_percentage: 5.814227\r\n# s2:snow_ice_percentage: 0.000163\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240422T155821_N0510_R097_T17SPV_20240422T232000.SAFE\r\n# s2:generation_time: 2024-04-22T23:20:00.000000Z\r\n# s2:datatake_id: GS2A_20240422T155821_046140_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240422T232000_S20240422T161127_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240422T232000_A046140_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.991774965335244\r\n# datetime: 2024-04-22T16:13:29.231000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240422_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/a3721b4f648e818920dfaa833bbf6064\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-23T02:23:43.837Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240417_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-17 16:13:27.286000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-18T00:51:42.539Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 146.162190051164\r\n# view:sun_elevation: 61.3455453771872\r\n# s2:degraded_msi_data_percentage: 0.0031\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 69.701403\r\n# s2:high_proba_clouds_percentage: 30.298603\r\n# s2:thin_cirrus_percentage: 0\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240417T155819_N0510_R097_T17SPV_20240417T221800.SAFE\r\n# s2:generation_time: 2024-04-17T22:18:00.000000Z\r\n# s2:datatake_id: GS2B_20240417T155819_037160_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240417T221800_S20240417T160258_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240417T221800_A037160_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.994561472482675\r\n# datetime: 2024-04-17T16:13:27.286000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240417_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/b9a7bc6c7c275dd79172b8effca89461\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-18T00:51:42.539Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240412_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-12 16:13:27.651000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-13T01:42:56.472Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.715456\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 147.269940196506\r\n# view:sun_elevation: 59.625132343664\r\n# s2:degraded_msi_data_percentage: 0.0104\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.153453\r\n# s2:cloud_shadow_percentage: 12.679228\r\n# s2:vegetation_percentage: 49.264008\r\n# s2:not_vegetated_percentage: 4.988225\r\n# s2:water_percentage: 0.656567\r\n# s2:unclassified_percentage: 0.542805\r\n# s2:medium_proba_clouds_percentage: 11.25274\r\n# s2:high_proba_clouds_percentage: 17.18483\r\n# s2:thin_cirrus_percentage: 3.277886\r\n# s2:snow_ice_percentage: 0.000259\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240412T155901_N0510_R097_T17SPV_20240412T235553.SAFE\r\n# s2:generation_time: 2024-04-12T23:55:53.000000Z\r\n# s2:datatake_id: GS2A_20240412T155901_045997_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240412T235553_S20240412T160211_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240412T235553_A045997_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.997399653732186\r\n# datetime: 2024-04-12T16:13:27.651000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240412_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ba25771a14d9292a3ef8f260e24c8ce5\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-13T01:42:56.472Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240407_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-07 16:13:25.177000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-07T22:51:18.053Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.007223\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 148.241587595963\r\n# view:sun_elevation: 57.8193021287102\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.393997\r\n# s2:cloud_shadow_percentage: 1e-05\r\n# s2:vegetation_percentage: 84.631485\r\n# s2:not_vegetated_percentage: 13.122594\r\n# s2:water_percentage: 1.402112\r\n# s2:unclassified_percentage: 0.442009\r\n# s2:medium_proba_clouds_percentage: 0.000368\r\n# s2:high_proba_clouds_percentage: 7.6e-05\r\n# s2:thin_cirrus_percentage: 0.006778\r\n# s2:snow_ice_percentage: 0.000571\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240407T155819_N0510_R097_T17SPV_20240407T202406.SAFE\r\n# s2:generation_time: 2024-04-07T20:24:06.000000Z\r\n# s2:datatake_id: GS2B_20240407T155819_037017_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240407T202406_S20240407T160426_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240407T202406_A037017_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 1.00026982268816\r\n# datetime: 2024-04-07T16:13:25.177000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240407_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d9ae6b9fc4520f5ae2a33ffbab89ac25\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-07T22:51:18.053Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240402_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-02 16:13:24.212000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-03T02:43:18.525Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 52.194571\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 149.123391641051\r\n# view:sun_elevation: 55.9520519703372\r\n# s2:degraded_msi_data_percentage: 0.0067\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.222265\r\n# s2:cloud_shadow_percentage: 0.681242\r\n# s2:vegetation_percentage: 32.632047\r\n# s2:not_vegetated_percentage: 13.082658\r\n# s2:water_percentage: 0.269024\r\n# s2:unclassified_percentage: 0.918192\r\n# s2:medium_proba_clouds_percentage: 14.986324\r\n# s2:high_proba_clouds_percentage: 16.081516\r\n# s2:thin_cirrus_percentage: 21.126732\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240402T155821_N0510_R097_T17SPV_20240402T235145.SAFE\r\n# s2:generation_time: 2024-04-02T23:51:45.000000Z\r\n# s2:datatake_id: GS2A_20240402T155821_045854_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240402T235145_S20240402T160459_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240402T235145_A045854_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 1.00315010154664\r\n# datetime: 2024-04-02T16:13:24.212000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240402_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/3dac5288c179d121cc299fcd6cffcc5b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-03T02:43:18.525Z\r\n# proj:code: EPSG:32617\r\n```\n:::\n:::\n\n\n:::\n\n```{ojs}\n//| label: ojs-items-table\n//| echo: false\nInputs.table(items_table, {width: \"100%\"})\n```\n\n::: {#count-items .cell execution_count=14}\n\n::: {.cell-output .cell-output-stdout}\n```\nThere are 38 Sentinel 2 items found in our computational region.\n```\n:::\n:::\n\n\nLet's look closer at the properties of item id `S2A_17SPV_20240919_0_L2A`.\n\n::: {#cell-item-properties .cell execution_count=15}\n``` {.python .cell-code}\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\ndf_properties = df_item[\"properties\"].apply(pd.Series)\ndf_item_flat = pd.concat([df_item.drop(\"properties\", axis=1), df_properties], axis=1)\nojs_define(item_props=df_item_flat.iloc[0].dropna().to_dict())\n```\n\n::: {#item-properties .cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n```{ojs}\n//| label: ojs-item-props\n//| echo: false\nkvTable(item_props)\n```\n\nLet's look at the items properties\n\n::: {#cell-item-properties-properties .cell execution_count=16}\n``` {.python .cell-code}\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\ndf_properties = df_item[\"properties\"].apply(pd.Series)\nojs_define(item_properties_kv=df_properties.iloc[0].dropna().to_dict())\n```\n\n::: {#item-properties-properties .cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n```{ojs}\n//| label: ojs-item-props-kv\n//| echo: false\nkvTable(item_properties_kv)\n```\n\nNow we let's look at the items assets.\n\n::: {#cell-item-properties-assets .cell execution_count=17}\n``` {.python .cell-code}\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\nassets_dict = df_item[\"assets\"].iloc[0]\nojs_define(item_assets=assets_dict)\n```\n\n::: {#item-properties-assets .cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n```{ojs}\n// | label: item-properties-assets-html\n// | echo: false\nfunction rolesBadge(roles) {\n if (!roles) return \"\";\n return htl.html`
          \n ${roles.map(r => htl.html`${r}`)}\n
          `;\n}\n\nfunction assetPropCard([name, asset]) {\n return htl.html`
          \n
          \n ${name}\n
          \n ${asset.title ? htl.html`
          ${asset.title}
          ` : \"\"}\n ${asset.type ? htl.html`
          ${asset.type}
          ` : \"\"}\n ${rolesBadge(asset.roles)}\n ${asset.type?.includes(\"tiff\") || /\\.tiff?$/i.test(asset.href ?? \"\")\n ? cogMap(asset.href) : \"\"}\n ${asset.href ? htl.html`🔗 View Asset` : \"\"}\n
          `;\n}\n\nhtl.html`
          \n ${Object.entries(item_assets).map(assetPropCard)}\n
          `\n```\n\n#### Assets\n\nEach STAC Item may contain multiple asset types (e.g. red, nir, thumbnail). The snippet below\nenumerates assets across items, shows per-item asset rows, and prints simple summaries.\n\n::: {#asset-query .cell execution_count=18}\n``` {.python .cell-code}\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n```\n:::\n\n\n::: {#tbl-items-assets .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=19}\n``` {.python .cell-code}\nassets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"ap\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n query=json.dumps(stac_query),\n format=\"json\",\n)\n\nojs_define(assets_data=assets_json)\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n```{ojs}\n// | label: item-assets-html\n// | echo: false\n\nfunction assetCard([name, asset]) {\n return htl.html`
          \n
          \n ${asset.title ? htl.html`
          ${asset.title}
          ` : \"\"}\n
          \n ${rolesBadge(asset.roles)}\n ${asset.type ? htl.html`
          ${asset.type}
          ` : \"\"}\n\n ${asset.roles?.includes(\"thumbnail\") || asset.type?.startsWith(\"image/\")\n ? htl.html`\n Image blocked (CORS)`\n : \"\"}\n ${asset.type?.includes(\"tiff\") || /\\.tiff?$/i.test(asset.href ?? \"\")\n ? cogMap(asset.href) : \"\"}\n ${asset.href ? htl.html`🔗 View Asset` : \"\"}\n
          `;\n}\n\nhtl.html`
          \n ${Object.entries(assets_data).map(assetCard)}\n
          `\n```\n\n::: {#count-assets .cell execution_count=20}\n\n::: {.cell-output .cell-output-stdout}\n```\nThere are 14 Sentinel 2 assets found in our computational region.\n```\n:::\n:::\n\n\n#### EO Parameters\n\nSTAC item properties expose a number of Earth Observation (EO) parameters that are useful for filtering and selecting scenes. Common properties you will see in Sentinel-2 and other EO STAC records include:\n\n- `datetime` — acquisition time (ISO 8601)\n- `eo:cloud_cover` — percent cloud cover (0–100)\n- `eo:gsd` — ground sample distance / native resolution (meters)\n- `view:sun_azimuth`, `view:sun_elevation` — sun geometry\n- `proj:epsg` — EPSG code (when the projection extension is present)\n- collection / platform / instrument fields — identify sensor and mission\n\nHow to use them:\n- Use the `datetime` argument on t.stac.item to constrain time ranges (e.g. `2024-04-01/2024-09-30`).\n- Use the `query` argument to pass a JSON object of property filters. Comparison operators follow the STAC filtering convention (e.g. `lt`, `lte`, `gt`, `gte`).\n\nExample query:\n\n```python\nstac_query = {\n \"eo:cloud_cover\": {\n \"lt\": 10\n }, \n \"eo:gsd\": {\n \"lte\": 10\n },\n \"view:sun_elevation\": {\n \"gte\": 30\n }\n}\n```\n\nPass this to t.stac.item (serialize with json.dumps) to fetch only low-cloud, high-sun-elevation, high-resolution items. Combine `asset_keys` to limit returned assets (e.g. `asset_keys=\"red,nir\"`), and use flags (`-a`, `-m`, `-i`) to control output detail (assets, metadata, item list).\n\nTip: Always inspect a few returned items (`format=\"json\"` or flags=\"m\" / flags=\"a\"`) to see the exact property names used by the catalog you query — naming can vary between providers and extension support.\n\n### Create Metadata Vector\n\n::: {#cell-assets-metadata-vector .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=21}\n``` {.python .cell-code}\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\nassets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n query=json.dumps(stac_query),\n items_vector=\"sentinel_2_items\",\n format=\"json\",\n)\n\n\ndf_items_assets = pd.json_normalize(assets_json, max_level=0)\nojs_define(items_assets_table=df_items_assets.drop(\n columns=[\"geometry\", \"links\", \"assets\", \"properties\", \"stac_extensions\", \"type\"],\n errors=\"ignore\"\n).head(10).to_dict(orient=\"records\"))\n```\n\n::: {#assets-metadata-vector .cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n```{ojs}\n//| label: ojs-items-assets-table\n//| echo: false\nInputs.table(items_assets_table, {width: \"100%\"})\n```\n\n#### View the items with iPyleaflet\n\nView STAC items with ipyleaflet (install with `pip install ipyleaflet` if needed) from ipyleaflet use `gj.Interactive` and add the sentinel_2_items bounding boxes.\n\n::: {#cell-view-items-map .cell execution_count=22}\n``` {.python .cell-code}\nimport random\n\nm = gj.InteractiveMap(use_region=True)\nm.add_vector(\n \"sentinel_2_items\",\n style={\"opacity\": 1, \"dashArray\": \"9\", \"fillOpacity\": 0.1, \"weight\": 1},\n hover_style={\"color\": \"white\", \"dashArray\": \"0\", \"fillOpacity\": 0.5},\n style_callback=lambda f: {\n \"color\": \"black\",\n \"fillColor\": random.choice([\"red\", \"yellow\", \"green\", \"orange\"]),\n }\n)\ndisplay(m.show())\n```\n\n::: {#view-items-map .cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n### Download and Import Rasters\n\nWith the STAC items identified and the STRDS structure defined, you can now download the raster assets directly into the GRASS project. The `t.stac.item` command with the `-d` (download) flag retrieves each Cloud-Optimized GeoTIFF (COG), reprojects and resamples it to match the current computational region, and writes the resulting map names and timestamps to a text file for STRDS registration.\n\nControl download behavior with:\n\n- `nprocs` — number of parallel download workers\n- `resolution` / `resolution_value` — output resolution strategy (`value` uses the number you specify in meters)\n- `method` — resampling method (`nearest` is fastest; use `bilinear` or `cubic` for continuous data)\n- `extent` — `region` clips each asset to the current computational region on import\n\n### Register STRDS\n\n::: {.panel-tabset}\n\n## Python\n\n::: {#tbl-collection-items-assets .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=23}\n``` {.python .cell-code}\nimport grass.script as gs\nimport grass.jupyter as gj\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\nitems_assets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n format=\"json\",\n query=json.dumps(stac_query)\n)\n```\n:::\n\n\n## Terminal\n\n::: {#tbl-collection-items-assets-terminal .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=24}\n``` {.python .cell-code}\n!t.stac.item url=\"https://earth-search.aws.element84.com/v1/\" collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" asset_keys=\"red,nir\" format=\"json\" query='{\"eo:cloud_cover\": {\"lt\": 10}}'\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\nSearch Matched: 7 items\r\n{\"count\": 14, \"bytes\": 3303941772}\r\n```\n:::\n:::\n\n\n:::\n\n::: {#download-estimate .cell execution_count=25}\n``` {.python .cell-code}\nprint(f\"\"\"\nDownload Estimate\n \nFiles: {items_assets_json[\"count\"]}\nTotal Download Size: {items_assets_json[\"bytes\"] / 1e9:.2f} GB\n\"\"\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n\nDownload Estimate\n\nFiles: 14\nTotal Download Size: 3.30 GB\n\n```\n:::\n:::\n\n\n::: {#tbl-collection-items-assets-strds .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=26}\n``` {.python .cell-code}\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\ngs.run_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,green,blue,nir\",\n query=json.dumps(stac_query),\n strds_output=\"outputs/s2_rgbn.txt\",\n format=\"json\"\n)\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n{\"count\": 28, \"bytes\": 6326320535}\n```\n:::\n:::\n\n\n::: {#f448c2e7 .cell execution_count=27}\n\n::: {.cell-output .cell-output-stdout}\n```\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue|2024-09-09 16:13:25|blue\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green|2024-09-09 16:13:25|green\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir|2024-09-09 16:13:25|nir\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red|2024-09-09 16:13:25|red\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.blue|2024-08-25 16:13:26|blue\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.green|2024-08-25 16:13:26|green\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir|2024-08-25 16:13:26|nir\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red|2024-08-25 16:13:26|red\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.blue|2024-07-31 16:13:28|blue\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.green|2024-07-31 16:13:28|green\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir|2024-07-31 16:13:28|nir\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red|2024-07-31 16:13:28|red\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.blue|2024-06-11 16:13:32|blue\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.green|2024-06-11 16:13:32|green\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir|2024-06-11 16:13:32|nir\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red|2024-06-11 16:13:32|red\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.blue|2024-05-22 16:13:25|blue\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.green|2024-05-22 16:13:25|green\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir|2024-05-22 16:13:25|nir\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red|2024-05-22 16:13:25|red\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.blue|2024-05-02 16:13:29|blue\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.green|2024-05-02 16:13:29|green\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.nir|2024-05-02 16:13:29|nir\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.red|2024-05-02 16:13:29|red\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.blue|2024-04-07 16:13:25|blue\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.green|2024-04-07 16:13:25|green\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.nir|2024-04-07 16:13:25|nir\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.red|2024-04-07 16:13:25|red\n\n```\n:::\n:::\n\n\n::: {#assets-metadata-strds-dates .cell execution_count=28}\n``` {.python .cell-code}\nstartdate = df_items_assets[\"datetime\"].min()\nenddate = df_items_assets[\"datetime\"].max()\nprint(f\"Start Date: {startdate}\\nEnd Date: {enddate}\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nStart Date: 2024-04-07T16:13:25.177000Z\nEnd Date: 2024-09-09T16:13:25.358000Z\n```\n:::\n:::\n\n\nCreate a Space Time Raster Dataset (STRDS) to manage the Sentinel-2 data you want to analyze with GRASS. An STRDS is a container that links individual raster maps to their acquisition timestamps, enabling temporal queries, gap analysis, and time series computations with GRASS temporal tools (`t.rast.*`).\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#create-strds .cell execution_count=29}\n``` {.python .cell-code}\n# Create the space time dataset\ngs.run_command(\n \"t.create\",\n output=\"sentinel_2\",\n type=\"strds\",\n temporaltype=\"absolute\",\n title=\"Sentinel 2 Red/NIR Bands\",\n description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\",\n overwrite=True,\n)\n```\n:::\n\n\n## Terminal\n\n```bash\nt.create \\\n output=sentinel_2 \\\n type=strds \\\n temporaltype=absolute \\\n title=\"Sentinel 2 Red/NIR Bands\" \\\n description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\" \\\n --overwrite\n```\n\n:::\n\n\nDownload the data\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#download-assets .cell execution_count=30}\n``` {.python .cell-code}\ngs.run_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,green,blue,nir\",\n query=json.dumps(stac_query),\n strds_output=\"outputs/s2_rgbn.txt\",\n format=\"json\",\n method=\"nearest\",\n resolution=\"value\",\n resolution_value=\"10\",\n extent=\"region\",\n nprocs=16,\n flags=\"d\",\n)\n```\n:::\n\n\n## Terminal\n\n```bash\nt.stac.item \\\n url=\"https://earth-search.aws.element84.com/v1/\" \\\n collection_id=\"sentinel-2-l2a\" \\\n datetime=\"2024-04-01/2024-09-30\" \\\n asset_keys=\"red,green,blue,nir\" \\\n query='{\"eo:cloud_cover\": {\"lt\": 10}}' \\\n strds_output=\"outputs/s2_rgbn.txt\" \\\n format=\"json\" \\\n method=\"nearest\" \\\n resolution=\"value\" \\\n resolution_value=\"10\" \\\n extent=\"region\" \\\n nprocs=1 \\\n -d\n```\n\n:::\n\n\n\nRegister the data\n\nOnce all assets are downloaded, register them into the STRDS using the text file produced by `t.stac.item`. Each line in the file contains a raster map name and its acquisition timestamp, which `t.register` uses to populate the temporal database.\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#register-strds .cell execution_count=31}\n``` {.python .cell-code}\n# Register the output maps into a space time dataset\ngs.run_command(\n \"t.register\", input=\"sentinel_2\", file=\"outputs/s2_rgbn.txt\", type=\"raster\"\n)\n```\n:::\n\n\n## Terminal\n\n```bash\nt.register input=sentinel_2 file=outputs/s2_rgbn.txt type=raster\n```\n\n:::\n\n::: {#list-strds .cell execution_count=32}\n``` {.python .cell-code}\ngs.run_command(\"t.info\", type=\"strds\", input=\"sentinel_2\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n +-------------------- Space Time Raster Dataset -----------------------------+\n | |\n +-------------------- Basic information -------------------------------------+\n | Id: ........................ sentinel_2@PERMANENT\n | Name: ...................... sentinel_2\n | Mapset: .................... PERMANENT\n | Creator: ................... coreywhite\n | Temporal type: ............. absolute\n | Creation time: ............. 2026-03-02 00:41:50\n | Modification time:.......... 2026-03-02 00:41:54\n | Semantic type:.............. mean\n +-------------------- Absolute time -----------------------------------------+\n | Start time:................. 2024-04-07 16:13:25\n | End time:................... 2024-09-09 16:13:25\n | Granularity:................ 1 second\n | Temporal type of maps:...... point\n +-------------------- Spatial extent ----------------------------------------+\n | North:...................... 236690.0\n | South:...................... 210390.0\n | East:.. .................... 616050.0\n | West:....................... 598920.0\n | Top:........................ 0.0\n | Bottom:..................... 0.0\n +-------------------- Metadata information ----------------------------------+\n | Raster register table:...... raster_map_register_c98aaccc908e4d9caf21437faf813338\n | North-South resolution min:. 10.0\n | North-South resolution max:. 10.0\n | East-west resolution min:... 10.0\n | East-west resolution max:... 10.0\n | Minimum value min:.......... 1.0\n | Minimum value max:.......... 147.0\n | Maximum value min:.......... 8128.0\n | Maximum value max:.......... 18216.0\n | Aggregation type:........... None\n | Number of semantic labels:.. 4\n | Semantic labels:............ blue,green,nir,red\n | Number of registered maps:.. 28\n |\n | Title:\n | Sentinel 2 Red/NIR Bands\n | Description:\n | Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\n | Command history:\n | # 2026-03-02 00:41:50 \n | t.create --o output=\"sentinel_2\" type=\"strds\"\n | temporaltype=\"absolute\" title=\"Sentinel 2 Red/NIR Bands\"\n | description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\"\n | # 2026-03-02 00:41:54 \n | t.register input=\"sentinel_2\"\n | file=\"outputs/s2_rgbn.txt\" type=\"raster\"\n | \n +----------------------------------------------------------------------------+\n```\n:::\n:::\n\n\nNow let's view a RGB composite of one of our tiles\n\n```python\n# Install the i.histo.match extension for histogram matching\ngs.run_command(\"g.extension\", extension=\"i.histo.match\")\n```\n\n::: {#cell-display-composite .cell execution_count=33}\n``` {.python .cell-code}\ns2_rgb_maps = [\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green\",\n]\n\ns2_json = gs.parse_command(\n \"r.univar\",\n map=s2_rgb_maps,\n format=\"json\",\n)\nprint(f\"Max value: {s2_json['max']}\")\n\ngs.run_command(\n \"i.histo.match\",\n input=s2_rgb_maps,\n suffix=\"255\",\n max=s2_json[\"max\"],\n output=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A\",\n)\ngs.run_command(\n \"r.colors\",\n map=[\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n ],\n color=\"grey\",\n)\n\ngs.run_command(\n \"i.colors.enhance\",\n r=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n b=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n g=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n)\n\nm = gj.Map(use_region=True, filename=\"images/sentinel2_rgb.png\")\nm.d_rgb(\n red=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n blue=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n green=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n)\nm.d_barscale()\nm.show()\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nMax value: 8400\n```\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-composite-output-2.png){#display-composite}\n:::\n:::\n\n\n#### Temporal Map Calculations\n\nRun a temporal map calculation on your entire STRDS to generate an NDVI layer.\n\n::: {#temporal-mapcalc .cell execution_count=34}\n``` {.python .cell-code}\ngs.run_command(\n \"t.rast.mapcalc\",\n inputs=[\"sentinel_2.nir\", \"sentinel_2.red\"],\n output=\"ndvi\",\n basename=\"ndvi\",\n method=\"follows\",\n expression=(\n \"float(if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') - if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red')) / (if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') + if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red'))\"\n ),\n overwrite=True,\n flags=\"n\",\n)\n```\n:::\n\n\nCheck to see it worked.\n\n::: {#list-strds-ndvi .cell execution_count=35}\n``` {.python .cell-code}\ngs.run_command(\"t.list\", type=\"strds\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nndvi@PERMANENT\nsentinel_2@PERMANENT\n```\n:::\n:::\n\n\nand plot the NDVI\n\n::: {#cell-plot-ndvi .cell execution_count=36}\n``` {.python .cell-code}\nstrds_df = pd.DataFrame(\n gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n format=\"csv\",\n )\n)\n\n# Convert start_time to datetime for better formatting\nstrds_df[\"start_time\"] = pd.to_datetime(strds_df[\"start_time\"])\n\nsns.lineplot(\n x=\"start_time\", y=\"max\", data=strds_df\n)\n\n# Format x-axis labels for better readability\nimport matplotlib.dates as mdates\nimport matplotlib.pyplot as plt\n\nplt.gca().xaxis.set_major_formatter(mdates.DateFormatter('%Y-%m-%d'))\nplt.gcf().autofmt_xdate() # Auto-rotate date labels\nplt.show()\n```\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/plot-ndvi-output-1.png){#plot-ndvi width=631 height=423}\n:::\n:::\n\n\n::: {#display-ndvi-maps-individual .cell layout-ncol='3' execution_count=37}\n``` {.python .cell-code}\nndvi_list = gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n format=\"csv\",\n)\ngs.run_command(\"t.rast.colors\", input=\"ndvi\", color=\"ndvi\")\n\nfor ndvi in ndvi_list:\n map_name = ndvi.get(\"name\")\n m = gj.Map(use_region=True, width=500)\n m.d_rast(map=map_name)\n m.d_barscale()\n m.d_legend(raster=map_name, flags=\"b\")\n m.show()\n```\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-1.png){#display-ndvi-maps-individual-1}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-2.png){#display-ndvi-maps-individual-2}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-3.png){#display-ndvi-maps-individual-3}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-4.png){#display-ndvi-maps-individual-4}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-5.png){#display-ndvi-maps-individual-5}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-6.png){#display-ndvi-maps-individual-6}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-7.png){#display-ndvi-maps-individual-7}\n:::\n:::\n\n\nUse the series map to view the entire time series of NDVI maps in one interactive map or save as a GIF.\n\n::: {#cell-display-time-series .cell execution_count=38}\n``` {.python .cell-code}\nndvi_rasters = [\n i.get(\"name\")\n for i in gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\"],\n format=\"csv\",\n )\n]\n\n# Create Time Series Map\nm = gj.SeriesMap(use_region=True, width=500)\nm.add_rasters(rasters=ndvi_rasters)\nm.d_barscale()\nm.render()\nm.save(\"outputs/ndvi_time_series.gif\")\n```\n\n::: {#display-time-series .cell-output .cell-output-display execution_count=34}\n```\n'outputs/ndvi_time_series.gif'\n```\n:::\n:::\n\n\n![NDVI Time Series](outputs/ndvi_time_series.gif)\n\n## References\n\n- [pystac Documentation](https://pystac.readthedocs.io/)\n- [pystac_client Documentation](https://pystac-client.readthedocs.io/)\n\n", + "markdown": "---\ntitle: \"STAC Tutorial\"\ndescription: \"Learn how to use the GRASS addon t.stac to search and import STAC API data into a GRASS project.\"\nimage: images/stac-to-the-future.png\nauthor: Corey T. White\ndate: '2025-03-01'\ncategories: [stac, grass-addon, tutorial]\ndate-modified: today\n\npage-layout: full\ntitle-block-banner: true\ndraft: false\n\nformat:\n html:\n toc: true\n toc-depth: 4\n tabsets: true\n code-copy: true\n code-fold: false\n code-tools: true\n mermaid: \n theme: forest\n other-links:\n - text: grass\n href: https://grass.osgeo.org\n - text: STAC\n href: https://stacspec.org/en\n lightbox: true\n canonical-url: true\n notebook-links: true\t\n\nengine: jupyter\njupyter: python3\n\n\nexecute:\n enabled: true\n keep-ipynb: true\n eval: true\n freeze: true\n cache: true\n\n---\n\n## Introduction\n\nIn this tutorial we will learn how to intergrate SpatioTemporal Asset Catalog (STAC) data into your GRASS workflow using the [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) suite of tools for [GRASS](https://grass.osgeo.org).\n\n* [t.stac.catalog](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.catalog.html) - is a tool for exploring SpatioTemporal Asset Catalogs metadata from a STAC API.\n* [t.stac.collection](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.collection.html) - is a tool for exploring SpatioTemporal Asset Catalog (STAC) collection metadata.\n* [t.stac.item](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.item.html) - is a tool for exploring and importing SpatioTemporal Asset Catalog item metadata and assets into GRASS.\n\nSTAC is an open specification that provides a common structure for describing and cataloging geospatial information. STAC organizes earth observation data into a hierarchy of **Catalogs** → **Collections** → **Items** → **Assets**, making large archives of cloud-hosted imagery discoverable and accessible through a standard API. Major providers such as AWS, Google Cloud, and Microsoft Planetary Computer publish their datasets as STAC-compliant APIs, giving you a unified way to search and retrieve data across platforms.\n\nThe `t.stac` addon suite bridges these STAC APIs with GRASS's spatio-temporal data management framework. Instead of manually browsing catalogs and downloading files, `t.stac` lets you:\n\n- **Search** by spatial extent and time window\n- **Filter** by metadata properties such as cloud cover, sun elevation, and resolution\n- **Import** matched assets directly into a GRASS project as a Space Time Raster Dataset (STRDS)\n\nThis tutorial walks through the full workflow: exploring a STAC catalog, querying Sentinel-2 imagery, downloading and importing it into GRASS, computing NDVI, and visualizing the time series.\n\nThe tutorial assumes you already have GRASS installed on your machine. If not please [download and install GRASS](https://grass.osgeo.org/download/) before continuing the tutorial.\n\n\n## Getting Started\n\n### Start GRASS Session\n\n::: {#config-grass .cell execution_count=2}\n``` {.python .cell-code}\n# Import standard python packages\nimport sys\nimport subprocess\nfrom IPython.display import display, JSON, HTML\nimport json\nimport pandas as pd\nfrom pathlib import Path\nimport seaborn as sns\n# import polars as pl\n\n# Ask GRASS where its Python packages are and add them to the path\nsys.path.append(\n subprocess.check_output([\"grass\", \"--config\", \"python_path\"], text=True).strip()\n)\n\n# Import the GRASS python packages we need\nimport grass.script as gs\nimport grass.jupyter as gj\n```\n:::\n\n\nCreate a GRASS project\n\n::: {#create-project .cell execution_count=3}\n``` {.python .cell-code}\ngs.create_project(\"stac\", epsg=\"32119\", overwrite=True)\n```\n:::\n\n\nand start a GRASS session.\n\n::: {#start-grass-session .cell execution_count=4}\n``` {.python .cell-code}\nsession = gj.init(\"stac\")\n```\n:::\n\n\n### Install Addon\n\nThe [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) addons require the following Python packages.\n\n* [pystac (>=1.12)](https://pystac.readthedocs.io/en/latest/installation.html)\n* [pystac_client (>=0.8)](https://pystac-client.readthedocs.io/en/stable/)\n* [tqdm (>=4.67)](https://tqdm.github.io/)\n\nYou can install them using pip or the Python package manager of your choice. \n\n```bash\npip install pystac pystac_client tqdm\n```\n\nNow you can install the *t.stac* extensions.\n\n::: {#install-t-stac .cell execution_count=5}\n``` {.python .cell-code}\ngs.run_command(\"g.extension\", extension=\"t.stac\")\n```\n:::\n\n\n### Define computational region\n\n::: {#grass-set-region .cell execution_count=6}\n``` {.python .cell-code}\ngs.run_command(\n \"g.region\", n=236687, s=210391, e=616042, w=598921, nsres=10, ewres=10, flags=\"pa\"\n)\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nprojection: 99 (NAD83 / North Carolina)\nzone: 0\ndatum: nad83\nellipsoid: grs80\nnorth: 236690\nsouth: 210390\nwest: 598920\neast: 616050\nnsres: 10\newres: 10\nrows: 2630\ncols: 1713\ncells: 4505190\n```\n:::\n:::\n\n\n## STAC API\n\n::: {#set-stac-catalog-url .cell execution_count=7}\n``` {.python .cell-code}\nstac_url = \"https://earth-search.aws.element84.com/v1/\"\n```\n:::\n\n\n```{ojs}\n//| label: ojs-helpers\n//| echo: false\n\n// renderValue is defined inside kvTable so OJS only sees one named cell,\n// avoiding a circular reactive dependency between the two mutually recursive functions.\nfunction kvTable(data) {\n function renderValue(v, key = \"\") {\n if (v === null)\n return htl.html`null`;\n\n if (typeof v === \"string\") {\n const isImageUrl = /\\.(jpg|jpeg|png|webp|gif)(\\?.*)?$/i.test(v);\n const isCogUrl = /\\.tiff?(\\?.*)?$/i.test(v);\n if (isImageUrl) {\n const img = htl.html``;\n img.onerror = () => img.style.display = \"none\";\n return htl.html`
          ${img}${v}
          `;\n }\n if (isCogUrl)\n return htl.html`
          \n ${v}\n ${cogMap(v)}\n
          `;\n if (v.startsWith(\"http\"))\n return htl.html`${v}`;\n return htl.html`${v}`;\n }\n\n if (typeof v === \"number\")\n return htl.html`${v}`;\n\n if (typeof v === \"boolean\")\n return htl.html`${String(v)}`;\n\n if (Array.isArray(v)) {\n if (v.length === 0)\n return htl.html`[ ]`;\n if (v.every(i => typeof i !== \"object\") && v.length <= 8)\n return htl.html`
          \n ${v.map(i => htl.html`${i}`)}\n
          `;\n return htl.html`
          \n [ ${v.length} items ]\n
            \n ${v.map(i => htl.html`
          1. ${renderValue(i)}
            2. `)}\n
          \n
          `;\n }\n\n if (typeof v === \"object\")\n return htl.html`
          \n { ${Object.keys(v).length} keys }\n
          ${kvTable(v)}
          \n
          `;\n\n return htl.html`${String(v)}`;\n }\n\n return htl.html`\n \n \n \n \n \n \n \n ${Object.entries(data).map(([k, v]) => htl.html`\n \n \n `)}\n \n
          PropertyValue
          ${k}${renderValue(v, k)}
          `;\n}\n```\n\n```{ojs}\n//| label: ojs-cogmap\n//| echo: false\n\n// cogMap renders a COG directly in the browser using georaster-layer-for-leaflet,\n// which uses HTTP range requests to fetch only the needed overview tiles —\n// no external tile server required. Bounds are read from the COG metadata.\nfunction cogMap(url) {\n if (!document.querySelector(\"#leaflet-css\")) {\n const link = document.createElement(\"link\");\n link.id = \"leaflet-css\";\n link.rel = \"stylesheet\";\n link.href = \"https://cdn.jsdelivr.net/npm/leaflet@1.9.4/dist/leaflet.css\";\n document.head.appendChild(link);\n }\n\n // Inject a script once and poll until the global is available\n function loadScript(src, globalName) {\n return new Promise((resolve, reject) => {\n if (window[globalName]) { resolve(); return; }\n if (document.querySelector(`script[data-cogmap=\"${globalName}\"]`)) {\n const poll = setInterval(() => {\n if (window[globalName]) { clearInterval(poll); resolve(); }\n }, 50);\n return;\n }\n const s = document.createElement(\"script\");\n s.setAttribute(\"data-cogmap\", globalName);\n s.src = src;\n s.onload = resolve;\n s.onerror = () => reject(new Error(`Failed to load ${globalName}`));\n document.head.appendChild(s);\n });\n }\n\n const el = htl.html`
          \n 🗺 View on map\n
          \n
          \n Loading...\n
          \n
          \n
