From ac5d8dec2b6303e5a473673754f6590710815f2b Mon Sep 17 00:00:00 2001 From: Jeff Shepherd Date: Thu, 15 Jan 2026 16:25:30 +0000 Subject: [PATCH 1/2] add Met Office example notebooks --- ...t-office-global-deterministic-height.ipynb | 138 +++++++++++++++++ ...ce-global-deterministic-near-surface.ipynb | 138 +++++++++++++++++ ...office-global-deterministic-pressure.ipynb | 138 +++++++++++++++++ ...lobal-deterministic-whole-atmosphere.ipynb | 139 ++++++++++++++++++ .../met-office-uk-deterministic-height.ipynb | 138 +++++++++++++++++ ...office-uk-deterministic-near-surface.ipynb | 138 +++++++++++++++++ ...met-office-uk-deterministic-pressure.ipynb | 138 +++++++++++++++++ ...ce-uk-deterministic-whole-atmosphere.ipynb | 139 ++++++++++++++++++ 8 files changed, 1106 insertions(+) create mode 100644 datasets/met-office/met-office-global-deterministic-height.ipynb create mode 100644 datasets/met-office/met-office-global-deterministic-near-surface.ipynb create mode 100644 datasets/met-office/met-office-global-deterministic-pressure.ipynb create mode 100644 datasets/met-office/met-office-global-deterministic-whole-atmosphere.ipynb create mode 100644 datasets/met-office/met-office-uk-deterministic-height.ipynb create mode 100644 datasets/met-office/met-office-uk-deterministic-near-surface.ipynb create mode 100644 datasets/met-office/met-office-uk-deterministic-pressure.ipynb create mode 100644 datasets/met-office/met-office-uk-deterministic-whole-atmosphere.ipynb diff --git a/datasets/met-office/met-office-global-deterministic-height.ipynb b/datasets/met-office/met-office-global-deterministic-height.ipynb new file mode 100644 index 0000000..d179b1c --- /dev/null +++ b/datasets/met-office/met-office-global-deterministic-height.ipynb @@ -0,0 +1,138 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "fbf471b1", + "metadata": {}, + "source": [ + "# Accessing Global Height data from Microsoft Planetary Computer" + ] + }, + { + "cell_type": "markdown", + "id": "941120d0", + "metadata": {}, + "source": [ + "Set-up the pystac client to access the Microsoft Planetary Computer catalog" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4bafd899", + "metadata": {}, + "outputs": [], + "source": [ + "from pystac_client import Client\n", + "import planetary_computer\n", + "\n", + "catalog = Client.open(\n", + " \"https://planetarycomputer.microsoft.com/api/stac/v1\",\n", + " modifier=planetary_computer.sign_inplace,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "b5a6a858", + "metadata": {}, + "source": [ + "Define collection and assets to retrieve and construct [STAC API filters](https://github.com/stac-api-extensions/filter) for efficient query performance against Planetary Computer API" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2132d393", + "metadata": {}, + "outputs": [], + "source": [ + "collections = [\"met-office-global-deterministic-height\"]\n", + "asset_id = \"cloud_amount_on_height_levels\"\n", + "datacube_extension_filters = {\n", + " \"op\": \"and\",\n", + " \"args\": [\n", + " {\n", + " \"op\": \"=\",\n", + " \"args\": [ { \"property\": \"forecast:reference_datetime\" }, \"2026-01-14T12:00:00Z\" ]\n", + " },\n", + " {\n", + " \"op\": \"=\",\n", + " \"args\": [ { \"property\": \"forecast:horizon\" }, \"PT0144H00M\" ]\n", + " }\n", + " ]\n", + "}" + ] + }, + { + "cell_type": "markdown", + "id": "dec7c74b", + "metadata": {}, + "source": [ + "Search Planetary Computer catalog for STAC items and retrieve STAC Asset URL" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "edb71afa", + "metadata": {}, + "outputs": [], + "source": [ + "search = catalog.search(\n", + " collections=collections,\n", + " filter_lang= \"cql2-json\",\n", + " filter=datacube_extension_filters\n", + ")\n", + "\n", + "items = search.item_collection()\n", + "asset_url = items.items[0].assets[asset_id].href" + ] + }, + { + "cell_type": "markdown", + "id": "ee73ba3d", + "metadata": {}, + "source": [ + "Example usage: Plot NetCDF data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fbc72d2a", + "metadata": {}, + "outputs": [], + "source": [ + "import fsspec\n", + "import xarray as xr\n", + "import matplotlib.pyplot as plt\n", + "\n", + "example_netcdf = xr.open_dataset(fsspec.open(asset_url, expand=True).open())\n", + "plt.figure(figsize=(10, 5))\n", + "example_netcdf[\"cloud_volume_fraction_in_atmosphere_layer\"].plot()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": ".venv", + "language": "python", + "name": "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": "3.13.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/datasets/met-office/met-office-global-deterministic-near-surface.ipynb b/datasets/met-office/met-office-global-deterministic-near-surface.ipynb new file mode 100644 index 0000000..b188188 --- /dev/null +++ b/datasets/met-office/met-office-global-deterministic-near-surface.ipynb @@ -0,0 +1,138 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "fbf471b1", + "metadata": {}, + "source": [ + "# Accessing Global Surface data from Microsoft Planetary Computer" + ] + }, + { + "cell_type": "markdown", + "id": "941120d0", + "metadata": {}, + "source": [ + "Set-up the pystac client to access the Microsoft Planetary Computer catalog" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4bafd899", + "metadata": {}, + "outputs": [], + "source": [ + "from pystac_client import Client\n", + "import planetary_computer\n", + "\n", + "catalog = Client.open(\n", + " \"https://planetarycomputer.microsoft.com/api/stac/v1\",\n", + " modifier=planetary_computer.sign_inplace,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "b5a6a858", + "metadata": {}, + "source": [ + "Define collection and assets to retrieve and construct [STAC API filters](https://github.com/stac-api-extensions/filter) for efficient query performance against Planetary Computer API" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2132d393", + "metadata": {}, + "outputs": [], + "source": [ + "collections = [\"met-office-global-deterministic-near-surface\"]\n", + "asset_id = \"temperature_at_surface\"\n", + "datacube_extension_filters = {\n", + " \"op\": \"and\",\n", + " \"args\": [\n", + " {\n", + " \"op\": \"=\",\n", + " \"args\": [ { \"property\": \"forecast:reference_datetime\" }, \"2025-12-05T12:00:00Z\" ]\n", + " },\n", + " {\n", + " \"op\": \"=\",\n", + " \"args\": [ { \"property\": \"forecast:horizon\" }, \"PT0120H00M\" ]\n", + " }\n", + " ]\n", + "}" + ] + }, + { + "cell_type": "markdown", + "id": "dec7c74b", + "metadata": {}, + "source": [ + "Search Planetary Computer catalog for STAC items and retrieve STAC Asset URL" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "edb71afa", + "metadata": {}, + "outputs": [], + "source": [ + "search = catalog.search(\n", + " collections=collections,\n", + " filter_lang= \"cql2-json\",\n", + " filter=datacube_extension_filters\n", + ")\n", + "\n", + "items = search.item_collection()\n", + "asset_url = items.items[0].assets[asset_id].href" + ] + }, + { + "cell_type": "markdown", + "id": "ee73ba3d", + "metadata": {}, + "source": [ + "Example usage: Plot NetCDF data on a map" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fbc72d2a", + "metadata": {}, + "outputs": [], + "source": [ + "import fsspec\n", + "import xarray as xr\n", + "import matplotlib.pyplot as plt\n", + "\n", + "example_netcdf = xr.open_dataset(fsspec.open(asset_url, expand=True).open())\n", + "plt.figure(figsize=(10, 5))\n", + "example_netcdf[\"surface_temperature\"].plot()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": ".venv", + "language": "python", + "name": "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": "3.13.