          `;\n\n let initialized = false;\n el.addEventListener(\"toggle\", async () => {\n if (!el.open || initialized) return;\n initialized = true;\n const wrap = el.querySelector(\"details > div\");\n const status = el.querySelector(\".map-status\");\n try {\n await loadScript(\n \"https://cdn.jsdelivr.net/npm/leaflet@1.9.4/dist/leaflet-src.js\", \"L\");\n await loadScript(\n \"https://cdn.jsdelivr.net/npm/georaster@1.6.2/dist/georaster.min.js\", \"parseGeoraster\");\n await loadScript(\n \"https://cdn.jsdelivr.net/npm/georaster-layer-for-leaflet@2.0.2/dist/georaster-layer-for-leaflet.min.js\", \"GeoRasterLayer\");\n\n const { L, parseGeoraster, GeoRasterLayer } = window;\n const map = L.map(wrap, { scrollWheelZoom: false });\n L.tileLayer(\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\", {\n attribution: \"© OpenStreetMap contributors\", maxZoom: 19\n }).addTo(map);\n\n status.textContent = \"Fetching COG...\";\n const georaster = await parseGeoraster(url);\n\n const layer = new GeoRasterLayer({\n georaster,\n opacity: 0.85,\n resolution: 128,\n pixelValuesToColorFn: values => {\n const v = values[0];\n if (!v || v === georaster.noDataValue) return null;\n const t = Math.min(1, v / 3000); // scale to 0-3000 (S2 L2A reflectance)\n const c = Math.round(t * 255);\n return `rgb(${c},${c},${c})`;\n }\n });\n layer.addTo(map);\n map.fitBounds(layer.getBounds()); // bounds come directly from COG metadata\n map.invalidateSize();\n status.remove();\n } catch (e) {\n status.textContent = `${e.message || \"Failed to load COG\"}`;\n status.style.color = \"#c00\";\n }\n });\n\n return el;\n}\n```\n\n### Searching STAC Catalogs\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-stac-catalog .cell execution_count=8}\n``` {.python .cell-code}\ncatalogs_json = gs.parse_command(\n \"t.stac.catalog\", url=stac_url, format=\"json\"\n)\n\ndf_catalogs = pd.json_normalize(catalogs_json)\ndf_catalogs.head()\n```\n\n::: {.cell-output .cell-output-display execution_count=5}\n```{=html}\n
          \n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
          typeidstac_versiondescriptionlinksconformsTotitle
          0Catalogearth-search-aws1.1.0A STAC API of public datasets on AWS[{'rel': 'self', 'href': 'https://earth-search...[https://api.stacspec.org/v1.0.0/core, https:/...Earth Search by Element 84
          \n
          \n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-catalog-shell .cell execution_count=9}\n``` {.python .cell-code}\n!t.stac.catalog url={stac_url} format=plain -b\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\n---------------------------------------------------------------------------\r\nCatalog: Earth Search by Element 84\r\n---------------------------------------------------------------------------\r\nClient Id: earth-search-aws\r\nClient Description: A STAC API of public datasets on AWS\r\nClient STAC Extensions: []\r\nClient catalog_type: ABSOLUTE_PUBLISHED\r\n---------------------------------------------------------------------------\r\nCollections: 9\r\n---------------------------------------------------------------------------\r\nCollection Id | Collection Title\r\n---------------------------------------------------------------------------\r\nsentinel-2-pre-c1-l2a: Sentinel-2 Pre-Collection 1 Level-2A \r\ncop-dem-glo-30: Copernicus DEM GLO-30\r\nnaip: NAIP: National Agriculture Imagery Program\r\ncop-dem-glo-90: Copernicus DEM GLO-90\r\nlandsat-c2-l2: Landsat Collection 2 Level-2\r\nsentinel-2-l2a: Sentinel-2 Level-2A\r\nsentinel-2-l1c: Sentinel-2 Level-1C\r\nsentinel-2-c1-l2a: Sentinel-2 Collection 1 Level-2A\r\nsentinel-1-grd: Sentinel-1 Level-1C Ground Range Detected (GRD)\r\n---------------------------------------------------------------------------\r\n```\n:::\n:::\n\n\n:::\n\n#### Collection Metadata\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-stac-items .cell execution_count=10}\n``` {.python .cell-code}\nitems_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"m\",\n format=\"json\",\n)\n\ndf_items = pd.json_normalize(items_json, max_level=0)\nojs_define(catalog_meta=df_items.drop(\n columns=[\"geometry\", \"links\", \"assets\", \"properties\", \"stac_extensions\"],\n errors=\"ignore\"\n).to_dict(orient=\"records\"))\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-items-m-shell .cell execution_count=11}\n``` {.python .cell-code}\n!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" format=plain -m\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\n---------------------------------------------------------------------------\r\n\r\nCollection Id: sentinel-2-l2a\r\nTitle: Sentinel-2 Level-2A\r\nDescription: Global Sentinel-2 data from the Multispectral Instrument (MSI) onboard Sentinel-2\r\nbbox: [[-180, -90, 180, 90]]\r\nTemporal Interval: [['2015-06-27T10:25:31.456000Z', None]]\r\nLicense: proprietary\r\nKeywords: ['sentinel', 'earth observation', 'esa']\r\nLinks: [{'rel': 'self', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a', 'type': 'application/json'}, {'rel': 'cite-as', 'href': 'https://doi.org/10.5270/S2_-742ikth', 'title': 'Copernicus Sentinel-2 MSI Level-2A (L2A) Bottom-of-Atmosphere Radiance'}, {'rel': 'license', 'href': 'https://sentinel.esa.int/documents/247904/690755/Sentinel_Data_Legal_Notice', 'title': 'proprietary'}, {'rel': 'parent', 'href': 'https://earth-search.aws.element84.com/v1', 'type': 'application/json'}, {'rel': 'root', 'href': 'https://earth-search.aws.element84.com/v1/', 'type': 'application/json', 'title': 'Earth Search by Element 84'}, {'rel': 'items', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/items', 'type': 'application/geo+json'}, {'rel': 'http://www.opengis.net/def/rel/ogc/1.0/queryables', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/queryables', 'type': 'application/schema+json'}, {'rel': 'aggregate', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/aggregate', 'type': 'application/json', 'method': 'GET'}, {'rel': 'aggregations', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/aggregations', 'type': 'application/json'}]\r\nStac Extensions: ['https://stac-extensions.github.io/item-assets/v1.0.0/schema.json', 'https://stac-extensions.github.io/view/v1.0.0/schema.json', 'https://stac-extensions.github.io/scientific/v1.0.0/schema.json', 'https://stac-extensions.github.io/raster/v1.1.0/schema.json', 'https://stac-extensions.github.io/eo/v1.0.0/schema.json']\r\n\r\n# Summaries:\r\n---------------------------------------------------------------------------\r\n platform:\r\n---------------------------------------------------------------------------\r\n constellation:\r\n---------------------------------------------------------------------------\r\n instruments:\r\n---------------------------------------------------------------------------\r\n gsd:\r\n---------------------------------------------------------------------------\r\n view:off_nadir:\r\n---------------------------------------------------------------------------\r\n sci:doi:\r\n---------------------------------------------------------------------------\r\n eo:bands:\r\n# name: coastal\r\n# common_name: coastal\r\n# description: Coastal aerosol (band 1)\r\n# center_wavelength: 0.443\r\n# full_width_half_max: 0.027\r\n# name: blue\r\n# common_name: blue\r\n# description: Blue (band 2)\r\n# center_wavelength: 0.49\r\n# full_width_half_max: 0.098\r\n# name: green\r\n# common_name: green\r\n# description: Green (band 3)\r\n# center_wavelength: 0.56\r\n# full_width_half_max: 0.045\r\n# name: red\r\n# common_name: red\r\n# description: Red (band 4)\r\n# center_wavelength: 0.665\r\n# full_width_half_max: 0.038\r\n# name: rededge1\r\n# common_name: rededge\r\n# description: Red edge 1 (band 5)\r\n# center_wavelength: 0.704\r\n# full_width_half_max: 0.019\r\n# name: rededge2\r\n# common_name: rededge\r\n# description: Red edge 2 (band 6)\r\n# center_wavelength: 0.74\r\n# full_width_half_max: 0.018\r\n# name: rededge3\r\n# common_name: rededge\r\n# description: Red edge 3 (band 7)\r\n# center_wavelength: 0.783\r\n# full_width_half_max: 0.028\r\n# name: nir\r\n# common_name: nir\r\n# description: NIR 1 (band 8)\r\n# center_wavelength: 0.842\r\n# full_width_half_max: 0.145\r\n# name: nir08\r\n# common_name: nir08\r\n# description: NIR 2 (band 8A)\r\n# center_wavelength: 0.865\r\n# full_width_half_max: 0.033\r\n# name: nir09\r\n# common_name: nir09\r\n# description: NIR 3 (band 9)\r\n# center_wavelength: 0.945\r\n# full_width_half_max: 0.026\r\n# name: cirrus\r\n# common_name: cirrus\r\n# description: Cirrus (band 10)\r\n# center_wavelength: 1.3735\r\n# full_width_half_max: 0.075\r\n# name: swir16\r\n# common_name: swir16\r\n# description: SWIR 1 (band 11)\r\n# center_wavelength: 1.61\r\n# full_width_half_max: 0.143\r\n# name: swir22\r\n# common_name: swir22\r\n# description: SWIR 2 (band 12)\r\n# center_wavelength: 2.19\r\n# full_width_half_max: 0.242\r\n\r\n# Extra Fields:\r\n# Extra Fields not found.\r\n---------------------------------------------------------------------------\r\n\r\n```\n:::\n:::\n\n\n:::\n\n```{ojs}\n//| label: ojs-catalog-meta\n//| echo: false\nInputs.table(catalog_meta, {width: \"100%\"})\n```\n\n#### Query Items by datetime and display table\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#tbl-items .cell execution_count=12}\n``` {.python .cell-code}\nitems_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"i\",\n datetime=\"2024-04-01/2024-09-30\",\n format=\"json\",\n)\nnum_items = len(df_items)\ndf_items = pd.json_normalize(items_json, max_level=0)\nojs_define(items_table=df_items.drop(\n columns=[\"geometry\", \"links\", \"assets\", \"properties\", \"stac_extensions\", \"type\"],\n errors=\"ignore\"\n).head(10).to_dict(orient=\"records\"))\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n## Terminal\n\n::: {#tbl-stac-items-i-shell .cell execution_count=13}\n``` {.python .cell-code}\n!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" format=plain -i\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\nSearch Matched: 38 items\r\nbbox: [-79.11829907, 35.64652526, -78.92857699, 35.88363678]\r\nItems Found: 38\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240929_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-29 16:13:28.352000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-29T23:18:47.401Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 74.087\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 159.030812026265\r\n# view:sun_elevation: 49.5733673337649\r\n# s2:degraded_msi_data_percentage: 0.0133\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 1.035474\r\n# s2:vegetation_percentage: 17.151682\r\n# s2:not_vegetated_percentage: 2.54457\r\n# s2:water_percentage: 0.531116\r\n# s2:unclassified_percentage: 4.430241\r\n# s2:medium_proba_clouds_percentage: 14.835113\r\n# s2:high_proba_clouds_percentage: 59.251028\r\n# s2:thin_cirrus_percentage: 0.000859\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240929T160051_N0511_R097_T17SPV_20240929T214148.SAFE\r\n# s2:generation_time: 2024-09-29T21:41:48.000000Z\r\n# s2:datatake_id: GS2A_20240929T160051_048428_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240929T214148_S20240929T160935_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240929T214148_A048428_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.99535952936181\r\n# datetime: 2024-09-29T16:13:28.352000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240929_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4358322d6f3b7cc6a1345f1e4582a193\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-29T23:18:47.401Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240924_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-24 16:13:24.693000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-25T06:45:08.923Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 99.348462\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 157.455076519409\r\n# view:sun_elevation: 51.2968775702621\r\n# s2:degraded_msi_data_percentage: 0.0052\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.600874\r\n# s2:vegetation_percentage: 0.012064\r\n# s2:not_vegetated_percentage: 0.00723\r\n# s2:water_percentage: 0.001035\r\n# s2:unclassified_percentage: 0.030182\r\n# s2:medium_proba_clouds_percentage: 1.05707\r\n# s2:high_proba_clouds_percentage: 98.291391\r\n# s2:thin_cirrus_percentage: 0\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240924T155909_N0511_R097_T17SPV_20240924T215647.SAFE\r\n# s2:generation_time: 2024-09-24T21:56:47.000000Z\r\n# s2:datatake_id: GS2B_20240924T155909_039448_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240924T215647_S20240924T161235_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240924T215647_A039448_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.992555642055685\r\n# datetime: 2024-09-24T16:13:24.693000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240924_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/5da8ad2203ff3aeeb1380ac4891c6811\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-25T06:45:08.923Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240919_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-19 16:13:27.093000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-20T01:57:52.703Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 72.722346\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 155.767671819208\r\n# view:sun_elevation: 52.9984536527629\r\n# s2:degraded_msi_data_percentage: 0.0622\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 2.901951\r\n# s2:vegetation_percentage: 17.622864\r\n# s2:not_vegetated_percentage: 2.652742\r\n# s2:water_percentage: 0.198822\r\n# s2:unclassified_percentage: 3.66454\r\n# s2:medium_proba_clouds_percentage: 19.171326\r\n# s2:high_proba_clouds_percentage: 53.275347\r\n# s2:thin_cirrus_percentage: 0.275673\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_20240919T235348.SAFE\r\n# s2:generation_time: 2024-09-19T23:53:48.000000Z\r\n# s2:datatake_id: GS2A_20240919T155931_048285_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S20240919T160354_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A048285_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.989818874139801\r\n# datetime: 2024-09-19T16:13:27.093000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240919_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/15f081a7f9bdd87cc5f4cabfb05f981d\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-20T01:57:52.703Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240914_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-14 16:13:25.669000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-15T00:07:17.726Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 79.828173\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 153.914058363041\r\n# view:sun_elevation: 54.654514165176\r\n# s2:degraded_msi_data_percentage: 0.007\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 3.506305\r\n# s2:vegetation_percentage: 15.025803\r\n# s2:not_vegetated_percentage: 0.845717\r\n# s2:water_percentage: 0.04352\r\n# s2:unclassified_percentage: 0.7308\r\n# s2:medium_proba_clouds_percentage: 25.53083\r\n# s2:high_proba_clouds_percentage: 41.27472\r\n# s2:thin_cirrus_percentage: 13.022627\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240914T155819_N0511_R097_T17SPV_20240914T213957.SAFE\r\n# s2:generation_time: 2024-09-14T21:39:57.000000Z\r\n# s2:datatake_id: GS2B_20240914T155819_039305_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240914T213957_S20240914T160632_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240914T213957_A039305_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.987167209559927\r\n# datetime: 2024-09-14T16:13:25.669000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240914_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/f6a2326175b22d8a18f9cfdcf10d61a6\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-15T00:07:17.726Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240909_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-09 16:13:25.358000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-10T01:00:11.150Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.583943\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 151.939335784169\r\n# view:sun_elevation: 56.2633790627923\r\n# s2:degraded_msi_data_percentage: 0.0076\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.282156\r\n# s2:vegetation_percentage: 90.927249\r\n# s2:not_vegetated_percentage: 5.989857\r\n# s2:water_percentage: 1.08207\r\n# s2:unclassified_percentage: 0.802021\r\n# s2:medium_proba_clouds_percentage: 0.458496\r\n# s2:high_proba_clouds_percentage: 0.11125\r\n# s2:thin_cirrus_percentage: 0.014197\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240909T155901_N0511_R097_T17SPV_20240909T230449.SAFE\r\n# s2:generation_time: 2024-09-09T23:04:49.000000Z\r\n# s2:datatake_id: GS2A_20240909T155901_048142_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240909T230449_S20240909T161131_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240909T230449_A048142_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.984620442079431\r\n# datetime: 2024-09-09T16:13:25.358000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240909_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4d9c572c80f8d121e13f58841e96ab3f\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-10T01:00:11.150Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240904_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-09-04 16:13:28.898000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-09-04T23:56:25.240Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 85.910875\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 149.877490350857\r\n# view:sun_elevation: 57.820905383914\r\n# s2:degraded_msi_data_percentage: 0.0027\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.144353\r\n# s2:vegetation_percentage: 11.959764\r\n# s2:not_vegetated_percentage: 0.834155\r\n# s2:water_percentage: 0.120812\r\n# s2:unclassified_percentage: 1.003573\r\n# s2:medium_proba_clouds_percentage: 31.174442\r\n# s2:high_proba_clouds_percentage: 35.781747\r\n# s2:thin_cirrus_percentage: 18.954691\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240904T155819_N0511_R097_T17SPV_20240904T214205.SAFE\r\n# s2:generation_time: 2024-09-04T21:42:05.000000Z\r\n# s2:datatake_id: GS2B_20240904T155819_039162_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240904T214205_S20240904T160310_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240904T214205_A039162_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.982194975113435\r\n# datetime: 2024-09-04T16:13:28.898000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240904_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/a34722af06ac7f7dc3a6579ff0c804bc\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-09-04T23:56:25.240Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240830_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-30 16:13:25.079000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-31T00:58:00.459Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 29.260489\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 147.666056006198\r\n# view:sun_elevation: 59.2994603957414\r\n# s2:degraded_msi_data_percentage: 0.0075\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 2.806995\r\n# s2:vegetation_percentage: 60.253859\r\n# s2:not_vegetated_percentage: 4.589577\r\n# s2:water_percentage: 0.798839\r\n# s2:unclassified_percentage: 2.123901\r\n# s2:medium_proba_clouds_percentage: 8.565114\r\n# s2:high_proba_clouds_percentage: 7.006772\r\n# s2:thin_cirrus_percentage: 13.688605\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240830T155901_N0511_R097_T17SPV_20240830T230248.SAFE\r\n# s2:generation_time: 2024-08-30T23:02:48.000000Z\r\n# s2:datatake_id: GS2A_20240830T155901_047999_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240830T230248_S20240830T161243_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240830T230248_A047999_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.979908290720517\r\n# datetime: 2024-08-30T16:13:25.079000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240830_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/f5abdfe94133d858b559236189785d38\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-31T00:58:00.459Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240825_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-25 16:13:26.986000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-25T22:19:02.797Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.286147\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 145.418027258291\r\n# view:sun_elevation: 60.713849205893\r\n# s2:degraded_msi_data_percentage: 0.0023\r\n# s2:nodata_pixel_percentage: 3e-06\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 92.048389\r\n# s2:not_vegetated_percentage: 5.863727\r\n# s2:water_percentage: 1.157126\r\n# s2:unclassified_percentage: 0.414823\r\n# s2:medium_proba_clouds_percentage: 0.003242\r\n# s2:high_proba_clouds_percentage: 0.000468\r\n# s2:thin_cirrus_percentage: 0.282438\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240825T155819_N0511_R097_T17SPV_20240825T202603.SAFE\r\n# s2:generation_time: 2024-08-25T20:26:03.000000Z\r\n# s2:datatake_id: GS2B_20240825T155819_039019_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240825T202603_S20240825T160630_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240825T202603_A039019_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.977774923159322\r\n# datetime: 2024-08-25T16:13:26.986000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240825_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/490f60d682670e67d01ecaf4f98b5414\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-25T22:19:02.797Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240820_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.89776456996923, 35.4726933643254], [-79.7346782097742, 35.44129757021934], [-79.46139918173544, 35.385649910895935], [-79.23391161679794, 35.33655731103751], [-78.94048445982517, 35.27132975873579], [-78.7314235910276, 35.22160262927839], [-78.69517200414566, 35.210288765815775], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.89776456996923, 35.210288765815775, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-20 16:13:23.109000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-20T23:56:23.997Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 33.311394\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 143.08785356748\r\n# view:sun_elevation: 62.0401806921953\r\n# s2:degraded_msi_data_percentage: 0.0068\r\n# s2:nodata_pixel_percentage: 20.467882\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 4.145628\r\n# s2:vegetation_percentage: 57.034469\r\n# s2:not_vegetated_percentage: 2.759165\r\n# s2:water_percentage: 0.557756\r\n# s2:unclassified_percentage: 2.062658\r\n# s2:medium_proba_clouds_percentage: 7.864375\r\n# s2:high_proba_clouds_percentage: 25.44643\r\n# s2:thin_cirrus_percentage: 0.000588\r\n# s2:snow_ice_percentage: 0.000125\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240820T155901_N0511_R097_T17SPV_20240820T215950.SAFE\r\n# s2:generation_time: 2024-08-20T21:59:50.000000Z\r\n# s2:datatake_id: GS2A_20240820T155901_047856_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240820T215950_S20240820T160059_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240820T215950_A047856_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.975809931278449\r\n# datetime: 2024-08-20T16:13:23.109000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240820_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/411bee81baeb1568b5776fdf0d347f44\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-20T23:56:23.997Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240815_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-15 16:13:29.698000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-15T22:26:20.635Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 21.623282\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 140.792281631354\r\n# view:sun_elevation: 63.298438697450905\r\n# s2:degraded_msi_data_percentage: 0.0026\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 6.605214\r\n# s2:vegetation_percentage: 66.837502\r\n# s2:not_vegetated_percentage: 3.310321\r\n# s2:water_percentage: 0.95207\r\n# s2:unclassified_percentage: 0.522533\r\n# s2:medium_proba_clouds_percentage: 5.018556\r\n# s2:high_proba_clouds_percentage: 3.960375\r\n# s2:thin_cirrus_percentage: 12.644351\r\n# s2:snow_ice_percentage: 1.7e-05\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240815T155819_N0511_R097_T17SPV_20240815T202258.SAFE\r\n# s2:generation_time: 2024-08-15T20:22:58.000000Z\r\n# s2:datatake_id: GS2B_20240815T155819_038876_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240815T202258_S20240815T160633_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240815T202258_A038876_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.974025531957526\r\n# datetime: 2024-08-15T16:13:29.698000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240815_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4db99d501d990bde2470478e44214d57\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-15T22:26:20.635Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240810_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-10 16:13:27.506000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-11T00:56:27.595Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 22.071692\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 138.46260954534\r\n# view:sun_elevation: 64.4582094622163\r\n# s2:degraded_msi_data_percentage: 0.0072\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 1.194054\r\n# s2:vegetation_percentage: 68.353802\r\n# s2:not_vegetated_percentage: 4.528956\r\n# s2:water_percentage: 1.116045\r\n# s2:unclassified_percentage: 2.540801\r\n# s2:medium_proba_clouds_percentage: 6.852651\r\n# s2:high_proba_clouds_percentage: 5.531524\r\n# s2:thin_cirrus_percentage: 9.687516\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240810T155901_N0511_R097_T17SPV_20240810T230917.SAFE\r\n# s2:generation_time: 2024-08-10T23:09:17.000000Z\r\n# s2:datatake_id: GS2A_20240810T155901_047713_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240810T230917_S20240810T161216_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240810T230917_A047713_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.972434093148653\r\n# datetime: 2024-08-10T16:13:27.506000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240810_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/871900f36df7cfaebe5c438ade928c06\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-11T00:56:27.595Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240805_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-08-05 16:13:28.726000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-06T00:48:01.172Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 99.665856\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 136.220285960083\r\n# view:sun_elevation: 65.540377719519\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.284614\r\n# s2:vegetation_percentage: 0.047356\r\n# s2:not_vegetated_percentage: 0.001267\r\n# s2:water_percentage: 9e-05\r\n# s2:unclassified_percentage: 0.000717\r\n# s2:medium_proba_clouds_percentage: 38.336566\r\n# s2:high_proba_clouds_percentage: 46.122238\r\n# s2:thin_cirrus_percentage: 15.207046\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240805T155819_N0511_R097_T17SPV_20240805T220539.SAFE\r\n# s2:generation_time: 2024-08-05T22:05:39.000000Z\r\n# s2:datatake_id: GS2B_20240805T155819_038733_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240805T220539_S20240805T160928_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240805T220539_A038733_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.971045325145953\r\n# datetime: 2024-08-05T16:13:28.726000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240805_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/6e848c4fbd7ffd3b2d0ebcc5e7dc869f\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-06T00:48:01.172Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240731_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-31 16:13:28.790000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-08-01T01:43:45.085Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 6.139014\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 134.074011613079\r\n# view:sun_elevation: 66.5336008839282\r\n# s2:degraded_msi_data_percentage: 0.0076\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0.290065\r\n# s2:vegetation_percentage: 85.660404\r\n# s2:not_vegetated_percentage: 5.215016\r\n# s2:water_percentage: 1.061476\r\n# s2:unclassified_percentage: 1.402832\r\n# s2:medium_proba_clouds_percentage: 2.665854\r\n# s2:high_proba_clouds_percentage: 2.517344\r\n# s2:thin_cirrus_percentage: 0.955816\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2A_MSIL2A_20240731T155901_N0511_R097_T17SPV_20240731T232548.SAFE\r\n# s2:generation_time: 2024-07-31T23:25:48.000000Z\r\n# s2:datatake_id: GS2A_20240731T155901_047570_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240731T232548_S20240731T160830_N05.11\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240731T232548_A047570_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.969868710676552\r\n# datetime: 2024-07-31T16:13:28.790000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240731_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9fe108dc54d302a143277cdbcdc84dc2\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-08-01T01:43:45.085Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240726_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-26 16:13:28.728000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-26T22:16:04.416Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 132.076476762934\r\n# view:sun_elevation: 67.4387284733629\r\n# s2:degraded_msi_data_percentage: 0.1426\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 33.155897\r\n# s2:high_proba_clouds_percentage: 66.819233\r\n# s2:thin_cirrus_percentage: 0.024871\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.11\r\n# s2:product_uri: S2B_MSIL2A_20240726T155819_N0511_R097_T17SPV_20240726T202326.SAFE\r\n# s2:generation_time: 2024-07-26T20:23:26.000000Z\r\n# s2:datatake_id: GS2B_20240726T155819_038590_N05.11\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240726T202326_S20240726T160234_N05.11\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240726T202326_A038590_T17SPV_N05.11\r\n# s2:reflectance_conversion_factor: 0.968911323301634\r\n# datetime: 2024-07-26T16:13:28.728000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240726_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9054bd8d847f9a5ba9932505cdfe3e50\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-26T22:16:04.416Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240721_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-21 16:13:27.745000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-22T00:56:43.023Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 77.323008\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 130.27037090188\r\n# view:sun_elevation: 68.2536811806891\r\n# s2:degraded_msi_data_percentage: 0.0105\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.012784\r\n# s2:cloud_shadow_percentage: 4.486402\r\n# s2:vegetation_percentage: 15.218596\r\n# s2:not_vegetated_percentage: 1.484813\r\n# s2:water_percentage: 0.175991\r\n# s2:unclassified_percentage: 1.298403\r\n# s2:medium_proba_clouds_percentage: 22.264542\r\n# s2:high_proba_clouds_percentage: 43.291837\r\n# s2:thin_cirrus_percentage: 11.766633\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240721T155901_N0510_R097_T17SPV_20240721T231400.SAFE\r\n# s2:generation_time: 2024-07-21T23:14:00.000000Z\r\n# s2:datatake_id: GS2A_20240721T155901_047427_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240721T231400_S20240721T160453_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240721T231400_A047427_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968179627481255\r\n# datetime: 2024-07-21T16:13:27.745000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240721_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/32191ae26b50556b13a773c6452c7941\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-22T00:56:43.023Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240716_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-16 16:13:29.371000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-16T22:18:32.931Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 78.20453\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 128.734434158607\r\n# view:sun_elevation: 68.9891018368731\r\n# s2:degraded_msi_data_percentage: 0.0026\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.033102\r\n# s2:cloud_shadow_percentage: 0.164402\r\n# s2:vegetation_percentage: 18.160766\r\n# s2:not_vegetated_percentage: 1.747406\r\n# s2:water_percentage: 0.451936\r\n# s2:unclassified_percentage: 1.237853\r\n# s2:medium_proba_clouds_percentage: 19.404654\r\n# s2:high_proba_clouds_percentage: 12.049545\r\n# s2:thin_cirrus_percentage: 46.750337\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240716T155819_N0510_R097_T17SPV_20240716T202001.SAFE\r\n# s2:generation_time: 2024-07-16T20:20:01.000000Z\r\n# s2:datatake_id: GS2B_20240716T155819_038447_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240716T202001_S20240716T161237_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240716T202001_A038447_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967677976818957\r\n# datetime: 2024-07-16T16:13:29.371000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240716_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/07c56abbfc01f177bd74634d269b8100\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-16T22:18:32.931Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240711_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-11 16:13:29.033000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-12T01:47:22.047Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 72.374904\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 127.483087684314\r\n# view:sun_elevation: 69.6335585134829\r\n# s2:degraded_msi_data_percentage: 0.0072\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.04\r\n# s2:cloud_shadow_percentage: 0.182614\r\n# s2:vegetation_percentage: 25.206134\r\n# s2:not_vegetated_percentage: 1.669835\r\n# s2:water_percentage: 0.141035\r\n# s2:unclassified_percentage: 0.385476\r\n# s2:medium_proba_clouds_percentage: 30.507737\r\n# s2:high_proba_clouds_percentage: 10.228427\r\n# s2:thin_cirrus_percentage: 31.638741\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240711T160011_N0510_R097_T17SPV_20240711T234558.SAFE\r\n# s2:generation_time: 2024-07-11T23:45:58.000000Z\r\n# s2:datatake_id: GS2A_20240711T160011_047284_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240711T234558_S20240711T160820_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240711T234558_A047284_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967409759353159\r\n# datetime: 2024-07-11T16:13:29.033000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240711_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/0737ce995f5c9509fa285305cacab31a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-12T01:47:22.047Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240706_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-06 16:13:29.422000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-07T09:36:12.736Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 38.748205\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.580975941463\r\n# view:sun_elevation: 70.19159002112289\r\n# s2:degraded_msi_data_percentage: 0.0053\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.055285\r\n# s2:cloud_shadow_percentage: 9.143251\r\n# s2:vegetation_percentage: 44.116038\r\n# s2:not_vegetated_percentage: 5.823249\r\n# s2:water_percentage: 0.664427\r\n# s2:unclassified_percentage: 1.449544\r\n# s2:medium_proba_clouds_percentage: 14.156002\r\n# s2:high_proba_clouds_percentage: 14.943799\r\n# s2:thin_cirrus_percentage: 9.648405\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240706T155819_N0510_R097_T17SPV_20240706T202406.SAFE\r\n# s2:generation_time: 2024-07-06T20:24:06.000000Z\r\n# s2:datatake_id: GS2B_20240706T155819_038304_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240706T202406_S20240706T160600_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240706T202406_A038304_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967376489081156\r\n# datetime: 2024-07-06T16:13:29.422000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240706_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/6259182c18e06c31cc7a2350f92f9057\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-07T09:36:12.736Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240701_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-07-01 16:13:29.590000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-07-02T02:21:19.638Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 16.917542\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.053936716402\r\n# view:sun_elevation: 70.6557251617978\r\n# s2:degraded_msi_data_percentage: 0.0086\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.129565\r\n# s2:cloud_shadow_percentage: 0.36972\r\n# s2:vegetation_percentage: 69.68329\r\n# s2:not_vegetated_percentage: 9.322461\r\n# s2:water_percentage: 1.036865\r\n# s2:unclassified_percentage: 2.540556\r\n# s2:medium_proba_clouds_percentage: 7.906951\r\n# s2:high_proba_clouds_percentage: 8.986523\r\n# s2:thin_cirrus_percentage: 0.024068\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240701T160031_N0510_R097_T17SPV_20240701T232649.SAFE\r\n# s2:generation_time: 2024-07-01T23:26:49.000000Z\r\n# s2:datatake_id: GS2A_20240701T160031_047141_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240701T232649_S20240701T161115_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240701T232649_A047141_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.967578395203064\r\n# datetime: 2024-07-01T16:13:29.590000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240701_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/2b0784568fcfb38124c53190dac11199\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-07-02T02:21:19.638Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240626_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-26 16:13:29.788000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-29T13:15:14.245Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 10.012253\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 125.923957043673\r\n# view:sun_elevation: 71.0188921222716\r\n# s2:degraded_msi_data_percentage: 0.0048\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.102893\r\n# s2:cloud_shadow_percentage: 6.122985\r\n# s2:vegetation_percentage: 73.424119\r\n# s2:not_vegetated_percentage: 8.814509\r\n# s2:water_percentage: 0.988826\r\n# s2:unclassified_percentage: 0.534418\r\n# s2:medium_proba_clouds_percentage: 5.260666\r\n# s2:high_proba_clouds_percentage: 4.487195\r\n# s2:thin_cirrus_percentage: 0.264392\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240626T155819_N0510_R097_T17SPV_20240626T212822.SAFE\r\n# s2:generation_time: 2024-06-26T21:28:22.000000Z\r\n# s2:datatake_id: GS2B_20240626T155819_038161_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240626T212822_S20240626T161215_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240626T212822_A038161_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968014458026667\r\n# datetime: 2024-06-26T16:13:29.788000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240626_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ae0489eb6939416a993e55b7aa8625b2\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-29T13:15:14.245Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240621_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-21 16:13:30.992000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-29T04:36:32.882Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 17.349365\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.208142864178\r\n# view:sun_elevation: 71.2758248636805\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.093971\r\n# s2:cloud_shadow_percentage: 9.346008\r\n# s2:vegetation_percentage: 64.006728\r\n# s2:not_vegetated_percentage: 7.618747\r\n# s2:water_percentage: 0.92731\r\n# s2:unclassified_percentage: 0.657874\r\n# s2:medium_proba_clouds_percentage: 9.875548\r\n# s2:high_proba_clouds_percentage: 7.4591\r\n# s2:thin_cirrus_percentage: 0.014718\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240621T155911_N0510_R097_T17SPV_20240621T231455.SAFE\r\n# s2:generation_time: 2024-06-21T23:14:55.000000Z\r\n# s2:datatake_id: GS2A_20240621T155911_046998_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240621T231455_S20240621T161238_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240621T231455_A046998_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.968681538412137\r\n# datetime: 2024-06-21T16:13:30.992000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240621_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ed5e5cdc774640ad2704993616e9d2e8\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-29T04:36:32.882Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240616_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-16 16:13:29.024000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-16T22:51:32.182Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 73.366141\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 126.865884136959\r\n# view:sun_elevation: 71.406462479674\r\n# s2:degraded_msi_data_percentage: 0.1339\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.013427\r\n# s2:cloud_shadow_percentage: 0.143341\r\n# s2:vegetation_percentage: 15.970431\r\n# s2:not_vegetated_percentage: 3.915322\r\n# s2:water_percentage: 0.331518\r\n# s2:unclassified_percentage: 6.259824\r\n# s2:medium_proba_clouds_percentage: 14.412378\r\n# s2:high_proba_clouds_percentage: 57.853109\r\n# s2:thin_cirrus_percentage: 1.100653\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240616T155819_N0510_R097_T17SPV_20240616T202250.SAFE\r\n# s2:generation_time: 2024-06-16T20:22:50.000000Z\r\n# s2:datatake_id: GS2B_20240616T155819_038018_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240616T202250_S20240616T160603_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240616T202250_A038018_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.969575792148144\r\n# datetime: 2024-06-16T16:13:29.024000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240616_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/90beed69f2befca5316b1c5a4fe82e3b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-16T22:51:32.182Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240611_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-11 16:13:32.315000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-14T13:59:11.695Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.938623\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 127.945267074602\r\n# view:sun_elevation: 71.4232664435802\r\n# s2:degraded_msi_data_percentage: 0.0105\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.148682\r\n# s2:cloud_shadow_percentage: 0.722682\r\n# s2:vegetation_percentage: 89.033872\r\n# s2:not_vegetated_percentage: 7.696587\r\n# s2:water_percentage: 1.064084\r\n# s2:unclassified_percentage: 0.39547\r\n# s2:medium_proba_clouds_percentage: 0.56256\r\n# s2:high_proba_clouds_percentage: 0.182654\r\n# s2:thin_cirrus_percentage: 0.19341\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240611T155911_N0510_R097_T17SPV_20240611T232245.SAFE\r\n# s2:generation_time: 2024-06-11T23:22:45.000000Z\r\n# s2:datatake_id: GS2A_20240611T155911_046855_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240611T232245_S20240611T161203_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240611T232245_A046855_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.970691106136318\r\n# datetime: 2024-06-11T16:13:32.315000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240611_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/82e2ec0a5a83e826cefe6026f5033d0a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-14T13:59:11.695Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240606_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-06-06 16:13:28.893000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-06T22:48:20.074Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 77.982742\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 129.296103755427\r\n# view:sun_elevation: 71.2821734391056\r\n# s2:degraded_msi_data_percentage: 0.0027\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.008733\r\n# s2:cloud_shadow_percentage: 2.853182\r\n# s2:vegetation_percentage: 15.96137\r\n# s2:not_vegetated_percentage: 1.689308\r\n# s2:water_percentage: 0.11633\r\n# s2:unclassified_percentage: 1.388333\r\n# s2:medium_proba_clouds_percentage: 26.524428\r\n# s2:high_proba_clouds_percentage: 36.947376\r\n# s2:thin_cirrus_percentage: 14.51094\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240606T155819_N0510_R097_T17SPV_20240606T202543.SAFE\r\n# s2:generation_time: 2024-06-06T20:25:43.000000Z\r\n# s2:datatake_id: GS2B_20240606T155819_037875_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240606T202543_S20240606T160443_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240606T202543_A037875_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.972020889918827\r\n# datetime: 2024-06-06T16:13:28.893000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240606_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d9f218a487aeb8d45683d92bbcf5846e\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-06T22:48:20.074Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240601_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.67014958475484, 36.07641102292845], [-78.89932213540139, 36.12646435015929], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.67014958475484, 36.1397316133374]\r\nDatetime: 2024-06-01 16:13:29.990000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-06-02T00:51:08.508Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 61.180001\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 130.946781150617\r\n# view:sun_elevation: 71.0015186669718\r\n# s2:degraded_msi_data_percentage: 0.0088\r\n# s2:nodata_pixel_percentage: 0.420466\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.053686\r\n# s2:cloud_shadow_percentage: 0.000816\r\n# s2:vegetation_percentage: 34.452215\r\n# s2:not_vegetated_percentage: 3.453467\r\n# s2:water_percentage: 0.713965\r\n# s2:unclassified_percentage: 0.145845\r\n# s2:medium_proba_clouds_percentage: 8.304962\r\n# s2:high_proba_clouds_percentage: 0.103281\r\n# s2:thin_cirrus_percentage: 52.771759\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240601T155911_N0510_R097_T17SPV_20240601T231654.SAFE\r\n# s2:generation_time: 2024-06-01T23:16:54.000000Z\r\n# s2:datatake_id: GS2A_20240601T155911_046712_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240601T231654_S20240601T161316_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240601T231654_A046712_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.973555957393978\r\n# datetime: 2024-06-01T16:13:29.990000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240601_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/8c742dccb0f8081f0ba5a51630199164\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-06-02T00:51:08.508Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240527_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-27 16:13:26.067000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-28T19:09:19.013Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 132.731921876307\r\n# view:sun_elevation: 70.5473572027452\r\n# s2:degraded_msi_data_percentage: 0.0025\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 56.10559\r\n# s2:high_proba_clouds_percentage: 43.417314\r\n# s2:thin_cirrus_percentage: 0.477099\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240527T155819_N0510_R097_T17SPV_20240527T211926.SAFE\r\n# s2:generation_time: 2024-05-27T21:19:26.000000Z\r\n# s2:datatake_id: GS2B_20240527T155819_037732_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240527T211926_S20240527T161150_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240527T211926_A037732_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.975287105815228\r\n# datetime: 2024-05-27T16:13:26.067000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240527_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d1cf1f1ae57d1a860d5d5b6e69f0c5fd\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-28T19:09:19.013Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240522_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-22 16:13:25.575000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-28T16:20:14.246Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 4.839775\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 134.645221678048\r\n# view:sun_elevation: 69.9363455605075\r\n# s2:degraded_msi_data_percentage: 0.0077\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.181847\r\n# s2:cloud_shadow_percentage: 1.121513\r\n# s2:vegetation_percentage: 84.700739\r\n# s2:not_vegetated_percentage: 7.666176\r\n# s2:water_percentage: 1.091128\r\n# s2:unclassified_percentage: 0.398824\r\n# s2:medium_proba_clouds_percentage: 0.857655\r\n# s2:high_proba_clouds_percentage: 0.408592\r\n# s2:thin_cirrus_percentage: 3.573528\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240522T155901_N0510_R097_T17SPV_20240522T231852.SAFE\r\n# s2:generation_time: 2024-05-22T23:18:52.000000Z\r\n# s2:datatake_id: GS2A_20240522T155901_046569_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240522T231852_S20240522T161308_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240522T231852_A046569_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.977202250922301\r\n# datetime: 2024-05-22T16:13:25.575000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240522_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/7901d23e9b4391b2832cd9bff01bf974\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-28T16:20:14.246Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240517_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-17 16:13:24.329000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-17T22:32:30.781Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 136.576661946823\r\n# view:sun_elevation: 69.15705955550101\r\n# s2:degraded_msi_data_percentage: 0.002\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 48.435068\r\n# s2:high_proba_clouds_percentage: 51.179594\r\n# s2:thin_cirrus_percentage: 0.38534\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240517T155819_N0510_R097_T17SPV_20240517T202125.SAFE\r\n# s2:generation_time: 2024-05-17T20:21:25.000000Z\r\n# s2:datatake_id: GS2B_20240517T155819_037589_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240517T202125_S20240517T160403_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240517T202125_A037589_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.979289557698501\r\n# datetime: 2024-05-17T16:13:24.329000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240517_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4da61ed5e43dbcd35a04e08c23263999\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-17T22:32:30.781Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240512_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-12 16:13:29.367000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-13T01:49:24.604Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 30.864275\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 138.526178970296\r\n# view:sun_elevation: 68.227931936218\r\n# s2:degraded_msi_data_percentage: 0.0128\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.092133\r\n# s2:cloud_shadow_percentage: 11.112269\r\n# s2:vegetation_percentage: 51.770526\r\n# s2:not_vegetated_percentage: 5.036924\r\n# s2:water_percentage: 0.764085\r\n# s2:unclassified_percentage: 0.35979\r\n# s2:medium_proba_clouds_percentage: 10.227607\r\n# s2:high_proba_clouds_percentage: 12.326884\r\n# s2:thin_cirrus_percentage: 8.309783\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240512T155901_N0510_R097_T17SPV_20240512T235052.SAFE\r\n# s2:generation_time: 2024-05-12T23:50:52.000000Z\r\n# s2:datatake_id: GS2A_20240512T155901_046426_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240512T235052_S20240512T160758_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240512T235052_A046426_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.981534332906898\r\n# datetime: 2024-05-12T16:13:29.367000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240512_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/501525a637edcea72022281f96c1aaec\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-13T01:49:24.604Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240507_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-07 16:13:27.007000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-08T10:59:32.738Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 40.339398\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 140.320609605445\r\n# view:sun_elevation: 67.123155396654\r\n# s2:degraded_msi_data_percentage: 0.0029\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.069442\r\n# s2:cloud_shadow_percentage: 4.545121\r\n# s2:vegetation_percentage: 45.809352\r\n# s2:not_vegetated_percentage: 5.489328\r\n# s2:water_percentage: 0.723339\r\n# s2:unclassified_percentage: 3.024018\r\n# s2:medium_proba_clouds_percentage: 13.259926\r\n# s2:high_proba_clouds_percentage: 24.973664\r\n# s2:thin_cirrus_percentage: 2.105809\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240507T155819_N0510_R097_T17SPV_20240507T202416.SAFE\r\n# s2:generation_time: 2024-05-07T20:24:16.000000Z\r\n# s2:datatake_id: GS2B_20240507T155819_037446_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240507T202416_S20240507T160601_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240507T202416_A037446_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.983922355524309\r\n# datetime: 2024-05-07T16:13:27.007000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240507_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/3095dd5fc0c1adab27a9206150e8fa7e\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-08T10:59:32.738Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240502_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-05-02 16:13:29.052000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-05-03T02:07:12.458Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 1.724347\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 142.024405942536\r\n# view:sun_elevation: 65.8776811943126\r\n# s2:degraded_msi_data_percentage: 0.0086\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.180713\r\n# s2:cloud_shadow_percentage: 1.65954\r\n# s2:vegetation_percentage: 85.410345\r\n# s2:not_vegetated_percentage: 9.435526\r\n# s2:water_percentage: 1.201897\r\n# s2:unclassified_percentage: 0.387633\r\n# s2:medium_proba_clouds_percentage: 1.068898\r\n# s2:high_proba_clouds_percentage: 0.654713\r\n# s2:thin_cirrus_percentage: 0.000737\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240502T155901_N0510_R097_T17SPV_20240502T231600.SAFE\r\n# s2:generation_time: 2024-05-02T23:16:00.000000Z\r\n# s2:datatake_id: GS2A_20240502T155901_046283_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240502T231600_S20240502T161232_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240502T231600_A046283_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.986436466402915\r\n# datetime: 2024-05-02T16:13:29.052000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240502_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9833836355fede44aaf0a3680ddeaa2b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-05-03T02:07:12.458Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240427_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-27 16:13:25.302000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-27T23:18:26.463Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 41.492322\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 143.528792725087\r\n# view:sun_elevation: 64.4810365146954\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.087266\r\n# s2:cloud_shadow_percentage: 0.200142\r\n# s2:vegetation_percentage: 43.908963\r\n# s2:not_vegetated_percentage: 7.898109\r\n# s2:water_percentage: 0.717951\r\n# s2:unclassified_percentage: 5.69525\r\n# s2:medium_proba_clouds_percentage: 13.414925\r\n# s2:high_proba_clouds_percentage: 22.153059\r\n# s2:thin_cirrus_percentage: 5.924337\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240427T155819_N0510_R097_T17SPV_20240427T202325.SAFE\r\n# s2:generation_time: 2024-04-27T20:23:25.000000Z\r\n# s2:datatake_id: GS2B_20240427T155819_037303_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240427T202325_S20240427T160556_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240427T202325_A037303_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.989060346411274\r\n# datetime: 2024-04-27T16:13:25.302000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240427_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/12a1ab645fb39239090f5f2212c7996a\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-27T23:18:26.463Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240422_1_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-22 16:13:29.231000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-23T16:20:44.531Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.595498\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 144.941641921427\r\n# view:sun_elevation: 62.9745747205139\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.171015\r\n# s2:cloud_shadow_percentage: 2.525065\r\n# s2:vegetation_percentage: 57.915175\r\n# s2:not_vegetated_percentage: 6.323496\r\n# s2:water_percentage: 0.923321\r\n# s2:unclassified_percentage: 0.546269\r\n# s2:medium_proba_clouds_percentage: 9.353081\r\n# s2:high_proba_clouds_percentage: 16.427176\r\n# s2:thin_cirrus_percentage: 5.815243\r\n# s2:snow_ice_percentage: 0.000163\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240422T155821_N0510_R097_T17SPV_20240423T140451.SAFE\r\n# s2:generation_time: 2024-04-23T14:04:51.000000Z\r\n# s2:datatake_id: GS2A_20240422T155821_046140_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240423T140451_S20240422T161127_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240423T140451_A046140_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.991774965335244\r\n# datetime: 2024-04-22T16:13:29.231000Z\r\n# s2:sequence: 1\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240422_1_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/71a1ecfdb0ff99a1aa9839048bfc78dc\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-23T16:20:44.531Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240422_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-22 16:13:29.231000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-23T02:23:43.837Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.594869\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 144.941641921427\r\n# view:sun_elevation: 62.9745747205139\r\n# s2:degraded_msi_data_percentage: 0.0093\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.171031\r\n# s2:cloud_shadow_percentage: 2.524043\r\n# s2:vegetation_percentage: 57.916528\r\n# s2:not_vegetated_percentage: 6.324564\r\n# s2:water_percentage: 0.923441\r\n# s2:unclassified_percentage: 0.545357\r\n# s2:medium_proba_clouds_percentage: 9.353479\r\n# s2:high_proba_clouds_percentage: 16.427162\r\n# s2:thin_cirrus_percentage: 5.814227\r\n# s2:snow_ice_percentage: 0.000163\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240422T155821_N0510_R097_T17SPV_20240422T232000.SAFE\r\n# s2:generation_time: 2024-04-22T23:20:00.000000Z\r\n# s2:datatake_id: GS2A_20240422T155821_046140_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240422T232000_S20240422T161127_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240422T232000_A046140_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.991774965335244\r\n# datetime: 2024-04-22T16:13:29.231000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240422_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/a3721b4f648e818920dfaa833bbf6064\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-23T02:23:43.837Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240417_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-17 16:13:27.286000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-18T00:51:42.539Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 100\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 146.162190051164\r\n# view:sun_elevation: 61.3455453771872\r\n# s2:degraded_msi_data_percentage: 0.0031\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0\r\n# s2:cloud_shadow_percentage: 0\r\n# s2:vegetation_percentage: 0\r\n# s2:not_vegetated_percentage: 0\r\n# s2:water_percentage: 0\r\n# s2:unclassified_percentage: 0\r\n# s2:medium_proba_clouds_percentage: 69.701403\r\n# s2:high_proba_clouds_percentage: 30.298603\r\n# s2:thin_cirrus_percentage: 0\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240417T155819_N0510_R097_T17SPV_20240417T221800.SAFE\r\n# s2:generation_time: 2024-04-17T22:18:00.000000Z\r\n# s2:datatake_id: GS2B_20240417T155819_037160_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240417T221800_S20240417T160258_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240417T221800_A037160_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.994561472482675\r\n# datetime: 2024-04-17T16:13:27.286000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240417_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/b9a7bc6c7c275dd79172b8effca89461\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-18T00:51:42.539Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240412_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-12 16:13:27.651000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-13T01:42:56.472Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 31.715456\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 147.269940196506\r\n# view:sun_elevation: 59.625132343664\r\n# s2:degraded_msi_data_percentage: 0.0104\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.153453\r\n# s2:cloud_shadow_percentage: 12.679228\r\n# s2:vegetation_percentage: 49.264008\r\n# s2:not_vegetated_percentage: 4.988225\r\n# s2:water_percentage: 0.656567\r\n# s2:unclassified_percentage: 0.542805\r\n# s2:medium_proba_clouds_percentage: 11.25274\r\n# s2:high_proba_clouds_percentage: 17.18483\r\n# s2:thin_cirrus_percentage: 3.277886\r\n# s2:snow_ice_percentage: 0.000259\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240412T155901_N0510_R097_T17SPV_20240412T235553.SAFE\r\n# s2:generation_time: 2024-04-12T23:55:53.000000Z\r\n# s2:datatake_id: GS2A_20240412T155901_045997_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240412T235553_S20240412T160211_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240412T235553_A045997_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 0.997399653732186\r\n# datetime: 2024-04-12T16:13:27.651000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240412_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ba25771a14d9292a3ef8f260e24c8ce5\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-13T01:42:56.472Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2B_17SPV_20240407_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-07 16:13:25.177000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-07T22:51:18.053Z\r\n# platform: sentinel-2b\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 0.007223\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 148.241587595963\r\n# view:sun_elevation: 57.8193021287102\r\n# s2:degraded_msi_data_percentage: 0.0024\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.393997\r\n# s2:cloud_shadow_percentage: 1e-05\r\n# s2:vegetation_percentage: 84.631485\r\n# s2:not_vegetated_percentage: 13.122594\r\n# s2:water_percentage: 1.402112\r\n# s2:unclassified_percentage: 0.442009\r\n# s2:medium_proba_clouds_percentage: 0.000368\r\n# s2:high_proba_clouds_percentage: 7.6e-05\r\n# s2:thin_cirrus_percentage: 0.006778\r\n# s2:snow_ice_percentage: 0.000571\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2B_MSIL2A_20240407T155819_N0510_R097_T17SPV_20240407T202406.SAFE\r\n# s2:generation_time: 2024-04-07T20:24:06.000000Z\r\n# s2:datatake_id: GS2B_20240407T155819_037017_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240407T202406_S20240407T160426_N05.10\r\n# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240407T202406_A037017_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 1.00026982268816\r\n# datetime: 2024-04-07T16:13:25.177000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240407_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d9ae6b9fc4520f5ae2a33ffbab89ac25\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-07T22:51:18.053Z\r\n# proj:code: EPSG:32617\r\nCollection ID: sentinel-2-l2a\r\nItem: S2A_17SPV_20240402_0_L2A\r\nGeometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\nBbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\nDatetime: 2024-04-02 16:13:24.212000+00:00\r\nStart Datetime not found.\r\nEnd Datetime not found.\r\nExtra Fields:\r\n---------------------------------------------------------------------------\r\nExtensions:\r\n---------------------------------------------------------------------------\r\n\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n---------------------------------------------------------------------------\r\nProperties:\r\n# created: 2024-04-03T02:43:18.525Z\r\n# platform: sentinel-2a\r\n# constellation: sentinel-2\r\n---------------------------------------------------------------------------\r\n instruments:\r\n# eo:cloud_cover: 52.194571\r\n# mgrs:utm_zone: 17\r\n# mgrs:latitude_band: S\r\n# mgrs:grid_square: PV\r\n# grid:code: MGRS-17SPV\r\n# view:sun_azimuth: 149.123391641051\r\n# view:sun_elevation: 55.9520519703372\r\n# s2:degraded_msi_data_percentage: 0.0067\r\n# s2:nodata_pixel_percentage: 0\r\n# s2:saturated_defective_pixel_percentage: 0\r\n# s2:dark_features_percentage: 0.222265\r\n# s2:cloud_shadow_percentage: 0.681242\r\n# s2:vegetation_percentage: 32.632047\r\n# s2:not_vegetated_percentage: 13.082658\r\n# s2:water_percentage: 0.269024\r\n# s2:unclassified_percentage: 0.918192\r\n# s2:medium_proba_clouds_percentage: 14.986324\r\n# s2:high_proba_clouds_percentage: 16.081516\r\n# s2:thin_cirrus_percentage: 21.126732\r\n# s2:snow_ice_percentage: 0\r\n# s2:product_type: S2MSI2A\r\n# s2:processing_baseline: 05.10\r\n# s2:product_uri: S2A_MSIL2A_20240402T155821_N0510_R097_T17SPV_20240402T235145.SAFE\r\n# s2:generation_time: 2024-04-02T23:51:45.000000Z\r\n# s2:datatake_id: GS2A_20240402T155821_045854_N05.10\r\n# s2:datatake_type: INS-NOBS\r\n# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240402T235145_S20240402T160459_N05.10\r\n# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240402T235145_A045854_T17SPV_N05.10\r\n# s2:reflectance_conversion_factor: 1.00315010154664\r\n# datetime: 2024-04-02T16:13:24.212000Z\r\n# s2:sequence: 0\r\n# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240402_0_L2A\r\n# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/3dac5288c179d121cc299fcd6cffcc5b\r\n# earthsearch:boa_offset_applied: True\r\n---------------------------------------------------------------------------\r\n\r\n processing:software:\r\n# sentinel2-to-stac: 0.1.1\r\n# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n# updated: 2024-04-03T02:43:18.525Z\r\n# proj:code: EPSG:32617\r\n```\n:::\n:::\n\n\n:::\n\n```{ojs}\n//| label: ojs-items-table\n//| echo: false\nInputs.table(items_table, {width: \"100%\"})\n```\n\n::: {#count-items .cell execution_count=14}\n\n::: {.cell-output .cell-output-stdout}\n```\nThere are 38 Sentinel 2 items found in our computational region.\n```\n:::\n:::\n\n\nLet's look closer at the properties of item id `S2A_17SPV_20240919_0_L2A`.\n\n::: {#cell-item-properties .cell execution_count=15}\n``` {.python .cell-code}\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\ndf_properties = df_item[\"properties\"].apply(pd.Series)\ndf_item_flat = pd.concat([df_item.drop(\"properties\", axis=1), df_properties], axis=1)\nojs_define(item_props=df_item_flat.iloc[0].dropna().to_dict())\n```\n\n::: {#item-properties .cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n```{ojs}\n//| label: ojs-item-props\n//| echo: false\nkvTable(item_props)\n```\n\nLet's look at the items properties\n\n::: {#cell-item-properties-properties .cell execution_count=16}\n``` {.python .cell-code}\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\ndf_properties = df_item[\"properties\"].apply(pd.Series)\nojs_define(item_properties_kv=df_properties.iloc[0].dropna().to_dict())\n```\n\n::: {#item-properties-properties .cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n```{ojs}\n//| label: ojs-item-props-kv\n//| echo: false\nkvTable(item_properties_kv)\n```\n\nNow we let's look at the items assets.\n\n::: {#cell-item-properties-assets .cell execution_count=17}\n``` {.python .cell-code}\ndf_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\nassets_dict = df_item[\"assets\"].iloc[0]\nojs_define(item_assets=assets_dict)\n```\n\n::: {#item-properties-assets .cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n```{ojs}\n// | label: item-properties-assets-html\n// | echo: false\nfunction rolesBadge(roles) {\n if (!roles) return \"\";\n return htl.html`
          \n ${roles.map(r => htl.html`${r}`)}\n
          `;\n}\n\nfunction assetPropCard([name, asset]) {\n return htl.html`
          \n
          \n ${name}\n
          \n ${asset.title ? htl.html`
          ${asset.title}
          ` : \"\"}\n ${asset.type ? htl.html`
          ${asset.type}
          ` : \"\"}\n ${rolesBadge(asset.roles)}\n ${asset.type?.includes(\"tiff\") || /\\.tiff?$/i.test(asset.href ?? \"\")\n ? cogMap(asset.href) : \"\"}\n ${asset.href ? htl.html`🔗 View Asset` : \"\"}\n
          `;\n}\n\nhtl.html`
          \n ${Object.entries(item_assets).map(assetPropCard)}\n
          `\n```\n\n#### Assets\n\nEach STAC Item may contain multiple asset types (e.g. red, nir, thumbnail). The snippet below\nenumerates assets across items, shows per-item asset rows, and prints simple summaries.\n\n::: {#asset-query .cell execution_count=18}\n``` {.python .cell-code}\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n```\n:::\n\n\n::: {#tbl-items-assets .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=19}\n``` {.python .cell-code}\nassets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"ap\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n query=json.dumps(stac_query),\n format=\"json\",\n)\n\nojs_define(assets_data=assets_json)\n```\n\n::: {.cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n```{ojs}\n// | label: item-assets-html\n// | echo: false\n\nfunction assetCard([name, asset]) {\n return htl.html`
          \n
          \n ${asset.title ? htl.html`
          ${asset.title}
          ` : \"\"}\n
          \n ${rolesBadge(asset.roles)}\n ${asset.type ? htl.html`
          ${asset.type}
          ` : \"\"}\n\n ${asset.roles?.includes(\"thumbnail\") || asset.type?.startsWith(\"image/\")\n ? htl.html`\n Image blocked (CORS)`\n : \"\"}\n ${asset.type?.includes(\"tiff\") || /\\.tiff?$/i.test(asset.href ?? \"\")\n ? cogMap(asset.href) : \"\"}\n ${asset.href ? htl.html`🔗 View Asset` : \"\"}\n
          `;\n}\n\nhtl.html`
          \n ${Object.entries(assets_data).map(assetCard)}\n