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/datasets/met-office/met-office-global-deterministic-pressure.ipynb b/datasets/met-office/met-office-global-deterministic-pressure.ipynb new file mode 100644 index 0000000..1b2abfe --- /dev/null +++ b/datasets/met-office/met-office-global-deterministic-pressure.ipynb @@ -0,0 +1,138 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "fbf471b1", + "metadata": {}, + "source": [ + "# Accessing Global Pressure data from Microsoft Planetary Computer" + ] + }, + { + "cell_type": "markdown", + "id": "941120d0", + "metadata": {}, + "source": [ + "Set-up the pystac client to access the Microsoft Planetary Computer catalog" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4bafd899", + "metadata": {}, + "outputs": [], + "source": [ + "from pystac_client import Client\n", + "import planetary_computer\n", + "\n", + "catalog = Client.open(\n", + " \"https://planetarycomputer.microsoft.com/api/stac/v1\",\n", + " modifier=planetary_computer.sign_inplace,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "b5a6a858", + "metadata": {}, + "source": [ + "Define collection and assets to retrieve and construct [STAC API filters](https://github.com/stac-api-extensions/filter) for efficient query performance against Planetary Computer API" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2132d393", + "metadata": {}, + "outputs": [], + "source": [ + "collections = [\"met-office-global-deterministic-pressure\"]\n", + "asset_id = \"wind_speed_on_pressure_levels\"\n", + "datacube_extension_filters = {\n", + " \"op\": \"and\",\n", + " \"args\": [\n", + " {\n", + " \"op\": \"=\",\n", + " \"args\": [ { \"property\": \"forecast:reference_datetime\" }, \"2025-12-05T12:00:00Z\" ]\n", + " },\n", + " {\n", + " \"op\": \"=\",\n", + " \"args\": [ { \"property\": \"forecast:horizon\" }, \"PT0135H00M\" ]\n", + " }\n", + " ]\n", + "}" + ] + }, + { + "cell_type": "markdown", + "id": "dec7c74b", + "metadata": {}, + "source": [ + "Search Planetary Computer catalog for STAC items and retrieve STAC Asset URL" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "edb71afa", + "metadata": {}, + "outputs": [], + "source": [ + "search = catalog.search(\n", + " collections=collections,\n", + " filter_lang= \"cql2-json\",\n", + " filter=datacube_extension_filters\n", + ")\n", + "\n", + "items = search.item_collection()\n", + "asset_url = items.items[0].assets[asset_id].href" + ] + }, + { + "cell_type": "markdown", + "id": "ee73ba3d", + "metadata": {}, + "source": [ + "Example usage: Plot NetCDF data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fbc72d2a", + "metadata": {}, + "outputs": [], + "source": [ + "import fsspec\n", + "import xarray as xr\n", + "import matplotlib.pyplot as plt\n", + "\n", + "example_netcdf = xr.open_dataset(fsspec.open(asset_url, expand=True).open())\n", + "plt.figure(figsize=(10, 5))\n", + "example_netcdf[\"cloud_volume_fraction_in_atmosphere_layer\"].plot()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": ".venv", + "language": "python", + "name": "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": "3.13.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/datasets/met-office/met-office-global-deterministic-whole-atmosphere.ipynb b/datasets/met-office/met-office-global-deterministic-whole-atmosphere.ipynb new file mode 100644 index 0000000..812ea10 --- /dev/null +++ b/datasets/met-office/met-office-global-deterministic-whole-atmosphere.ipynb @@ -0,0 +1,139 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "fbf471b1", + "metadata": {}, + "source": [ + "# Accessing Global Whole Atmosphere data from Microsoft Planetary Computer" + ] + }, + { + "cell_type": "markdown", + "id": "941120d0", + "metadata": {}, + "source": [ + "Set-up the pystac client to access the Microsoft Planetary Computer catalog" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4bafd899", + "metadata": {}, + "outputs": [], + "source": [ + "from pystac_client import Client\n", + "import planetary_computer\n", + "\n", + "catalog = Client.open(\n", + " \"https://planetarycomputer.microsoft.com/api/stac/v1\",\n", + " modifier=planetary_computer.sign_inplace,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "b5a6a858", + "metadata": {}, + "source": [ + "Define collection and assets to retrieve and construct [STAC API filters](https://github.com/stac-api-extensions/filter) for efficient query performance against Planetary Computer API" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2132d393", + "metadata": {}, + "outputs": [], + "source": [ + "collections = [\"met-office-global-deterministic-whole-atmosphere\"]\n", + "asset_id = \"CAPE_most_unstable_below_500hPa\"\n", + "datacube_extension_filters = {\n", + " \"op\": \"and\",\n", + " \"args\": [\n", + " {\n", + " \"op\": \"=\",\n", + " \"args\": [ { \"property\": \"forecast:reference_datetime\" }, \"2025-12-05T12:00:00Z\" ]\n", + " },\n", + " {\n", + " \"op\": \"=\",\n", + " \"args\": [ { \"property\": \"forecast:horizon\" }, \"PT0081H00M\" ]\n", + " }\n", + " ]\n", + "}" + ] + }, + { + "cell_type": "markdown", + "id": "dec7c74b", + "metadata": {}, + "source": [ + "Search Planetary Computer catalog for STAC items and retrieve STAC Asset URL" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "edb71afa", + "metadata": {}, + "outputs": [], + "source": [ + "search = catalog.search(\n", + " collections=collections,\n", + " filter_lang= \"cql2-json\",\n", + " filter=datacube_extension_filters\n", + ")\n", + "\n", + "items = search.item_collection()\n", + "asset_url = items.items[0].assets[asset_id].href" + ] + }, + { + "cell_type": "markdown", + "id": "ee73ba3d", + "metadata": {}, + "source": [ + "Example usage: Plot NetCDF data" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fbc72d2a", + "metadata": {}, + "outputs": [], + "source": [ + "import fsspec\n", + "import xarray as xr\n", + "import matplotlib.pyplot as plt\n", + "\n", + "example_netcdf = xr.open_dataset(fsspec.open(asset_url, expand=True).open())\n", + "\n", + "plt.figure(figsize=(10, 5))\n", + "example_netcdf[\"atmosphere_convective_available_potential_energy\"].plot()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": ".venv", + "language": "python", + "name": "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": "3.13.