          `\n```\n\n::: {#count-assets .cell execution_count=20}\n\n::: {.cell-output .cell-output-stdout}\n```\nThere are 14 Sentinel 2 assets found in our computational region.\n```\n:::\n:::\n\n\n#### EO Parameters\n\nSTAC item properties expose a number of Earth Observation (EO) parameters that are useful for filtering and selecting scenes. Common properties you will see in Sentinel-2 and other EO STAC records include:\n\n- `datetime` — acquisition time (ISO 8601)\n- `eo:cloud_cover` — percent cloud cover (0–100)\n- `eo:gsd` — ground sample distance / native resolution (meters)\n- `view:sun_azimuth`, `view:sun_elevation` — sun geometry\n- `proj:epsg` — EPSG code (when the projection extension is present)\n- collection / platform / instrument fields — identify sensor and mission\n\nHow to use them:\n- Use the `datetime` argument on t.stac.item to constrain time ranges (e.g. `2024-04-01/2024-09-30`).\n- Use the `query` argument to pass a JSON object of property filters. Comparison operators follow the STAC filtering convention (e.g. `lt`, `lte`, `gt`, `gte`).\n\nExample query:\n\n```python\nstac_query = {\n \"eo:cloud_cover\": {\n \"lt\": 10\n }, \n \"eo:gsd\": {\n \"lte\": 10\n },\n \"view:sun_elevation\": {\n \"gte\": 30\n }\n}\n```\n\nPass this to t.stac.item (serialize with json.dumps) to fetch only low-cloud, high-sun-elevation, high-resolution items. Combine `asset_keys` to limit returned assets (e.g. `asset_keys=\"red,nir\"`), and use flags (`-a`, `-m`, `-i`) to control output detail (assets, metadata, item list).\n\nTip: Always inspect a few returned items (`format=\"json\"` or flags=\"m\" / flags=\"a\"`) to see the exact property names used by the catalog you query — naming can vary between providers and extension support.\n\n### Create Metadata Vector\n\n::: {#cell-assets-metadata-vector .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=21}\n``` {.python .cell-code}\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\nassets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n flags=\"a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n query=json.dumps(stac_query),\n items_vector=\"sentinel_2_items\",\n format=\"json\",\n)\n\n\ndf_items_assets = pd.json_normalize(assets_json, max_level=0)\nojs_define(items_assets_table=df_items_assets.drop(\n columns=[\"geometry\", \"links\", \"assets\", \"properties\", \"stac_extensions\", \"type\"],\n errors=\"ignore\"\n).head(10).to_dict(orient=\"records\"))\n```\n\n::: {#assets-metadata-vector .cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n```{ojs}\n//| label: ojs-items-assets-table\n//| echo: false\nInputs.table(items_assets_table, {width: \"100%\"})\n```\n\n#### View the items with iPyleaflet\n\nView STAC items with ipyleaflet (install with `pip install ipyleaflet` if needed) from ipyleaflet use `gj.Interactive` and add the sentinel_2_items bounding boxes.\n\n::: {#cell-view-items-map .cell execution_count=22}\n``` {.python .cell-code}\nimport random\n\nm = gj.InteractiveMap()\nm.add_vector(\n \"sentinel_2_items\",\n style={\"opacity\": 1, \"dashArray\": \"9\", \"fillOpacity\": 0.1, \"weight\": 1},\n hover_style={\"color\": \"white\", \"dashArray\": \"0\", \"fillOpacity\": 0.5},\n style_callback=lambda f: {\n \"color\": \"black\",\n \"fillColor\": random.choice([\"red\", \"yellow\", \"green\", \"orange\"]),\n }\n)\nm.map.center = (35.787137, -79.018917)\nm.map.zoom = 8\n\ndisplay(m.show())\n```\n\n::: {#view-items-map .cell-output .cell-output-display}\n```{=html}\n\n```\n:::\n:::\n\n\n### Download and Import Rasters\n\nWith the STAC items identified and the STRDS structure defined, you can now download the raster assets directly into the GRASS project. The `t.stac.item` command with the `-d` (download) flag retrieves each Cloud Optimized GeoTIFF (COG), reprojects and resamples it to match the current computational region, and writes the resulting map names and timestamps to a text file for STRDS registration.\n\nControl download behavior with:\n\n- `nprocs` — number of parallel download workers\n- `resolution` / `resolution_value` — output resolution strategy (`value` uses the number you specify in meters)\n- `method` — resampling method (`nearest` is fastest; use `bilinear` or `cubic` for continuous data)\n- `extent` — `region` clips each asset to the current computational region on import\n\n### Register STRDS\n\n::: {.panel-tabset}\n\n## Python\n\n::: {#tbl-collection-items-assets .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=23}\n``` {.python .cell-code}\nimport grass.script as gs\nimport grass.jupyter as gj\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\nitems_assets_json = gs.parse_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,nir\",\n format=\"json\",\n query=json.dumps(stac_query)\n)\n```\n:::\n\n\n## Terminal\n\n::: {#tbl-collection-items-assets-terminal .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=24}\n``` {.python .cell-code}\n!t.stac.item url=\"https://earth-search.aws.element84.com/v1/\" collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" asset_keys=\"red,nir\" format=\"json\" query='{\"eo:cloud_cover\": {\"lt\": 10}}'\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nSelected PROJ pipeline:\r\n+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n************************\r\nSearch Matched: 7 items\r\n{\"count\": 14, \"bytes\": 3303941772}\r\n```\n:::\n:::\n\n\n:::\n\n::: {#download-estimate .cell execution_count=25}\n``` {.python .cell-code}\nprint(f\"\"\"\nDownload Estimate\n \nFiles: {items_assets_json[\"count\"]}\nTotal Download Size: {items_assets_json[\"bytes\"] / 1e9:.2f} GB\n\"\"\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n\nDownload Estimate\n\nFiles: 14\nTotal Download Size: 3.30 GB\n\n```\n:::\n:::\n\n\n::: {#tbl-collection-items-assets-strds .cell tbl-cap='Sentinel 2 Items Assets Metadata' execution_count=26}\n``` {.python .cell-code}\nstac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n\ngs.run_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,green,blue,nir\",\n query=json.dumps(stac_query),\n strds_output=\"outputs/s2_rgbn.txt\",\n format=\"json\"\n)\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n{\"count\": 28, \"bytes\": 6326320535}\n```\n:::\n:::\n\n\n::: {#c81dff7f .cell execution_count=27}\n\n::: {.cell-output .cell-output-stdout}\n```\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue|2024-09-09 16:13:25|blue\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green|2024-09-09 16:13:25|green\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir|2024-09-09 16:13:25|nir\nsentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red|2024-09-09 16:13:25|red\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.blue|2024-08-25 16:13:26|blue\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.green|2024-08-25 16:13:26|green\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir|2024-08-25 16:13:26|nir\nsentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red|2024-08-25 16:13:26|red\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.blue|2024-07-31 16:13:28|blue\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.green|2024-07-31 16:13:28|green\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir|2024-07-31 16:13:28|nir\nsentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red|2024-07-31 16:13:28|red\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.blue|2024-06-11 16:13:32|blue\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.green|2024-06-11 16:13:32|green\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir|2024-06-11 16:13:32|nir\nsentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red|2024-06-11 16:13:32|red\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.blue|2024-05-22 16:13:25|blue\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.green|2024-05-22 16:13:25|green\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir|2024-05-22 16:13:25|nir\nsentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red|2024-05-22 16:13:25|red\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.blue|2024-05-02 16:13:29|blue\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.green|2024-05-02 16:13:29|green\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.nir|2024-05-02 16:13:29|nir\nsentinel-2-l2a.S2A_17SPV_20240502_0_L2A.red|2024-05-02 16:13:29|red\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.blue|2024-04-07 16:13:25|blue\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.green|2024-04-07 16:13:25|green\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.nir|2024-04-07 16:13:25|nir\nsentinel-2-l2a.S2B_17SPV_20240407_0_L2A.red|2024-04-07 16:13:25|red\n\n```\n:::\n:::\n\n\n::: {#assets-metadata-strds-dates .cell execution_count=28}\n``` {.python .cell-code}\nstartdate = df_items_assets[\"datetime\"].min()\nenddate = df_items_assets[\"datetime\"].max()\nprint(f\"Start Date: {startdate}\\nEnd Date: {enddate}\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nStart Date: 2024-04-07T16:13:25.177000Z\nEnd Date: 2024-09-09T16:13:25.358000Z\n```\n:::\n:::\n\n\nCreate a Space Time Raster Dataset (STRDS) to manage the Sentinel-2 data you want to analyze with GRASS. An STRDS is a container that links individual raster maps to their acquisition timestamps, enabling temporal queries, gap analysis, and time series computations with GRASS temporal tools (`t.rast.*`).\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#create-strds .cell execution_count=29}\n``` {.python .cell-code}\n# Create the space time dataset\ngs.run_command(\n \"t.create\",\n output=\"sentinel_2\",\n type=\"strds\",\n temporaltype=\"absolute\",\n title=\"Sentinel 2 Red/NIR Bands\",\n description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\",\n overwrite=True,\n)\n```\n:::\n\n\n## Terminal\n\n```bash\nt.create \\\n output=sentinel_2 \\\n type=strds \\\n temporaltype=absolute \\\n title=\"Sentinel 2 Red/NIR Bands\" \\\n description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\" \\\n --overwrite\n```\n\n:::\n\n\nDownload the data\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#download-assets .cell execution_count=30}\n``` {.python .cell-code}\ngs.run_command(\n \"t.stac.item\",\n url=stac_url,\n collection_id=\"sentinel-2-l2a\",\n datetime=\"2024-04-01/2024-09-30\",\n asset_keys=\"red,green,blue,nir\",\n query=json.dumps(stac_query),\n strds_output=\"outputs/s2_rgbn.txt\",\n format=\"json\",\n method=\"nearest\",\n resolution=\"value\",\n resolution_value=\"10\",\n extent=\"region\",\n nprocs=16,\n flags=\"d\",\n)\n```\n:::\n\n\n## Terminal\n\n```bash\nt.stac.item \\\n url=\"https://earth-search.aws.element84.com/v1/\" \\\n collection_id=\"sentinel-2-l2a\" \\\n datetime=\"2024-04-01/2024-09-30\" \\\n asset_keys=\"red,green,blue,nir\" \\\n query='{\"eo:cloud_cover\": {\"lt\": 10}}' \\\n strds_output=\"outputs/s2_rgbn.txt\" \\\n format=\"json\" \\\n method=\"nearest\" \\\n resolution=\"value\" \\\n resolution_value=\"10\" \\\n extent=\"region\" \\\n nprocs=1 \\\n -d\n```\n\n:::\n\n\n\nRegister the data\n\nOnce all assets are downloaded, register them into the STRDS using the text file produced by `t.stac.item`. Each line in the file contains a raster map name and its acquisition timestamp, which `t.register` uses to populate the temporal database.\n\n::: {.panel-tabset group=\"language\"}\n\n## Python\n\n::: {#register-strds .cell execution_count=31}\n``` {.python .cell-code}\n# Register the output maps into a space time dataset\ngs.run_command(\n \"t.register\", input=\"sentinel_2\", file=\"outputs/s2_rgbn.txt\", type=\"raster\"\n)\n```\n:::\n\n\n## Terminal\n\n```bash\nt.register input=sentinel_2 file=outputs/s2_rgbn.txt type=raster\n```\n\n:::\n\n::: {#list-strds .cell execution_count=32}\n``` {.python .cell-code}\ngs.run_command(\"t.info\", type=\"strds\", input=\"sentinel_2\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\n +-------------------- Space Time Raster Dataset -----------------------------+\n | |\n +-------------------- Basic information -------------------------------------+\n | Id: ........................ sentinel_2@PERMANENT\n | Name: ...................... sentinel_2\n | Mapset: .................... PERMANENT\n | Creator: ................... coreywhite\n | Temporal type: ............. absolute\n | Creation time: ............. 2026-03-18 21:03:58\n | Modification time:.......... 2026-03-18 21:04:05\n | Semantic type:.............. mean\n +-------------------- Absolute time -----------------------------------------+\n | Start time:................. 2024-04-07 16:13:25\n | End time:................... 2024-09-09 16:13:25\n | Granularity:................ 1 second\n | Temporal type of maps:...... point\n +-------------------- Spatial extent ----------------------------------------+\n | North:...................... 236690.0\n | South:...................... 210390.0\n | East:.. .................... 616050.0\n | West:....................... 598920.0\n | Top:........................ 0.0\n | Bottom:..................... 0.0\n +-------------------- Metadata information ----------------------------------+\n | Raster register table:...... raster_map_register_7e29fc7169b94738889dc37decb9e511\n | North-South resolution min:. 10.0\n | North-South resolution max:. 10.0\n | East-west resolution min:... 10.0\n | East-west resolution max:... 10.0\n | Minimum value min:.......... 1.0\n | Minimum value max:.......... 147.0\n | Maximum value min:.......... 8128.0\n | Maximum value max:.......... 18216.0\n | Aggregation type:........... None\n | Number of semantic labels:.. 4\n | Semantic labels:............ blue,green,nir,red\n | Number of registered maps:.. 28\n |\n | Title:\n | Sentinel 2 Red/NIR Bands\n | Description:\n | Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\n | Command history:\n | # 2026-03-18 21:03:58 \n | t.create --o output=\"sentinel_2\" type=\"strds\"\n | temporaltype=\"absolute\" title=\"Sentinel 2 Red/NIR Bands\"\n | description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\"\n | # 2026-03-18 21:04:05 \n | t.register input=\"sentinel_2\"\n | file=\"outputs/s2_rgbn.txt\" type=\"raster\"\n | \n +----------------------------------------------------------------------------+\n```\n:::\n:::\n\n\nNow let's view a RGB composite of one of our tiles\n\n```python\n# Install the i.histo.match extension for histogram matching\ngs.run_command(\"g.extension\", extension=\"i.histo.match\")\n```\n\n::: {#cell-display-composite .cell execution_count=33}\n``` {.python .cell-code}\ns2_rgb_maps = [\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green\",\n]\n\ns2_json = gs.parse_command(\n \"r.univar\",\n map=s2_rgb_maps,\n format=\"json\",\n)\nprint(f\"Max value: {s2_json['max']}\")\n\ngs.run_command(\n \"i.histo.match\",\n input=s2_rgb_maps,\n suffix=\"255\",\n max=s2_json[\"max\"],\n output=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A\",\n)\ngs.run_command(\n \"r.colors\",\n map=[\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n ],\n color=\"grey\",\n)\n\ngs.run_command(\n \"i.colors.enhance\",\n r=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n b=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n g=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n)\n\nm = gj.Map(use_region=True, filename=\"images/sentinel2_rgb.png\")\nm.d_rgb(\n red=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n blue=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n green=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n)\nm.d_barscale()\nm.show()\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nMax value: 8400\n```\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-composite-output-2.png){#display-composite}\n:::\n:::\n\n\n#### Temporal Map Calculations\n\nRun a temporal map calculation on your entire STRDS to generate an NDVI layer.\n\n::: {#temporal-mapcalc .cell execution_count=34}\n``` {.python .cell-code}\ngs.run_command(\n \"t.rast.mapcalc\",\n inputs=[\"sentinel_2.nir\", \"sentinel_2.red\"],\n output=\"ndvi\",\n basename=\"ndvi\",\n method=\"follows\",\n expression=(\n \"float(if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') - if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red')) / (if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') + if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red'))\"\n ),\n overwrite=True,\n flags=\"n\",\n)\n```\n:::\n\n\nCheck to see it worked.\n\n::: {#list-strds-ndvi .cell execution_count=35}\n``` {.python .cell-code}\ngs.run_command(\"t.list\", type=\"strds\")\n```\n\n::: {.cell-output .cell-output-stdout}\n```\nndvi@PERMANENT\nsentinel_2@PERMANENT\n```\n:::\n:::\n\n\nand plot the NDVI\n\n::: {#cell-plot-ndvi .cell execution_count=36}\n``` {.python .cell-code}\nstrds_df = pd.DataFrame(\n gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n format=\"csv\",\n )\n)\n\n# Convert start_time to datetime for better formatting\nstrds_df[\"start_time\"] = pd.to_datetime(strds_df[\"start_time\"])\n\nsns.lineplot(\n x=\"start_time\", y=\"max\", data=strds_df\n)\n\n# Format x-axis labels for better readability\nimport matplotlib.dates as mdates\nimport matplotlib.pyplot as plt\n\nplt.gca().xaxis.set_major_formatter(mdates.DateFormatter('%Y-%m-%d'))\nplt.gcf().autofmt_xdate() # Auto-rotate date labels\nplt.show()\n```\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/plot-ndvi-output-1.png){#plot-ndvi width=631 height=423}\n:::\n:::\n\n\n::: {#display-ndvi-maps-individual .cell layout-ncol='3' execution_count=37}\n``` {.python .cell-code}\nndvi_list = gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n format=\"csv\",\n)\ngs.run_command(\"t.rast.colors\", input=\"ndvi\", color=\"ndvi\")\n\nfor ndvi in ndvi_list:\n map_name = ndvi.get(\"name\")\n m = gj.Map(use_region=True, width=500)\n m.d_rast(map=map_name)\n m.d_barscale()\n m.d_legend(raster=map_name, flags=\"b\")\n m.show()\n```\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-1.png){#display-ndvi-maps-individual-1}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-2.png){#display-ndvi-maps-individual-2}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-3.png){#display-ndvi-maps-individual-3}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-4.png){#display-ndvi-maps-individual-4}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-5.png){#display-ndvi-maps-individual-5}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-6.png){#display-ndvi-maps-individual-6}\n:::\n\n::: {.cell-output .cell-output-display}\n![](t_stac_tutorial_files/figure-html/display-ndvi-maps-individual-output-7.png){#display-ndvi-maps-individual-7}\n:::\n:::\n\n\nUse the series map to view the entire time series of NDVI maps in one interactive map or save as a GIF.\n\n::: {#cell-display-time-series .cell execution_count=38}\n``` {.python .cell-code}\nndvi_rasters = [\n i.get(\"name\")\n for i in gs.parse_command(\n \"t.rast.list\",\n input=\"ndvi\",\n order=\"start_time\",\n columns=[\"name\"],\n format=\"csv\",\n )\n]\n\n# Create Time Series Map\nm = gj.SeriesMap(use_region=True, width=500)\nm.add_rasters(rasters=ndvi_rasters)\nm.d_barscale()\nm.render()\nm.save(\"outputs/ndvi_time_series.gif\")\n```\n\n::: {#display-time-series .cell-output .cell-output-display execution_count=34}\n```\n'outputs/ndvi_time_series.gif'\n```\n:::\n:::\n\n\n![NDVI Time Series](outputs/ndvi_time_series.gif)\n\n## References\n\n- [pystac Documentation](https://pystac.readthedocs.io/)\n- [pystac_client Documentation](https://pystac-client.readthedocs.io/)\n\n", "supporting": [ "t_stac_tutorial_files" ], @@ -12,7 +12,7 @@ "\n\n\n\n" ], "include-after-body": [ - "\n" + "\n" ] } } diff --git a/content/blog/emoji_geomorphometry.quarto_ipynb b/content/blog/emoji_geomorphometry.quarto_ipynb index 8f7a0a3..b2f3e2d 100644 --- a/content/blog/emoji_geomorphometry.quarto_ipynb +++ b/content/blog/emoji_geomorphometry.quarto_ipynb @@ -109,7 +109,7 @@ "\n", "**Note:** These emojis are used for illustrative purposes in rendered image overlays or legends and may not be rendered in GRASS GUI." ], - "id": "e108733a" + "id": "e744bfed" } ], "metadata": { diff --git a/content/notebooks/actinia/basics_actinia.quarto_ipynb b/content/notebooks/actinia/basics_actinia.quarto_ipynb index dc8442a..2c1273e 100644 --- a/content/notebooks/actinia/basics_actinia.quarto_ipynb +++ b/content/notebooks/actinia/basics_actinia.quarto_ipynb @@ -47,7 +47,7 @@ "draft: true\n", "---\n" ], - "id": "d78c5f55" + "id": "17f1acf7" }, { "cell_type": "code", @@ -56,7 +56,7 @@ "#| echo: false\n", "!figlet \"actinia 101\"" ], - "id": "cb19442f", + "id": "f5be31ac", "execution_count": null, "outputs": [] }, @@ -83,7 +83,7 @@ "\n", "## Import Python Libraries" ], - "id": "fd2db665" + "id": "3d038767" }, { "cell_type": "code", @@ -100,7 +100,7 @@ "import requests\n", "from requests.auth import HTTPBasicAuth" ], - "id": "d13d8f5e", + "id": "b8d9fde2", "execution_count": null, "outputs": [] }, @@ -116,7 +116,7 @@ "\n", "### Setup Variables" ], - "id": "1387e001" + "id": "2112a2e1" }, { "cell_type": "code", @@ -129,7 +129,7 @@ "ACTINIA_URL = ACTINIA_BASEURL + \"/api/\" + ACTINIA_VERSION\n", "ACTINIA_AUTH = HTTPBasicAuth(ACTINIA_USER, ACTINIA_PASSWORD)" ], - "id": "185cba6c", + "id": "3b880876", "execution_count": null, "outputs": [] }, @@ -141,7 +141,7 @@ "def print_as_json(data):\n", " json.dumps(data, indent=2)" ], - "id": "9928157f", + "id": "c9a9d683", "execution_count": null, "outputs": [] }, @@ -162,7 +162,7 @@ "\n", "## Acinia Basics" ], - "id": "daf67295" + "id": "60864f26" }, { "cell_type": "code", @@ -220,7 +220,7 @@ " A[\"/api/v3/locations\"]\n", "```" ], - "id": "264c5302" + "id": "640d23ea" }, { "cell_type": "code", @@ -230,7 +230,7 @@ "response = requests.get(url, auth=ACTINIA_AUTH)\n", "print_as_json(response.json().get('locations'))" ], - "id": "da522199", + "id": "5b99556c", "execution_count": null, "outputs": [] }, @@ -247,7 +247,7 @@ " C --- D[\"/info\"]\n", "```" ], - "id": "e3b91fc5" + "id": "c1223788" }, { "cell_type": "code", @@ -260,7 +260,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "e142c11e", + "id": "79122f91", "execution_count": null, "outputs": [] }, @@ -279,7 +279,7 @@ " B --- C[\"/mapsets\"]\n", "```" ], - "id": "1fa3f1f0" + "id": "5e6c0b09" }, { "cell_type": "code", @@ -293,7 +293,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "c756e995", + "id": "34403bbc", "execution_count": null, "outputs": [] }, @@ -312,7 +312,7 @@ " D --- E[\"/info\"]\n", "```" ], - "id": "fda899d0" + "id": "82351c1c" }, { "cell_type": "code", @@ -326,7 +326,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "113c94b4", + "id": "f463ca71", "execution_count": null, "outputs": [] }, @@ -349,7 +349,7 @@ " D --- E[\"/raster_layers\"]\n", "```" ], - "id": "d0c5a306" + "id": "c97c5e5b" }, { "cell_type": "code", @@ -363,7 +363,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "f09de875", + "id": "49246191", "execution_count": null, "outputs": [] }, @@ -382,7 +382,7 @@ " D --- E[\"/vector_layers\"]\n", "```" ], - "id": "d1889812" + "id": "18df9fce" }, { "cell_type": "code", @@ -399,7 +399,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "329d6737", + "id": "74cbf2d0", "execution_count": null, "outputs": [] }, @@ -422,7 +422,7 @@ " D --- E[\"/processing\"]\n", "```" ], - "id": "e815f8a1" + "id": "8f937243" }, { "cell_type": "code", @@ -438,7 +438,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "e1eff974", + "id": "90a8b84e", "execution_count": null, "outputs": [] }, @@ -457,7 +457,7 @@ " D --- E[\"/processing_async\"]\n", "```" ], - "id": "bbf5158b" + "id": "d9c3a8fb" }, { "cell_type": "code", @@ -473,7 +473,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "3628a7ac", + "id": "0670d1e0", "execution_count": null, "outputs": [] }, @@ -494,7 +494,7 @@ "\n", "Let move on to creating process chains in [Part 3](./process_chains.ipynb).\n" ], - "id": "8201c1aa" + "id": "ba42c439" } ], "metadata": { diff --git a/content/notebooks/hurricane_helene_2024/photogrametry.quarto_ipynb b/content/notebooks/hurricane_helene_2024/photogrametry.quarto_ipynb index c49e3f8..e55c219 100644 --- a/content/notebooks/hurricane_helene_2024/photogrametry.quarto_ipynb +++ b/content/notebooks/hurricane_helene_2024/photogrametry.quarto_ipynb @@ -28,7 +28,7 @@ "\n", "## Set up environment" ], - "id": "40ff1355" + "id": "3800e509" }, { "cell_type": "code", @@ -56,7 +56,7 @@ "project_name = \"Swannanoa\"\n", "mapset = \"flight\"" ], - "id": "edb6b3eb", + "id": "d136c31d", "execution_count": null, "outputs": [] }, @@ -68,7 +68,7 @@ "\n", "### Create project" ], - "id": "27da8dae" + "id": "1b299f75" }, { "cell_type": "code", @@ -77,7 +77,7 @@ "#| eval: false\n", "gs.create_project(path=grassdata, name=project_name, epsg=\"3358\", overwrite=False)" ], - "id": "0eb67e04", + "id": "6f04e2f8", "execution_count": null, "outputs": [] }, @@ -87,7 +87,7 @@ "source": [ "### Start GRASS session" ], - "id": "73f5b11d" + "id": "121c8ae6" }, { "cell_type": "code", @@ -96,7 +96,7 @@ "# Start GRASS in the recently created project\n", "session = gj.init(Path(grassdata, project_name))" ], - "id": "2151acce", + "id": "952d4f15", "execution_count": null, "outputs": [] }, @@ -106,7 +106,7 @@ "source": [ "### Define Query Parameters" ], - "id": "f87b41f5" + "id": "2e737c7a" }, { "cell_type": "code", @@ -118,7 +118,7 @@ "\n", "url = f\"https://services.arcgis.com/XG15cJAlne2vxtgt/ArcGIS/rest/services/Image_Points_view/FeatureServer/3/query?where=project+%3D+%27CAP+-+H-TS+Helene+2024%27+and+mission+%3D+%2724-1-5849%27+and+flight+%3D+%27{flight}%27&objectIds=&time=&geometry=&geometryType=esriGeometryEnvelope&inSR=&spatialRel=esriSpatialRelIntersects&resultType=none&distance=0.0&units=esriSRUnit_Meter&relationParam=&returnGeodetic=false&outFields=*&returnGeometry=true&featureEncoding=esriDefault&multipatchOption=xyFootprint&maxAllowableOffset=&geometryPrecision=&outSR=3358&defaultSR=&datumTransformation=&applyVCSProjection=false&returnIdsOnly=false&returnUniqueIdsOnly=false&returnCountOnly=false&returnExtentOnly=false&returnQueryGeometry=false&returnDistinctValues=false&cacheHint=false&orderByFields=&groupByFieldsForStatistics=&outStatistics=&having=&resultOffset=&returnExceededLimitFeatures=true&quantizationParameters=&sqlFormat=none&f=geojson&token=\"" ], - "id": "c7617c68", + "id": "23344b85", "execution_count": null, "outputs": [] }, @@ -128,7 +128,7 @@ "source": [ "### Import Data" ], - "id": "be79ea42" + "id": "d8774ffa" }, { "cell_type": "code", @@ -137,7 +137,7 @@ "#| eval: false\n", "gs.run_command(\"v.import\", input=url, output=\"image_points\", overwrite=True)" ], - "id": "2bbc8ca2", + "id": "a47bc6f3", "execution_count": null, "outputs": [] }, @@ -147,7 +147,7 @@ "source": [ "### Get data info" ], - "id": "c9d0146c" + "id": "9eb26cd1" }, { "cell_type": "code", @@ -155,7 +155,7 @@ "source": [ "gs.run_command(\"v.info\", map=\"image_points\", flags=\"c\" )" ], - "id": "0c711613", + "id": "d7cd2184", "execution_count": null, "outputs": [] }, @@ -165,7 +165,7 @@ "source": [ "### Set region" ], - "id": "eedbb0a1" + "id": "e02c9d45" }, { "cell_type": "code", @@ -173,7 +173,7 @@ "source": [ "gs.run_command(\"g.region\", vector=\"image_points\", res=10)" ], - "id": "00d43e53", + "id": "b23a1c81", "execution_count": null, "outputs": [] }, @@ -183,7 +183,7 @@ "source": [ "### View Data" ], - "id": "9839f0d8" + "id": "f2d4885c" }, { "cell_type": "code", @@ -193,7 +193,7 @@ "m.d_vect(map=\"image_points\")\n", "display(m.show())" ], - "id": "34faf7b3", + "id": "fd91352b", "execution_count": null, "outputs": [] }, @@ -203,7 +203,7 @@ "source": [ "### Read data into pandas DataFrame" ], - "id": "47629d3d" + "id": "4fabc494" }, { "cell_type": "code", @@ -220,7 +220,7 @@ "points_df = pd.DataFrame(points_json[\"records\"])\n", "points_df.head()" ], - "id": "1a09b6d2", + "id": "6d16739c", "execution_count": null, "outputs": [] }, @@ -230,7 +230,7 @@ "source": [ "## Download images for processing" ], - "id": "71f20738" + "id": "fdc47f9c" }, { "cell_type": "code", @@ -292,7 +292,7 @@ " for future in as_completed(futures):\n", " future.result() # This will raise " ], - "id": "46de4d26", + "id": "e20e6aae", "execution_count": null, "outputs": [] }, @@ -304,7 +304,7 @@ "\n", "Make sure to set appropriate threads for your system." ], - "id": "60abc7c9" + "id": "c4f9a03e" }, { "cell_type": "code", @@ -315,7 +315,7 @@ "\n", "run(urls=url_list, save_dir=\"imagery_data/nadir/{flight}\", num_threads=32)" ], - "id": "9eee3015", + "id": "bf13abb6", "execution_count": null, "outputs": [] }, @@ -339,7 +339,7 @@ "- WebODM\n", "- Agisoft Metashape" ], - "id": "a4b1b36b" + "id": "39ee006c" }, { "cell_type": "code", @@ -350,7 +350,7 @@ "\n", "image_urls = query_feature_service(flight_id=\"A0046B\")" ], - "id": "037c0b2a", + "id": "44e0c477", "execution_count": null, "outputs": [] } diff --git a/content/notebooks/stac_tutorial/t_stac_tutorial.qmd b/content/notebooks/stac_tutorial/t_stac_tutorial.qmd index 47f736c..3c36d7d 100644 --- a/content/notebooks/stac_tutorial/t_stac_tutorial.qmd +++ b/content/notebooks/stac_tutorial/t_stac_tutorial.qmd @@ -43,17 +43,17 @@ execute: --- -In this tutorial we will learn about the [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) suite of tools for [GRASS](https://grass.osgeo.org). +## Introduction + +In this tutorial we will learn how to intergrate SpatioTemporal Asset Catalog (STAC) data into your GRASS workflow using the [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) suite of tools for [GRASS](https://grass.osgeo.org). * [t.stac.catalog](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.catalog.html) - is a tool for exploring SpatioTemporal Asset Catalogs metadata from a STAC API. * [t.stac.collection](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.collection.html) - is a tool for exploring SpatioTemporal Asset Catalog (STAC) collection metadata. * [t.stac.item](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.item.html) - is a tool for exploring and importing SpatioTemporal Asset Catalog item metadata and assets into GRASS. -## Introduction +STAC is an open specification that provides a common structure for describing and cataloging geospatial information. STAC organizes earth observation data into a hierarchy of **Catalogs** → **Collections** → **Items** → **Assets**, making large archives of cloud-hosted imagery discoverable and accessible through a standard API. Major providers such as AWS, Google Cloud, and Microsoft Planetary Computer publish their datasets as STAC-compliant APIs, giving you a unified way to search and retrieve data across platforms. -SpatioTemporal Asset Catalog (STAC) is an open specification that provides a common structure for describing and cataloging geospatial information. STAC organizes earth observation data into a hierarchy of **Catalogs** → **Collections** → **Items** → **Assets**, making large archives of cloud-hosted imagery discoverable and accessible through a standard API. Major providers such as AWS, Google Cloud, and Microsoft Planetary Computer publish their datasets as STAC-compliant APIs, giving you a unified way to search and retrieve data across platforms. - -The `t.stac` addon suite bridges these STAC APIs with GRASS's spatio-temporal data management framework. Instead of manually browsing catalogs and downloading files, `t.stac` lets you: +The `t.stac` addon suite bridges these STAC APIs with GRASSs' spatio-temporal data management framework. Instead of manually browsing catalogs and downloading files, `t.stac` lets you: - **Search** by spatial extent and time window - **Filter** by metadata properties such as cloud cover, sun elevation, and resolution @@ -79,7 +79,6 @@ import json import pandas as pd from pathlib import Path import seaborn as sns -# import polars as pl # Ask GRASS where its Python packages are and add them to the path sys.path.append( @@ -704,7 +703,7 @@ View STAC items with ipyleaflet (install with `pip install ipyleaflet` if needed import random -m = gj.InteractiveMap(use_region=True) +m = gj.InteractiveMap() m.add_vector( "sentinel_2_items", style={"opacity": 1, "dashArray": "9", "fillOpacity": 0.1, "weight": 1}, @@ -714,13 +713,16 @@ m.add_vector( "fillColor": random.choice(["red", "yellow", "green", "orange"]), } ) +m.map.center = (35.787137, -79.018917) +m.map.zoom = 8 + display(m.show()) ``` ### Download and Import Rasters -With the STAC items identified and the STRDS structure defined, you can now download the raster assets directly into the GRASS project. The `t.stac.item` command with the `-d` (download) flag retrieves each Cloud-Optimized GeoTIFF (COG), reprojects and resamples it to match the current computational region, and writes the resulting map names and timestamps to a text file for STRDS registration. +With the STAC items identified and the STRDS structure defined, you can now download the raster assets directly into the GRASS project. The `t.stac.item` command with the `-d` (download) flag retrieves each Cloud Optimized GeoTIFF (COG), reprojects and resamples it to match the current computational region, and writes the resulting map names and timestamps to a text file for STRDS registration. Control download behavior with: diff --git a/content/notebooks/stac_tutorial/t_stac_tutorial.quarto_ipynb b/content/notebooks/stac_tutorial/t_stac_tutorial.quarto_ipynb index 83a5dbb..61bc943 100644 --- a/content/notebooks/stac_tutorial/t_stac_tutorial.quarto_ipynb +++ b/content/notebooks/stac_tutorial/t_stac_tutorial.quarto_ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "markdown", - "id": "347ea409", + "id": "aca71b19", "metadata": {}, "source": [ "---\n", @@ -50,15 +50,15 @@ "\n", "---\n", "\n", - "In this tutorial we will learn about the [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) suite of tools for [GRASS](https://grass.osgeo.org).\n", + "## Introduction\n", + "\n", + "In this tutorial we will learn how to intergrate SpatioTemporal Asset Catalog (STAC) data into your GRASS workflow using the [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) suite of tools for [GRASS](https://grass.osgeo.org).\n", "\n", "* [t.stac.catalog](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.catalog.html) - is a tool for exploring SpatioTemporal Asset Catalogs metadata from a STAC API.\n", "* [t.stac.collection](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.collection.html) - is a tool for exploring SpatioTemporal Asset Catalog (STAC) collection metadata.\n", "* [t.stac.item](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.item.html) - is a tool for exploring and importing SpatioTemporal Asset Catalog item metadata and assets into GRASS.\n", "\n", - "## Introduction\n", - "\n", - "SpatioTemporal Asset Catalog (STAC) is an open specification that provides a common structure for describing and cataloging geospatial information. STAC organizes earth observation data into a hierarchy of **Catalogs** → **Collections** → **Items** → **Assets**, making large archives of cloud-hosted imagery discoverable and accessible through a standard API. Major providers such as AWS, Google Cloud, and Microsoft Planetary Computer publish their datasets as STAC-compliant APIs, giving you a unified way to search and retrieve data across platforms.\n", + "STAC is an open specification that provides a common structure for describing and cataloging geospatial information. STAC organizes earth observation data into a hierarchy of **Catalogs** → **Collections** → **Items** → **Assets**, making large archives of cloud-hosted imagery discoverable and accessible through a standard API. Major providers such as AWS, Google Cloud, and Microsoft Planetary Computer publish their datasets as STAC-compliant APIs, giving you a unified way to search and retrieve data across platforms.\n", "\n", "The `t.stac` addon suite bridges these STAC APIs with GRASS's spatio-temporal data management framework. Instead of manually browsing catalogs and downloading files, `t.stac` lets you:\n", "\n", @@ -107,7 +107,7 @@ }, { "cell_type": "markdown", - "id": "3fc88036", + "id": "1d201be9", "metadata": {}, "source": [ "Create a GRASS project" @@ -127,7 +127,7 @@ }, { "cell_type": "markdown", - "id": "936fae5a", + "id": "0b443cd6", "metadata": {}, "source": [ "and start a GRASS session." @@ -146,7 +146,7 @@ }, { "cell_type": "markdown", - "id": "0aae95f8", + "id": "ac93434a", "metadata": {}, "source": [ "### Install Addon\n", @@ -180,7 +180,7 @@ }, { "cell_type": "markdown", - "id": "9e2595c8", + "id": "26751fb2", "metadata": {}, "source": [ "### Define computational region" @@ -223,7 +223,7 @@ }, { "cell_type": "markdown", - "id": "1c99b5ff", + "id": "b1958094", "metadata": {}, "source": [ "## STAC API" @@ -243,7 +243,7 @@ }, { "cell_type": "markdown", - "id": "2a435b54", + "id": "e8b27799", "metadata": {}, "source": [ "```{ojs}\n", @@ -514,7 +514,7 @@ }, { "cell_type": "markdown", - "id": "917caa5c", + "id": "12418704", "metadata": {}, "source": [ "## Terminal" @@ -582,7 +582,7 @@ }, { "cell_type": "markdown", - "id": "d8f74544", + "id": "d98e93d4", "metadata": {}, "source": [ ":::\n", @@ -636,7 +636,7 @@ }, { "cell_type": "markdown", - "id": "623b8ca3", + "id": "fa1c6aa8", "metadata": {}, "source": [ "## Terminal" @@ -773,7 +773,7 @@ }, { "cell_type": "markdown", - "id": "2cd9aad3", + "id": "d1b39cee", "metadata": {}, "source": [ ":::\n", @@ -834,7 +834,7 @@ }, { "cell_type": "markdown", - "id": "460032f1", + "id": "4458a4e4", "metadata": {}, "source": [ "## Terminal" @@ -1071,13 +1071,7 @@ "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", "Datetime: 2024-09-14 16:13:25.669000+00:00\r\n", - "Start Datetime not found.\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Start Datetime not found.\r\n", "End Datetime not found.\r\n", "Extra Fields:\r\n", "---------------------------------------------------------------------------\r\n", @@ -1532,13 +1526,7 @@ "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", "Datetime: 2024-08-10 16:13:27.506000+00:00\r\n", - "Start Datetime not found.\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Start Datetime not found.\r\n", "End Datetime not found.\r\n", "Extra Fields:\r\n", "---------------------------------------------------------------------------\r\n", @@ -1603,7 +1591,13 @@ "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", "Datetime: 2024-08-05 16:13:28.726000+00:00\r\n", - "Start Datetime not found.\r\n", + "Start Datetime not found.\r\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "End Datetime not found.\r\n", "Extra Fields:\r\n", "---------------------------------------------------------------------------\r\n", @@ -2062,13 +2056,7 @@ "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", "Datetime: 2024-07-01 16:13:29.590000+00:00\r\n", - "Start Datetime not found.\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Start Datetime not found.\r\n", "End Datetime not found.\r\n", "Extra Fields:\r\n", "---------------------------------------------------------------------------\r\n", @@ -2463,7 +2451,13 @@ "Item: S2A_17SPV_20240601_0_L2A\r\n", "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.67014958475484, 36.07641102292845], [-78.89932213540139, 36.12646435015929], [-79.88850843890832, 36.1397316133374]]]}\r\n", "Bbox: [-79.9021350633042, 35.13301555004904, -78.67014958475484, 36.1397316133374]\r\n", - "Datetime: 2024-06-01 16:13:29.990000+00:00\r\n", + "Datetime: 2024-06-01 16:13:29.990000+00:00\r\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Start Datetime not found.\r\n", "End Datetime not found.\r\n", "Extra Fields:\r\n", @@ -2531,13 +2525,7 @@ "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", "Datetime: 2024-05-27 16:13:26.067000+00:00\r\n", "Start Datetime not found.\r\n", - "End Datetime not found.\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "End Datetime not found.\r\n", "Extra Fields:\r\n", "---------------------------------------------------------------------------\r\n", "Extensions:\r\n", @@ -3063,13 +3051,7 @@ "Item: S2A_17SPV_20240422_0_L2A\r\n", "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-04-22 16:13:29.231000+00:00\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Datetime: 2024-04-22 16:13:29.231000+00:00\r\n", "Start Datetime not found.\r\n", "End Datetime not found.\r\n", "Extra Fields:\r\n", @@ -3202,7 +3184,13 @@ "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", "Datetime: 2024-04-12 16:13:27.651000+00:00\r\n", - "Start Datetime not found.\r\n", + "Start Datetime not found.\r\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "End Datetime not found.\r\n", "Extra Fields:\r\n", "---------------------------------------------------------------------------\r\n", @@ -3407,7 +3395,7 @@ }, { "cell_type": "markdown", - "id": "27d6219a", + "id": "47917919", "metadata": {}, "source": [ ":::\n", @@ -3444,7 +3432,7 @@ }, { "cell_type": "markdown", - "id": "17ee8024", + "id": "a23cc81d", "metadata": {}, "source": [ "Let's look closer at the properties of item id `S2A_17SPV_20240919_0_L2A`." @@ -3483,7 +3471,7 @@ }, { "cell_type": "markdown", - "id": "4ef8eb89", + "id": "2f4f53bd", "metadata": {}, "source": [ "```{ojs}\n", @@ -3527,7 +3515,7 @@ }, { "cell_type": "markdown", - "id": "96e00352", + "id": "19108139", "metadata": {}, "source": [ "```{ojs}\n", @@ -3571,7 +3559,7 @@ }, { "cell_type": "markdown", - "id": "f85f5ffd", + "id": "0d67e5ed", "metadata": {}, "source": [ "```{ojs}\n", @@ -3682,7 +3670,7 @@ }, { "cell_type": "markdown", - "id": "9abfb52b", + "id": "7ed738b2", "metadata": {}, "source": [ "```{ojs}\n", @@ -3757,7 +3745,7 @@ }, { "cell_type": "markdown", - "id": "60027173", + "id": "7a7b7cc8", "metadata": {}, "source": [ "#### EO Parameters\n", @@ -3849,7 +3837,7 @@ }, { "cell_type": "markdown", - "id": "89717f26", + "id": "e652d972", "metadata": {}, "source": [ "```{ojs}\n", @@ -3872,12 +3860,12 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "80e9d50b1af14f08bf63c6a80809bcfe", + "model_id": "5f92bbd11cd8472badfc26aafe23b38d", "version_major": 2, "version_minor": 0 }, "text/plain": [ - "Map(center=[0.0, 0.0], controls=(ZoomControl(options=['position', 'zoom_in_text', 'zoom_in_title', 'zoom_out_t…" + "Map(center=[35.787137, -79.018917], controls=(ZoomControl(options=['position', 'zoom_in_text', 'zoom_in_title'…" ] }, "metadata": {}, @@ -3890,7 +3878,7 @@ "\n", "import random\n", "\n", - "m = gj.InteractiveMap(use_region=True)\n", + "m = gj.InteractiveMap()\n", "m.add_vector(\n", " \"sentinel_2_items\",\n", " style={\"opacity\": 1, \"dashArray\": \"9\", \"fillOpacity\": 0.1, \"weight\": 1},\n", @@ -3900,17 +3888,20 @@ " \"fillColor\": random.choice([\"red\", \"yellow\", \"green\", \"orange\"]),\n", " }\n", ")\n", + "m.map.center = (35.787137, -79.018917)\n", + "m.map.zoom = 8\n", + "\n", "display(m.show())" ] }, { "cell_type": "markdown", - "id": "63835bcf", + "id": "81da01ae", "metadata": {}, "source": [ "### Download and Import Rasters\n", "\n", - "With the STAC items identified and the STRDS structure defined, you can now download the raster assets directly into the GRASS project. The `t.stac.item` command with the `-d` (download) flag retrieves each Cloud-Optimized GeoTIFF (COG), reprojects and resamples it to match the current computational region, and writes the resulting map names and timestamps to a text file for STRDS registration.\n", + "With the STAC items identified and the STRDS structure defined, you can now download the raster assets directly into the GRASS project. The `t.stac.item` command with the `-d` (download) flag retrieves each Cloud Optimized GeoTIFF (COG), reprojects and resamples it to match the current computational region, and writes the resulting map names and timestamps to a text file for STRDS registration.\n", "\n", "Control download behavior with:\n", "\n", @@ -3954,7 +3945,7 @@ }, { "cell_type": "markdown", - "id": "c805eaa9", + "id": "22b05428", "metadata": {}, "source": [ "## Terminal" @@ -4003,7 +3994,7 @@ }, { "cell_type": "markdown", - "id": "8de3ea9c", + "id": "c0f963e1", "metadata": {}, "source": [ ":::" @@ -4076,7 +4067,7 @@ { "cell_type": "code", "execution_count": 27, - "id": "f448c2e7", + "id": "c81dff7f", "metadata": {}, "outputs": [ { @@ -4146,7 +4137,7 @@ }, { "cell_type": "markdown", - "id": "9409f5ae", + "id": "61787083", "metadata": {}, "source": [ "Create a Space Time Raster Dataset (STRDS) to manage the Sentinel-2 data you want to analyze with GRASS. An STRDS is a container that links individual raster maps to their acquisition timestamps, enabling temporal queries, gap analysis, and time series computations with GRASS temporal tools (`t.rast.*`).\n", @@ -4180,7 +4171,7 @@ }, { "cell_type": "markdown", - "id": "c35774b7", + "id": "060ee96e", "metadata": {}, "source": [ "## Terminal\n", @@ -4236,7 +4227,7 @@ }, { "cell_type": "markdown", - "id": "fdb848a4", + "id": "9c484c2b", "metadata": {}, "source": [ "## Terminal\n", @@ -4289,7 +4280,7 @@ }, { "cell_type": "markdown", - "id": "6f4d26b1", + "id": "df31b011", "metadata": {}, "source": [ "## Terminal\n", @@ -4319,8 +4310,8 @@ " | Mapset: .................... PERMANENT\n", " | Creator: ................... coreywhite\n", " | Temporal type: ............. absolute\n", - " | Creation time: ............. 2026-03-02 00:41:50\n", - " | Modification time:.......... 2026-03-02 00:41:54\n", + " | Creation time: ............. 2026-03-18 21:03:58\n", + " | Modification time:.......... 2026-03-18 21:04:05\n", " | Semantic type:.............. mean\n", " +-------------------- Absolute time -----------------------------------------+\n", " | Start time:................. 2024-04-07 16:13:25\n", @@ -4335,7 +4326,7 @@ " | Top:........................ 0.0\n", " | Bottom:..................... 0.0\n", " +-------------------- Metadata information ----------------------------------+\n", - " | Raster register table:...... raster_map_register_c98aaccc908e4d9caf21437faf813338\n", + " | Raster register table:...... raster_map_register_7e29fc7169b94738889dc37decb9e511\n", " | North-South resolution min:. 10.0\n", " | North-South resolution max:. 10.0\n", " | East-west resolution min:... 10.0\n", @@ -4354,11 +4345,11 @@ " | Description:\n", " | Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\n", " | Command history:\n", - " | # 2026-03-02 00:41:50 \n", + " | # 2026-03-18 21:03:58 \n", " | t.create --o output=\"sentinel_2\" type=\"strds\"\n", " | temporaltype=\"absolute\" title=\"Sentinel 2 Red/NIR Bands\"\n", " | description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\"\n", - " | # 2026-03-02 00:41:54 \n", + " | # 2026-03-18 21:04:05 \n", " | t.register input=\"sentinel_2\"\n", " | file=\"outputs/s2_rgbn.txt\" type=\"raster\"\n", " | \n", @@ -4375,7 +4366,7 @@ }, { "cell_type": "markdown", - "id": "034297b2", + "id": "6daab0c4", "metadata": {}, "source": [ "Now let's view a RGB composite of one of our tiles\n", @@ -4463,7 +4454,7 @@ }, { "cell_type": "markdown", - "id": "bf53ff0c", + "id": "0ab7fae1", "metadata": {}, "source": [ "#### Temporal Map Calculations\n", @@ -4497,7 +4488,7 @@ }, { "cell_type": "markdown", - "id": "6785331d", + "id": "35153e52", "metadata": {}, "source": [ "Check to see it worked." @@ -4527,7 +4518,7 @@ }, { "cell_type": "markdown", - "id": "986ad269", + "id": "6e3f8741", "metadata": {}, "source": [ "and plot the NDVI" @@ -4685,7 +4676,7 @@ }, { "cell_type": "markdown", - "id": "06d43096", + "id": "b82fbbda", "metadata": {}, "source": [ "Use the series map to view the entire time series of NDVI maps in one interactive map or save as a GIF." @@ -4733,7 +4724,7 @@ }, { "cell_type": "markdown", - "id": "89c71337", + "id": "bdf6de0b", "metadata": {}, "source": [ "![NDVI Time Series](outputs/ndvi_time_series.gif)\n", @@ -4767,72 +4758,7 @@ "widgets": { "application/vnd.jupyter.widget-state+json": { "state": { - "0b68ba90d9d44a8faf8c74005dba020a": { - "model_module": "@jupyter-widgets/output", - "model_module_version": "1.0.0", - "model_name": "OutputModel", - "state": { - "_dom_classes": [], - "_model_module": "@jupyter-widgets/output", - "_model_module_version": "1.0.0", - "_model_name": "OutputModel", - "_view_count": null, - "_view_module": "@jupyter-widgets/output", - "_view_module_version": "1.0.0", - "_view_name": "OutputView", - "layout": "IPY_MODEL_602ef747565c4da5bfac9b159ff3581a", - "msg_id": "", - "outputs": [], - "tabbable": null, - "tooltip": null - 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"id": "877fa359" + "id": "ad17fe6e" }, { "cell_type": "code", @@ -82,7 +82,7 @@ "import requests\n", "from requests.auth import HTTPBasicAuth" ], - "id": "263f4cc6", + "id": "d10c97dc", "execution_count": null, "outputs": [] }, @@ -98,7 +98,7 @@ "\n", "### Setup Variables" ], - "id": "ae3b6f20" + "id": "45bcc205" }, { "cell_type": "code", @@ -111,7 +111,7 @@ "ACTINIA_URL = ACTINIA_BASEURL + \"/api/\" + ACTINIA_VERSION\n", "ACTINIA_AUTH = HTTPBasicAuth(ACTINIA_USER, ACTINIA_PASSWORD)" ], - "id": "b557d152", + "id": "047a5bc4", "execution_count": null, "outputs": [] }, @@ -123,7 +123,7 @@ "def print_as_json(data):\n", " json.dumps(data, indent=2)" ], - "id": "9cc0635f", + "id": "eb990615", "execution_count": null, "outputs": [] }, @@ -144,7 +144,7 @@ "\n", "## Acinia Basics" ], - "id": "c742dcae" + "id": "b6844b61" }, { "cell_type": "code", @@ -202,7 +202,7 @@ " A[\"/api/v3/locations\"]\n", "```" ], - "id": "dbaf50eb" + "id": "6f921ede" }, { "cell_type": "code", @@ -212,7 +212,7 @@ "response = requests.get(url, auth=ACTINIA_AUTH)\n", "print_as_json(response.json().get('locations'))" ], - "id": "02f5851d", + "id": "12dc0c35", "execution_count": null, "outputs": [] }, @@ -231,7 +231,7 @@ "\n", "```" ], - "id": "28b393f5" + "id": "3ae87de5" }, { "cell_type": "code", @@ -244,7 +244,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "efbbe910", + "id": "4a487459", "execution_count": null, "outputs": [] }, @@ -263,7 +263,7 @@ " B --- C[\"/mapsets\"]\n", "```" ], - "id": "a13d211e" + "id": "a58b7f26" }, { "cell_type": "code", @@ -277,7 +277,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "2886e60b", + "id": "6ce266d2", "execution_count": null, "outputs": [] }, @@ -296,7 +296,7 @@ " D --- E[\"/info\"]\n", "```" ], - "id": "e3c5242a" + "id": "10e178fa" }, { "cell_type": "code", @@ -310,7 +310,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "0dca55be", + "id": "3b89cfc0", "execution_count": null, "outputs": [] }, @@ -333,7 +333,7 @@ " D --- E[\"/raster_layers\"]\n", "```" ], - "id": "0d9833dc" + "id": "c4a4c671" }, { "cell_type": "code", @@ -347,7 +347,7 @@ "\n", "print(response)" ], - "id": "30939cc7", + "id": "5275345a", "execution_count": null, "outputs": [] }, @@ -366,7 +366,7 @@ " D --- E[\"/vector_layers\"]\n", "```" ], - "id": "8c870292" + "id": "754390b8" }, { "cell_type": "code", @@ -383,7 +383,7 @@ "\n", "print(response)" ], - "id": "9671fa60", + "id": "7602bc24", "execution_count": null, "outputs": [] }, @@ -406,7 +406,7 @@ " D --- E[\"/processing\"]\n", "```" ], - "id": "75ed2b15" + "id": "319a2ca5" }, { "cell_type": "code", @@ -422,7 +422,7 @@ "\n", "print(response)" ], - "id": "aeb7f473", + "id": "98411b4f", "execution_count": null, "outputs": [] }, @@ -441,7 +441,7 @@ " D --- E[\"/processing_async\"]\n", "```" ], - "id": "fb71e562" + "id": "e7db07c3" }, { "cell_type": "code", @@ -457,7 +457,7 @@ "\n", "pprint(response.json().get('process_results'))" ], - "id": "ce3ba355", + "id": "c57961d1", "execution_count": null, "outputs": [] }, @@ -478,7 +478,7 @@ "\n", "Let move on to creating process chains in [Part 3](./process_chains.ipynb).\n" ], - "id": "68599896" + "id": "70873756" } ], "metadata": { From 716126f09f5adc0d28d8d01e09ef6120f5631f6b Mon Sep 17 00:00:00 2001 From: cwhite911 Date: Wed, 18 Mar 2026 21:32:06 -0400 Subject: [PATCH 6/7] Removed quarto_ipynb and gdal --- .../actinia/basics_actinia.quarto_ipynb | 510 - .../photogrametry.quarto_ipynb | 368 - .../t_stac_tutorial.quarto_ipynb | 13440 ---------------- pyproject.toml | 1 - uv.lock | 17 +- 5 files changed, 8 insertions(+), 14328 deletions(-) delete mode 100644 content/notebooks/actinia/basics_actinia.quarto_ipynb delete mode 100644 content/notebooks/hurricane_helene_2024/photogrametry.quarto_ipynb delete mode 100644 content/notebooks/stac_tutorial/t_stac_tutorial.quarto_ipynb diff --git a/content/notebooks/actinia/basics_actinia.quarto_ipynb b/content/notebooks/actinia/basics_actinia.quarto_ipynb deleted file mode 100644 index 2c1273e..0000000 --- a/content/notebooks/actinia/basics_actinia.quarto_ipynb +++ /dev/null @@ -1,510 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---\n", - "title: Introduction to Actinia\n", - "description: Learn how to use actinia to create a cloud-based processing environment for GRASS.\n", - "format:\n", - " html:\n", - " toc: true\n", - " code-tools: true\n", - " code-copy: true\n", - " code-fold: false\n", - " other-links:\n", - " - text: actinia\n", - " href: https://github.com/actinia-org\n", - " - text: grass\n", - " href: https://grass.osgeo.org\n", - " code-links:\n", - " - text: Docker Container\n", - " icon: file-code\n", - " href: https://github.com/OpenPlainsInc/foss4gna-2024-workshop\n", - " - text: OpenPlainsInc/actinia_openapi_python_client\n", - " icon: file-code\n", - " href: https://github.com/OpenPlainsInc/actinia_openapi_python_client\n", - "author:\n", - " - Corey T. White\n", - "date: May 6, 2025\n", - "keep-ipynb: true\n", - "toc: true\n", - "toc-depth: 4\n", - "image: ../../images/logos/actinia/actinia_logo.svg\n", - "categories:\n", - " - geospatial\n", - " - actinia\n", - " - GRASS v8.5\n", - " - jupyter\n", - " - lidar\n", - " - STAC\n", - "page-layout: full\n", - "title-block-banner: true\n", - "jupyter: python3\n", - "filters:\n", - " - include-code-files\n", - "draft: true\n", - "---\n" - ], - "id": "17f1acf7" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| echo: false\n", - "!figlet \"actinia 101\"" - ], - "id": "f5be31ac", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## A REST API for GRASS GIS\n", - "\n", - "
          \n", - " GRASS is a Geospatial Processing Engine
          \n", - " Open Source (GPL v2)
          \n", - " Developed by International and Multi-institutional groups and individuals (GRASS Development Team)
          \n", - " Member of the Open Source Geospatial Foundation
          \n", - " Received Open Source Security Foundation (OpenSSF) Best Practices Badge - 2024\n", - "
          \n", - "\n", - "```{mermaid}\n", - "flowchart LR\n", - " A[Client] -->|Http Request| B[Actinia REST API]\n", - " B <--> D[GRASS Processing Node]\n", - " B -->|Http Response| A\n", - "```\n", - "\n", - "## Import Python Libraries" - ], - "id": "3d038767" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "import os\n", - "import subprocess\n", - "from pprint import pprint\n", - "import sys\n", - "import json\n", - "import time\n", - "from IPython.display import JSON, display\n", - "\n", - "import requests\n", - "from requests.auth import HTTPBasicAuth" - ], - "id": "b8d9fde2", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Setup Environment\n", - "\n", - "Deploy Docker container with Actinia\n", - "\n", - "Follow Instructions at : [https://github.com/OpenPlainsInc/foss4gna-2024-workshop](https://github.com/OpenPlainsInc/foss4gna-2024-workshop)\n", - "\n", - "### Setup Variables" - ], - "id": "2112a2e1" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "ACTINIA_USER = 'actinia-gdi'\n", - "ACTINIA_PASSWORD = 'actinia-gdi'\n", - "ACTINIA_VERSION = 'v3'\n", - "ACTINIA_BASEURL = 'http://localhost:8088'\n", - "ACTINIA_URL = ACTINIA_BASEURL + \"/api/\" + ACTINIA_VERSION\n", - "ACTINIA_AUTH = HTTPBasicAuth(ACTINIA_USER, ACTINIA_PASSWORD)" - ], - "id": "3b880876", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| echo: false\n", - "def print_as_json(data):\n", - " json.dumps(data, indent=2)" - ], - "id": "c9a9d683", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## actinia REST API\n", - "\n", - "[actinia](https://github.com/actinia-org)\n", - "[Docker Image](https://github.com/actinia-org/actinia-docker/tree/main)\n", - "\n", - "### Tools\n", - "\n", - "- [actinia OpenApi Python Client](https://github.com/OpenPlainsInc/actinia_openapi_python_client)\n", - "- [actinia-python-client](https://github.com/actinia-org/actinia-python-client)\n", - "\n", - "\n", - "## Acinia Basics" - ], - "id": "60864f26" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| label: actinia-version\n", - "#| echo: false\n", - "#| output: true\n", - "\n", - "url = f\"{ACTINIA_URL}/version\"\n", - "response = requests.get(url)\n", - "print_as_json(response.json())" - ], - "id": "actinia-version", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## User Roles\n", - "\n", - "1. **Superadmin**\n", - " - Create, modify and delete users\n", - " - Read/write access to all databases\n", - " - Can access all API calls\n", - "\n", - "2. **Admin**\n", - " - All API Calls\n", - " - Create, modify and delete users with the maximum user-role user of the same user grou\n", - " - Access to persistent databases that were granted by a **superadmin**\n", - "\n", - "3. **User**\n", - " - Can run computational tasks in ephemeral and user specific databases\n", - " - Create, modify and delete locations in a user specific database\n", - " - Create, modify and delete mapsets in user specific databases\n", - " - Limited access to API calls\n", - " - Has limited access to persistent databases\n", - "\n", - "4. **Guest**\n", - " - Has very limited access to API calls\n", - " - Limited access to persistent databases\n", - "\n", - ":::aside\n", - "https://actinia-org.github.io/actinia-core/actinia_concepts/\n", - ":::\n", - "\n", - "### GRASS Projects\n", - "\n", - "Let's start by requesting a list of GRASS projects from actinia.\n", - "\n", - "```{mermaid}\n", - "flowchart LR\n", - " A[\"/api/v3/locations\"]\n", - "```" - ], - "id": "640d23ea" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "url = f\"{ACTINIA_URL}/locations\"\n", - "response = requests.get(url, auth=ACTINIA_AUTH)\n", - "print_as_json(response.json().get('locations'))" - ], - "id": "5b99556c", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Now we will get extra information about a specific project.\n", - "\n", - "```{mermaid}\n", - "flowchart LR\n", - " A[\"/api/v3/locations/\"]\n", - " A --- C[\"{location_id}\"]\n", - " C --- D[\"/info\"]\n", - "```" - ], - "id": "c1223788" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "location_id = 'nc_spm_08'\n", - "url = f\"{ACTINIA_URL}/locations/{location_id}/info\"\n", - "\n", - "response = requests.get( url, auth=ACTINIA_AUTH)\n", - "\n", - "pprint(response.json().get('process_results'))" - ], - "id": "79122f91", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Mapsets\n", - "\n", - "We will now get a list of mapsets for a specific project.\n", - "\n", - "```{mermaid}\n", - "flowchart LR\n", - " A[\"/api/v3/locations/\"]\n", - " A --- B(\"{location_id}\")\n", - " B --- C[\"/mapsets\"]\n", - "```" - ], - "id": "5e6c0b09" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "# mapset = 'nc_spm_08'\n", - "location_id = 'nc_spm_08_grass7'\n", - "url = f\"{ACTINIA_URL}/locations/{location_id}/mapsets\"\n", - "\n", - "response = requests.get( url, auth=ACTINIA_AUTH)\n", - "\n", - "pprint(response.json().get('process_results'))" - ], - "id": "34403bbc", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Now let's get extra information about a specific mapset `PERMANENT`.\n", - "\n", - "```{mermaid}\n", - "flowchart LR\n", - " A[\"/api/v3/locations/\"]\n", - " A --- B(\"{location_id}\")\n", - " B --- C[\"/mapsets/\"]\n", - " C --- D(\"{mapset_id}\")\n", - " D --- E[\"/info\"]\n", - "```" - ], - "id": "82351c1c" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "mapset_id = 'PERMANENT'\n", - "location_id = 'nc_spm_08_grass7'\n", - "url = f\"{ACTINIA_URL}/locations/{location_id}/mapsets/{mapset_id}/info\"\n", - "\n", - "response = requests.get( url, auth=ACTINIA_AUTH)\n", - "\n", - "pprint(response.json().get('process_results'))" - ], - "id": "f463ca71", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Layers\n", - "\n", - "#### Raster Layers\n", - "\n", - "Let's see all of the mapsets raster layers.\n", - "\n", - "```{mermaid}\n", - "flowchart LR\n", - " A[\"/api/v3/locations/\"]\n", - " A --- B(\"{location_id}\")\n", - " B --- C[\"/mapsets/\"]\n", - " C --- D(\"{mapset_id}\")\n", - " D --- E[\"/raster_layers\"]\n", - "```" - ], - "id": "c97c5e5b" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "mapset_id = 'PERMANENT'\n", - "location_id = 'nc_spm_08_grass7'\n", - "url = f\"{ACTINIA_URL}/locations/{location_id}/mapsets/{mapset_id}/raster_layers\"\n", - "\n", - "response = requests.get( url, auth=ACTINIA_AUTH)\n", - "\n", - "pprint(response.json().get('process_results'))" - ], - "id": "49246191", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### Vector Layers\n", - "\n", - "```{mermaid}\n", - "flowchart LR\n", - " A[\"/api/v3/locations/\"]\n", - " A --- B(\"{location_id}\")\n", - " B --- C[\"/mapsets/\"]\n", - " C --- D(\"{mapset_id}\")\n", - " D --- E[\"/vector_layers\"]\n", - "```" - ], - "id": "18df9fce" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "mapset_id = 'PERMANENT'\n", - "location_id = 'nc_spm_08_grass7'\n", - "url = f\"{ACTINIA_URL}/locations/{location_id}/mapsets/{mapset_id}/vector_layers\"\n", - "\n", - "payload = {}\n", - "headers = {}\n", - "\n", - "response = requests.get( url, auth=ACTINIA_AUTH, headers=headers)\n", - "\n", - "pprint(response.json().get('process_results'))" - ], - "id": "74cbf2d0", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Processing\n", - "\n", - "#### Syncronous Processing\n", - "\n", - "Emphemeral process\n", - "\n", - "```{mermaid}\n", - "flowchart LR\n", - " A[\"/api/v3/locations/\"]\n", - " A --- B(\"{location_id}\")\n", - " B --- C[\"/mapsets/\"]\n", - " C --- D(\"{mapset_id}\")\n", - " D --- E[\"/processing\"]\n", - "```" - ], - "id": "8f937243" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "mapset_id = 'PERMANENT'\n", - "location_id = 'nc_spm_08_grass7'\n", - "url = f\"{ACTINIA_URL}/locations/{location_id}/mapsets/{mapset_id}/processing\"\n", - "\n", - "data = {}\n", - "\n", - "response = requests.post( url, auth=ACTINIA_AUTH, json=data)\n", - "\n", - "pprint(response.json().get('process_results'))" - ], - "id": "90a8b84e", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### Asyncronous Processing\n", - "\n", - "```{mermaid}\n", - "flowchart LR\n", - " A[\"/api/v3/locations/\"]\n", - " A --- B(\"{location_id}\")\n", - " B --- C[\"/mapsets/\"]\n", - " C --- D(\"{mapset_id}\")\n", - " D --- E[\"/processing_async\"]\n", - "```" - ], - "id": "d9c3a8fb" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "mapset_id = 'PERMANENT'\n", - "location_id = 'nc_spm_08_grass7'\n", - "url = f\"{ACTINIA_URL}/locations/{location_id}/mapsets/{mapset_id}/processing_async\"\n", - "\n", - "data = {}\n", - "\n", - "response = requests.post( url, auth=ACTINIA_AUTH, json=data)\n", - "\n", - "pprint(response.json().get('process_results'))" - ], - "id": "0670d1e0", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Let's look at the complete API within `PostMan` or `Insomnia`.\n", - "\n", - "- [Postman](https://www.postman.com/)\n", - "- [Insomnia](https://insomnia.rest/download)\n", - "\n", - "```\n", - "https://localhost:8080/api/v3/swagger-ui/index.html\n", - "```\n", - "\n", - "### Process Chains\n", - "\n", - "Let move on to creating process chains in [Part 3](./process_chains.ipynb).\n" - ], - "id": "ba42c439" - } - ], - "metadata": { - "kernelspec": { - "name": "python3", - "language": "python", - "display_name": "Python 3 (ipykernel)", - "path": "/home/coreywhite/.local/share/jupyter/kernels/python3" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} \ No newline at end of file diff --git a/content/notebooks/hurricane_helene_2024/photogrametry.quarto_ipynb b/content/notebooks/hurricane_helene_2024/photogrametry.quarto_ipynb deleted file mode 100644 index e55c219..0000000 --- a/content/notebooks/hurricane_helene_2024/photogrametry.quarto_ipynb +++ /dev/null @@ -1,368 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "---\n", - "title: Helene Photogrametery\n", - "description: This tutorial demonstrates how download images from ArcGIS Server into GRASS GIS.\n", - "format: html\n", - "author: Corey T. White\n", - "date: '2024-10-9'\n", - "keep-ipynb: true\n", - "toc: true\n", - "toc-depth: 4\n", - "engine: jupyter\n", - "execute:\n", - " eval: false\n", - "jupyter: python3\n", - "image: images/DSC_0067.JPG\n", - "categories: [geospatial, GRASS, jupyter, helene]\n", - "page-layout: full\n", - "title-block-banner: true\n", - "draft: true\n", - "---\n", - "\n", - "# Download Flight Data\n", - "\n", - "## Set up environment" - ], - "id": "3800e509" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "import sys\n", - "import subprocess\n", - "from pathlib import Path\n", - "from IPython.display import display\n", - "\n", - "v = sys.version_info\n", - "print(f\"We are using Python {v.major}.{v.minor}.{v.micro}\")\n", - "\n", - "# Append GRASS to the python system path\n", - "sys.path.append(\n", - " subprocess.check_output([\"grass\", \"--config\", \"python_path\"], text=True).strip()\n", - ")\n", - "\n", - "# Import GRASS libraries\n", - "import grass.script as gs\n", - "import grass.jupyter as gj\n", - "\n", - "# GRASS Variables\n", - "grassdata = \"grassdata\"\n", - "project_name = \"Swannanoa\"\n", - "mapset = \"flight\"" - ], - "id": "d136c31d", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## GRASS\n", - "\n", - "### Create project" - ], - "id": "1b299f75" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| eval: false\n", - "gs.create_project(path=grassdata, name=project_name, epsg=\"3358\", overwrite=False)" - ], - "id": "6f04e2f8", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Start GRASS session" - ], - "id": "121c8ae6" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "# Start GRASS in the recently created project\n", - "session = gj.init(Path(grassdata, project_name))" - ], - "id": "952d4f15", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Define Query Parameters" - ], - "id": "2e737c7a" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "project = '`CAP - H-TS Helene 2024`' # Queried at API level\n", - "mission = \"'24-1-5849'\"\n", - "flight = \"'A0046B'\" # Swannanowa\n", - "\n", - "url = f\"https://services.arcgis.com/XG15cJAlne2vxtgt/ArcGIS/rest/services/Image_Points_view/FeatureServer/3/query?where=project+%3D+%27CAP+-+H-TS+Helene+2024%27+and+mission+%3D+%2724-1-5849%27+and+flight+%3D+%27{flight}%27&objectIds=&time=&geometry=&geometryType=esriGeometryEnvelope&inSR=&spatialRel=esriSpatialRelIntersects&resultType=none&distance=0.0&units=esriSRUnit_Meter&relationParam=&returnGeodetic=false&outFields=*&returnGeometry=true&featureEncoding=esriDefault&multipatchOption=xyFootprint&maxAllowableOffset=&geometryPrecision=&outSR=3358&defaultSR=&datumTransformation=&applyVCSProjection=false&returnIdsOnly=false&returnUniqueIdsOnly=false&returnCountOnly=false&returnExtentOnly=false&returnQueryGeometry=false&returnDistinctValues=false&cacheHint=false&orderByFields=&groupByFieldsForStatistics=&outStatistics=&having=&resultOffset=&returnExceededLimitFeatures=true&quantizationParameters=&sqlFormat=none&f=geojson&token=\"" - ], - "id": "23344b85", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Import Data" - ], - "id": "d8774ffa" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| eval: false\n", - "gs.run_command(\"v.import\", input=url, output=\"image_points\", overwrite=True)" - ], - "id": "a47bc6f3", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Get data info" - ], - "id": "9eb26cd1" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "gs.run_command(\"v.info\", map=\"image_points\", flags=\"c\" )" - ], - "id": "d7cd2184", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Set region" - ], - "id": "e02c9d45" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "gs.run_command(\"g.region\", vector=\"image_points\", res=10)" - ], - "id": "b23a1c81", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### View Data" - ], - "id": "f2d4885c" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "m = gj.Map(use_region=True)\n", - "m.d_vect(map=\"image_points\")\n", - "display(m.show())" - ], - "id": "fd91352b", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Read data into pandas DataFrame" - ], - "id": "4fabc494" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "import pandas as pd\n", - "\n", - "points_json = gs.parse_command(\"v.db.select\",\n", - " map=\"image_points\",\n", - " format=\"json\",\n", - " flags=\"\"\n", - ")\n", - "\n", - "points_df = pd.DataFrame(points_json[\"records\"])\n", - "points_df.head()" - ], - "id": "6d16739c", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Download images for processing" - ], - "id": "fdc47f9c" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "# | eval: false\n", - "\n", - "import os\n", - "import requests\n", - "from concurrent.futures import ThreadPoolExecutor, as_completed\n", - "import requests\n", - "\n", - "\n", - "def query_feature_service(flight_id):\n", - " try:\n", - " rest_url = \"https://services.arcgis.com/XG15cJAlne2vxtgt/ArcGIS/rest/services/Image_Points_view/FeatureServer/3/query\"\n", - "\n", - " query = f\"project='CAP - H-TS Helene 2024' AND mission='24-1-5849' AND flight='{flight_id}'\"\n", - "\n", - " params = {\n", - " \"where\": query,\n", - " \"outFields\": \"*\",\n", - " \"f\": \"json\",\n", - " \"returnGeometry\": \"false\",\n", - " }\n", - " response = requests.get(rest_url, params=params)\n", - " json_data = response.json()\n", - " url_list = list(map(lambda feat: feat.get(\"url\"), json_data[\"features\"]))\n", - " return url_list\n", - " except requests.RequestException as e:\n", - " print(f\"Error fetching data from FeatureService: {e}\")\n", - "\n", - "\n", - "# Function to download an image from a URL\n", - "def download_image(url, save_path, session):\n", - " try:\n", - " response = session.get(url)\n", - " response.raise_for_status() # Check for HTTP errors\n", - " with open(save_path, \"wb\") as file:\n", - " file.write(response.content)\n", - " print(f\"Downloaded {url} to {save_path}\")\n", - " except requests.RequestException as e:\n", - " print(f\"Failed to download {url}: {e}\")\n", - "\n", - "\n", - "# Main function to set up the thread pool and download images\n", - "def run(urls, save_dir, num_threads=4):\n", - " if not os.path.exists(save_dir):\n", - " os.makedirs(save_dir)\n", - "\n", - " with ThreadPoolExecutor(max_workers=num_threads) as executor:\n", - " with requests.Session() as session:\n", - " futures = []\n", - " for url in urls:\n", - " filename = os.path.basename(url)\n", - " save_path = os.path.join(save_dir, filename)\n", - " futures.append(executor.submit(download_image, url, save_path, session))\n", - "\n", - " for future in as_completed(futures):\n", - " future.result() # This will raise " - ], - "id": "e20e6aae", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Run the download command\n", - "\n", - "Make sure to set appropriate threads for your system." - ], - "id": "c4f9a03e" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| eval: false\n", - "url_list = list(points_df.url.values)\n", - "\n", - "run(urls=url_list, save_dir=\"imagery_data/nadir/{flight}\", num_threads=32)" - ], - "id": "bf13abb6", - "execution_count": null, - "outputs": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Example output\n", - "\n", - "| | | |\n", - "|-|-|-\n", - "|![](images/CAP_2147.JPG)|![](images/CAP_2148.JPG)|![](images/CAP_2149.JPG)\n", - "|![](images/CAP_2150.JPG)|![](images/CAP_2151.JPG)|![](images/CAP_2152.JPG)\n", - "|![](images/CAP_2153.JPG)|![](images/CAP_2154.JPG)|![](images/CAP_2155.JPG)\n", - "\n", - "\n", - "\n", - "\n", - "### Run data in your favorite photogrametry software\n", - "\n", - "- WebODM\n", - "- Agisoft Metashape" - ], - "id": "39ee006c" - }, - { - "cell_type": "code", - "metadata": {}, - "source": [ - "#| echo: false\n", - "#| eval: false\n", - "\n", - "image_urls = query_feature_service(flight_id=\"A0046B\")" - ], - "id": "44e0c477", - "execution_count": null, - "outputs": [] - } - ], - "metadata": { - "kernelspec": { - "name": "python3", - "language": "python", - "display_name": "Python 3 (ipykernel)", - "path": "/home/coreywhite/.local/share/jupyter/kernels/python3" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} \ No newline at end of file diff --git a/content/notebooks/stac_tutorial/t_stac_tutorial.quarto_ipynb b/content/notebooks/stac_tutorial/t_stac_tutorial.quarto_ipynb deleted file mode 100644 index 61bc943..0000000 --- a/content/notebooks/stac_tutorial/t_stac_tutorial.quarto_ipynb +++ /dev/null @@ -1,13440 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "aca71b19", - "metadata": {}, - "source": [ - "---\n", - "title: \"STAC Tutorial\"\n", - "description: \"Learn how to use the GRASS addon t.stac to search and import STAC API data into a GRASS project.\"\n", - "image: images/stac-to-the-future.png\n", - "author: Corey T. White\n", - "date: '2025-03-01'\n", - "categories: [stac, grass-addon, tutorial]\n", - "date-modified: today\n", - "\n", - "page-layout: full\n", - "title-block-banner: true\n", - "draft: false\n", - "\n", - "format:\n", - " html:\n", - " toc: true\n", - " toc-depth: 4\n", - " tabsets: true\n", - " code-copy: true\n", - " code-fold: false\n", - " code-tools: true\n", - " mermaid: \n", - " theme: forest\n", - " other-links:\n", - " - text: grass\n", - " href: https://grass.osgeo.org\n", - " - text: STAC\n", - " href: https://stacspec.org/en\n", - " lightbox: true\n", - " canonical-url: true\n", - " notebook-links: true\t\n", - "\n", - "engine: jupyter\n", - "jupyter: python3\n", - "\n", - "\n", - "execute:\n", - " enabled: true\n", - " keep-ipynb: true\n", - " eval: true\n", - " freeze: true\n", - " cache: true\n", - "\n", - "---\n", - "\n", - "## Introduction\n", - "\n", - "In this tutorial we will learn how to intergrate SpatioTemporal Asset Catalog (STAC) data into your GRASS workflow using the [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) suite of tools for [GRASS](https://grass.osgeo.org).\n", - "\n", - "* [t.stac.catalog](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.catalog.html) - is a tool for exploring SpatioTemporal Asset Catalogs metadata from a STAC API.\n", - "* [t.stac.collection](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.collection.html) - is a tool for exploring SpatioTemporal Asset Catalog (STAC) collection metadata.\n", - "* [t.stac.item](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.item.html) - is a tool for exploring and importing SpatioTemporal Asset Catalog item metadata and assets into GRASS.\n", - "\n", - "STAC is an open specification that provides a common structure for describing and cataloging geospatial information. STAC organizes earth observation data into a hierarchy of **Catalogs** → **Collections** → **Items** → **Assets**, making large archives of cloud-hosted imagery discoverable and accessible through a standard API. Major providers such as AWS, Google Cloud, and Microsoft Planetary Computer publish their datasets as STAC-compliant APIs, giving you a unified way to search and retrieve data across platforms.\n", - "\n", - "The `t.stac` addon suite bridges these STAC APIs with GRASS's spatio-temporal data management framework. Instead of manually browsing catalogs and downloading files, `t.stac` lets you:\n", - "\n", - "- **Search** by spatial extent and time window\n", - "- **Filter** by metadata properties such as cloud cover, sun elevation, and resolution\n", - "- **Import** matched assets directly into a GRASS project as a Space Time Raster Dataset (STRDS)\n", - "\n", - "This tutorial walks through the full workflow: exploring a STAC catalog, querying Sentinel-2 imagery, downloading and importing it into GRASS, computing NDVI, and visualizing the time series.\n", - "\n", - "The tutorial assumes you already have GRASS installed on your machine. If not please [download and install GRASS](https://grass.osgeo.org/download/) before continuing the tutorial.\n", - "\n", - "\n", - "## Getting Started\n", - "\n", - "### Start GRASS Session" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "config-grass", - "metadata": {}, - "outputs": [], - "source": [ - "#| label: config-grass\n", - "\n", - "# Import standard python packages\n", - "import sys\n", - "import subprocess\n", - "from IPython.display import display, JSON, HTML\n", - "import json\n", - "import pandas as pd\n", - "from pathlib import Path\n", - "import seaborn as sns\n", - "# import polars as pl\n", - "\n", - "# Ask GRASS where its Python packages are and add them to the path\n", - "sys.path.append(\n", - " subprocess.check_output([\"grass\", \"--config\", \"python_path\"], text=True).strip()\n", - ")\n", - "\n", - "# Import the GRASS python packages we need\n", - "import grass.script as gs\n", - "import grass.jupyter as gj" - ] - }, - { - "cell_type": "markdown", - "id": "1d201be9", - "metadata": {}, - "source": [ - "Create a GRASS project" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "create-project", - "metadata": {}, - "outputs": [], - "source": [ - "#| label: create-project\n", - "#| eval: false\n", - "gs.create_project(\"stac\", epsg=\"32119\", overwrite=True)" - ] - }, - { - "cell_type": "markdown", - "id": "0b443cd6", - "metadata": {}, - "source": [ - "and start a GRASS session." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "start-grass-session", - "metadata": {}, - "outputs": [], - "source": [ - "#| label: start-grass-session\n", - "session = gj.init(\"stac\")" - ] - }, - { - "cell_type": "markdown", - "id": "ac93434a", - "metadata": {}, - "source": [ - "### Install Addon\n", - "\n", - "The [t.stac](https://grass.osgeo.org/grass-stable/manuals/addons/t.stac.html) addons require the following Python packages.\n", - "\n", - "* [pystac (>=1.12)](https://pystac.readthedocs.io/en/latest/installation.html)\n", - "* [pystac_client (>=0.8)](https://pystac-client.readthedocs.io/en/stable/)\n", - "* [tqdm (>=4.67)](https://tqdm.github.io/)\n", - "\n", - "You can install them using pip or the Python package manager of your choice. \n", - "\n", - "```bash\n", - "pip install pystac pystac_client tqdm\n", - "```\n", - "\n", - "Now you can install the *t.stac* extensions." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "install-t-stac", - "metadata": {}, - "outputs": [], - "source": [ - "#| label: install-t-stac\n", - "#| eval: false\n", - "gs.run_command(\"g.extension\", extension=\"t.stac\")" - ] - }, - { - "cell_type": "markdown", - "id": "26751fb2", - "metadata": {}, - "source": [ - "### Define computational region" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "grass-set-region", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "projection: 99 (NAD83 / North Carolina)\n", - "zone: 0\n", - "datum: nad83\n", - "ellipsoid: grs80\n", - "north: 236690\n", - "south: 210390\n", - "west: 598920\n", - "east: 616050\n", - "nsres: 10\n", - "ewres: 10\n", - "rows: 2630\n", - "cols: 1713\n", - "cells: 4505190\n" - ] - } - ], - "source": [ - "#| label: grass-set-region\n", - "#| echo: true\n", - "\n", - "gs.run_command(\n", - " \"g.region\", n=236687, s=210391, e=616042, w=598921, nsres=10, ewres=10, flags=\"pa\"\n", - ")" - ] - }, - { - "cell_type": "markdown", - "id": "b1958094", - "metadata": {}, - "source": [ - "## STAC API" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "set-stac-catalog-url", - "metadata": {}, - "outputs": [], - "source": [ - "#| label: set-stac-catalog-url\n", - "\n", - "stac_url = \"https://earth-search.aws.element84.com/v1/\"" - ] - }, - { - "cell_type": "markdown", - "id": "e8b27799", - "metadata": {}, - "source": [ - "```{ojs}\n", - "//| label: ojs-helpers\n", - "//| echo: false\n", - "\n", - "// renderValue is defined inside kvTable so OJS only sees one named cell,\n", - "// avoiding a circular reactive dependency between the two mutually recursive functions.\n", - "function kvTable(data) {\n", - " function renderValue(v, key = \"\") {\n", - " if (v === null)\n", - " return htl.html`null`;\n", - "\n", - " if (typeof v === \"string\") {\n", - " const isImageUrl = /\\.(jpg|jpeg|png|webp|gif)(\\?.*)?$/i.test(v);\n", - " const isCogUrl = /\\.tiff?(\\?.*)?$/i.test(v);\n", - " if (isImageUrl) {\n", - " const img = htl.html``;\n", - " img.onerror = () => img.style.display = \"none\";\n", - " return htl.html`