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/datasets/met-office/met-office-uk-deterministic-height.ipynb b/datasets/met-office/met-office-uk-deterministic-height.ipynb new file mode 100644 index 0000000..f248922 --- /dev/null +++ b/datasets/met-office/met-office-uk-deterministic-height.ipynb @@ -0,0 +1,138 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "fbf471b1", + "metadata": {}, + "source": [ + "# Accessing UK Model Height data from Microsoft Planetary Computer" + ] + }, + { + "cell_type": "markdown", + "id": "941120d0", + "metadata": {}, + "source": [ + "Set-up the pystac client to access the Microsoft Planetary Computer catalog" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4bafd899", + "metadata": {}, + "outputs": [], + "source": [ + "from pystac_client import Client\n", + "import planetary_computer\n", + "\n", + "catalog = Client.open(\n", + " \"https://planetarycomputer.microsoft.com/api/stac/v1\",\n", + " modifier=planetary_computer.sign_inplace,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "2cab8be1", + "metadata": {}, + "source": [ + "Define collection and assets to retrieve and construct [STAC API filters](https://github.com/stac-api-extensions/filter) for efficient query performance against Planetary Computer API" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8f95ecac", + "metadata": {}, + "outputs": [], + "source": [ + "collections = [\"met-office-uk-deterministic-height\"]\n", + "asset_id = \"wind_speed_on_height_levels\"\n", + "datacube_extension_filters = {\n", + " \"op\": \"and\",\n", + " \"args\": [\n", + " {\n", + " \"op\": \"=\",\n", + " \"args\": [ { \"property\": \"forecast:reference_datetime\" }, \"2025-12-05T18:00:00Z\" ]\n", + " },\n", + " {\n", + " \"op\": \"=\",\n", + " \"args\": [ { \"property\": \"forecast:horizon\" }, \"PT0032H00M\" ]\n", + " }\n", + " ]\n", + "}" + ] + }, + { + "cell_type": "markdown", + "id": "b5a6a858", + "metadata": {}, + "source": [ + "Search Planetary Computer catalog for STAC items and retrieve STAC Asset URL" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "edb71afa", + "metadata": {}, + "outputs": [], + "source": [ + "search = catalog.search(\n", + " collections=collections,\n", + " filter_lang= \"cql2-json\",\n", + " filter=datacube_extension_filters\n", + ")\n", + "\n", + "items = search.item_collection()\n", + "asset_url = items.items[0].assets[asset_id].href" + ] + }, + { + "cell_type": "markdown", + "id": "56d27e19", + "metadata": {}, + "source": [ + "Example usage: Plot NetCDF data on a map" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "45613dda", + "metadata": {}, + "outputs": [], + "source": [ + "import fsspec\n", + "import xarray as xr\n", + "import matplotlib.pyplot as plt\n", + "\n", + "example_netcdf = xr.open_dataset(fsspec.open(asset_url, expand=True).open())\n", + "plt.figure(figsize=(10, 5))\n", + "example_netcdf[\"wind_speed\"].plot()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": ".venv", + "language": "python", + "name": "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": "3.13.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/datasets/met-office/met-office-uk-deterministic-near-surface.ipynb b/datasets/met-office/met-office-uk-deterministic-near-surface.ipynb new file mode 100644 index 0000000..84fbcaa --- /dev/null +++ b/datasets/met-office/met-office-uk-deterministic-near-surface.ipynb @@ -0,0 +1,138 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "fbf471b1", + "metadata": {}, + "source": [ + "# Accessing UK Model Surface data from Microsoft Planetary Computer" + ] + }, + { + "cell_type": "markdown", + "id": "941120d0", + "metadata": {}, + "source": [ + "Set-up the pystac client to access the Microsoft Planetary Computer catalog" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4bafd899", + "metadata": {}, + "outputs": [], + "source": [ + "from pystac_client import Client\n", + "import planetary_computer\n", + "\n", + "catalog = Client.open(\n", + " \"https://planetarycomputer.microsoft.com/api/stac/v1\",\n", + " modifier=planetary_computer.sign_inplace,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "2cab8be1", + "metadata": {}, + "source": [ + "Define collection and assets to retrieve and construct [STAC API filters](https://github.com/stac-api-extensions/filter) for efficient query performance against Planetary Computer API" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8f95ecac", + "metadata": {}, + "outputs": [], + "source": [ + "collections = [\"met-office-uk-deterministic-near-surface\"]\n", + "asset_id = \"temperature_at_surface\"\n", + "datacube_extension_filters = {\n", + " \"op\": \"and\",\n", + " \"args\": [\n", + " {\n", + " \"op\": \"=\",\n", + " \"args\": [ { \"property\": \"forecast:reference_datetime\" }, \"2025-12-05T18:00:00Z\" ]\n", + " },\n", + " {\n", + " \"op\": \"=\",\n", + " \"args\": [ { \"property\": \"forecast:horizon\" }, \"PT0001H00M\" ]\n", + " }\n", + " ]\n", + "}" + ] + }, + { + "cell_type": "markdown", + "id": "b5a6a858", + "metadata": {}, + "source": [ + "Search Planetary Computer catalog for STAC items and retrieve STAC Asset URL" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "edb71afa", + "metadata": {}, + "outputs": [], + "source": [ + "search = catalog.search(\n", + " collections=collections,\n", + " filter_lang= \"cql2-json\",\n", + " filter=datacube_extension_filters\n", + ")\n", + "\n", + "items = search.item_collection()\n", + "asset_url = items.items[0].assets[asset_id].href" + ] + }, + { + "cell_type": "markdown", + "id": "56d27e19", + "metadata": {}, + "source": [ + "Example usage: Plot NetCDF data on a map" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "45613dda", + "metadata": {}, + "outputs": [], + "source": [ + "import fsspec\n", + "import xarray as xr\n", + "import matplotlib.pyplot as plt\n", + "\n", + "example_netcdf = xr.open_dataset(fsspec.open(asset_url, expand=True).open())\n", + "plt.figure(figsize=(10, 5))\n", + "example_netcdf[\"surface_temperature\"].plot()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": ".venv", + "language": "python", + "name": "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": "3.13.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/datasets/met-office/met-office-uk-deterministic-pressure.ipynb b/datasets/met-office/met-office-uk-deterministic-pressure.ipynb new file mode 100644 index 0000000..17d5ee7 --- /dev/null +++ b/datasets/met-office/met-office-uk-deterministic-pressure.ipynb @@ -0,0 +1,138 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "fbf471b1", + "metadata": {}, + "source": [ + "# Accessing UK Model Pressure Level data from Microsoft Planetary Computer" + ] + }, + { + "cell_type": "markdown", + "id": "941120d0", + "metadata": {}, + "source": [ + "Set-up the pystac client to access the Microsoft Planetary Computer catalog" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4bafd899", + "metadata": {}, + "outputs": [], + "source": [ + "from pystac_client import Client\n", + "import planetary_computer\n", + "\n", + "catalog = Client.open(\n", + " \"https://planetarycomputer.microsoft.com/api/stac/v1\",\n", + " modifier=planetary_computer.sign_inplace,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "2cab8be1", + "metadata": {}, + "source": [ + "Define collection and assets to retrieve and construct [STAC API filters](https://github.com/stac-api-extensions/filter) for efficient query performance against Planetary Computer API" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8f95ecac", + "metadata": {}, + "outputs": [], + "source": [ + "collections = [\"met-office-uk-deterministic-pressure\"]\n", + "asset_id = \"wet_bulb_potential_temperature_on_pressure_levels\"\n", + "datacube_extension_filters = {\n", + " \"op\": \"and\",\n", + " \"args\": [\n", + " {\n", + " \"op\": \"=\",\n", + " \"args\": [ { \"property\": \"forecast:reference_datetime\" }, \"2026-01-14T12:00:00Z\" ]\n", + " },\n", + " {\n", + " \"op\": \"=\",\n", + " \"args\": [ { \"property\": \"forecast:horizon\" }, \"PT0052H00M\" ]\n", + " }\n", + " ]\n", + "}" + ] + }, + { + "cell_type": "markdown", + "id": "b5a6a858", + "metadata": {}, + "source": [ + "Search Planetary Computer catalog for STAC items and retrieve STAC Asset URL" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "edb71afa", + "metadata": {}, + "outputs": [], + "source": [ + "search = catalog.search(\n", + " collections=collections,\n", + " filter_lang= \"cql2-json\",\n", + " filter=datacube_extension_filters\n", + ")\n", + "\n", + "items = search.item_collection()\n", + "asset_url = items.items[0].assets[asset_id].href" + ] + }, + { + "cell_type": "markdown", + "id": "56d27e19", + "metadata": {}, + "source": [ + "Example usage: Plot NetCDF data on a map" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "45613dda", + "metadata": {}, + "outputs": [], + "source": [ + "import fsspec\n", + "import xarray as xr\n", + "import matplotlib.pyplot as plt\n", + "\n", + "example_netcdf = xr.open_dataset(fsspec.open(asset_url, expand=True).open())\n", + "plt.figure(figsize=(10, 5))\n", + "example_netcdf[\"wet_bulb_potential_temperature\"].plot()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": ".venv", + "language": "python", + "name": "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": "3.13.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/datasets/met-office/met-office-uk-deterministic-whole-atmosphere.ipynb b/datasets/met-office/met-office-uk-deterministic-whole-atmosphere.ipynb new file mode 100644 index 0000000..f8bde1f --- /dev/null +++ b/datasets/met-office/met-office-uk-deterministic-whole-atmosphere.ipynb @@ -0,0 +1,139 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "fbf471b1", + "metadata": {}, + "source": [ + "# Accessing UK Model Whole Atmosphere data from Microsoft Planetary Computer" + ] + }, + { + "cell_type": "markdown", + "id": "941120d0", + "metadata": {}, + "source": [ + "Set-up the pystac client to access the Microsoft Planetary Computer catalog" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4bafd899", + "metadata": {}, + "outputs": [], + "source": [ + "from pystac_client import Client\n", + "import planetary_computer\n", + "\n", + "catalog = Client.open(\n", + " \"https://planetarycomputer.microsoft.com/api/stac/v1\",\n", + " modifier=planetary_computer.sign_inplace,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "2cab8be1", + "metadata": {}, + "source": [ + "Define collection and assets to retrieve and construct [STAC API filters](https://github.com/stac-api-extensions/filter) for efficient query performance against Planetary Computer API" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8f95ecac", + "metadata": {}, + "outputs": [], + "source": [ + "collections = [\"met-office-uk-deterministic-whole-atmosphere\"]\n", + "asset_id = \"lightning_flash_accumulation-PT01H\"\n", + "datacube_extension_filters = {\n", + " \"op\": \"and\",\n", + " \"args\": [\n", + " {\n", + " \"op\": \"=\",\n", + " \"args\": [ { \"property\": \"forecast:reference_datetime\" }, \"2025-12-05T18:00:00Z\" ]\n", + " },\n", + " {\n", + " \"op\": \"=\",\n", + " \"args\": [ { \"property\": \"forecast:horizon\" }, \"PT0037H00M\" ]\n", + " }\n", + " ]\n", + "}" + ] + }, + { + "cell_type": "markdown", + "id": "b5a6a858", + "metadata": {}, + "source": [ + "Search Planetary Computer catalog for STAC items and retrieve STAC Asset URL" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "edb71afa", + "metadata": {}, + "outputs": [], + "source": [ + "search = catalog.search(\n", + " collections=collections,\n", + " filter_lang= \"cql2-json\",\n", + " filter=datacube_extension_filters\n", + ")\n", + "\n", + "items = search.item_collection()\n", + "asset_url = items.items[0].assets[asset_id].href" + ] + }, + { + "cell_type": "markdown", + "id": "56d27e19", + "metadata": {}, + "source": [ + "Example usage: Plot NetCDF data on a map" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "45613dda", + "metadata": {}, + "outputs": [], + "source": [ + "import fsspec\n", + "import xarray as xr\n", + "import matplotlib.pyplot as plt\n", + "\n", + "example_netcdf = xr.open_dataset(fsspec.open(asset_url, expand=True).open())\n", + "\n", + "plt.figure(figsize=(10, 5))\n", + "example_netcdf[\"number_of_lightning_flashes_per_unit_area\"].plot()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": ".venv", + "language": "python", + "name": "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": "3.13.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} From e16b6dbda5cc4b3255d285f0a12f01a211c8ace1 Mon Sep 17 00:00:00 2001 From: Pete Gadomski Date: Thu, 22 Jan 2026 10:56:14 -0700 Subject: [PATCH 2/2] fix: variable names and lint Not complete b/c some of the queries don't return --- ...t-office-global-deterministic-height.ipynb | 65 +++++++++++++---- ...ce-global-deterministic-near-surface.ipynb | 63 +++++++++++----- ...office-global-deterministic-pressure.ipynb | 71 ++++++++++++++----- ...lobal-deterministic-whole-atmosphere.ipynb | 63 +++++++++++----- .../met-office-uk-deterministic-height.ipynb | 67 ++++++++++++----- ...office-uk-deterministic-near-surface.ipynb | 41 +++++++---- ...met-office-uk-deterministic-pressure.ipynb | 20 +++--- ...ce-uk-deterministic-whole-atmosphere.ipynb | 20 +++--- 8 files changed, 289 insertions(+), 121 deletions(-) diff --git a/datasets/met-office/met-office-global-deterministic-height.ipynb b/datasets/met-office/met-office-global-deterministic-height.ipynb index d179b1c..e272b78 100644 --- a/datasets/met-office/met-office-global-deterministic-height.ipynb +++ b/datasets/met-office/met-office-global-deterministic-height.ipynb @@ -18,7 +18,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "id": "4bafd899", "metadata": {}, "outputs": [], @@ -49,18 +49,18 @@ "source": [ "collections = [\"met-office-global-deterministic-height\"]\n", "asset_id = \"cloud_amount_on_height_levels\"\n", - "datacube_extension_filters = {\n", + "forecast_extension_filters = {\n", " \"op\": \"and\",\n", " \"args\": [\n", " {\n", " \"op\": \"=\",\n", - " \"args\": [ { \"property\": \"forecast:reference_datetime\" }, \"2026-01-14T12:00:00Z\" ]\n", + " \"args\": [\n", + " {\"property\": \"forecast:reference_datetime\"},\n", + " \"2026-01-14T12:00:00Z\",\n", + " ],\n", " },\n", - " {\n", - " \"op\": \"=\",\n", - " \"args\": [ { \"property\": \"forecast:horizon\" }, \"PT0144H00M\" ]\n", - " }\n", - " ]\n", + " {\"op\": \"=\", \"args\": [{\"property\": \"forecast:horizon\"}, \"PT0144H00M\"]},\n", + " ],\n", "}" ] }, @@ -80,9 +80,7 @@ "outputs": [], "source": [ "search = catalog.search(\n", - " collections=collections,\n", - " filter_lang= \"cql2-json\",\n", - " filter=datacube_extension_filters\n", + " collections=collections, filter_lang=\"cql2-json\", filter=forecast_extension_filters\n", ")\n", "\n", "items = search.item_collection()\n", @@ -99,10 +97,47 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "id": "fbc72d2a", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/yp/d6xvrkd943dgvqg5s9cpymc40000gn/T/ipykernel_52053/4283676169.py:5: FutureWarning: In a future version, xarray will not decode the variable 'forecast_period' into a timedelta64 dtype based on the presence of a timedelta-like 'units' attribute by default. Instead it will rely on the presence of a timedelta64 'dtype' attribute, which is now xarray's default way of encoding timedelta64 values.