          ${img}${v}
          `;\n", - " }\n", - " if (isCogUrl)\n", - " return htl.html`
          \n", - " ${v}\n", - " ${cogMap(v)}\n", - "
          `;\n", - " if (v.startsWith(\"http\"))\n", - " return htl.html`${v}`;\n", - " return htl.html`${v}`;\n", - " }\n", - "\n", - " if (typeof v === \"number\")\n", - " return htl.html`${v}`;\n", - "\n", - " if (typeof v === \"boolean\")\n", - " return htl.html`${String(v)}`;\n", - "\n", - " if (Array.isArray(v)) {\n", - " if (v.length === 0)\n", - " return htl.html`[ ]`;\n", - " if (v.every(i => typeof i !== \"object\") && v.length <= 8)\n", - " return htl.html`
          \n", - " ${v.map(i => htl.html`${i}`)}\n", - "
          `;\n", - " return htl.html`
          \n", - " [ ${v.length} items ]\n", - "
            \n", - " ${v.map(i => htl.html`
          1. ${renderValue(i)}
            2. `)}\n", - "
          \n", - "
          `;\n", - " }\n", - "\n", - " if (typeof v === \"object\")\n", - " return htl.html`
          \n", - " { ${Object.keys(v).length} keys }\n", - "
          ${kvTable(v)}
          \n", - "
          `;\n", - "\n", - " return htl.html`${String(v)}`;\n", - " }\n", - "\n", - " return htl.html`\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " ${Object.entries(data).map(([k, v]) => htl.html`\n", - " \n", - " \n", - " `)}\n", - " \n", - "
          PropertyValue
          ${k}${renderValue(v, k)}
          `;\n", - "}\n", - "```\n", - "\n", - "```{ojs}\n", - "//| label: ojs-cogmap\n", - "//| echo: false\n", - "\n", - "// cogMap renders a COG directly in the browser using georaster-layer-for-leaflet,\n", - "// which uses HTTP range requests to fetch only the needed overview tiles —\n", - "// no external tile server required. Bounds are read from the COG metadata.\n", - "function cogMap(url) {\n", - " if (!document.querySelector(\"#leaflet-css\")) {\n", - " const link = document.createElement(\"link\");\n", - " link.id = \"leaflet-css\";\n", - " link.rel = \"stylesheet\";\n", - " link.href = \"https://cdn.jsdelivr.net/npm/leaflet@1.9.4/dist/leaflet.css\";\n", - " document.head.appendChild(link);\n", - " }\n", - "\n", - " // Inject a script once and poll until the global is available\n", - " function loadScript(src, globalName) {\n", - " return new Promise((resolve, reject) => {\n", - " if (window[globalName]) { resolve(); return; }\n", - " if (document.querySelector(`script[data-cogmap=\"${globalName}\"]`)) {\n", - " const poll = setInterval(() => {\n", - " if (window[globalName]) { clearInterval(poll); resolve(); }\n", - " }, 50);\n", - " return;\n", - " }\n", - " const s = document.createElement(\"script\");\n", - " s.setAttribute(\"data-cogmap\", globalName);\n", - " s.src = src;\n", - " s.onload = resolve;\n", - " s.onerror = () => reject(new Error(`Failed to load ${globalName}`));\n", - " document.head.appendChild(s);\n", - " });\n", - " }\n", - "\n", - " const el = htl.html`
          \n", - " 🗺 View on map\n", - "
          \n", - "
          \n", - " Loading...\n", - "
          \n", - "
          \n", - "
          `;\n", - "\n", - " let initialized = false;\n", - " el.addEventListener(\"toggle\", async () => {\n", - " if (!el.open || initialized) return;\n", - " initialized = true;\n", - " const wrap = el.querySelector(\"details > div\");\n", - " const status = el.querySelector(\".map-status\");\n", - " try {\n", - " await loadScript(\n", - " \"https://cdn.jsdelivr.net/npm/leaflet@1.9.4/dist/leaflet-src.js\", \"L\");\n", - " await loadScript(\n", - " \"https://cdn.jsdelivr.net/npm/georaster@1.6.2/dist/georaster.min.js\", \"parseGeoraster\");\n", - " await loadScript(\n", - " \"https://cdn.jsdelivr.net/npm/georaster-layer-for-leaflet@2.0.2/dist/georaster-layer-for-leaflet.min.js\", \"GeoRasterLayer\");\n", - "\n", - " const { L, parseGeoraster, GeoRasterLayer } = window;\n", - " const map = L.map(wrap, { scrollWheelZoom: false });\n", - " L.tileLayer(\"https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\", {\n", - " attribution: \"© OpenStreetMap contributors\", maxZoom: 19\n", - " }).addTo(map);\n", - "\n", - " status.textContent = \"Fetching COG...\";\n", - " const georaster = await parseGeoraster(url);\n", - "\n", - " const layer = new GeoRasterLayer({\n", - " georaster,\n", - " opacity: 0.85,\n", - " resolution: 128,\n", - " pixelValuesToColorFn: values => {\n", - " const v = values[0];\n", - " if (!v || v === georaster.noDataValue) return null;\n", - " const t = Math.min(1, v / 3000); // scale to 0-3000 (S2 L2A reflectance)\n", - " const c = Math.round(t * 255);\n", - " return `rgb(${c},${c},${c})`;\n", - " }\n", - " });\n", - " layer.addTo(map);\n", - " map.fitBounds(layer.getBounds()); // bounds come directly from COG metadata\n", - " map.invalidateSize();\n", - " status.remove();\n", - " } catch (e) {\n", - " status.textContent = `${e.message || \"Failed to load COG\"}`;\n", - " status.style.color = \"#c00\";\n", - " }\n", - " });\n", - "\n", - " return el;\n", - "}\n", - "```\n", - "\n", - "### Searching STAC Catalogs\n", - "\n", - "::: {.panel-tabset group=\"language\"}\n", - "\n", - "## Python" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "tbl-stac-catalog", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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          typeidstac_versiondescriptionlinksconformsTotitle
          0Catalogearth-search-aws1.1.0A STAC API of public datasets on AWS[{'rel': 'self', 'href': 'https://earth-search...[https://api.stacspec.org/v1.0.0/core, https:/...Earth Search by Element 84
          \n", - "
          " - ], - "text/plain": [ - " type id stac_version \\\n", - "0 Catalog earth-search-aws 1.1.0 \n", - "\n", - " description \\\n", - "0 A STAC API of public datasets on AWS \n", - "\n", - " links \\\n", - "0 [{'rel': 'self', 'href': 'https://earth-search... \n", - "\n", - " conformsTo \\\n", - "0 [https://api.stacspec.org/v1.0.0/core, https:/... \n", - "\n", - " title \n", - "0 Earth Search by Element 84 " - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "#| label: tbl-stac-catalog\n", - "#| echo: true\n", - "\n", - "catalogs_json = gs.parse_command(\n", - " \"t.stac.catalog\", url=stac_url, format=\"json\"\n", - ")\n", - "\n", - "df_catalogs = pd.json_normalize(catalogs_json)\n", - "df_catalogs.head()" - ] - }, - { - "cell_type": "markdown", - "id": "12418704", - "metadata": {}, - "source": [ - "## Terminal" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "tbl-stac-catalog-shell", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Selected PROJ pipeline:\r\n", - "+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n", - "+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n", - "+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n", - "+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n", - "************************\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "---------------------------------------------------------------------------\r\n", - "Catalog: Earth Search by Element 84\r\n", - "---------------------------------------------------------------------------\r\n", - "Client Id: earth-search-aws\r\n", - "Client Description: A STAC API of public datasets on AWS\r\n", - "Client STAC Extensions: []\r\n", - "Client catalog_type: ABSOLUTE_PUBLISHED\r\n", - "---------------------------------------------------------------------------\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Collections: 9\r\n", - "---------------------------------------------------------------------------\r\n", - "Collection Id | Collection Title\r\n", - "---------------------------------------------------------------------------\r\n", - "sentinel-2-pre-c1-l2a: Sentinel-2 Pre-Collection 1 Level-2A \r\n", - "cop-dem-glo-30: Copernicus DEM GLO-30\r\n", - "naip: NAIP: National Agriculture Imagery Program\r\n", - "cop-dem-glo-90: Copernicus DEM GLO-90\r\n", - "landsat-c2-l2: Landsat Collection 2 Level-2\r\n", - "sentinel-2-l2a: Sentinel-2 Level-2A\r\n", - "sentinel-2-l1c: Sentinel-2 Level-1C\r\n", - "sentinel-2-c1-l2a: Sentinel-2 Collection 1 Level-2A\r\n", - "sentinel-1-grd: Sentinel-1 Level-1C Ground Range Detected (GRD)\r\n", - "---------------------------------------------------------------------------\r\n" - ] - } - ], - "source": [ - "#| label: tbl-stac-catalog-shell\n", - "#| echo: true\n", - "\n", - "!t.stac.catalog url={stac_url} format=plain -b" - ] - }, - { - "cell_type": "markdown", - "id": "d98e93d4", - "metadata": {}, - "source": [ - ":::\n", - "\n", - "#### Collection Metadata\n", - "\n", - "::: {.panel-tabset group=\"language\"}\n", - "\n", - "## Python" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "tbl-stac-items", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "metadata": { - "ojs_define": true - }, - "output_type": "display_data" - } - ], - "source": [ - "#| label: tbl-stac-items\n", - "#| echo: true\n", - "\n", - "items_json = gs.parse_command(\n", - " \"t.stac.item\",\n", - " url=stac_url,\n", - " collection_id=\"sentinel-2-l2a\",\n", - " flags=\"m\",\n", - " format=\"json\",\n", - ")\n", - "\n", - "df_items = pd.json_normalize(items_json, max_level=0)\n", - "ojs_define(catalog_meta=df_items.drop(\n", - " columns=[\"geometry\", \"links\", \"assets\", \"properties\", \"stac_extensions\"],\n", - " errors=\"ignore\"\n", - ").to_dict(orient=\"records\"))" - ] - }, - { - "cell_type": "markdown", - "id": "fa1c6aa8", - "metadata": {}, - "source": [ - "## Terminal" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "tbl-stac-items-m-shell", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Selected PROJ pipeline:\r\n", - "+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n", - "+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n", - "+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n", - "+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n", - "************************\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "---------------------------------------------------------------------------\r\n", - "\r\n", - "Collection Id: sentinel-2-l2a\r\n", - "Title: Sentinel-2 Level-2A\r\n", - "Description: Global Sentinel-2 data from the Multispectral Instrument (MSI) onboard Sentinel-2\r\n", - "bbox: [[-180, -90, 180, 90]]\r\n", - "Temporal Interval: [['2015-06-27T10:25:31.456000Z', None]]\r\n", - "License: proprietary\r\n", - "Keywords: ['sentinel', 'earth observation', 'esa']\r\n", - "Links: [{'rel': 'self', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a', 'type': 'application/json'}, {'rel': 'cite-as', 'href': 'https://doi.org/10.5270/S2_-742ikth', 'title': 'Copernicus Sentinel-2 MSI Level-2A (L2A) Bottom-of-Atmosphere Radiance'}, {'rel': 'license', 'href': 'https://sentinel.esa.int/documents/247904/690755/Sentinel_Data_Legal_Notice', 'title': 'proprietary'}, {'rel': 'parent', 'href': 'https://earth-search.aws.element84.com/v1', 'type': 'application/json'}, {'rel': 'root', 'href': 'https://earth-search.aws.element84.com/v1/', 'type': 'application/json', 'title': 'Earth Search by Element 84'}, {'rel': 'items', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/items', 'type': 'application/geo+json'}, {'rel': 'http://www.opengis.net/def/rel/ogc/1.0/queryables', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/queryables', 'type': 'application/schema+json'}, {'rel': 'aggregate', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/aggregate', 'type': 'application/json', 'method': 'GET'}, {'rel': 'aggregations', 'href': 'https://earth-search.aws.element84.com/v1/collections/sentinel-2-l2a/aggregations', 'type': 'application/json'}]\r\n", - "Stac Extensions: ['https://stac-extensions.github.io/item-assets/v1.0.0/schema.json', 'https://stac-extensions.github.io/view/v1.0.0/schema.json', 'https://stac-extensions.github.io/scientific/v1.0.0/schema.json', 'https://stac-extensions.github.io/raster/v1.1.0/schema.json', 'https://stac-extensions.github.io/eo/v1.0.0/schema.json']\r\n", - "\r\n", - "# Summaries:\r\n", - "---------------------------------------------------------------------------\r\n", - " platform:\r\n", - "---------------------------------------------------------------------------\r\n", - " constellation:\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "---------------------------------------------------------------------------\r\n", - " gsd:\r\n", - "---------------------------------------------------------------------------\r\n", - " view:off_nadir:\r\n", - "---------------------------------------------------------------------------\r\n", - " sci:doi:\r\n", - "---------------------------------------------------------------------------\r\n", - " eo:bands:\r\n", - "# name: coastal\r\n", - "# common_name: coastal\r\n", - "# description: Coastal aerosol (band 1)\r\n", - "# center_wavelength: 0.443\r\n", - "# full_width_half_max: 0.027\r\n", - "# name: blue\r\n", - "# common_name: blue\r\n", - "# description: Blue (band 2)\r\n", - "# center_wavelength: 0.49\r\n", - "# full_width_half_max: 0.098\r\n", - "# name: green\r\n", - "# common_name: green\r\n", - "# description: Green (band 3)\r\n", - "# center_wavelength: 0.56\r\n", - "# full_width_half_max: 0.045\r\n", - "# name: red\r\n", - "# common_name: red\r\n", - "# description: Red (band 4)\r\n", - "# center_wavelength: 0.665\r\n", - "# full_width_half_max: 0.038\r\n", - "# name: rededge1\r\n", - "# common_name: rededge\r\n", - "# description: Red edge 1 (band 5)\r\n", - "# center_wavelength: 0.704\r\n", - "# full_width_half_max: 0.019\r\n", - "# name: rededge2\r\n", - "# common_name: rededge\r\n", - "# description: Red edge 2 (band 6)\r\n", - "# center_wavelength: 0.74\r\n", - "# full_width_half_max: 0.018\r\n", - "# name: rededge3\r\n", - "# common_name: rededge\r\n", - "# description: Red edge 3 (band 7)\r\n", - "# center_wavelength: 0.783\r\n", - "# full_width_half_max: 0.028\r\n", - "# name: nir\r\n", - "# common_name: nir\r\n", - "# description: NIR 1 (band 8)\r\n", - "# center_wavelength: 0.842\r\n", - "# full_width_half_max: 0.145\r\n", - "# name: nir08\r\n", - "# common_name: nir08\r\n", - "# description: NIR 2 (band 8A)\r\n", - "# center_wavelength: 0.865\r\n", - "# full_width_half_max: 0.033\r\n", - "# name: nir09\r\n", - "# common_name: nir09\r\n", - "# description: NIR 3 (band 9)\r\n", - "# center_wavelength: 0.945\r\n", - "# full_width_half_max: 0.026\r\n", - "# name: cirrus\r\n", - "# common_name: cirrus\r\n", - "# description: Cirrus (band 10)\r\n", - "# center_wavelength: 1.3735\r\n", - "# full_width_half_max: 0.075\r\n", - "# name: swir16\r\n", - "# common_name: swir16\r\n", - "# description: SWIR 1 (band 11)\r\n", - "# center_wavelength: 1.61\r\n", - "# full_width_half_max: 0.143\r\n", - "# name: swir22\r\n", - "# common_name: swir22\r\n", - "# description: SWIR 2 (band 12)\r\n", - "# center_wavelength: 2.19\r\n", - "# full_width_half_max: 0.242\r\n", - "\r\n", - "# Extra Fields:\r\n", - "# Extra Fields not found.\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n" - ] - } - ], - "source": [ - "#| label: tbl-stac-items-m-shell\n", - "#| echo: true\n", - "\n", - "!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" format=plain -m" - ] - }, - { - "cell_type": "markdown", - "id": "d1b39cee", - "metadata": {}, - "source": [ - ":::\n", - "\n", - "```{ojs}\n", - "//| label: ojs-catalog-meta\n", - "//| echo: false\n", - "Inputs.table(catalog_meta, {width: \"100%\"})\n", - "```\n", - "\n", - "#### Query Items by datetime and display table\n", - "\n", - "::: {.panel-tabset group=\"language\"}\n", - "\n", - "## Python" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "tbl-items", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "metadata": { - "ojs_define": true - }, - "output_type": "display_data" - } - ], - "source": [ - "#| label: tbl-items\n", - "#| echo: true\n", - "\n", - "items_json = gs.parse_command(\n", - " \"t.stac.item\",\n", - " url=stac_url,\n", - " collection_id=\"sentinel-2-l2a\",\n", - " flags=\"i\",\n", - " datetime=\"2024-04-01/2024-09-30\",\n", - " format=\"json\",\n", - ")\n", - "num_items = len(df_items)\n", - "df_items = pd.json_normalize(items_json, max_level=0)\n", - "ojs_define(items_table=df_items.drop(\n", - " columns=[\"geometry\", \"links\", \"assets\", \"properties\", \"stac_extensions\", \"type\"],\n", - " errors=\"ignore\"\n", - ").head(10).to_dict(orient=\"records\"))" - ] - }, - { - "cell_type": "markdown", - "id": "4458a4e4", - "metadata": {}, - "source": [ - "## Terminal" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "tbl-stac-items-i-shell", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Selected PROJ pipeline:\r\n", - "+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n", - "+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n", - "+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n", - "+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n", - "************************\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Search Matched: 38 items\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "bbox: [-79.11829907, 35.64652526, -78.92857699, 35.88363678]\r\n", - "Items Found: 38\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2A_17SPV_20240929_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-09-29 16:13:28.352000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-09-29T23:18:47.401Z\r\n", - "# platform: sentinel-2a\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 74.087\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 159.030812026265\r\n", - "# view:sun_elevation: 49.5733673337649\r\n", - "# s2:degraded_msi_data_percentage: 0.0133\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:cloud_shadow_percentage: 1.035474\r\n", - "# s2:vegetation_percentage: 17.151682\r\n", - "# s2:not_vegetated_percentage: 2.54457\r\n", - "# s2:water_percentage: 0.531116\r\n", - "# s2:unclassified_percentage: 4.430241\r\n", - "# s2:medium_proba_clouds_percentage: 14.835113\r\n", - "# s2:high_proba_clouds_percentage: 59.251028\r\n", - "# s2:thin_cirrus_percentage: 0.000859\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.11\r\n", - "# s2:product_uri: S2A_MSIL2A_20240929T160051_N0511_R097_T17SPV_20240929T214148.SAFE\r\n", - "# s2:generation_time: 2024-09-29T21:41:48.000000Z\r\n", - "# s2:datatake_id: GS2A_20240929T160051_048428_N05.11\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240929T214148_S20240929T160935_N05.11\r\n", - "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240929T214148_A048428_T17SPV_N05.11\r\n", - "# s2:reflectance_conversion_factor: 0.99535952936181\r\n", - "# datetime: 2024-09-29T16:13:28.352000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240929_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4358322d6f3b7cc6a1345f1e4582a193\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-09-29T23:18:47.401Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2B_17SPV_20240924_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-09-24 16:13:24.693000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-09-25T06:45:08.923Z\r\n", - "# platform: sentinel-2b\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 99.348462\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 157.455076519409\r\n", - "# view:sun_elevation: 51.2968775702621\r\n", - "# s2:degraded_msi_data_percentage: 0.0052\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:cloud_shadow_percentage: 0.600874\r\n", - "# s2:vegetation_percentage: 0.012064\r\n", - "# s2:not_vegetated_percentage: 0.00723\r\n", - "# s2:water_percentage: 0.001035\r\n", - "# s2:unclassified_percentage: 0.030182\r\n", - "# s2:medium_proba_clouds_percentage: 1.05707\r\n", - "# s2:high_proba_clouds_percentage: 98.291391\r\n", - "# s2:thin_cirrus_percentage: 0\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.11\r\n", - "# s2:product_uri: S2B_MSIL2A_20240924T155909_N0511_R097_T17SPV_20240924T215647.SAFE\r\n", - "# s2:generation_time: 2024-09-24T21:56:47.000000Z\r\n", - "# s2:datatake_id: GS2B_20240924T155909_039448_N05.11\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240924T215647_S20240924T161235_N05.11\r\n", - "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240924T215647_A039448_T17SPV_N05.11\r\n", - "# s2:reflectance_conversion_factor: 0.992555642055685\r\n", - "# datetime: 2024-09-24T16:13:24.693000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240924_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/5da8ad2203ff3aeeb1380ac4891c6811\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-09-25T06:45:08.923Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2A_17SPV_20240919_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-09-19 16:13:27.093000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-09-20T01:57:52.703Z\r\n", - "# platform: sentinel-2a\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 72.722346\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 155.767671819208\r\n", - "# view:sun_elevation: 52.9984536527629\r\n", - "# s2:degraded_msi_data_percentage: 0.0622\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:cloud_shadow_percentage: 2.901951\r\n", - "# s2:vegetation_percentage: 17.622864\r\n", - "# s2:not_vegetated_percentage: 2.652742\r\n", - "# s2:water_percentage: 0.198822\r\n", - "# s2:unclassified_percentage: 3.66454\r\n", - "# s2:medium_proba_clouds_percentage: 19.171326\r\n", - "# s2:high_proba_clouds_percentage: 53.275347\r\n", - "# s2:thin_cirrus_percentage: 0.275673\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.11\r\n", - "# s2:product_uri: S2A_MSIL2A_20240919T155931_N0511_R097_T17SPV_20240919T235348.SAFE\r\n", - "# s2:generation_time: 2024-09-19T23:53:48.000000Z\r\n", - "# s2:datatake_id: GS2A_20240919T155931_048285_N05.11\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240919T235348_S20240919T160354_N05.11\r\n", - "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240919T235348_A048285_T17SPV_N05.11\r\n", - "# s2:reflectance_conversion_factor: 0.989818874139801\r\n", - "# datetime: 2024-09-19T16:13:27.093000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240919_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/15f081a7f9bdd87cc5f4cabfb05f981d\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-09-20T01:57:52.703Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2B_17SPV_20240914_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-09-14 16:13:25.669000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-09-15T00:07:17.726Z\r\n", - "# platform: sentinel-2b\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 79.828173\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 153.914058363041\r\n", - "# view:sun_elevation: 54.654514165176\r\n", - "# s2:degraded_msi_data_percentage: 0.007\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:cloud_shadow_percentage: 3.506305\r\n", - "# s2:vegetation_percentage: 15.025803\r\n", - "# s2:not_vegetated_percentage: 0.845717\r\n", - "# s2:water_percentage: 0.04352\r\n", - "# s2:unclassified_percentage: 0.7308\r\n", - "# s2:medium_proba_clouds_percentage: 25.53083\r\n", - "# s2:high_proba_clouds_percentage: 41.27472\r\n", - "# s2:thin_cirrus_percentage: 13.022627\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.11\r\n", - "# s2:product_uri: S2B_MSIL2A_20240914T155819_N0511_R097_T17SPV_20240914T213957.SAFE\r\n", - "# s2:generation_time: 2024-09-14T21:39:57.000000Z\r\n", - "# s2:datatake_id: GS2B_20240914T155819_039305_N05.11\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240914T213957_S20240914T160632_N05.11\r\n", - "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240914T213957_A039305_T17SPV_N05.11\r\n", - "# s2:reflectance_conversion_factor: 0.987167209559927\r\n", - "# datetime: 2024-09-14T16:13:25.669000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240914_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/f6a2326175b22d8a18f9cfdcf10d61a6\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-09-15T00:07:17.726Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2A_17SPV_20240909_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-09-09 16:13:25.358000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-09-10T01:00:11.150Z\r\n", - "# platform: sentinel-2a\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 0.583943\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 151.939335784169\r\n", - "# view:sun_elevation: 56.2633790627923\r\n", - "# s2:degraded_msi_data_percentage: 0.0076\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:cloud_shadow_percentage: 0.282156\r\n", - "# s2:vegetation_percentage: 90.927249\r\n", - "# s2:not_vegetated_percentage: 5.989857\r\n", - "# s2:water_percentage: 1.08207\r\n", - "# s2:unclassified_percentage: 0.802021\r\n", - "# s2:medium_proba_clouds_percentage: 0.458496\r\n", - "# s2:high_proba_clouds_percentage: 0.11125\r\n", - "# s2:thin_cirrus_percentage: 0.014197\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.11\r\n", - "# s2:product_uri: S2A_MSIL2A_20240909T155901_N0511_R097_T17SPV_20240909T230449.SAFE\r\n", - "# s2:generation_time: 2024-09-09T23:04:49.000000Z\r\n", - "# s2:datatake_id: GS2A_20240909T155901_048142_N05.11\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240909T230449_S20240909T161131_N05.11\r\n", - "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240909T230449_A048142_T17SPV_N05.11\r\n", - "# s2:reflectance_conversion_factor: 0.984620442079431\r\n", - "# datetime: 2024-09-09T16:13:25.358000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2A_17SPV_20240909_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4d9c572c80f8d121e13f58841e96ab3f\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-09-10T01:00:11.150Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2B_17SPV_20240904_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-09-04 16:13:28.898000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-09-04T23:56:25.240Z\r\n", - "# platform: sentinel-2b\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 85.910875\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 149.877490350857\r\n", - "# view:sun_elevation: 57.820905383914\r\n", - "# s2:degraded_msi_data_percentage: 0.0027\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:cloud_shadow_percentage: 0.144353\r\n", - "# s2:vegetation_percentage: 11.959764\r\n", - "# s2:not_vegetated_percentage: 0.834155\r\n", - "# s2:water_percentage: 0.120812\r\n", - "# s2:unclassified_percentage: 1.003573\r\n", - "# s2:medium_proba_clouds_percentage: 31.174442\r\n", - "# s2:high_proba_clouds_percentage: 35.781747\r\n", - "# s2:thin_cirrus_percentage: 18.954691\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.11\r\n", - "# s2:product_uri: S2B_MSIL2A_20240904T155819_N0511_R097_T17SPV_20240904T214205.SAFE\r\n", - "# s2:generation_time: 2024-09-04T21:42:05.000000Z\r\n", - "# s2:datatake_id: GS2B_20240904T155819_039162_N05.11\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240904T214205_S20240904T160310_N05.11\r\n", - "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240904T214205_A039162_T17SPV_N05.11\r\n", - "# s2:reflectance_conversion_factor: 0.982194975113435\r\n", - "# datetime: 2024-09-04T16:13:28.898000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/9/S2B_17SPV_20240904_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/a34722af06ac7f7dc3a6579ff0c804bc\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-09-04T23:56:25.240Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2A_17SPV_20240830_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-08-30 16:13:25.079000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-08-31T00:58:00.459Z\r\n", - "# platform: sentinel-2a\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 29.260489\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 147.666056006198\r\n", - "# view:sun_elevation: 59.2994603957414\r\n", - "# s2:degraded_msi_data_percentage: 0.0075\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:cloud_shadow_percentage: 2.806995\r\n", - "# s2:vegetation_percentage: 60.253859\r\n", - "# s2:not_vegetated_percentage: 4.589577\r\n", - "# s2:water_percentage: 0.798839\r\n", - "# s2:unclassified_percentage: 2.123901\r\n", - "# s2:medium_proba_clouds_percentage: 8.565114\r\n", - "# s2:high_proba_clouds_percentage: 7.006772\r\n", - "# s2:thin_cirrus_percentage: 13.688605\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.11\r\n", - "# s2:product_uri: S2A_MSIL2A_20240830T155901_N0511_R097_T17SPV_20240830T230248.SAFE\r\n", - "# s2:generation_time: 2024-08-30T23:02:48.000000Z\r\n", - "# s2:datatake_id: GS2A_20240830T155901_047999_N05.11\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240830T230248_S20240830T161243_N05.11\r\n", - "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240830T230248_A047999_T17SPV_N05.11\r\n", - "# s2:reflectance_conversion_factor: 0.979908290720517\r\n", - "# datetime: 2024-08-30T16:13:25.079000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240830_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/f5abdfe94133d858b559236189785d38\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-08-31T00:58:00.459Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2B_17SPV_20240825_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-08-25 16:13:26.986000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-08-25T22:19:02.797Z\r\n", - "# platform: sentinel-2b\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 0.286147\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 145.418027258291\r\n", - "# view:sun_elevation: 60.713849205893\r\n", - "# s2:degraded_msi_data_percentage: 0.0023\r\n", - "# s2:nodata_pixel_percentage: 3e-06\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:cloud_shadow_percentage: 0\r\n", - "# s2:vegetation_percentage: 92.048389\r\n", - "# s2:not_vegetated_percentage: 5.863727\r\n", - "# s2:water_percentage: 1.157126\r\n", - "# s2:unclassified_percentage: 0.414823\r\n", - "# s2:medium_proba_clouds_percentage: 0.003242\r\n", - "# s2:high_proba_clouds_percentage: 0.000468\r\n", - "# s2:thin_cirrus_percentage: 0.282438\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.11\r\n", - "# s2:product_uri: S2B_MSIL2A_20240825T155819_N0511_R097_T17SPV_20240825T202603.SAFE\r\n", - "# s2:generation_time: 2024-08-25T20:26:03.000000Z\r\n", - "# s2:datatake_id: GS2B_20240825T155819_039019_N05.11\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240825T202603_S20240825T160630_N05.11\r\n", - "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240825T202603_A039019_T17SPV_N05.11\r\n", - "# s2:reflectance_conversion_factor: 0.977774923159322\r\n", - "# datetime: 2024-08-25T16:13:26.986000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240825_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/490f60d682670e67d01ecaf4f98b5414\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-08-25T22:19:02.797Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2A_17SPV_20240820_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.89776456996923, 35.4726933643254], [-79.7346782097742, 35.44129757021934], [-79.46139918173544, 35.385649910895935], [-79.23391161679794, 35.33655731103751], [-78.94048445982517, 35.27132975873579], [-78.7314235910276, 35.22160262927839], [-78.69517200414566, 35.210288765815775], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.89776456996923, 35.210288765815775, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-08-20 16:13:23.109000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-08-20T23:56:23.997Z\r\n", - "# platform: sentinel-2a\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 33.311394\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 143.08785356748\r\n", - "# view:sun_elevation: 62.0401806921953\r\n", - "# s2:degraded_msi_data_percentage: 0.0068\r\n", - "# s2:nodata_pixel_percentage: 20.467882\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:cloud_shadow_percentage: 4.145628\r\n", - "# s2:vegetation_percentage: 57.034469\r\n", - "# s2:not_vegetated_percentage: 2.759165\r\n", - "# s2:water_percentage: 0.557756\r\n", - "# s2:unclassified_percentage: 2.062658\r\n", - "# s2:medium_proba_clouds_percentage: 7.864375\r\n", - "# s2:high_proba_clouds_percentage: 25.44643\r\n", - "# s2:thin_cirrus_percentage: 0.000588\r\n", - "# s2:snow_ice_percentage: 0.000125\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.11\r\n", - "# s2:product_uri: S2A_MSIL2A_20240820T155901_N0511_R097_T17SPV_20240820T215950.SAFE\r\n", - "# s2:generation_time: 2024-08-20T21:59:50.000000Z\r\n", - "# s2:datatake_id: GS2A_20240820T155901_047856_N05.11\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240820T215950_S20240820T160059_N05.11\r\n", - "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240820T215950_A047856_T17SPV_N05.11\r\n", - "# s2:reflectance_conversion_factor: 0.975809931278449\r\n", - "# datetime: 2024-08-20T16:13:23.109000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240820_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/411bee81baeb1568b5776fdf0d347f44\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-08-20T23:56:23.997Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2B_17SPV_20240815_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-08-15 16:13:29.698000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-08-15T22:26:20.635Z\r\n", - "# platform: sentinel-2b\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 21.623282\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 140.792281631354\r\n", - "# view:sun_elevation: 63.298438697450905\r\n", - "# s2:degraded_msi_data_percentage: 0.0026\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:cloud_shadow_percentage: 6.605214\r\n", - "# s2:vegetation_percentage: 66.837502\r\n", - "# s2:not_vegetated_percentage: 3.310321\r\n", - "# s2:water_percentage: 0.95207\r\n", - "# s2:unclassified_percentage: 0.522533\r\n", - "# s2:medium_proba_clouds_percentage: 5.018556\r\n", - "# s2:high_proba_clouds_percentage: 3.960375\r\n", - "# s2:thin_cirrus_percentage: 12.644351\r\n", - "# s2:snow_ice_percentage: 1.7e-05\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.11\r\n", - "# s2:product_uri: S2B_MSIL2A_20240815T155819_N0511_R097_T17SPV_20240815T202258.SAFE\r\n", - "# s2:generation_time: 2024-08-15T20:22:58.000000Z\r\n", - "# s2:datatake_id: GS2B_20240815T155819_038876_N05.11\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240815T202258_S20240815T160633_N05.11\r\n", - "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240815T202258_A038876_T17SPV_N05.11\r\n", - "# s2:reflectance_conversion_factor: 0.974025531957526\r\n", - "# datetime: 2024-08-15T16:13:29.698000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240815_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4db99d501d990bde2470478e44214d57\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-08-15T22:26:20.635Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2A_17SPV_20240810_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-08-10 16:13:27.506000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-08-11T00:56:27.595Z\r\n", - "# platform: sentinel-2a\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 22.071692\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 138.46260954534\r\n", - "# view:sun_elevation: 64.4582094622163\r\n", - "# s2:degraded_msi_data_percentage: 0.0072\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:cloud_shadow_percentage: 1.194054\r\n", - "# s2:vegetation_percentage: 68.353802\r\n", - "# s2:not_vegetated_percentage: 4.528956\r\n", - "# s2:water_percentage: 1.116045\r\n", - "# s2:unclassified_percentage: 2.540801\r\n", - "# s2:medium_proba_clouds_percentage: 6.852651\r\n", - "# s2:high_proba_clouds_percentage: 5.531524\r\n", - "# s2:thin_cirrus_percentage: 9.687516\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.11\r\n", - "# s2:product_uri: S2A_MSIL2A_20240810T155901_N0511_R097_T17SPV_20240810T230917.SAFE\r\n", - "# s2:generation_time: 2024-08-10T23:09:17.000000Z\r\n", - "# s2:datatake_id: GS2A_20240810T155901_047713_N05.11\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240810T230917_S20240810T161216_N05.11\r\n", - "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240810T230917_A047713_T17SPV_N05.11\r\n", - "# s2:reflectance_conversion_factor: 0.972434093148653\r\n", - "# datetime: 2024-08-10T16:13:27.506000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2A_17SPV_20240810_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/871900f36df7cfaebe5c438ade928c06\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-08-11T00:56:27.595Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2B_17SPV_20240805_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-08-05 16:13:28.726000+00:00\r\n", - "Start Datetime not found.\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-08-06T00:48:01.172Z\r\n", - "# platform: sentinel-2b\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 99.665856\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 136.220285960083\r\n", - "# view:sun_elevation: 65.540377719519\r\n", - "# s2:degraded_msi_data_percentage: 0.0024\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:cloud_shadow_percentage: 0.284614\r\n", - "# s2:vegetation_percentage: 0.047356\r\n", - "# s2:not_vegetated_percentage: 0.001267\r\n", - "# s2:water_percentage: 9e-05\r\n", - "# s2:unclassified_percentage: 0.000717\r\n", - "# s2:medium_proba_clouds_percentage: 38.336566\r\n", - "# s2:high_proba_clouds_percentage: 46.122238\r\n", - "# s2:thin_cirrus_percentage: 15.207046\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.11\r\n", - "# s2:product_uri: S2B_MSIL2A_20240805T155819_N0511_R097_T17SPV_20240805T220539.SAFE\r\n", - "# s2:generation_time: 2024-08-05T22:05:39.000000Z\r\n", - "# s2:datatake_id: GS2B_20240805T155819_038733_N05.11\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240805T220539_S20240805T160928_N05.11\r\n", - "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240805T220539_A038733_T17SPV_N05.11\r\n", - "# s2:reflectance_conversion_factor: 0.971045325145953\r\n", - "# datetime: 2024-08-05T16:13:28.726000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/8/S2B_17SPV_20240805_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/6e848c4fbd7ffd3b2d0ebcc5e7dc869f\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-08-06T00:48:01.172Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2A_17SPV_20240731_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-07-31 16:13:28.790000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-08-01T01:43:45.085Z\r\n", - "# platform: sentinel-2a\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 6.139014\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 134.074011613079\r\n", - "# view:sun_elevation: 66.5336008839282\r\n", - "# s2:degraded_msi_data_percentage: 0.0076\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:cloud_shadow_percentage: 0.290065\r\n", - "# s2:vegetation_percentage: 85.660404\r\n", - "# s2:not_vegetated_percentage: 5.215016\r\n", - "# s2:water_percentage: 1.061476\r\n", - "# s2:unclassified_percentage: 1.402832\r\n", - "# s2:medium_proba_clouds_percentage: 2.665854\r\n", - "# s2:high_proba_clouds_percentage: 2.517344\r\n", - "# s2:thin_cirrus_percentage: 0.955816\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.11\r\n", - "# s2:product_uri: S2A_MSIL2A_20240731T155901_N0511_R097_T17SPV_20240731T232548.SAFE\r\n", - "# s2:generation_time: 2024-07-31T23:25:48.000000Z\r\n", - "# s2:datatake_id: GS2A_20240731T155901_047570_N05.11\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240731T232548_S20240731T160830_N05.11\r\n", - "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240731T232548_A047570_T17SPV_N05.11\r\n", - "# s2:reflectance_conversion_factor: 0.969868710676552\r\n", - "# datetime: 2024-07-31T16:13:28.790000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240731_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9fe108dc54d302a143277cdbcdc84dc2\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-08-01T01:43:45.085Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2B_17SPV_20240726_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-07-26 16:13:28.728000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-07-26T22:16:04.416Z\r\n", - "# platform: sentinel-2b\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 100\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 132.076476762934\r\n", - "# view:sun_elevation: 67.4387284733629\r\n", - "# s2:degraded_msi_data_percentage: 0.1426\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:cloud_shadow_percentage: 0\r\n", - "# s2:vegetation_percentage: 0\r\n", - "# s2:not_vegetated_percentage: 0\r\n", - "# s2:water_percentage: 0\r\n", - "# s2:unclassified_percentage: 0\r\n", - "# s2:medium_proba_clouds_percentage: 33.155897\r\n", - "# s2:high_proba_clouds_percentage: 66.819233\r\n", - "# s2:thin_cirrus_percentage: 0.024871\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.11\r\n", - "# s2:product_uri: S2B_MSIL2A_20240726T155819_N0511_R097_T17SPV_20240726T202326.SAFE\r\n", - "# s2:generation_time: 2024-07-26T20:23:26.000000Z\r\n", - "# s2:datatake_id: GS2B_20240726T155819_038590_N05.11\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240726T202326_S20240726T160234_N05.11\r\n", - "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240726T202326_A038590_T17SPV_N05.11\r\n", - "# s2:reflectance_conversion_factor: 0.968911323301634\r\n", - "# datetime: 2024-07-26T16:13:28.728000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240726_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9054bd8d847f9a5ba9932505cdfe3e50\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-07-26T22:16:04.416Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2A_17SPV_20240721_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-07-21 16:13:27.745000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-07-22T00:56:43.023Z\r\n", - "# platform: sentinel-2a\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 77.323008\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 130.27037090188\r\n", - "# view:sun_elevation: 68.2536811806891\r\n", - "# s2:degraded_msi_data_percentage: 0.0105\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0.012784\r\n", - "# s2:cloud_shadow_percentage: 4.486402\r\n", - "# s2:vegetation_percentage: 15.218596\r\n", - "# s2:not_vegetated_percentage: 1.484813\r\n", - "# s2:water_percentage: 0.175991\r\n", - "# s2:unclassified_percentage: 1.298403\r\n", - "# s2:medium_proba_clouds_percentage: 22.264542\r\n", - "# s2:high_proba_clouds_percentage: 43.291837\r\n", - "# s2:thin_cirrus_percentage: 11.766633\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.10\r\n", - "# s2:product_uri: S2A_MSIL2A_20240721T155901_N0510_R097_T17SPV_20240721T231400.SAFE\r\n", - "# s2:generation_time: 2024-07-21T23:14:00.000000Z\r\n", - "# s2:datatake_id: GS2A_20240721T155901_047427_N05.10\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240721T231400_S20240721T160453_N05.10\r\n", - "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240721T231400_A047427_T17SPV_N05.10\r\n", - "# s2:reflectance_conversion_factor: 0.968179627481255\r\n", - "# datetime: 2024-07-21T16:13:27.745000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240721_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/32191ae26b50556b13a773c6452c7941\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-07-22T00:56:43.023Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2B_17SPV_20240716_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-07-16 16:13:29.371000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-07-16T22:18:32.931Z\r\n", - "# platform: sentinel-2b\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 78.20453\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 128.734434158607\r\n", - "# view:sun_elevation: 68.9891018368731\r\n", - "# s2:degraded_msi_data_percentage: 0.0026\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0.033102\r\n", - "# s2:cloud_shadow_percentage: 0.164402\r\n", - "# s2:vegetation_percentage: 18.160766\r\n", - "# s2:not_vegetated_percentage: 1.747406\r\n", - "# s2:water_percentage: 0.451936\r\n", - "# s2:unclassified_percentage: 1.237853\r\n", - "# s2:medium_proba_clouds_percentage: 19.404654\r\n", - "# s2:high_proba_clouds_percentage: 12.049545\r\n", - "# s2:thin_cirrus_percentage: 46.750337\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.10\r\n", - "# s2:product_uri: S2B_MSIL2A_20240716T155819_N0510_R097_T17SPV_20240716T202001.SAFE\r\n", - "# s2:generation_time: 2024-07-16T20:20:01.000000Z\r\n", - "# s2:datatake_id: GS2B_20240716T155819_038447_N05.10\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240716T202001_S20240716T161237_N05.10\r\n", - "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240716T202001_A038447_T17SPV_N05.10\r\n", - "# s2:reflectance_conversion_factor: 0.967677976818957\r\n", - "# datetime: 2024-07-16T16:13:29.371000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240716_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/07c56abbfc01f177bd74634d269b8100\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-07-16T22:18:32.931Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2A_17SPV_20240711_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - 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"Properties:\r\n", - "# created: 2024-07-12T01:47:22.047Z\r\n", - "# platform: sentinel-2a\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 72.374904\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 127.483087684314\r\n", - "# view:sun_elevation: 69.6335585134829\r\n", - "# s2:degraded_msi_data_percentage: 0.0072\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0.04\r\n", - "# s2:cloud_shadow_percentage: 0.182614\r\n", - "# s2:vegetation_percentage: 25.206134\r\n", - "# s2:not_vegetated_percentage: 1.669835\r\n", - "# s2:water_percentage: 0.141035\r\n", - "# s2:unclassified_percentage: 0.385476\r\n", - "# s2:medium_proba_clouds_percentage: 30.507737\r\n", - "# s2:high_proba_clouds_percentage: 10.228427\r\n", - "# s2:thin_cirrus_percentage: 31.638741\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.10\r\n", - "# s2:product_uri: S2A_MSIL2A_20240711T160011_N0510_R097_T17SPV_20240711T234558.SAFE\r\n", - "# s2:generation_time: 2024-07-11T23:45:58.000000Z\r\n", - "# s2:datatake_id: GS2A_20240711T160011_047284_N05.10\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240711T234558_S20240711T160820_N05.10\r\n", - "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240711T234558_A047284_T17SPV_N05.10\r\n", - "# s2:reflectance_conversion_factor: 0.967409759353159\r\n", - "# datetime: 2024-07-11T16:13:29.033000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2A_17SPV_20240711_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/0737ce995f5c9509fa285305cacab31a\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-07-12T01:47:22.047Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2B_17SPV_20240706_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-07-06 16:13:29.422000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-07-07T09:36:12.736Z\r\n", - "# platform: sentinel-2b\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 38.748205\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 126.580975941463\r\n", - "# view:sun_elevation: 70.19159002112289\r\n", - "# s2:degraded_msi_data_percentage: 0.0053\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0.055285\r\n", - "# s2:cloud_shadow_percentage: 9.143251\r\n", - "# s2:vegetation_percentage: 44.116038\r\n", - "# s2:not_vegetated_percentage: 5.823249\r\n", - "# s2:water_percentage: 0.664427\r\n", - "# s2:unclassified_percentage: 1.449544\r\n", - "# s2:medium_proba_clouds_percentage: 14.156002\r\n", - "# s2:high_proba_clouds_percentage: 14.943799\r\n", - "# s2:thin_cirrus_percentage: 9.648405\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.10\r\n", - "# s2:product_uri: S2B_MSIL2A_20240706T155819_N0510_R097_T17SPV_20240706T202406.SAFE\r\n", - "# s2:generation_time: 2024-07-06T20:24:06.000000Z\r\n", - "# s2:datatake_id: GS2B_20240706T155819_038304_N05.10\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240706T202406_S20240706T160600_N05.10\r\n", - "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240706T202406_A038304_T17SPV_N05.10\r\n", - "# s2:reflectance_conversion_factor: 0.967376489081156\r\n", - "# datetime: 2024-07-06T16:13:29.422000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/7/S2B_17SPV_20240706_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/6259182c18e06c31cc7a2350f92f9057\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-07-07T09:36:12.736Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2A_17SPV_20240701_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - 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"Properties:\r\n", - "# created: 2024-07-02T02:21:19.638Z\r\n", - "# platform: sentinel-2a\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 16.917542\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 126.053936716402\r\n", - "# view:sun_elevation: 70.6557251617978\r\n", - "# s2:degraded_msi_data_percentage: 0.0086\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0.129565\r\n", - "# s2:cloud_shadow_percentage: 0.36972\r\n", - "# s2:vegetation_percentage: 69.68329\r\n", - "# s2:not_vegetated_percentage: 9.322461\r\n", - "# s2:water_percentage: 1.036865\r\n", - "# s2:unclassified_percentage: 2.540556\r\n", - "# s2:medium_proba_clouds_percentage: 7.906951\r\n", - "# s2:high_proba_clouds_percentage: 8.986523\r\n", - 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"---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-07-02T02:21:19.638Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2B_17SPV_20240626_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-06-26 16:13:29.788000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-06-29T13:15:14.245Z\r\n", - "# platform: sentinel-2b\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 10.012253\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 125.923957043673\r\n", - 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"Properties:\r\n", - "# created: 2024-06-29T04:36:32.882Z\r\n", - "# platform: sentinel-2a\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 17.349365\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 126.208142864178\r\n", - "# view:sun_elevation: 71.2758248636805\r\n", - "# s2:degraded_msi_data_percentage: 0.0093\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0.093971\r\n", - "# s2:cloud_shadow_percentage: 9.346008\r\n", - "# s2:vegetation_percentage: 64.006728\r\n", - "# s2:not_vegetated_percentage: 7.618747\r\n", - "# s2:water_percentage: 0.92731\r\n", - "# s2:unclassified_percentage: 0.657874\r\n", - "# s2:medium_proba_clouds_percentage: 9.875548\r\n", - "# s2:high_proba_clouds_percentage: 7.4591\r\n", - "# s2:thin_cirrus_percentage: 0.014718\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.10\r\n", - "# s2:product_uri: S2A_MSIL2A_20240621T155911_N0510_R097_T17SPV_20240621T231455.SAFE\r\n", - "# s2:generation_time: 2024-06-21T23:14:55.000000Z\r\n", - "# s2:datatake_id: GS2A_20240621T155911_046998_N05.10\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240621T231455_S20240621T161238_N05.10\r\n", - "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240621T231455_A046998_T17SPV_N05.10\r\n", - "# s2:reflectance_conversion_factor: 0.968681538412137\r\n", - "# datetime: 2024-06-21T16:13:30.992000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240621_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ed5e5cdc774640ad2704993616e9d2e8\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-06-29T04:36:32.882Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2B_17SPV_20240616_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-06-16 16:13:29.024000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-06-16T22:51:32.182Z\r\n", - "# platform: sentinel-2b\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 73.366141\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 126.865884136959\r\n", - "# view:sun_elevation: 71.406462479674\r\n", - "# s2:degraded_msi_data_percentage: 0.1339\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0.013427\r\n", - "# s2:cloud_shadow_percentage: 0.143341\r\n", - "# s2:vegetation_percentage: 15.970431\r\n", - "# s2:not_vegetated_percentage: 3.915322\r\n", - "# s2:water_percentage: 0.331518\r\n", - "# s2:unclassified_percentage: 6.259824\r\n", - "# s2:medium_proba_clouds_percentage: 14.412378\r\n", - "# s2:high_proba_clouds_percentage: 57.853109\r\n", - "# s2:thin_cirrus_percentage: 1.100653\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.10\r\n", - "# s2:product_uri: S2B_MSIL2A_20240616T155819_N0510_R097_T17SPV_20240616T202250.SAFE\r\n", - "# s2:generation_time: 2024-06-16T20:22:50.000000Z\r\n", - "# s2:datatake_id: GS2B_20240616T155819_038018_N05.10\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240616T202250_S20240616T160603_N05.10\r\n", - "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240616T202250_A038018_T17SPV_N05.10\r\n", - "# s2:reflectance_conversion_factor: 0.969575792148144\r\n", - "# datetime: 2024-06-16T16:13:29.024000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2B_17SPV_20240616_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/90beed69f2befca5316b1c5a4fe82e3b\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-06-16T22:51:32.182Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2A_17SPV_20240611_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-06-11 16:13:32.315000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-06-14T13:59:11.695Z\r\n", - "# platform: sentinel-2a\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 0.938623\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 127.945267074602\r\n", - "# view:sun_elevation: 71.4232664435802\r\n", - "# s2:degraded_msi_data_percentage: 0.0105\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0.148682\r\n", - "# s2:cloud_shadow_percentage: 0.722682\r\n", - "# s2:vegetation_percentage: 89.033872\r\n", - "# s2:not_vegetated_percentage: 7.696587\r\n", - "# s2:water_percentage: 1.064084\r\n", - "# s2:unclassified_percentage: 0.39547\r\n", - "# s2:medium_proba_clouds_percentage: 0.56256\r\n", - "# s2:high_proba_clouds_percentage: 0.182654\r\n", - "# s2:thin_cirrus_percentage: 0.19341\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.10\r\n", - "# s2:product_uri: S2A_MSIL2A_20240611T155911_N0510_R097_T17SPV_20240611T232245.SAFE\r\n", - "# s2:generation_time: 2024-06-11T23:22:45.000000Z\r\n", - "# s2:datatake_id: GS2A_20240611T155911_046855_N05.10\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240611T232245_S20240611T161203_N05.10\r\n", - "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240611T232245_A046855_T17SPV_N05.10\r\n", - "# s2:reflectance_conversion_factor: 0.970691106136318\r\n", - "# datetime: 2024-06-11T16:13:32.315000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/6/S2A_17SPV_20240611_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/82e2ec0a5a83e826cefe6026f5033d0a\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-06-14T13:59:11.695Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2B_17SPV_20240606_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-06-06 16:13:28.893000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-06-06T22:48:20.074Z\r\n", - "# platform: sentinel-2b\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 77.982742\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 129.296103755427\r\n", - "# view:sun_elevation: 71.2821734391056\r\n", - "# s2:degraded_msi_data_percentage: 0.0027\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0.008733\r\n", - "# s2:cloud_shadow_percentage: 2.853182\r\n", - "# s2:vegetation_percentage: 15.96137\r\n", - "# s2:not_vegetated_percentage: 1.689308\r\n", - "# s2:water_percentage: 0.11633\r\n", - "# s2:unclassified_percentage: 1.388333\r\n", - "# s2:medium_proba_clouds_percentage: 26.524428\r\n", - "# s2:high_proba_clouds_percentage: 36.947376\r\n", - "# s2:thin_cirrus_percentage: 14.51094\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.10\r\n", - "# s2:product_uri: S2B_MSIL2A_20240606T155819_N0510_R097_T17SPV_20240606T202543.SAFE\r\n", - "# s2:generation_time: 2024-06-06T20:25:43.000000Z\r\n", - "# s2:datatake_id: GS2B_20240606T155819_037875_N05.10\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240606T202543_S20240606T160443_N05.10\r\n", - 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"Bbox: [-79.9021350633042, 35.13301555004904, -78.67014958475484, 36.1397316133374]\r\n", - "Datetime: 2024-06-01 16:13:29.990000+00:00\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-06-02T00:51:08.508Z\r\n", - "# platform: sentinel-2a\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 61.180001\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 130.946781150617\r\n", - "# view:sun_elevation: 71.0015186669718\r\n", - "# s2:degraded_msi_data_percentage: 0.0088\r\n", - "# s2:nodata_pixel_percentage: 0.420466\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0.053686\r\n", - "# s2:cloud_shadow_percentage: 0.000816\r\n", - "# s2:vegetation_percentage: 34.452215\r\n", - "# s2:not_vegetated_percentage: 3.453467\r\n", - "# s2:water_percentage: 0.713965\r\n", - "# s2:unclassified_percentage: 0.145845\r\n", - "# s2:medium_proba_clouds_percentage: 8.304962\r\n", - "# s2:high_proba_clouds_percentage: 0.103281\r\n", - 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"---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-06-02T00:51:08.508Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2B_17SPV_20240527_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-05-27 16:13:26.067000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-05-28T19:09:19.013Z\r\n", - "# platform: sentinel-2b\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 100\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 132.731921876307\r\n", - "# view:sun_elevation: 70.5473572027452\r\n", - "# s2:degraded_msi_data_percentage: 0.0025\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0\r\n", - "# s2:cloud_shadow_percentage: 0\r\n", - "# s2:vegetation_percentage: 0\r\n", - "# s2:not_vegetated_percentage: 0\r\n", - "# s2:water_percentage: 0\r\n", - "# s2:unclassified_percentage: 0\r\n", - "# s2:medium_proba_clouds_percentage: 56.10559\r\n", - "# s2:high_proba_clouds_percentage: 43.417314\r\n", - "# s2:thin_cirrus_percentage: 0.477099\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.10\r\n", - "# s2:product_uri: S2B_MSIL2A_20240527T155819_N0510_R097_T17SPV_20240527T211926.SAFE\r\n", - "# s2:generation_time: 2024-05-27T21:19:26.000000Z\r\n", - "# s2:datatake_id: GS2B_20240527T155819_037732_N05.10\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240527T211926_S20240527T161150_N05.10\r\n", - "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240527T211926_A037732_T17SPV_N05.10\r\n", - "# s2:reflectance_conversion_factor: 0.975287105815228\r\n", - "# datetime: 2024-05-27T16:13:26.067000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240527_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d1cf1f1ae57d1a860d5d5b6e69f0c5fd\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-05-28T19:09:19.013Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2A_17SPV_20240522_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-05-22 16:13:25.575000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-05-28T16:20:14.246Z\r\n", - "# platform: sentinel-2a\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 4.839775\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 134.645221678048\r\n", - "# view:sun_elevation: 69.9363455605075\r\n", - "# s2:degraded_msi_data_percentage: 0.0077\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0.181847\r\n", - "# s2:cloud_shadow_percentage: 1.121513\r\n", - "# s2:vegetation_percentage: 84.700739\r\n", - "# s2:not_vegetated_percentage: 7.666176\r\n", - "# s2:water_percentage: 1.091128\r\n", - "# s2:unclassified_percentage: 0.398824\r\n", - "# s2:medium_proba_clouds_percentage: 0.857655\r\n", - "# s2:high_proba_clouds_percentage: 0.408592\r\n", - 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"---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-05-28T16:20:14.246Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2B_17SPV_20240517_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-05-17 16:13:24.329000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-05-17T22:32:30.781Z\r\n", - "# platform: sentinel-2b\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 100\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 136.576661946823\r\n", - "# view:sun_elevation: 69.15705955550101\r\n", - "# s2:degraded_msi_data_percentage: 0.002\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0\r\n", - "# s2:cloud_shadow_percentage: 0\r\n", - "# s2:vegetation_percentage: 0\r\n", - "# s2:not_vegetated_percentage: 0\r\n", - "# s2:water_percentage: 0\r\n", - "# s2:unclassified_percentage: 0\r\n", - "# s2:medium_proba_clouds_percentage: 48.435068\r\n", - "# s2:high_proba_clouds_percentage: 51.179594\r\n", - "# s2:thin_cirrus_percentage: 0.38534\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.10\r\n", - "# s2:product_uri: S2B_MSIL2A_20240517T155819_N0510_R097_T17SPV_20240517T202125.SAFE\r\n", - "# s2:generation_time: 2024-05-17T20:21:25.000000Z\r\n", - "# s2:datatake_id: GS2B_20240517T155819_037589_N05.10\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240517T202125_S20240517T160403_N05.10\r\n", - "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240517T202125_A037589_T17SPV_N05.10\r\n", - "# s2:reflectance_conversion_factor: 0.979289557698501\r\n", - "# datetime: 2024-05-17T16:13:24.329000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240517_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/4da61ed5e43dbcd35a04e08c23263999\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-05-17T22:32:30.781Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2A_17SPV_20240512_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - 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"Properties:\r\n", - "# created: 2024-05-13T01:49:24.604Z\r\n", - "# platform: sentinel-2a\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 30.864275\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 138.526178970296\r\n", - "# view:sun_elevation: 68.227931936218\r\n", - "# s2:degraded_msi_data_percentage: 0.0128\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0.092133\r\n", - "# s2:cloud_shadow_percentage: 11.112269\r\n", - "# s2:vegetation_percentage: 51.770526\r\n", - "# s2:not_vegetated_percentage: 5.036924\r\n", - "# s2:water_percentage: 0.764085\r\n", - "# s2:unclassified_percentage: 0.35979\r\n", - "# s2:medium_proba_clouds_percentage: 10.227607\r\n", - "# s2:high_proba_clouds_percentage: 12.326884\r\n", - "# s2:thin_cirrus_percentage: 8.309783\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.10\r\n", - "# s2:product_uri: S2A_MSIL2A_20240512T155901_N0510_R097_T17SPV_20240512T235052.SAFE\r\n", - "# s2:generation_time: 2024-05-12T23:50:52.000000Z\r\n", - "# s2:datatake_id: GS2A_20240512T155901_046426_N05.10\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240512T235052_S20240512T160758_N05.10\r\n", - "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240512T235052_A046426_T17SPV_N05.10\r\n", - "# s2:reflectance_conversion_factor: 0.981534332906898\r\n", - "# datetime: 2024-05-12T16:13:29.367000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240512_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/501525a637edcea72022281f96c1aaec\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-05-13T01:49:24.604Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2B_17SPV_20240507_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-05-07 16:13:27.007000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-05-08T10:59:32.738Z\r\n", - "# platform: sentinel-2b\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 40.339398\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 140.320609605445\r\n", - "# view:sun_elevation: 67.123155396654\r\n", - "# s2:degraded_msi_data_percentage: 0.0029\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0.069442\r\n", - "# s2:cloud_shadow_percentage: 4.545121\r\n", - "# s2:vegetation_percentage: 45.809352\r\n", - "# s2:not_vegetated_percentage: 5.489328\r\n", - "# s2:water_percentage: 0.723339\r\n", - "# s2:unclassified_percentage: 3.024018\r\n", - "# s2:medium_proba_clouds_percentage: 13.259926\r\n", - "# s2:high_proba_clouds_percentage: 24.973664\r\n", - "# s2:thin_cirrus_percentage: 2.105809\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.10\r\n", - "# s2:product_uri: S2B_MSIL2A_20240507T155819_N0510_R097_T17SPV_20240507T202416.SAFE\r\n", - "# s2:generation_time: 2024-05-07T20:24:16.000000Z\r\n", - "# s2:datatake_id: GS2B_20240507T155819_037446_N05.10\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240507T202416_S20240507T160601_N05.10\r\n", - "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240507T202416_A037446_T17SPV_N05.10\r\n", - "# s2:reflectance_conversion_factor: 0.983922355524309\r\n", - "# datetime: 2024-05-07T16:13:27.007000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2B_17SPV_20240507_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/3095dd5fc0c1adab27a9206150e8fa7e\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-05-08T10:59:32.738Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2A_17SPV_20240502_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - 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"Properties:\r\n", - "# created: 2024-05-03T02:07:12.458Z\r\n", - "# platform: sentinel-2a\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 1.724347\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 142.024405942536\r\n", - "# view:sun_elevation: 65.8776811943126\r\n", - "# s2:degraded_msi_data_percentage: 0.0086\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0.180713\r\n", - "# s2:cloud_shadow_percentage: 1.65954\r\n", - "# s2:vegetation_percentage: 85.410345\r\n", - "# s2:not_vegetated_percentage: 9.435526\r\n", - "# s2:water_percentage: 1.201897\r\n", - "# s2:unclassified_percentage: 0.387633\r\n", - "# s2:medium_proba_clouds_percentage: 1.068898\r\n", - "# s2:high_proba_clouds_percentage: 0.654713\r\n", - "# s2:thin_cirrus_percentage: 0.000737\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.10\r\n", - "# s2:product_uri: S2A_MSIL2A_20240502T155901_N0510_R097_T17SPV_20240502T231600.SAFE\r\n", - "# s2:generation_time: 2024-05-02T23:16:00.000000Z\r\n", - "# s2:datatake_id: GS2A_20240502T155901_046283_N05.10\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240502T231600_S20240502T161232_N05.10\r\n", - "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240502T231600_A046283_T17SPV_N05.10\r\n", - "# s2:reflectance_conversion_factor: 0.986436466402915\r\n", - "# datetime: 2024-05-02T16:13:29.052000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/5/S2A_17SPV_20240502_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/9833836355fede44aaf0a3680ddeaa2b\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-05-03T02:07:12.458Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2B_17SPV_20240427_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-04-27 16:13:25.302000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-04-27T23:18:26.463Z\r\n", - "# platform: sentinel-2b\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 41.492322\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 143.528792725087\r\n", - 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"Properties:\r\n", - "# created: 2024-04-23T16:20:44.531Z\r\n", - "# platform: sentinel-2a\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 31.595498\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 144.941641921427\r\n", - "# view:sun_elevation: 62.9745747205139\r\n", - "# s2:degraded_msi_data_percentage: 0.0093\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0.171015\r\n", - "# s2:cloud_shadow_percentage: 2.525065\r\n", - "# s2:vegetation_percentage: 57.915175\r\n", - "# s2:not_vegetated_percentage: 6.323496\r\n", - "# s2:water_percentage: 0.923321\r\n", - "# s2:unclassified_percentage: 0.546269\r\n", - "# s2:medium_proba_clouds_percentage: 9.353081\r\n", - "# s2:high_proba_clouds_percentage: 16.427176\r\n", - "# s2:thin_cirrus_percentage: 5.815243\r\n", - "# s2:snow_ice_percentage: 0.000163\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.10\r\n", - "# s2:product_uri: S2A_MSIL2A_20240422T155821_N0510_R097_T17SPV_20240423T140451.SAFE\r\n", - "# s2:generation_time: 2024-04-23T14:04:51.000000Z\r\n", - "# s2:datatake_id: GS2A_20240422T155821_046140_N05.10\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240423T140451_S20240422T161127_N05.10\r\n", - "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240423T140451_A046140_T17SPV_N05.10\r\n", - "# s2:reflectance_conversion_factor: 0.991774965335244\r\n", - "# datetime: 2024-04-22T16:13:29.231000Z\r\n", - "# s2:sequence: 1\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240422_1_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/71a1ecfdb0ff99a1aa9839048bfc78dc\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-04-23T16:20:44.531Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2A_17SPV_20240422_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-04-22 16:13:29.231000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-04-23T02:23:43.837Z\r\n", - "# platform: sentinel-2a\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 31.594869\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 144.941641921427\r\n", - "# view:sun_elevation: 62.9745747205139\r\n", - "# s2:degraded_msi_data_percentage: 0.0093\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0.171031\r\n", - "# s2:cloud_shadow_percentage: 2.524043\r\n", - "# s2:vegetation_percentage: 57.916528\r\n", - "# s2:not_vegetated_percentage: 6.324564\r\n", - "# s2:water_percentage: 0.923441\r\n", - "# s2:unclassified_percentage: 0.545357\r\n", - "# s2:medium_proba_clouds_percentage: 9.353479\r\n", - "# s2:high_proba_clouds_percentage: 16.427162\r\n", - "# s2:thin_cirrus_percentage: 5.814227\r\n", - "# s2:snow_ice_percentage: 0.000163\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.10\r\n", - "# s2:product_uri: S2A_MSIL2A_20240422T155821_N0510_R097_T17SPV_20240422T232000.SAFE\r\n", - "# s2:generation_time: 2024-04-22T23:20:00.000000Z\r\n", - "# s2:datatake_id: GS2A_20240422T155821_046140_N05.10\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240422T232000_S20240422T161127_N05.10\r\n", - "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240422T232000_A046140_T17SPV_N05.10\r\n", - "# s2:reflectance_conversion_factor: 0.991774965335244\r\n", - "# datetime: 2024-04-22T16:13:29.231000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240422_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/a3721b4f648e818920dfaa833bbf6064\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-04-23T02:23:43.837Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2B_17SPV_20240417_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-04-17 16:13:27.286000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-04-18T00:51:42.539Z\r\n", - "# platform: sentinel-2b\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 100\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 146.162190051164\r\n", - "# view:sun_elevation: 61.3455453771872\r\n", - "# s2:degraded_msi_data_percentage: 0.0031\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0\r\n", - "# s2:cloud_shadow_percentage: 0\r\n", - "# s2:vegetation_percentage: 0\r\n", - "# s2:not_vegetated_percentage: 0\r\n", - "# s2:water_percentage: 0\r\n", - "# s2:unclassified_percentage: 0\r\n", - "# s2:medium_proba_clouds_percentage: 69.701403\r\n", - "# s2:high_proba_clouds_percentage: 30.298603\r\n", - "# s2:thin_cirrus_percentage: 0\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.10\r\n", - "# s2:product_uri: S2B_MSIL2A_20240417T155819_N0510_R097_T17SPV_20240417T221800.SAFE\r\n", - "# s2:generation_time: 2024-04-17T22:18:00.000000Z\r\n", - "# s2:datatake_id: GS2B_20240417T155819_037160_N05.10\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240417T221800_S20240417T160258_N05.10\r\n", - "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240417T221800_A037160_T17SPV_N05.10\r\n", - "# s2:reflectance_conversion_factor: 0.994561472482675\r\n", - "# datetime: 2024-04-17T16:13:27.286000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240417_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/b9a7bc6c7c275dd79172b8effca89461\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-04-18T00:51:42.539Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2A_17SPV_20240412_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-04-12 16:13:27.651000+00:00\r\n", - "Start Datetime not found.\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-04-13T01:42:56.472Z\r\n", - "# platform: sentinel-2a\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 31.715456\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 147.269940196506\r\n", - "# view:sun_elevation: 59.625132343664\r\n", - "# s2:degraded_msi_data_percentage: 0.0104\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0.153453\r\n", - "# s2:cloud_shadow_percentage: 12.679228\r\n", - "# s2:vegetation_percentage: 49.264008\r\n", - "# s2:not_vegetated_percentage: 4.988225\r\n", - "# s2:water_percentage: 0.656567\r\n", - "# s2:unclassified_percentage: 0.542805\r\n", - "# s2:medium_proba_clouds_percentage: 11.25274\r\n", - "# s2:high_proba_clouds_percentage: 17.18483\r\n", - "# s2:thin_cirrus_percentage: 3.277886\r\n", - "# s2:snow_ice_percentage: 0.000259\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.10\r\n", - "# s2:product_uri: S2A_MSIL2A_20240412T155901_N0510_R097_T17SPV_20240412T235553.SAFE\r\n", - "# s2:generation_time: 2024-04-12T23:55:53.000000Z\r\n", - "# s2:datatake_id: GS2A_20240412T155901_045997_N05.10\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240412T235553_S20240412T160211_N05.10\r\n", - "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240412T235553_A045997_T17SPV_N05.10\r\n", - "# s2:reflectance_conversion_factor: 0.997399653732186\r\n", - "# datetime: 2024-04-12T16:13:27.651000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240412_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/ba25771a14d9292a3ef8f260e24c8ce5\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-04-13T01:42:56.472Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2B_17SPV_20240407_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-04-07 16:13:25.177000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-04-07T22:51:18.053Z\r\n", - "# platform: sentinel-2b\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 0.007223\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 148.241587595963\r\n", - "# view:sun_elevation: 57.8193021287102\r\n", - "# s2:degraded_msi_data_percentage: 0.0024\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0.393997\r\n", - "# s2:cloud_shadow_percentage: 1e-05\r\n", - "# s2:vegetation_percentage: 84.631485\r\n", - "# s2:not_vegetated_percentage: 13.122594\r\n", - "# s2:water_percentage: 1.402112\r\n", - "# s2:unclassified_percentage: 0.442009\r\n", - "# s2:medium_proba_clouds_percentage: 0.000368\r\n", - "# s2:high_proba_clouds_percentage: 7.6e-05\r\n", - "# s2:thin_cirrus_percentage: 0.006778\r\n", - "# s2:snow_ice_percentage: 0.000571\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.10\r\n", - "# s2:product_uri: S2B_MSIL2A_20240407T155819_N0510_R097_T17SPV_20240407T202406.SAFE\r\n", - "# s2:generation_time: 2024-04-07T20:24:06.000000Z\r\n", - "# s2:datatake_id: GS2B_20240407T155819_037017_N05.10\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2B_OPER_MSI_L2A_DS_2BPS_20240407T202406_S20240407T160426_N05.10\r\n", - "# s2:granule_id: S2B_OPER_MSI_L2A_TL_2BPS_20240407T202406_A037017_T17SPV_N05.10\r\n", - "# s2:reflectance_conversion_factor: 1.00026982268816\r\n", - "# datetime: 2024-04-07T16:13:25.177000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2B_17SPV_20240407_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/d9ae6b9fc4520f5ae2a33ffbab89ac25\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-04-07T22:51:18.053Z\r\n", - "# proj:code: EPSG:32617\r\n", - "Collection ID: sentinel-2-l2a\r\n", - "Item: S2A_17SPV_20240402_0_L2A\r\n", - "Geometry: {'type': 'Polygon', 'coordinates': [[[-79.88850843890832, 36.1397316133374], [-79.9021350633042, 35.14992495410683], [-78.69735281151316, 35.13301555004904], [-78.66879673080497, 36.12219793572046], [-79.88850843890832, 36.1397316133374]]]}\r\n", - "Bbox: [-79.9021350633042, 35.13301555004904, -78.66879673080497, 36.1397316133374]\r\n", - "Datetime: 2024-04-02 16:13:24.212000+00:00\r\n", - "Start Datetime not found.