\n", + "To continue decoding into a timedelta64 dtype, either set `decode_timedelta=True` when opening this dataset, or add the attribute `dtype='timedelta64[ns]'` to this variable on disk.\n", + "To opt-in to future behavior, set `decode_timedelta=False`.\n", + " example_netcdf = xr.open_dataset(fsspec.open(asset_url, expand=True).open())\n" + ] + }, + { + "data": { + "text/plain": [ + "(array([1.1830823e+08, 4.1727080e+06, 3.3227110e+06, 2.9464680e+06,\n", + " 2.9334310e+06, 3.5162350e+06, 3.6568460e+06, 3.9844160e+06,\n", + " 4.1094160e+06, 1.5251139e+07]),\n", + " array([0. , 0.1 , 0.2 , 0.30000001, 0.40000001,\n", + " 0.5 , 0.60000002, 0.69999999, 0.80000001, 0.90000004,\n", + " 1. ]),\n", + " )" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "import fsspec\n", "import xarray as xr\n", @@ -116,7 +151,7 @@ ], "metadata": { "kernelspec": { - "display_name": ".venv", + "display_name": "PlanetaryComputerExamples", "language": "python", "name": "python3" }, @@ -130,7 +165,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.13.11" + "version": "3.13.2" } }, "nbformat": 4, diff --git a/datasets/met-office/met-office-global-deterministic-near-surface.ipynb b/datasets/met-office/met-office-global-deterministic-near-surface.ipynb index b188188..14b5b5d 100644 --- a/datasets/met-office/met-office-global-deterministic-near-surface.ipynb +++ b/datasets/met-office/met-office-global-deterministic-near-surface.ipynb @@ -18,7 +18,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "id": "4bafd899", "metadata": {}, "outputs": [], @@ -42,25 +42,25 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 8, "id": "2132d393", "metadata": {}, "outputs": [], "source": [ "collections = [\"met-office-global-deterministic-near-surface\"]\n", "asset_id = \"temperature_at_surface\"\n", - "datacube_extension_filters = {\n", + "forecast_extension_filters = {\n", " \"op\": \"and\",\n", " \"args\": [\n", " {\n", " \"op\": \"=\",\n", - " \"args\": [ { \"property\": \"forecast:reference_datetime\" }, \"2025-12-05T12:00:00Z\" ]\n", + " \"args\": [\n", + " {\"property\": \"forecast:reference_datetime\"},\n", + " \"2026-01-21T00:00:00Z\",\n", + " ],\n", " },\n", - " {\n", - " \"op\": \"=\",\n", - " \"args\": [ { \"property\": \"forecast:horizon\" }, \"PT0120H00M\" ]\n", - " }\n", - " ]\n", + " {\"op\": \"=\", \"args\": [{\"property\": \"forecast:horizon\"}, \"PT0168H00M\"]},\n", + " ],\n", "}" ] }, @@ -74,15 +74,13 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 9, "id": "edb71afa", "metadata": {}, "outputs": [], "source": [ "search = catalog.search(\n", - " collections=collections,\n", - " filter_lang= \"cql2-json\",\n", - " filter=datacube_extension_filters\n", + " collections=collections, filter_lang=\"cql2-json\", filter=forecast_extension_filters\n", ")\n", "\n", "items = search.item_collection()\n", @@ -99,10 +97,41 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "id": "fbc72d2a", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/yp/d6xvrkd943dgvqg5s9cpymc40000gn/T/ipykernel_56340/2895931206.py:5: FutureWarning: In a future version, xarray will not decode the variable 'forecast_period' into a timedelta64 dtype based on the presence of a timedelta-like 'units' attribute by default. Instead it will rely on the presence of a timedelta64 'dtype' attribute, which is now xarray's default way of encoding timedelta64 values.\n", + "To continue decoding into a timedelta64 dtype, either set `decode_timedelta=True` when opening this dataset, or add the attribute `dtype='timedelta64[ns]'` to this variable on disk.\n", + "To opt-in to future behavior, set `decode_timedelta=False`.\n", + " example_netcdf = xr.open_dataset(fsspec.open(asset_url, expand=True).open())\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "import fsspec\n", "import xarray as xr\n", @@ -116,7 +145,7 @@ ], "metadata": { "kernelspec": { - "display_name": ".venv", + "display_name": "PlanetaryComputerExamples", "language": "python", "name": "python3" }, @@ -130,7 +159,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.13.11" + "version": "3.13.2" } }, "nbformat": 4, diff --git a/datasets/met-office/met-office-global-deterministic-pressure.ipynb b/datasets/met-office/met-office-global-deterministic-pressure.ipynb index 1b2abfe..bec599d 100644 --- a/datasets/met-office/met-office-global-deterministic-pressure.ipynb +++ b/datasets/met-office/met-office-global-deterministic-pressure.ipynb @@ -18,7 +18,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "id": "4bafd899", "metadata": {}, "outputs": [], @@ -42,25 +42,25 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "id": "2132d393", "metadata": {}, "outputs": [], "source": [ "collections = [\"met-office-global-deterministic-pressure\"]\n", "asset_id = \"wind_speed_on_pressure_levels\"\n", - "datacube_extension_filters = {\n", + "forecast_extension_filters = {\n", " \"op\": \"and\",\n", " \"args\": [\n", " {\n", " \"op\": \"=\",\n", - " \"args\": [ { \"property\": \"forecast:reference_datetime\" }, \"2025-12-05T12:00:00Z\" ]\n", + " \"args\": [\n", + " {\"property\": \"forecast:reference_datetime\"},\n", + " \"2026-01-21T06:00:00Z\",\n", + " ],\n", " },\n", - " {\n", - " \"op\": \"=\",\n", - " \"args\": [ { \"property\": \"forecast:horizon\" }, \"PT0135H00M\" ]\n", - " }\n", - " ]\n", + " {\"op\": \"=\", \"args\": [{\"property\": \"forecast:horizon\"}, \"PT0066H00M\"]},\n", + " ],\n", "}" ] }, @@ -74,15 +74,13 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "id": "edb71afa", "metadata": {}, "outputs": [], "source": [ "search = catalog.search(\n", - " collections=collections,\n", - " filter_lang= \"cql2-json\",\n", - " filter=datacube_extension_filters\n", + " collections=collections, filter_lang=\"cql2-json\", filter=forecast_extension_filters\n", ")\n", "\n", "items = search.item_collection()\n", @@ -99,10 +97,47 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 9, "id": "fbc72d2a", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/yp/d6xvrkd943dgvqg5s9cpymc40000gn/T/ipykernel_57719/3941445104.py:5: FutureWarning: In a future version, xarray will not decode the variable 'forecast_period' into a timedelta64 dtype based on the presence of a timedelta-like 'units' attribute by default. Instead it will rely on the presence of a timedelta64 'dtype' attribute, which is now xarray's default way of encoding timedelta64 values.\n", + "To continue decoding into a timedelta64 dtype, either set `decode_timedelta=True` when opening this dataset, or add the attribute `dtype='timedelta64[ns]'` to this variable on disk.\n", + "To opt-in to future behavior, set `decode_timedelta=False`.\n", + " example_netcdf = xr.open_dataset(fsspec.open(asset_url, expand=True).open())\n" + ] + }, + { + "data": { + "text/plain": [ + "(array([7.2782304e+07, 4.8538914e+07, 2.1626640e+07, 1.0100012e+07,\n", + " 4.9097620e+06, 2.4353770e+06, 1.1442450e+06, 4.6342300e+05,\n", + " 1.6529400e+05, 3.5629000e+04]),\n", + " array([ 0. , 9.80000019, 19.60000038, 29.40000153, 39.20000076,\n", + " 49. , 58.80000305, 68.59999847, 78.40000153, 88.20000458,\n", + " 98. ]),\n", + " )" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "import fsspec\n", "import xarray as xr\n", @@ -110,13 +145,13 @@ "\n", "example_netcdf = xr.open_dataset(fsspec.open(asset_url, expand=True).open())\n", "plt.figure(figsize=(10, 5))\n", - "example_netcdf[\"cloud_volume_fraction_in_atmosphere_layer\"].plot()" + "example_netcdf[\"wind_speed\"].plot()" ] } ], "metadata": { "kernelspec": { - "display_name": ".venv", + "display_name": "PlanetaryComputerExamples", "language": "python", "name": "python3" }, @@ -130,7 +165,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.13.11" + "version": "3.13.2" } }, "nbformat": 4, diff --git a/datasets/met-office/met-office-global-deterministic-whole-atmosphere.ipynb b/datasets/met-office/met-office-global-deterministic-whole-atmosphere.ipynb index 812ea10..5ffd63a 100644 --- a/datasets/met-office/met-office-global-deterministic-whole-atmosphere.ipynb +++ b/datasets/met-office/met-office-global-deterministic-whole-atmosphere.ipynb @@ -18,7 +18,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "id": "4bafd899", "metadata": {}, "outputs": [], @@ -42,25 +42,25 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "id": "2132d393", "metadata": {}, "outputs": [], "source": [ "collections = [\"met-office-global-deterministic-whole-atmosphere\"]\n", "asset_id = \"CAPE_most_unstable_below_500hPa\"\n", - "datacube_extension_filters = {\n", + "forecast_extension_filters = {\n", " \"op\": \"and\",\n", " \"args\": [\n", " {\n", " \"op\": \"=\",\n", - " \"args\": [ { \"property\": \"forecast:reference_datetime\" }, \"2025-12-05T12:00:00Z\" ]\n", + " \"args\": [\n", + " {\"property\": \"forecast:reference_datetime\"},\n", + " \"2025-12-12T12:00:00Z\",\n", + " ],\n", " },\n", - " {\n", - " \"op\": \"=\",\n", - " \"args\": [ { \"property\": \"forecast:horizon\" }, \"PT0081H00M\" ]\n", - " }\n", - " ]\n", + " {\"op\": \"=\", \"args\": [{\"property\": \"forecast:horizon\"}, \"PT0054H00M\"]},\n", + " ],\n", "}" ] }, @@ -74,15 +74,13 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "id": "edb71afa", "metadata": {}, "outputs": [], "source": [ "search = catalog.search(\n", - " collections=collections,\n", - " filter_lang= \"cql2-json\",\n", - " filter=datacube_extension_filters\n", + " collections=collections, filter_lang=\"cql2-json\", filter=forecast_extension_filters\n", ")\n", "\n", "items = search.item_collection()\n", @@ -99,10 +97,41 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "id": "fbc72d2a", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/yp/d6xvrkd943dgvqg5s9cpymc40000gn/T/ipykernel_61335/1359586566.py:5: FutureWarning: In a future version, xarray will not decode the variable 'forecast_period' into a timedelta64 dtype based on the presence of a timedelta-like 'units' attribute by default. Instead it will rely on the presence of a timedelta64 'dtype' attribute, which is now xarray's default way of encoding timedelta64 values.\n", + "To continue decoding into a timedelta64 dtype, either set `decode_timedelta=True` when opening this dataset, or add the attribute `dtype='timedelta64[ns]'` to this variable on disk.\n", + "To opt-in to future behavior, set `decode_timedelta=False`.\n", + " example_netcdf = xr.open_dataset(fsspec.open(asset_url, expand=True).open())\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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TAAqvfe1rOWcJUTPk8OC3iGropBeD+7vuuotzHZE/iIjJV77yFfr4xz/OkwRxQK4kopYY0GMfFEBWEIlBxBVA1BMRJERPzGdE/W7Lli11iRm2pSI6OlSNOLUtLKd/bi6rlosD9hXRsrjfm9tKcvyd0k4BiFbGRZNBytt9D+JzRL8xmYI2Ei/kv2HCAMSuW9plCwsLi06FJWYWcwaqwDQGpSYwC4wkdz1aFgUUJcXMLGZsTRJiLgf84x//YJlfFDA4hUkCBsMYFOuzv1HAwBAz0nhhcIgkfSS8K2JmRruahZpl19dz9913819lvoHjArGJO6bpvC4Y7GNAFnV+on4bhbPPPrsu+dD3KUkBXAzIQcoQccG1VEQhyfoBHIsue0QkAhJYSMsUYPqCKBpIuH5tEHmKIhoveclLmJhBvgjThaii4zifiF7hBWLxile8gu8lmLgoCZ8JZfAAGSYitgp4j4Gx+h5RHvwbUkmsW5f/KSluI9KL30N+BtMJ3QAEcl59XxChTKfTvA+YvFDAdkEQ9M+igH3dZ599+PcmsC2cd0W0kx5/O4D7A5FprFePmuF5UN/Xg4q6IlLU6FnFM412qh6auQdxvY866ih+Yf/RXn31q1/lyF1UVL4dSNouW1hYWHQ7bI6ZxZwBBs0YPGHmFs5mChiUIAqlD7bigAEsZmQxuDfzYvAeA3UApAmDBAyK9W2p5QA1s2uuxxxIY5ZelzWqmWnM0OsSLAy2zeWaAQbNiMgpYFAMBzOcM8gYAQx0r7/+ep4RN4HjRN7JdF0XnC/M/l9xxRUshVOA61vU/kx3jhnkldg3RHYQKYuTUUUBUSyQkwsvvDAkj/vmN79Zc79E3ScgDbgOUYBs8Y477uDIBn6LKJoOdY/qA2nkfmH9ukTNBAgkiB/c7HTgfW9vLxNCBRA+3Ld6lARyP5xXbEuPLuFaKsKhAAkkfg+HUgXc64i+II9OuVYiSgnigYgOpK4KcDvEBALc+3RgO/q9o7YFEqmTMxB95Gjpv2/m+KcK3FfI6/ze974XfIZnCy6DiP7AWbIe0D7A1RGEKCoaCMdCBcgY//a3v4We/SRtVdQ9aN5bIJXK9VC1VWryy7zPp4Kk7XIcEPUzo884b6ZsE+0rPptKO2thYWExJcy2+4iFRTtdGX/zm9+wS9fuu+/ObnFwY4OjGmre3HfffYmcu84880z+Du5mZ511FrvgnXLKKex0phfE/dWvfuVnMhl2XfvkJz/JNatOPvlkro+kcMQRR3BNIBQk/spXvsKug6gjptfXgfsZnBBR7wwFe+Hc95rXvIaXOeecc4J1YV/wGbbxne98x7/yyisTny/s41Oe8hSuCwSHRdREgqMbXBFxHApjY2NcJwjn8G1vexsf+9lnn837hn1U50uvr2QiypUx6XWBUyNcGdeuXcu1004//XR2hkONp5luruBuiG3ClQ71k/TXj3/844a/x/2A3x922GFcVwzXDecftah058Cvf/3rvBzcFfEbXB8sB+fCKPdIuOfBERG/QQ09E7h+L37xi9mp7n//93/9D3zgA1zj6qijjmq4z8qp8FWvehUXcYZjJt6bbnhwG8X+4f7/4Ac/yMeHWmFwzvvFL37R0JVRuSqqGmU4bjxveI8i3jpQyw/7D/dQ3I94lnCP6M9ZnCsjAIdD1CuDSyaeIdz7a9as8VeuXFnjdJj0+FX7k6RGVpQrI84f6giiphiuz/nnnx+cJ70OYr3nDA6WeH5wL+CeQbsB11BcezwvCqgxh5p2uDYnnHACO16iXtzTn/50/7bbbmvqHkT7hTYN7R3uLdQ+U7XGVJ3Dxx9/nLeF9aMuG1xoUbMtCdrRLketA8dgPkuqHqaqK6fXYTNrMFpYWFjMFCwxs5hTxAz47W9/y4NhFNeFtTMGpHEFpuMslWErjwKrICN4gVDAThuW5TquvfZa/3nPex4XWsVyGBBhkKXwyCOP+C9/+ct58AJLfAxGH3vssdCgDgNtDE5B2NR68G8QOR2jo6P+61//el7XVApMYx8x0MUxRZ0/DOROPfVUf5ddduGB4+LFi3kwBIIGS+9WiFnS6wJgYI5Cudj2bBaYjipW26zdPq6hKi6OotlRBaZhWY6BMtapCMjPfvYzHjjGbedd73oX7wcIugkMrDF4xoAd6wMpwf1lFnOOAwb4u+22W1BcHERGLwGhgME29hEFt7GdQw45JETyGxEzFMYGqYPlPX4PYhf1e1V0HPcgCBkIPZ5FZSnfiJgBDz/8MJMt3Hewo3/pS1/q33PPPS0f/09/+tPI0gBJiZk6fyg2j+cL28JEifnM1HvOgH//+99MHnEOQZJROBrH9sMf/jC0HMpUvOc97+HvsS0Uj8e1U4Xuk96DWC8IMUgu1oMJlHe84x1MxnSA1OLZVWUumi0wPZV22RIzCwuLboaD/00t5mZhYdHpQA4Z8nVgCGHR/YABCAoAQw4HmZ3FzALmOJdddhnnbUZZ8VtYWFhYWLQCm2NmYWFh0UVALhdyrpA7ZEnZ7ADGJTC7sKTMwsLCwqKdsK6MFhZdDCT5w0QhDjB+0Is6W3Qv4NSJ+mRw0IPZwfve977Z3qV5i2aLd893JCljAbOcKCt8CwsLi/kES8wsLLoYT3va02qK0eqAu9sf/vCHGd0ni+kBnBhhkQ9HvvPOO6+t9u0WFtOJJGUsUEZCle2wsLCwmK+wOWYWFl0M1LGamJiI/X7BggV04IEHzug+WVhYWOi47777+FUPhx9+eGyNPQsLC4v5AkvMLCwsLCwsLCwsLCwsZhnW/MPCwsLCwsLCwsLCwmKWYXPMDHieR4899hgNDAyQ4zizc1UsLCwsLCwsLCxigWpP27dvp5UrV5Lruh3nnlssFtu2Phh5Wanv/IAlZgZAytasWTM7V8PCwsLCwsLCwiIxHn74YVq9enVHkbId1/XT+g3xjsnNYvny5WyQY8nZ3IclZgYQKQMOpxdTmjKzcU0sLCwsLCwsLCzqoEwlupZ+EYzbOgWIlIGU3X/LOhocmHokb9t2j3Y88EFeryVmcx+WmBlQ8kWQsrRjiZmFhYWFhYWFRcfBF386Ne0EpKwdxMxifsESMwsLCwsLCwsLC4s2ouJ7VPHbsx6L+QNLzCwsLCwsLCwsLCzaCI98frVjPRbzBzbGamFhYWFhYWFhYWFhMcuwETMLCwsLCwsLCwuLNsLj/9qzHov5A0vMLCwsLCwsLCwsLNqIiu/zqx3rsZg/sFJGCwsLCwsLCwsLCwuLWYaNmFlYWFhYWFhYWFi0Edb8w6IVWGJmYWFhYWFhYWFh0WZiVrGujBZNwkoZLSwsLCwsLCwsLCwsZhk2YmZhYWFhYWFhYWHRRlgpo0UrsMTMwsLCwsLCwsLCoo2wrowWrcBKGS0sLCwsLCwsLCwsLGYZNmJmYWFhYTE/4LhEvi3WamFhMf1AS9OeAtMW8wmWmFlYWFhYzH1YUmZhYTGDqLTJlbEd67DoHnSNlLFSqdDHPvYx2nHHHSmfz9POO+9Mn/70p8nXKqLj3x//+MdpxYoVvMyRRx5J99xzz6zut4XFnB/sWlh0A2ykzMLCwsKiw9E1o6rPfe5zdMEFF9D//M//0J133snvzzrrLDr//PODZfD+vPPOowsvvJBuvPFG6uvroxe84AU0OTk5q/tuYTFnCZgd7FpM1/2mvywsLCy6DBW/fS+L+YOukTJed911dPTRR9NLXvISfr/DDjvQZZddRjfddFMQLfviF79IH/3oR3k54JJLLqFly5bRFVdcQa997Wtndf8tLLpS8qX+bQmYRafckxYWFhZdAJtjZtEKumYq8hnPeAb97ne/o7vvvpvf/+1vf6Nrr72WXvSiF/H7+++/n9avX8/yRYWhoSE65JBD6Prrr49db6FQoG3btoVeFhbzGvoA2A6GLWbrHjQnBKKiZ+2KptnInIWFhYVFB6BrImYf+chHmDTtvvvulEqlOOfsM5/5DB133HH8PUgZgAiZDrxX30XhzDPPpE996lPTvPcWFhYWXYROiVA12g+TuJnfJT2OTjhWCwuLOQWPHKqQ05b1WMwfdE3E7Pvf/z5deuml9J3vfIduvfVW+ta3vkVnn302/50KTj31VBoZGQleDz/8cNv22cLCwqKroEeO9L/TmecVl0/W7Db1KJsiWq0SLpvXZmFhMUV4fvteFvMHXRMx+9CHPsRRM5Urts8++9CDDz7IEa83velNtHz5cv78iSeeYFdGBbzfb7/9Yteby+X4ZWFhYTGvEUVGZoKgmPmM5uezARtBs7CwsLCYBXRNxGx8fJxcN7y7kDR6nui8YaMPcoY8NAVIH+HOeOihh874/lpYWFh0PJpxPpxul0QlPZyNaFUnRsjMSGIn7qOFhUUsIGNs18ti/qBrImZHHXUU55StXbuW9tprL/rrX/9K5557Lr3lLW/h7x3HoZNOOolOP/102nXXXZmooe7ZypUr6Zhjjpnt3bewmH2ogZ2NBliYZCh0mzjkN9LOTFcOWlz0bLox3dtq9njss2ph0fVoF6myxGx+oWuIGeqVgWi9613vog0bNjDhesc73sEFpRVOOeUUGhsbo7e//e20detWOvzww+lXv/oV9fT0zOq+W1h0BCwhs0hwj/iV+AhSiLQ1QzaaJRoRhDH0WTPGHq2inetvtJ5WjsuSNwsLC4s5B8dHATCLkPwRNvvPpqMp7WTsmbGwsJi/SCCfC5G1KELhuLVRuGYJnfpN1LqaWV8nIYp4TmU93XgOLCymgLJfoj/QT9i4bXBwsOPGkdf+YyX1D0xdgjy63aPD936s447TYp5HzCwsLCwsZhAqctOAnIVIUsyyahmQKoEU+RWE5hrAJBuI6HmCnIW2bUackqwz6XKNyGKrmKlonIWFxazAShktWoElZhYWFhYWAkkKOCchP82SuITkwkml+MXr8T2N6CmI72o/17afdN+TGqJUV55svRYWFhYWFjGwxMzCwiIarQy+7eC0uxEjRaz7vtX1NkJc9E2PtMUQo4bmJRYWFhbTjAq5/Jr6eizmEywxs7CwSOaQF2VKEDdotwRt7kC/lvo9kFDq2DTk+oKoV717KuJ+dFJK8jh1cqby2WbVqdLCwqIr4fsOeb7TlvVYzB9YYmZhYVEfarDZrN23HaTOPbRSALpJo4+QDFEnf0lIv0YaHTd+uUYkS89hS0TKGu1XM7DPjoWFhcW8hSVmFhbTMZiygysbPZsvSGKmEfF86NGohuuW/xb5ZW7ybUatxyR/kZutErHEpGwq+WaN5KJ2kmNuwyoN5iSs+YdFK7DEzMKiHYhwj5uzaLd0zWJuIE7WqD4zvlOEpyE509YT6cIYJbedosQ2cZTMXH8T26j5ncX8xVzuL+YxKr7Lr6mvpy27Y9ElsMTMwsJiSmg4iLXRw9nDVAb+rQwWG+Ugxv6sev9EkjQzQqaTryhS1Ibct6j90EnklGqpabLNRATQPkMWFhYW8wKWmFlYWDSHGBmZOZC1znizgCjiEkMYlPW8WCSKHKSqxEGZaTRL1kx5b6KfmDXPItYXUXi6xpgkivhMkeDo+xRZSy3ButU5j11PFGxExcKi6+CRQ14bXBk9siGz+QRLzCwsLFqDHCxyzk8j2Bn/6UW9HKUIQsRkQEoD8W/1niLIkJMWn/H/fZ+oUqmStSRFopux4g8tHh6MhIhaXMRMvVf3JnYvgrA1jTr3bzNRr7r11SwsLOYUbI6ZRSuwxMyic2AH710NM1eo6Twdi6mc/KZIh7hWEYYVisgA6lqCjDkgb+JzH/+WP3HwnecLgtYsUVPb5BU13veaXLS4vM56RhytRp4a/S5JpCyJ2UnjlTS1TYsOhe3rLCwsYmCJmUXnwEzkV7COVZ0NbSBsydksX4emI1IgVAZRcKSUUH3O6wD58ngbXrHIH6f6+8X3iKhV8Mz65EhiBoLWNElLgEhiY0oZ49oPtWwcNKfImmUbrCMkCY3ZBp8P4zlpOHExn0yF5hPsdZwXaJ/5h53gnE+wxMyis6DJkyLzQxRsx9YZSBDpCK6jnSWeeQQW8wbZ0OV+NVJUSagCYqYZXlQqVRJSKnNUzUmnyclkyC+VwsSkmQmVuGUi7plAnqjLG+tFxZKWseA8unDdtJo2KK7QerB67I883zEFsdX5tjllFhbzIcds6sWh27EOi+6BJWYWHYuGTn/VBWdkfyxaj2qEyJlYyJ7OGYIeqQlIRQJ5nyJATqp6TXWSx+ste0zQ3J6ckDxqcsZqFGkK17wOiQqtWydpDchXsDyORT831RU1lz9Zh6DVbt4geWp7tSuo2V8LCwsLi7kPS8wsojEd0Y2IdTrpDP/1yyW5SHVmflr3xWLqiDOViECkPExfj72+rV+DKIv6RhI4J4bQqMW154+fTSZoWREhU3yDc8vEPyujo+TmekLbnw4pYw2046pG0ipVMxMz2qY5PoaiuPXIkb6tuOUa3L+JomOWjFlYzCnAkbFiXRktmoQlZhbRaHWgnHC2OvhIErLgfdRgzg7aux515Yz2+k715Nb/LEZSp+c7iZ940bW65HLILeOoGSZT5PccFUu55GQzROVya5b67YTuxiglmXH29KHcNBMxdvuh9ik4hy0Q0LhrYmFhMWdgc8wsWsHUsxItLDpocMGDxikWlrVo8dw3cJuLisxYTBFKltjA1CKWgIRWpbkr4t8RUR58BoIG+aKTSQtCxpswcr46CGxEIo8n0jik3m8V0dTruOnn25SEJn1ZWHQTbJvdVXj00UfpDW94Ay1atIjy+Tzts88+dPPNNwff+75PH//4x2nFihX8/ZFHHkn33HNPaB2bN2+m4447jgYHB2l4eJje+ta30ujoaGiZv//97/TMZz6Tenp6aM2aNXTWWWfN2DHOZdgRksWcAkfg7MBnhk52gwFmXJ2puM8spn49GhEAnaDFLZ/k2jBRwW9AdlAPrflC0jMKnVzV20+1HMhcuRSQOrG4lEeaL/U7C4u5Cnt/tyxlbNcrKbZs2UKHHXYYZTIZ+uUvf0l33HEHnXPOObRgwYJgGRCo8847jy688EK68cYbqa+vj17wghfQ5ORksAxI2T//+U/6zW9+Qz/72c/ommuuobe//e3B99u2baPnP//5tG7dOrrlllvo85//PH3yk5+kiy66qLWTZRHAShkt5hTcbLY6mLKdyYyhJhJRj5RZzBymarhhuh/qkWlfRtgcR/y7Xh5hp4BJl3pTkccRkYdmRMR0J0j9cwsLC4s4VHyHX1NFM+v43Oc+x9Grb3zjG8FnO+64Yyha9sUvfpE++tGP0tFHH82fXXLJJbRs2TK64oor6LWvfS3deeed9Ktf/Yr+8pe/0EEHHcTLnH/++fTiF7+Yzj77bFq5ciVdeumlVCwW6etf/zpls1naa6+96LbbbqNzzz03ROAsmocdNVnMKbDMSsqxLGYpEpH0dxadCWUVn0oFrxDRdlwx+QG7fHZmLIt/x+WIdjCCHNckpMtKES0sLGYRiFLpr0KhULPMlVdeyWTq1a9+NS1dupT2339/uvjii4Pv77//flq/fj3LFxWGhobokEMOoeuvv57f4y/ki4qUAVjedV2OsKlljjjiCCZlCoi63XXXXRy1s2gdlphZWFi0BZFW4A0iL12PKFlbN8I4hpr6YPpf+VLSPlVM2jTy6RYoMhmXV2dhYWHRCuDI2K4XgEgYSJR6nXnmmTXbvO++++iCCy6gXXfdla666io68cQT6b3vfS9961vf4u9BygBEyHTgvfoOf0HqdKTTaVq4cGFomah16NuwaA1WymjR+ZBOfpAdYTCIqJhFZyLSYEFBd2Tsdov8uSZrMwono36XSc500qKiaEGErNvPgTXlsLCwaDM83+XX1Ncj2t6HH36YzTgUcrlc7bKex5GuM844g98jYvaPf/yD88ne9KY3TXlfLKYfXTzFazHnoMunZH0z/rc2M8+W3fJ7tcy8RruiNFNdj15PKi7XSJc8dttAvl5krJsjZToM+3gVQdIjSarIdFCcuQvliyb0Y7GwsLDoVICU6a8oYganxT333DP02R577EEPPfQQ/3v58uX894knnggtg/fqO/zdsGFD6PtyucxOjfoyUevQt2HRGubIiMJiTkC5oWmyKNMVDWQsGBB2qXSqbVCyM6NOU0uIkh4mleg1IePja6jc7ToVcc573R5pSXJccfbvmiuhHhHtCkITddxyEqhrjsHCwoLmu5QxCeDIiDwvHXfffTe7JyojEBCn3/3ud8H3yFdD7tihhx7K7/F369at7Lao8Pvf/56jcchFU8vAqbFUqo7D4OC42267hRwgLZpHB4+OLCxqDSYCwjbfSZkpH2wHOQuvNDQgb2n9ShoXR1w6iZw1myc2W4Ss1XPWiISZy9WLdiJ6La3ku4KUGvsYFM+2hMzCwmIa4WnOjFN5NdPKnnzyyXTDDTewlPHee++l73znO2xh/+53v5u/dxyHTjrpJDr99NPZKOT222+n448/np0WjznmmCDC9sIXvpBOOOEEuummm+jPf/4zvec972HHRiwHvP71r2fjD9Q3g63+9773PfrSl75E73//+6flXM4n2Bwzi+5BNwwCZxJavhYPmlvJ22r0G2kvHsjXoqSISgIXrNJpSCSwzIwbLZjH2gzJ6YR7L27/GxWXTnq+650PbVtesUsIWczkQI31vYWFhcUcwdOe9jT68Y9/TKeeeiqddtppHCGDPT7qkimccsopNDY2xrb2iIwdfvjhbI+PQtEKsMMHGXvuc5/LboyvfOUrufaZAsxHfv3rXzPhO/DAA2nx4sVctNpa5U8djo+iBhahkC5uuGfT0ZR2bA6TRZcgbpDeTpMNU8amk7Q418UIkwxlEDJr+WbmoDwucmQalUy3YUkM8QpyoCK27eZER8oRLLN2n7xesYQsoqC0LjMNtmmLKFtYWHQgyn6J/kA/oZGRkZApRqeMIy+49WmU7596/GNitEwnHvCXjjtOi+mBjZhZWMwlREVI2jWwZjlblZxFDfoDV8aIiIQiGPrv+N8zleLTzHkwI4Lqb1Jy1gqJM0mZIrJlKSmVpjdKRqjnSIlCz64wxcnIZh3SX5br1TnBGnnTc8g8WZes690zdcylY7GwsOh4VHyXX+1Yj8X8gSVmFhbdjBgzBl2uFRChNg1MQ2YsvO5knUbIbl3uUzv3S4eeExdEkiIiRNpCte6giqDohCzpfhryzrjthNYddx4cl1yQLc0tMdXfz//2JgsBKROLOkzIgm2pemPmuQjtkh7BhPHOHCUvlpRZWFhYWHQ4LDGzsOhGaIN+vXZYEEUxIlnVwXkTTnRRREEjHGq7kXXL4ohJxD61m5ypqFIsGm0HkcGyRziDonZeWpIf6QjaDDlL8r35NwIoE+FmswFJ8yYmqiUlOOoorqcqJxGce3le65Uw4D/WmNDCwsKirfAIxh1OW9ZjMX9giZmFRScgLroSJb/Tc4f0gXUUuVHGIPo6k9ZvMsmVKekzC0pH5W7F1fzS96PdEb0WHTvdfB6WVXIl4pz5xaIwu2BUAnKktmPKCTnShmVkmQedNMVFrBpByT1DhdVxXQuTsW6ZSjIasbL6bowG0bOwsLCwaA1WymjRCiwxs7CYbUTlY+kSQUlwIo03Gg2465CARK6IuvwvJgIWImdR+9TIbIOPTRmDzFAekDyfIDZKrogoVBCR0kmQBvU5R6sk6RXkqFps2cd6JPgMY50ga9ieVpdPLFDNH+P1q9wubT+xPP9e237wc0Wg9Jy0gFRpLppJIV04m4bN37KwsLCwsJgyuiqj8NFHH6U3vOENtGjRIsrn87TPPvvQzTffHHwPg0nYdaLyOb4/8sgj6Z577pnVfbawiEUE2dHlfWYkKmqQrWRrLdUaq5dzZdb1SpJfFbWMIpRmtC0uktYOJFmXLGbORMcw+mA5oJQJxv4cBhzy5RUmwwTJKGLMkUksWyqHJIU4L25vb0C+TFKm8tzUNY6LfEYdv34vBOc/7ho2mz8XeUI6MC+tmbp0FhYWjZ8n/a9FRxaYtuh+dE3EbMuWLVzR/D/+4z/ol7/8JS1ZsoRJl15h/KyzzuI6C9/61re4dsPHPvYxesELXkB33HFHqD6DhUWnRsmiFw1Hyszl4n6XGFEW+/XeG46MjbYfyBTVunRypgiBIjIcOZORnqSDfTNa00IttxrJYZQcUrOvh/MhSxYhfVSGG5A/ejgeX5AwZWFPlUh5oF8pEpXK5PbkyEmLPDa/UAiOvSpPFQTQ3I+kx9xQltiJpKodSJDnaGFh0YbC9BaR8FAc2m9Djlkb1mHRPegaYva5z32O1qxZQ9/4xjeCz0C+9GgZiuh99KMfpaOPPpo/u+SSS2jZsmV0xRVXcMXyeYNGsiIrO5pdJDTFqPmNctiTBEa5GurLN8wba3LfovYlcFOM29d6kTjzc/1eDNVDa0JSl6DAct1lGsj3kHvm5HJE5TK7IPJPEGnDOUjJ/QW5SonmNMg186RZiFqPC/IZcT6x3vHx4HdKthgQuyYHRxwtS2AoMi8w34/fwqJVGLUpm5ZFW1hYtISumU688sor6aCDDqJXv/rVtHTpUtp///3p4osvDr6///77af369SxfVECBv0MOOYSuv/762PUWCgUuBqi/uhkN5Wx2BrlrECJdMdERs5bYlDvPCCv14CVJRqwTY3Wn4u+zOJdHk0jImlxTlqM1kug1WDcKOHM0a2JSWNPD8AMSRJA1WNj7uEYuR778YkmrNyYiakzY8FcnZXhG8V6SMhA8HKvYlpBQVqNtajed1soEWFhYWDSBkDzekrIpwWuTjBHrsZg/6Jqrfd9999EFF1xAu+66K1111VV04okn0nvf+16WLQIgZQAiZDrwXn0XhTPPPJMJnHohKte1aBQdMCMVlqTNPOqccz0SVe+z0PdmdGy6IgTKWKIZsqDnNWkEKWQ5r0sczXw2RAhljlbL92tcPpu2rYDMGPlhPDjpyQl5oSzqzDlhvD8OUTpN7kB/lWg5DksYOZKGc4OBDQgavge5KwvyBpLHkkfIIXMgbhnxAtHT8gpjB0ZJ7P5bcH+cNejXw7ZJFhbT+6w1+D6qDwr93j6jieH5btteFvMHXXO1Pc+jAw44gM444wyOlr397W+nE044gS688MIprffUU0+lkZGR4PXwww/TnIuWNdOYRgxO5xxm85gSmCxESgVlhxnpxpiAwDW9j3HvpWmG2lZktC6qmLN2Lyk5Zs36Y1wllQFGiKAlvYZGDlvN5ERMDlbwLHkeuQMDwWccFcPyrjTYqGDdyDHzxOfIL8NfliA61Rw0/B4SRUgf8UI+Gn6rto33jiBy+J5z2FBDDZE0/FsagYTOqbnPKtrWTaRMoV6BbQsLi3hEGA7pBkCq7Qy94syNlEvsVPOWLSws5n6OGZwW99xzz9Bne+yxB/3oRz/ify9fvpz/PvHEE7ysAt7vt99+