\r\n", - "End Datetime not found.\r\n", - "Extra Fields:\r\n", - "---------------------------------------------------------------------------\r\n", - "Extensions:\r\n", - "---------------------------------------------------------------------------\r\n", - "\thttps://stac-extensions.github.io/mgrs/v1.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/processing/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/projection/v2.0.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/grid/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/raster/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/eo/v1.1.0/schema.json\r\n", - "\thttps://stac-extensions.github.io/view/v1.0.0/schema.json\r\n", - "---------------------------------------------------------------------------\r\n", - "Properties:\r\n", - "# created: 2024-04-03T02:43:18.525Z\r\n", - "# platform: sentinel-2a\r\n", - "# constellation: sentinel-2\r\n", - "---------------------------------------------------------------------------\r\n", - " instruments:\r\n", - "# eo:cloud_cover: 52.194571\r\n", - "# mgrs:utm_zone: 17\r\n", - "# mgrs:latitude_band: S\r\n", - "# mgrs:grid_square: PV\r\n", - "# grid:code: MGRS-17SPV\r\n", - "# view:sun_azimuth: 149.123391641051\r\n", - "# view:sun_elevation: 55.9520519703372\r\n", - "# s2:degraded_msi_data_percentage: 0.0067\r\n", - "# s2:nodata_pixel_percentage: 0\r\n", - "# s2:saturated_defective_pixel_percentage: 0\r\n", - "# s2:dark_features_percentage: 0.222265\r\n", - "# s2:cloud_shadow_percentage: 0.681242\r\n", - "# s2:vegetation_percentage: 32.632047\r\n", - "# s2:not_vegetated_percentage: 13.082658\r\n", - "# s2:water_percentage: 0.269024\r\n", - "# s2:unclassified_percentage: 0.918192\r\n", - "# s2:medium_proba_clouds_percentage: 14.986324\r\n", - "# s2:high_proba_clouds_percentage: 16.081516\r\n", - "# s2:thin_cirrus_percentage: 21.126732\r\n", - "# s2:snow_ice_percentage: 0\r\n", - "# s2:product_type: S2MSI2A\r\n", - "# s2:processing_baseline: 05.10\r\n", - "# s2:product_uri: S2A_MSIL2A_20240402T155821_N0510_R097_T17SPV_20240402T235145.SAFE\r\n", - "# s2:generation_time: 2024-04-02T23:51:45.000000Z\r\n", - "# s2:datatake_id: GS2A_20240402T155821_045854_N05.10\r\n", - "# s2:datatake_type: INS-NOBS\r\n", - "# s2:datastrip_id: S2A_OPER_MSI_L2A_DS_2APS_20240402T235145_S20240402T160459_N05.10\r\n", - "# s2:granule_id: S2A_OPER_MSI_L2A_TL_2APS_20240402T235145_A045854_T17SPV_N05.10\r\n", - "# s2:reflectance_conversion_factor: 1.00315010154664\r\n", - "# datetime: 2024-04-02T16:13:24.212000Z\r\n", - "# s2:sequence: 0\r\n", - "# earthsearch:s3_path: s3://sentinel-cogs/sentinel-s2-l2a-cogs/17/S/PV/2024/4/S2A_17SPV_20240402_0_L2A\r\n", - "# earthsearch:payload_id: roda-sentinel2/workflow-sentinel2-to-stac/3dac5288c179d121cc299fcd6cffcc5b\r\n", - "# earthsearch:boa_offset_applied: True\r\n", - "---------------------------------------------------------------------------\r\n", - "\r\n", - " processing:software:\r\n", - "# sentinel2-to-stac: 0.1.1\r\n", - "# processing:software: {'sentinel2-to-stac': '0.1.1'}\r\n", - "# updated: 2024-04-03T02:43:18.525Z\r\n", - "# proj:code: EPSG:32617\r\n" - ] - } - ], - "source": [ - "#| label: tbl-stac-items-i-shell\n", - "#| echo: true\n", - "\n", - "!t.stac.item url={stac_url} collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" format=plain -i" - ] - }, - { - "cell_type": "markdown", - "id": "47917919", - "metadata": {}, - "source": [ - ":::\n", - "\n", - "```{ojs}\n", - "//| label: ojs-items-table\n", - "//| echo: false\n", - "Inputs.table(items_table, {width: \"100%\"})\n", - "```" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "count-items", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "There are 38 Sentinel 2 items found in our computational region.\n" - ] - } - ], - "source": [ - "#| label: count-items\n", - "#| echo: false\n", - "\n", - "num_items = len(df_items)\n", - "# Can't use inline python with using Jupyter cache\n", - "print(f\"There are {num_items} Sentinel 2 items found in our computational region.\")" - ] - }, - { - "cell_type": "markdown", - "id": "a23cc81d", - "metadata": {}, - "source": [ - "Let's look closer at the properties of item id `S2A_17SPV_20240919_0_L2A`." - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "item-properties", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "metadata": { - "ojs_define": true - }, - "output_type": "display_data" - } - ], - "source": [ - "#| label: item-properties\n", - "#| echo: true\n", - "\n", - "df_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\n", - "df_properties = df_item[\"properties\"].apply(pd.Series)\n", - "df_item_flat = pd.concat([df_item.drop(\"properties\", axis=1), df_properties], axis=1)\n", - "ojs_define(item_props=df_item_flat.iloc[0].dropna().to_dict())" - ] - }, - { - "cell_type": "markdown", - "id": "2f4f53bd", - "metadata": {}, - "source": [ - "```{ojs}\n", - "//| label: ojs-item-props\n", - "//| echo: false\n", - "kvTable(item_props)\n", - "```\n", - "\n", - "Let's look at the items properties" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "id": "item-properties-properties", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "metadata": { - "ojs_define": true - }, - "output_type": "display_data" - } - ], - "source": [ - "#| label: item-properties-properties\n", - "#| echo: true\n", - "\n", - "df_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\n", - "df_properties = df_item[\"properties\"].apply(pd.Series)\n", - "ojs_define(item_properties_kv=df_properties.iloc[0].dropna().to_dict())" - ] - }, - { - "cell_type": "markdown", - "id": "19108139", - "metadata": {}, - "source": [ - "```{ojs}\n", - "//| label: ojs-item-props-kv\n", - "//| echo: false\n", - "kvTable(item_properties_kv)\n", - "```\n", - "\n", - "Now we let's look at the items assets." - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "id": "item-properties-assets", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "metadata": { - "ojs_define": true - }, - "output_type": "display_data" - } - ], - "source": [ - "#| label: item-properties-assets\n", - "#| echo: true\n", - "\n", - "df_item = df_items.query(\"id == 'S2A_17SPV_20240919_0_L2A'\")\n", - "assets_dict = df_item[\"assets\"].iloc[0]\n", - "ojs_define(item_assets=assets_dict)" - ] - }, - { - "cell_type": "markdown", - "id": "0d67e5ed", - "metadata": {}, - "source": [ - "```{ojs}\n", - "// | label: item-properties-assets-html\n", - "// | echo: false\n", - "function rolesBadge(roles) {\n", - " if (!roles) return \"\";\n", - " return htl.html`
          \n", - " ${roles.map(r => htl.html`${r}`)}\n", - "
          `;\n", - "}\n", - "\n", - "function assetPropCard([name, asset]) {\n", - " return htl.html`
          \n", - "
          \n", - " ${name}\n", - "
          \n", - " ${asset.title ? htl.html`
          ${asset.title}
          ` : \"\"}\n", - " ${asset.type ? htl.html`
          ${asset.type}
          ` : \"\"}\n", - " ${rolesBadge(asset.roles)}\n", - " ${asset.type?.includes(\"tiff\") || /\\.tiff?$/i.test(asset.href ?? \"\")\n", - " ? cogMap(asset.href) : \"\"}\n", - " ${asset.href ? htl.html`🔗 View Asset` : \"\"}\n", - "
          `;\n", - "}\n", - "\n", - "htl.html`
          \n", - " ${Object.entries(item_assets).map(assetPropCard)}\n", - "
          `\n", - "```\n", - "\n", - "#### Assets\n", - "\n", - "Each STAC Item may contain multiple asset types (e.g. red, nir, thumbnail). The snippet below\n", - "enumerates assets across items, shows per-item asset rows, and prints simple summaries." - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "id": "asset-query", - "metadata": {}, - "outputs": [], - "source": [ - "#| label: asset-query\n", - "#| echo: true\n", - "\n", - "stac_query = {\"eo:cloud_cover\": {\"lt\": 10}}" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "id": "tbl-items-assets", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "metadata": { - "ojs_define": true - }, - "output_type": "display_data" - } - ], - "source": [ - "#| label: tbl-items-assets\n", - "#| tbl-cap: Sentinel 2 Items Assets Metadata\n", - "#| echo: true\n", - "\n", - "assets_json = gs.parse_command(\n", - " \"t.stac.item\",\n", - " url=stac_url,\n", - " collection_id=\"sentinel-2-l2a\",\n", - " flags=\"ap\",\n", - " datetime=\"2024-04-01/2024-09-30\",\n", - " asset_keys=\"red,nir\",\n", - " query=json.dumps(stac_query),\n", - " format=\"json\",\n", - ")\n", - "\n", - "ojs_define(assets_data=assets_json)" - ] - }, - { - "cell_type": "markdown", - "id": "7ed738b2", - "metadata": {}, - "source": [ - "```{ojs}\n", - "// | label: item-assets-html\n", - "// | echo: false\n", - "\n", - "function assetCard([name, asset]) {\n", - " return htl.html`
          \n", - "
          \n", - " ${asset.title ? htl.html`
          ${asset.title}
          ` : \"\"}\n", - "
          \n", - " ${rolesBadge(asset.roles)}\n", - " ${asset.type ? htl.html`
          ${asset.type}
          ` : \"\"}\n", - "\n", - " ${asset.roles?.includes(\"thumbnail\") || asset.type?.startsWith(\"image/\")\n", - " ? htl.html`\n", - " Image blocked (CORS)`\n", - " : \"\"}\n", - " ${asset.type?.includes(\"tiff\") || /\\.tiff?$/i.test(asset.href ?? \"\")\n", - " ? cogMap(asset.href) : \"\"}\n", - " ${asset.href ? htl.html`🔗 View Asset` : \"\"}\n", - "
          `;\n", - "}\n", - "\n", - "htl.html`
          \n", - " ${Object.entries(assets_data).map(assetCard)}\n", - "
          `\n", - "```" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "id": "count-assets", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "There are 14 Sentinel 2 assets found in our computational region.\n" - ] - } - ], - "source": [ - "#| label: count-assets\n", - "#| echo: false\n", - "\n", - "num_assets = len(assets_json)\n", - "# Can't use inline python with using Jupyter cache\n", - "print(f\"There are {num_assets} Sentinel 2 assets found in our computational region.\")" - ] - }, - { - "cell_type": "markdown", - "id": "7a7b7cc8", - "metadata": {}, - "source": [ - "#### EO Parameters\n", - "\n", - "STAC item properties expose a number of Earth Observation (EO) parameters that are useful for filtering and selecting scenes. Common properties you will see in Sentinel-2 and other EO STAC records include:\n", - "\n", - "- `datetime` — acquisition time (ISO 8601)\n", - "- `eo:cloud_cover` — percent cloud cover (0–100)\n", - "- `eo:gsd` — ground sample distance / native resolution (meters)\n", - "- `view:sun_azimuth`, `view:sun_elevation` — sun geometry\n", - "- `proj:epsg` — EPSG code (when the projection extension is present)\n", - "- collection / platform / instrument fields — identify sensor and mission\n", - "\n", - "How to use them:\n", - "- Use the `datetime` argument on t.stac.item to constrain time ranges (e.g. `2024-04-01/2024-09-30`).\n", - "- Use the `query` argument to pass a JSON object of property filters. Comparison operators follow the STAC filtering convention (e.g. `lt`, `lte`, `gt`, `gte`).\n", - "\n", - "Example query:\n", - "\n", - "```python\n", - "stac_query = {\n", - " \"eo:cloud_cover\": {\n", - " \"lt\": 10\n", - " }, \n", - " \"eo:gsd\": {\n", - " \"lte\": 10\n", - " },\n", - " \"view:sun_elevation\": {\n", - " \"gte\": 30\n", - " }\n", - "}\n", - "```\n", - "\n", - "Pass this to t.stac.item (serialize with json.dumps) to fetch only low-cloud, high-sun-elevation, high-resolution items. Combine `asset_keys` to limit returned assets (e.g. `asset_keys=\"red,nir\"`), and use flags (`-a`, `-m`, `-i`) to control output detail (assets, metadata, item list).\n", - "\n", - "Tip: Always inspect a few returned items (`format=\"json\"` or flags=\"m\" / flags=\"a\"`) to see the exact property names used by the catalog you query — naming can vary between providers and extension support.\n", - "\n", - "### Create Metadata Vector" - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "id": "assets-metadata-vector", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "metadata": { - "ojs_define": true - }, - "output_type": "display_data" - } - ], - "source": [ - "#| label: assets-metadata-vector\n", - "#| tbl-cap: Sentinel 2 Items Assets Metadata\n", - "#| echo: true\n", - "\n", - "\n", - "stac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n", - "\n", - "assets_json = gs.parse_command(\n", - " \"t.stac.item\",\n", - " url=stac_url,\n", - " collection_id=\"sentinel-2-l2a\",\n", - " flags=\"a\",\n", - " datetime=\"2024-04-01/2024-09-30\",\n", - " asset_keys=\"red,nir\",\n", - " query=json.dumps(stac_query),\n", - " items_vector=\"sentinel_2_items\",\n", - " format=\"json\",\n", - ")\n", - "\n", - "\n", - "df_items_assets = pd.json_normalize(assets_json, max_level=0)\n", - "ojs_define(items_assets_table=df_items_assets.drop(\n", - " columns=[\"geometry\", \"links\", \"assets\", \"properties\", \"stac_extensions\", \"type\"],\n", - " errors=\"ignore\"\n", - ").head(10).to_dict(orient=\"records\"))" - ] - }, - { - "cell_type": "markdown", - "id": "e652d972", - "metadata": {}, - "source": [ - "```{ojs}\n", - "//| label: ojs-items-assets-table\n", - "//| echo: false\n", - "Inputs.table(items_assets_table, {width: \"100%\"})\n", - "```\n", - "\n", - "#### View the items with iPyleaflet\n", - "\n", - "View STAC items with ipyleaflet (install with `pip install ipyleaflet` if needed) from ipyleaflet use `gj.Interactive` and add the sentinel_2_items bounding boxes." - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "id": "view-items-map", - "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "5f92bbd11cd8472badfc26aafe23b38d", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "Map(center=[35.787137, -79.018917], controls=(ZoomControl(options=['position', 'zoom_in_text', 'zoom_in_title'…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "#| label: view-items-map\n", - "#| echo: true\n", - "\n", - "import random\n", - "\n", - "m = gj.InteractiveMap()\n", - "m.add_vector(\n", - " \"sentinel_2_items\",\n", - " style={\"opacity\": 1, \"dashArray\": \"9\", \"fillOpacity\": 0.1, \"weight\": 1},\n", - " hover_style={\"color\": \"white\", \"dashArray\": \"0\", \"fillOpacity\": 0.5},\n", - " style_callback=lambda f: {\n", - " \"color\": \"black\",\n", - " \"fillColor\": random.choice([\"red\", \"yellow\", \"green\", \"orange\"]),\n", - " }\n", - ")\n", - "m.map.center = (35.787137, -79.018917)\n", - "m.map.zoom = 8\n", - "\n", - "display(m.show())" - ] - }, - { - "cell_type": "markdown", - "id": "81da01ae", - "metadata": {}, - "source": [ - "### Download and Import Rasters\n", - "\n", - "With the STAC items identified and the STRDS structure defined, you can now download the raster assets directly into the GRASS project. The `t.stac.item` command with the `-d` (download) flag retrieves each Cloud Optimized GeoTIFF (COG), reprojects and resamples it to match the current computational region, and writes the resulting map names and timestamps to a text file for STRDS registration.\n", - "\n", - "Control download behavior with:\n", - "\n", - "- `nprocs` — number of parallel download workers\n", - "- `resolution` / `resolution_value` — output resolution strategy (`value` uses the number you specify in meters)\n", - "- `method` — resampling method (`nearest` is fastest; use `bilinear` or `cubic` for continuous data)\n", - "- `extent` — `region` clips each asset to the current computational region on import\n", - "\n", - "### Register STRDS\n", - "\n", - "::: {.panel-tabset}\n", - "\n", - "## Python" - ] - }, - { - "cell_type": "code", - "execution_count": 23, - "id": "tbl-collection-items-assets", - "metadata": {}, - "outputs": [], - "source": [ - "#| label: tbl-collection-items-assets\n", - "#| tbl-cap: Sentinel 2 Items Assets Metadata\n", - "#| echo: true\n", - "\n", - "import grass.script as gs\n", - "import grass.jupyter as gj\n", - "stac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n", - "\n", - "items_assets_json = gs.parse_command(\n", - " \"t.stac.item\",\n", - " url=stac_url,\n", - " collection_id=\"sentinel-2-l2a\",\n", - " datetime=\"2024-04-01/2024-09-30\",\n", - " asset_keys=\"red,nir\",\n", - " format=\"json\",\n", - " query=json.dumps(stac_query)\n", - ")" - ] - }, - { - "cell_type": "markdown", - "id": "22b05428", - "metadata": {}, - "source": [ - "## Terminal" - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "id": "tbl-collection-items-assets-terminal", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Selected PROJ pipeline:\r\n", - "+proj=pipeline +step +inv +proj=lcc +lat_0=33.75 +lon_0=-79\r\n", - "+lat_1=36.1666666666667 +lat_2=34.3333333333333 +x_0=609601.22 +y_0=0\r\n", - "+no_defs +over +a=6378137 +rf=298.257222101 +towgs84=0.000,0.000,0.000\r\n", - "+step +proj=unitconvert +xy_in=rad +xy_out=deg\r\n", - "************************\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Search Matched: 7 items\r\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "{\"count\": 14, \"bytes\": 3303941772}\r\n" - ] - } - ], - "source": [ - "#| label: tbl-collection-items-assets-terminal\n", - "#| tbl-cap: Sentinel 2 Items Assets Metadata\n", - "#| echo: true\n", - "\n", - "!t.stac.item url=\"https://earth-search.aws.element84.com/v1/\" collection_id=\"sentinel-2-l2a\" datetime=\"2024-04-01/2024-09-30\" asset_keys=\"red,nir\" format=\"json\" query='{\"eo:cloud_cover\": {\"lt\": 10}}'" - ] - }, - { - "cell_type": "markdown", - "id": "c0f963e1", - "metadata": {}, - "source": [ - ":::" - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "id": "download-estimate", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Download Estimate\n", - "\n", - "Files: 14\n", - "Total Download Size: 3.30 GB\n", - "\n" - ] - } - ], - "source": [ - "#| label: download-estimate\n", - "#| echo: true\n", - "\n", - "print(f\"\"\"\n", - "Download Estimate\n", - " \n", - "Files: {items_assets_json[\"count\"]}\n", - "Total Download Size: {items_assets_json[\"bytes\"] / 1e9:.2f} GB\n", - "\"\"\")" - ] - }, - { - "cell_type": "code", - "execution_count": 26, - "id": "tbl-collection-items-assets-strds", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "{\"count\": 28, \"bytes\": 6326320535}\n" - ] - } - ], - "source": [ - "#| label: tbl-collection-items-assets-strds\n", - "#| tbl-cap: Sentinel 2 Items Assets Metadata\n", - "#| echo: true\n", - "\n", - "stac_query = {\"eo:cloud_cover\": {\"lt\": 10}}\n", - "\n", - "gs.run_command(\n", - " \"t.stac.item\",\n", - " url=stac_url,\n", - " collection_id=\"sentinel-2-l2a\",\n", - " datetime=\"2024-04-01/2024-09-30\",\n", - " asset_keys=\"red,green,blue,nir\",\n", - " query=json.dumps(stac_query),\n", - " strds_output=\"outputs/s2_rgbn.txt\",\n", - " format=\"json\"\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 27, - "id": "c81dff7f", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue|2024-09-09 16:13:25|blue\n", - "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green|2024-09-09 16:13:25|green\n", - "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.nir|2024-09-09 16:13:25|nir\n", - "sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red|2024-09-09 16:13:25|red\n", - "sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.blue|2024-08-25 16:13:26|blue\n", - "sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.green|2024-08-25 16:13:26|green\n", - "sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.nir|2024-08-25 16:13:26|nir\n", - "sentinel-2-l2a.S2B_17SPV_20240825_0_L2A.red|2024-08-25 16:13:26|red\n", - "sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.blue|2024-07-31 16:13:28|blue\n", - "sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.green|2024-07-31 16:13:28|green\n", - "sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.nir|2024-07-31 16:13:28|nir\n", - "sentinel-2-l2a.S2A_17SPV_20240731_0_L2A.red|2024-07-31 16:13:28|red\n", - "sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.blue|2024-06-11 16:13:32|blue\n", - "sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.green|2024-06-11 16:13:32|green\n", - "sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.nir|2024-06-11 16:13:32|nir\n", - "sentinel-2-l2a.S2A_17SPV_20240611_0_L2A.red|2024-06-11 16:13:32|red\n", - "sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.blue|2024-05-22 16:13:25|blue\n", - "sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.green|2024-05-22 16:13:25|green\n", - "sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.nir|2024-05-22 16:13:25|nir\n", - "sentinel-2-l2a.S2A_17SPV_20240522_0_L2A.red|2024-05-22 16:13:25|red\n", - "sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.blue|2024-05-02 16:13:29|blue\n", - "sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.green|2024-05-02 16:13:29|green\n", - "sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.nir|2024-05-02 16:13:29|nir\n", - "sentinel-2-l2a.S2A_17SPV_20240502_0_L2A.red|2024-05-02 16:13:29|red\n", - "sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.blue|2024-04-07 16:13:25|blue\n", - "sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.green|2024-04-07 16:13:25|green\n", - "sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.nir|2024-04-07 16:13:25|nir\n", - "sentinel-2-l2a.S2B_17SPV_20240407_0_L2A.red|2024-04-07 16:13:25|red\n", - "\n" - ] - } - ], - "source": [ - "# | echo: false\n", - "print(Path(\"outputs/s2_rgbn.txt\").read_text())" - ] - }, - { - "cell_type": "code", - "execution_count": 28, - "id": "assets-metadata-strds-dates", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Start Date: 2024-04-07T16:13:25.177000Z\n", - "End Date: 2024-09-09T16:13:25.358000Z\n" - ] - } - ], - "source": [ - "#| label: assets-metadata-strds-dates\n", - "#| echo: true\n", - "\n", - "startdate = df_items_assets[\"datetime\"].min()\n", - "enddate = df_items_assets[\"datetime\"].max()\n", - "print(f\"Start Date: {startdate}\\nEnd Date: {enddate}\")" - ] - }, - { - "cell_type": "markdown", - "id": "61787083", - "metadata": {}, - "source": [ - "Create a Space Time Raster Dataset (STRDS) to manage the Sentinel-2 data you want to analyze with GRASS. An STRDS is a container that links individual raster maps to their acquisition timestamps, enabling temporal queries, gap analysis, and time series computations with GRASS temporal tools (`t.rast.*`).\n", - "\n", - "::: {.panel-tabset group=\"language\"}\n", - "\n", - "## Python" - ] - }, - { - "cell_type": "code", - "execution_count": 29, - "id": "create-strds", - "metadata": {}, - "outputs": [], - "source": [ - "#| label: create-strds\n", - "#| echo: true\n", - "\n", - "# Create the space time dataset\n", - "gs.run_command(\n", - " \"t.create\",\n", - " output=\"sentinel_2\",\n", - " type=\"strds\",\n", - " temporaltype=\"absolute\",\n", - " title=\"Sentinel 2 Red/NIR Bands\",\n", - " description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\",\n", - " overwrite=True,\n", - ")" - ] - }, - { - "cell_type": "markdown", - "id": "060ee96e", - "metadata": {}, - "source": [ - "## Terminal\n", - "\n", - "```bash\n", - "t.create \\\n", - " output=sentinel_2 \\\n", - " type=strds \\\n", - " temporaltype=absolute \\\n", - " title=\"Sentinel 2 Red/NIR Bands\" \\\n", - " description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\" \\\n", - " --overwrite\n", - "```\n", - "\n", - ":::\n", - "\n", - "\n", - "Download the data\n", - "\n", - "::: {.panel-tabset group=\"language\"}\n", - "\n", - "## Python" - ] - }, - { - "cell_type": "code", - "execution_count": 30, - "id": "download-assets", - "metadata": {}, - "outputs": [], - "source": [ - "#| label: download-assets\n", - "#| echo: true\n", - "#| eval: false\n", - "\n", - "gs.run_command(\n", - " \"t.stac.item\",\n", - " url=stac_url,\n", - " collection_id=\"sentinel-2-l2a\",\n", - " datetime=\"2024-04-01/2024-09-30\",\n", - " asset_keys=\"red,green,blue,nir\",\n", - " query=json.dumps(stac_query),\n", - " strds_output=\"outputs/s2_rgbn.txt\",\n", - " format=\"json\",\n", - " method=\"nearest\",\n", - " resolution=\"value\",\n", - " resolution_value=\"10\",\n", - " extent=\"region\",\n", - " nprocs=16,\n", - " flags=\"d\",\n", - ")" - ] - }, - { - "cell_type": "markdown", - "id": "9c484c2b", - "metadata": {}, - "source": [ - "## Terminal\n", - "\n", - "```bash\n", - "t.stac.item \\\n", - " url=\"https://earth-search.aws.element84.com/v1/\" \\\n", - " collection_id=\"sentinel-2-l2a\" \\\n", - " datetime=\"2024-04-01/2024-09-30\" \\\n", - " asset_keys=\"red,green,blue,nir\" \\\n", - " query='{\"eo:cloud_cover\": {\"lt\": 10}}' \\\n", - " strds_output=\"outputs/s2_rgbn.txt\" \\\n", - " format=\"json\" \\\n", - " method=\"nearest\" \\\n", - " resolution=\"value\" \\\n", - " resolution_value=\"10\" \\\n", - " extent=\"region\" \\\n", - " nprocs=1 \\\n", - " -d\n", - "```\n", - "\n", - ":::\n", - "\n", - "\n", - "\n", - "Register the data\n", - "\n", - "Once all assets are downloaded, register them into the STRDS using the text file produced by `t.stac.item`. Each line in the file contains a raster map name and its acquisition timestamp, which `t.register` uses to populate the temporal database.\n", - "\n", - "::: {.panel-tabset group=\"language\"}\n", - "\n", - "## Python" - ] - }, - { - "cell_type": "code", - "execution_count": 31, - "id": "register-strds", - "metadata": {}, - "outputs": [], - "source": [ - "#| label: register-strds\n", - "#| echo: true\n", - "\n", - "# Register the output maps into a space time dataset\n", - "gs.run_command(\n", - " \"t.register\", input=\"sentinel_2\", file=\"outputs/s2_rgbn.txt\", type=\"raster\"\n", - ")" - ] - }, - { - "cell_type": "markdown", - "id": "df31b011", - "metadata": {}, - "source": [ - "## Terminal\n", - "\n", - "```bash\n", - "t.register input=sentinel_2 file=outputs/s2_rgbn.txt type=raster\n", - "```\n", - "\n", - ":::" - ] - }, - { - "cell_type": "code", - "execution_count": 32, - "id": "list-strds", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " +-------------------- Space Time Raster Dataset -----------------------------+\n", - " | |\n", - " +-------------------- Basic information -------------------------------------+\n", - " | Id: ........................ sentinel_2@PERMANENT\n", - " | Name: ...................... sentinel_2\n", - " | Mapset: .................... PERMANENT\n", - " | Creator: ................... coreywhite\n", - " | Temporal type: ............. absolute\n", - " | Creation time: ............. 2026-03-18 21:03:58\n", - " | Modification time:.......... 2026-03-18 21:04:05\n", - " | Semantic type:.............. mean\n", - " +-------------------- Absolute time -----------------------------------------+\n", - " | Start time:................. 2024-04-07 16:13:25\n", - " | End time:................... 2024-09-09 16:13:25\n", - " | Granularity:................ 1 second\n", - " | Temporal type of maps:...... point\n", - " +-------------------- Spatial extent ----------------------------------------+\n", - " | North:...................... 236690.0\n", - " | South:...................... 210390.0\n", - " | East:.. .................... 616050.0\n", - " | West:....................... 598920.0\n", - " | Top:........................ 0.0\n", - " | Bottom:..................... 0.0\n", - " +-------------------- Metadata information ----------------------------------+\n", - " | Raster register table:...... raster_map_register_7e29fc7169b94738889dc37decb9e511\n", - " | North-South resolution min:. 10.0\n", - " | North-South resolution max:. 10.0\n", - " | East-west resolution min:... 10.0\n", - " | East-west resolution max:... 10.0\n", - " | Minimum value min:.......... 1.0\n", - " | Minimum value max:.......... 147.0\n", - " | Maximum value min:.......... 8128.0\n", - " | Maximum value max:.......... 18216.0\n", - " | Aggregation type:........... None\n", - " | Number of semantic labels:.. 4\n", - " | Semantic labels:............ blue,green,nir,red\n", - " | Number of registered maps:.. 28\n", - " |\n", - " | Title:\n", - " | Sentinel 2 Red/NIR Bands\n", - " | Description:\n", - " | Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\n", - " | Command history:\n", - " | # 2026-03-18 21:03:58 \n", - " | t.create --o output=\"sentinel_2\" type=\"strds\"\n", - " | temporaltype=\"absolute\" title=\"Sentinel 2 Red/NIR Bands\"\n", - " | description=\"Sentinel 2 Red/NIR Bands from 2024-04-01/2024-09-30\"\n", - " | # 2026-03-18 21:04:05 \n", - " | t.register input=\"sentinel_2\"\n", - " | file=\"outputs/s2_rgbn.txt\" type=\"raster\"\n", - " | \n", - " +----------------------------------------------------------------------------+\n" - ] - } - ], - "source": [ - "#| label: list-strds\n", - "#| echo: true\n", - "\n", - "gs.run_command(\"t.info\", type=\"strds\", input=\"sentinel_2\")" - ] - }, - { - "cell_type": "markdown", - "id": "6daab0c4", - "metadata": {}, - "source": [ - "Now let's view a RGB composite of one of our tiles\n", - "\n", - "```python\n", - "# Install the i.histo.match extension for histogram matching\n", - "gs.run_command(\"g.extension\", extension=\"i.histo.match\")\n", - "```" - ] - }, - { - "cell_type": "code", - "execution_count": 33, - "id": "display-composite", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Max value: 8400\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "#| label: display-composite\n", - "#| echo: true\n", - "\n", - "s2_rgb_maps = [\n", - " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red\",\n", - " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue\",\n", - " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green\",\n", - "]\n", - "\n", - "s2_json = gs.parse_command(\n", - " \"r.univar\",\n", - " map=s2_rgb_maps,\n", - " format=\"json\",\n", - ")\n", - "print(f\"Max value: {s2_json['max']}\")\n", - "\n", - "gs.run_command(\n", - " \"i.histo.match\",\n", - " input=s2_rgb_maps,\n", - " suffix=\"255\",\n", - " max=s2_json[\"max\"],\n", - " output=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A\",\n", - ")\n", - "gs.run_command(\n", - " \"r.colors\",\n", - " map=[\n", - " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n", - " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n", - " \"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n", - " ],\n", - " color=\"grey\",\n", - ")\n", - "\n", - "gs.run_command(\n", - " \"i.colors.enhance\",\n", - " r=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n", - " b=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n", - " g=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n", - ")\n", - "\n", - "m = gj.Map(use_region=True, filename=\"images/sentinel2_rgb.png\")\n", - "m.d_rgb(\n", - " red=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.red.255\",\n", - " blue=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.blue.255\",\n", - " green=\"sentinel-2-l2a.S2A_17SPV_20240909_0_L2A.green.255\",\n", - ")\n", - "m.d_barscale()\n", - "m.show()" - ] - }, - { - "cell_type": "markdown", - "id": "0ab7fae1", - "metadata": {}, - "source": [ - "#### Temporal Map Calculations\n", - "\n", - "Run a temporal map calculation on your entire STRDS to generate an NDVI layer." - ] - }, - { - "cell_type": "code", - "execution_count": 34, - "id": "temporal-mapcalc", - "metadata": {}, - "outputs": [], - "source": [ - "#| label: temporal-mapcalc\n", - "#| echo: true\n", - "\n", - "gs.run_command(\n", - " \"t.rast.mapcalc\",\n", - " inputs=[\"sentinel_2.nir\", \"sentinel_2.red\"],\n", - " output=\"ndvi\",\n", - " basename=\"ndvi\",\n", - " method=\"follows\",\n", - " expression=(\n", - " \"float(if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') - if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red')) / (if('sentinel_2.nir' >= 10000, 10000, 'sentinel_2.nir') + if('sentinel_2.red' >= 10000, 10000, 'sentinel_2.red'))\"\n", - " ),\n", - " overwrite=True,\n", - " flags=\"n\",\n", - ")" - ] - }, - { - "cell_type": "markdown", - "id": "35153e52", - "metadata": {}, - "source": [ - "Check to see it worked." - ] - }, - { - "cell_type": "code", - "execution_count": 35, - "id": "list-strds-ndvi", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "ndvi@PERMANENT\n", - "sentinel_2@PERMANENT\n" - ] - } - ], - "source": [ - "#| label: list-strds-ndvi\n", - "#| echo: true\n", - "\n", - "gs.run_command(\"t.list\", type=\"strds\")" - ] - }, - { - "cell_type": "markdown", - "id": "6e3f8741", - "metadata": {}, - "source": [ - "and plot the NDVI" - ] - }, - { - "cell_type": "code", - "execution_count": 36, - "id": "plot-ndvi", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
          " - ] - }, - "metadata": { - "image/png": { - "height": 423, - "width": 631 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "#| label: plot-ndvi\n", - "#| echo: true\n", - "strds_df = pd.DataFrame(\n", - " gs.parse_command(\n", - " \"t.rast.list\",\n", - " input=\"ndvi\",\n", - " order=\"start_time\",\n", - " columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n", - " format=\"csv\",\n", - " )\n", - ")\n", - "\n", - "# Convert start_time to datetime for better formatting\n", - "strds_df[\"start_time\"] = pd.to_datetime(strds_df[\"start_time\"])\n", - "\n", - "sns.lineplot(\n", - " x=\"start_time\", y=\"max\", data=strds_df\n", - ")\n", - "\n", - "# Format x-axis labels for better readability\n", - "import matplotlib.dates as mdates\n", - "import matplotlib.pyplot as plt\n", - "\n", - "plt.gca().xaxis.set_major_formatter(mdates.DateFormatter('%Y-%m-%d'))\n", - "plt.gcf().autofmt_xdate() # Auto-rotate date labels\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 37, - "id": "display-ndvi-maps-individual", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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", 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", 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", 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", 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", - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "#| label: display-ndvi-maps-individual\n", - "#| echo: true\n", - "#| layout-ncol: 3\n", - "ndvi_list = gs.parse_command(\n", - " \"t.rast.list\",\n", - " input=\"ndvi\",\n", - " order=\"start_time\",\n", - " columns=[\"name\", \"semantic_label\", \"start_time\", \"end_time\", \"min\", \"max\"],\n", - " format=\"csv\",\n", - ")\n", - "gs.run_command(\"t.rast.colors\", input=\"ndvi\", color=\"ndvi\")\n", - "\n", - "for ndvi in ndvi_list:\n", - " map_name = ndvi.get(\"name\")\n", - " m = gj.Map(use_region=True, width=500)\n", - " m.d_rast(map=map_name)\n", - " m.d_barscale()\n", - " m.d_legend(raster=map_name, flags=\"b\")\n", - " m.show()" - ] - }, - { - "cell_type": "markdown", - "id": "b82fbbda", - "metadata": {}, - "source": [ - "Use the series map to view the entire time series of NDVI maps in one interactive map or save as a GIF." - ] - }, - { - "cell_type": "code", - "execution_count": 38, - "id": "display-time-series", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "'outputs/ndvi_time_series.gif'" - ] - }, - "execution_count": 34, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "#| label: display-time-series\n", - "#| echo: true\n", - "\n", - "ndvi_rasters = [\n", - " i.get(\"name\")\n", - " for i in gs.parse_command(\n", - " \"t.rast.list\",\n", - " input=\"ndvi\",\n", - " order=\"start_time\",\n", - " columns=[\"name\"],\n", - " format=\"csv\",\n", - " )\n", - "]\n", - "\n", - "# Create Time Series Map\n", - "m = gj.SeriesMap(use_region=True, width=500)\n", - "m.add_rasters(rasters=ndvi_rasters)\n", - "m.d_barscale()\n", - "m.render()\n", - "m.save(\"outputs/ndvi_time_series.gif\")" - ] - }, - { - "cell_type": "markdown", - "id": "bdf6de0b", - "metadata": {}, - "source": [ - "![NDVI Time Series](outputs/ndvi_time_series.gif)\n", - "\n", - "## References\n", - "\n", - "- [pystac Documentation](https://pystac.readthedocs.io/)\n", - "- [pystac_client Documentation](https://pystac-client.readthedocs.io/)" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3", - "path": "/home/coreywhite/.local/share/jupyter/kernels/python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.13.2" - }, - "widgets": { - "application/vnd.jupyter.widget-state+json": { - "state": { - "0328601d5bcb4126b12c4b59893d0cd0": { - "model_module": "@jupyter-widgets/base", - "model_module_version": "2.0.0", - "model_name": "LayoutModel", - "state": { - "_model_module": "@jupyter-widgets/base", - "_model_module_version": "2.0.0", - "_model_name": "LayoutModel", - "_view_count": null, - "_view_module": 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