sevN5XL8mhPQC8kCmsV67KBdGyzXLDNXB0lddlx8bWD+UMedUX4xcwNlvtca56PVrK+OdT4TH51UGMercrCq0bvGBipRhbZrZoANkwjlYijOe1mafEiHxZ6cIFsgYIWCyD0DqZLSRCZVIFf4TL6YzElTEJY04nsFJXFUpA7L1Zy6qGLh4XMVyi3spvvbvMemm5xZ8mcxlxCTExz81Sdr9bYuogRL6NmIek4aPZf22apBhRx+TRXtWIdF96BrwiFwZLzrrrtCn9199920bt26wAgE5Ox3v/td8D3yxW688UY69NBDqSORZNY/icRH5uMEEjE1iNQiE0oWFeXoVzNYnap1tkVjRMn8Il5BJMwkDlHrazeS2OObeWhR5D5Cohi1rhrLeeN75WyoRxPNV3XxcMQxboIijkwG9cmwvXKZ3P4+se1SiU1AGFKeWF2ZQ47ab9eVy2vfY33ZTKiANaMOKTOjiXHGMMGz323PbSOjmOnAXFQBWMw/RNzHse2w+LJ+W6JP7EZI1xui29qeGYCVMlrM6YjZySefTM94xjNYyvia17yGbrrpJrrooov4BTiOQyeddBKdfvrpnIem7PJXrlxJxxxzDHWFnXOcvXOjgQQa1LJmmqBLxSIay2AWzYywJUUSpzuLtqJeNCooRj0b1yOBJTlHutQ9GVdHS62r3vq0QtSNzFLM7enfRckv9e/UsqgrBodEFIx2Fy+iVCZdjX4hn4xroPkioobPQMZAICsycsZRrFJVvohtKVt9GXVj4HcgfJA21on4tT1S2kkz3DNF0DrleC0spoIoKbiuOjDNo2Kedb39U8ubecRTcvm1sLCYu8TsaU97Gv34xz/mnLDTTjuNiRfs8Y877rhgmVNOOYXGxsY4/2zr1q10+OGH069+9avOrmHWQDIWNJT1CsNGfW7+24xcNGsoYO6zxcxAXrd6g/LEtvLThRgyZZIhJlUx9vih5yBqkB5nsa9HEjHfECHFqVv3jZerlfEGgxREvUAsx8bJyVVzxHzY5kuCxf+WlvlwZ6T+PhFpK5aC+mRipWbemax/xsQVpE5+D4KmGXiEZrEj5EgtPY+dRMp0dOI+WVh0Csw2Un0mEdVPqFqK9RCVMxyZ3mDRFHDW2yNltJhPcHweDVjo8ke4Mz6bjqa0k2nTWa4zCEoyQ2z+tk59kRoDEG3wq89+6QNPiw5HRB5URw5mDbllrGww6jgaTTyYUVojTyKWvMStW65DRcaivxamI5Agct4YXBMRURsfr+62lFZykWgsNzggyFWxKAhdIDP0w8WogxUIYqbWJSJqVVln5HFFnZ9uJ2QWFhZTe3ZbiDbXJV8z0U5McYKp7JfoD/QTNm4bHBykThtHfvSG51NP/9THkZOjJTr96b/uuOO0mOcRs65HVMOTQKJYd1m5Tl2aWLMKNkwImwPUSBYaEcekDaYd9E0LxLWrlXt1HLHWyFBkZx8n2zUiuJG126LWEeWqGJWTGbGdGolPVA6fjFQ6ji9yyWB1L23zdUKYAhnzPBExk46NXJtMN+RQNcxAAo3Jk1BumYqQmZFF/Vi0z2sMUxrBkjILi+5EOyZ3G0yezSimGvW3sJijsMRsOlBPYtgolyLmd5HRMZlbFDSw0vQjaqCqBpNcIBdGIcrlr1GjaBvM2UfMPVMzgO8ERESs1P0Z5JqZy2oISR+VA2MdJ0f5o0h5ZL2Bhy7v0fMy9FwL3pfANl/sP38Hq2klk1Tfq9pmIFmex7lmVJL1zBAVkzlmLG/s0Y5Hj6YZropRDpXmsVupkYXFPEJU1LwezLZSex/lajsjqCdRBzqpP5siKr7Lr3asx2L+wBKz6YbZcDawII/8TUI5mG58EMzqa/WPAnI2jbbaNcTQYsqIHKCLLzrz7BokKRShilvWyP1SlvWRUbYE0WedlOnPg56LpshiaF+VJT+eHVjhQ75Y8WROmYhQpRYMBXJE/j2iaUysUsL8A9tRRaZBxHK5YDsoJM0ETEXQFKS7Y2SdOjNyZh5/p94HFhYWrSFO7h31rDd6/g1lTdCfNDJimg7Uk7HPwXbMJ4e8NuSYYT0W8weWhk8H9AGkRJQ1bfBXd6MzaotEWdzX3TSkVpq9ujIvUAPORkVqpwozWhdb9DoJrK21PKldPAiX97Zu4Rwrc1QmJ+o5MO6dyHsphqjWLXytmYJEPQ+B1LdQEJJEre4Y7u/yk5vFv0GmcL9nRakKb2IiWCYAJiqUpT6eQS4ynaqVMWrPvlkeoS4Ra2b23MLCojugt1VxJEotl2RdwT+lGkBOPtW8kq6zDQjaX9tuWViEYCNmMyTpqltXpB6Bi4JZGFL9jmf502JAqQ3manLKfE/YgEvC1mhbZkMdm9cS8Z5zo1qV23UbCZkp1IscdSrUvagCVPK+MPPJamqRRUlv9GdLf4aaNEeJNCdxhMwXhiD8fnycfEnMBDEUcsbK1q3kDgyICQ9ZOBr2+f6EtM8HsFnknslnjaNvAGSNgHJjVM8gtleJyB005aHdcs3nMux16GzY61NzLgLFjCHbri42sznLofZ3jl4vK2W0aAWWmE034gaLMQ1RXdOEqJkvM2cH9cy0dSsCpkfl3GyqOvBM0iCa5glmDlsjp7gpDij1HCA9t2deSybnQiemW/2HJiciyJYueVTXPia3TF9/6DeGJFRtJ1z3R0xaoHg0SxgRgZaujWaxauXYGBSHlgWpA8kiooQqsoa6ZkpKyYMjJV3Unx29tEBE0fdGbclcuCcsLKYKG4GpPRcJJn9DZmDig/bei6bxiCYvr1lujrRlnu/wqx3rsZg/sMRsOqEPpsyZ/ZiGx8yNMb4MLRdsJq6BU7PzgTOcmjmrrg8D0bp1sAzSVVsDyvi9coqLMCAJNO5NEqqqs1313M1rUjaXEGP+EXfvxZpdRBnr6PJE9YxEGajUvBe29W5fL9EEZJjh/C+VZwbCxtGwcrkqs3QcchAZgzMjQmZFESljOaSqTIL14BlBgWod5XJY7mmQsboz2nNoMNMVsOe6M2GfgzDi1C6zLJevkWvH7YuFxTyEJWbThXqzTnUanhAp0zqZGolX1AyXSezgHodBo3Rv1H/vZtKNHd10l0e1H4gmaNErkDLOXTMiEoHzo7ZfgZtdUNvJazpalliCOVOwA4GpoVEkKLRo1UQkuC/0e19Pbje3of/V1q8XpQ7WL9fpjY5W3SGxOAhWLieIFwhYELlTBaPDeXAsc+yRxh8gZWyjLx0bOdqNyBlcHDUS5pfCeWYxeXPB+bGRMgsLizgYEuhEE1uzNHE9F1UwFXL51Y71WERj69at9LWvfY3uvPNOfr/XXnvRW97yFq4j162wV3umpRRJyIgZlYr5Ps4YxEyodfJ58Ve5zclBrf43dncVgZINNwwOPMz0oyHFIDWbFYQL6+XIQEa8FBFTzpD4N6J3+DeWU8nHDaBMS0Ak8Rfb7qjG287uTc85jIikNSqGGtjZ14k0hxLdDVKju5ea91iwTvUdZI5yMCHu73TVjREoS3dH9R5/FQlTLxA6yCDlfvO9juck7rw0em9hMd9hn4laaAqCZozEpgV1zEwCR9w5JEdVUsZ2vCxqcfPNN9POO+9MX/jCF2jz5s38Ovfcc/mzW2+9lboVNmI2nYiyt9ZnsDSYETHdLrxRYxoMWHlGzA1Hs/DdxER11l+LxAUW3ohuRcghq451arAYjgZ4o2NcXDckyQp+k2aDV9fNcVQA0YFQvSfHIX+8GlGrc3DBsXRU3a5O2Y+5As0kJ7j363TQptxX3fcNBx76sxchMxaOZfJjVXcN36ey1UEDSJQr7acluVIEK3BexO8U2Qqiztq+BQSvatdfN4Idd7/Z+9DCwqJRe1dPmTBTqNdfRknRLSwa4OSTT6aXvexldPHFF1NamnSVy2V629veRieddBJdc801XXkOLTGbKZiz9gZCMi1jcBmKAkQNxDhaJQrU6lEDV8moFIK6TdI6X4tCsSkIlofRgRwkBlEt9V4ndTwQrlBl23b+Xf1DR4RC7j+iBnjPRXUbkxuWLmqSyI4hQ52yH3MFDTpj0/4+VIi6jpOj+VuxqehcNL7fJaES7+UPAomkJGP8DIFsoUh7mGzxvY3IMIhaKG/Dh0VXdTlF6KR8sVpbqDrJYhxE3Impe94sLCzmKZISnNlsQwxjsGAiq1GaRZfAI5df7ViPRXTETCdlAP59yimn0EEHHUTdCkvMpgtRiftxSbdGVCy2IK/Z0OrERot+kSQyKpIVcnnTtgUSBtLj9vYGtt3iOxAyWXfKF99zAVzNhIMHtxhEqoYUhE4OSKu7F9GYSJLG0i+3KAhenY5BySY7FklcKS2SnT+jtEQoclZDyGR0yygDgfvfg+GGWj3X7otyXwyvW4+GMdRzwF+KfLCATEknxoCUqRwy3NM5aZUv3Rcpo9zHxMSJXsNM5Zbp5jaRpEx3orT3mYWFRYs57rGuz7Pdhxnlfabq5NwpqPgOv9qxnrmCbdu2JV52cHCw4fcPPfQQ7b777qHPH374YRoYGKB24rLLLuPoXF9fH003LDGbDkTIBuom3RrSrNiit2pMpzdYcga/uv7wjFNAyqRUUc8/8ytFGQGALXg5NGjUB7zexKSw/449NqUbFxJF8aGMzqlBrUbYMOj1C2W5nqquPG5QOi1oV6Nv837ady30SQNZkNosth5Et/TPmSjhWoq/es6kMr6pTjpEbFezymfo5EmPiOlkTLe5l5+zKYh8z06NyuQmIHvyOcDsnrTQhwFkTb6bcW9GJsUnlQXNJczV47KwaDdUP530mdH79NkwAan33mJOYXh4mBy9X42Aj9qgjkOVBn4Cxx57LL31rW+ls88+m57xjGfwZ3/+85/pQx/6EL3uda9r636/4x3voEMOOYR22mknmm5YYtZh2u7QYNT8rblO/K3UEqmQWyPLpIQBBwPSxckCSwRhqMHLq2ibWllgWqDVitKsvPlzPScGxA777cB5Tg5mtQdP1Wpigqb+DYmirKWG7bv5PLn5HvJHx7jGWuiYpwO28e8MGDbNuntoCDEOpfo6zMKpQdF1Gd0NTUwEvwlPfjA8rcafmnhWUS+sX00yqHtcmn+I31YjYIEbo/xcWOhreZhM4EoNXRYTyXrmQ16GfWYtLGJRU6sx+CI84dU1z1jUeKfLYOuY1eLqq69u2/k9++yzmcAdf/zxnFsGZDIZOvHEE+mzn/0stRMgizMFS8ymE0kakgjJY6LlYyRe+nZ9WWw6ZOFdLIpcsmIxsK+vDkIdIUmUkbRQ1EwVpNa2qUvQzP0OrMD5e0UYpQmIHOS6/X1M+NjpcWKCXEQd4PKo5xNhjNuFDbLF1BEiWMZzUmv+Ua0xFoomAyBfjuE+KiPNZnQ6MrLG3zu1+ZLSkTEgWojyYdv6/QspLiYehgbJnywIcsYTGWHZTmxeRSsDEvu8WFjMO9S0JVqbmWhypxMJUCfuUxPwfZc8323LeuYKnvWsZ7VtXdlslr70pS/RmWeeSf/+97/5Mzgy9iL9pothidlMoF7UrBEpMxrXOOLGESgM/OTyuvEHkzDdhhbr0eqRBTJJLWwcKuoc4RoZNSvHA1Q5aA1+r3cIrhF5wP9ghZ/Pi3y3YkkMbBWZrFdQ12JuImYwoUsNmaxHLBNyMlX3syRqek5ZYEsfEdEOkUEFrxoJDqK/2v3pwAgkyPXUczXERANvU0WBg3wzyIcNV9JWBx/1aiZaWFjMD+g5ukbeblPr6DR04j5ZtA1btmwJ1SHbc8896c1vfjMtXLgw8TpAxPbZZ585c1UsMZtlRA4EG8HIReF1SKMPRcAQgapxO0I0CqYe+DekXSxZlHJHxX90R0ZDVhU161ZTA00P95rL8wBXI3g8qJUD2J4cObDgnywIZ8lyKRz9sJg/MGyTayS6prOiabWvr0MvsaAmGdLae0gQdTJl1DPj50T8KHxvs8sibPTlOlU+mTL5ACAVVk6MWCeUjYg8KwlxsL/R0bJE7mSWlFnY+8LCbDuj2oZm66t2caSqU4ARjhzlTHk9cxGwsz/qqKO4GLRyUTzvvPPotNNOo5/+9Kd0xBFH1P395OQknX/++SyP3LBhA3l67jdR19Yys8RspqDPXMXMYsUStAYNa5R9uJIphnJ2zIiYMgQxzAVUdMGUi4X2xSRmLOFKoAfHMq7xW5V7Iw0UeH9UNMEOPOcv6sz2RjkrBt+ZckSO5ArDDY4sc+MtJIUhUsZW+ZoRCUpQaHmUioSJ7XsigRlRNJBELKe5MzKCXE+HCNFgjuDFRMgjnqvEZjh28GRh74n5i7j+NspUo5Fyx1zGkrMpAU14O4pDz5HqATV497vfzQYeF1xwAaXkeLBSqdC73vUu/u7222+v+3sYf/z617+mV73qVXTwwQc3NBXpFlhi1mkDzTq1yvTldJfGumRO/VySHRA2RBsCOZgs3myuW61XueMlcoELyFy8/JD3WUVAHJlzpueieX7VIn8+GBpEwXaG0YjLM5P5kHGExy/5lEKOV7Eo3BIhLwxkjhp5kvmPutyWSBVu90W9PnWvqskEnuBQ0TEuolKtZ4Z1KDMQEDvsvypKrV1nU66rk7K6BG2+3Sfz7XgtLNr9TET1q/pnUe6MUZE3+xxatAH33nsv/fCHPwxIGZBKpej9738/XXLJJQ1//7Of/Yx+8Ytf0GGHHTbt12PdunVsLDITmKcj3xlGVP2x0FvNIj/u9ybR0nNmNGtxNZALfabl3oCcKev8IAdNka8IZzv5YXzxZ1m0Wr0C+WPUS60L+5OCU5Rq8DHwxD6IqAQPgGfTvnc2oKyNozrI+Yyo+0f/mwBcRH18vGp3r16qpAOgTxDInE2W1+IFx1Auvi6fHZYxyogzm+zAMEcrnA7geSgU+KWicvw8ptNiecNJMm7muqlCq/r9MxcxnydrLCyi0ErfaLap5mdx3zWZM992dOGzD+OPdr3mIg444IAgt0zHnXfeSU996lMb/n7VqlVTrlf28Y9/nKWQkEXWwz/+8Q9as2YNzQRsxGwmkETjbdrCRhTeFYvV2t6GrPLVQDNqYBcaDMa4zwWLNo6SKafGRoPHmu1IM4XApVFKw4KBs157bS4iasYy0oTCzkxGwhwYaFFfMy8ruPcwgeBI6aK6r5TNvSJapK2Do7aakyOWhWwxMMWRxh+ulAKXRE6k+ownKvB8aDOBTO5koXae0DDNP9R1lxMnofdJMB8mMDr1GK3k2qIb0WoULG7ZqRgYNfptFzo0euTwqx3rmSv4+9//Hvz7ve99L73vfe/jyNnTn/50/uyGG26gL3/5y4ns7s855xz68Ic/TBdeeCFHtFrB9ddfT+eeey7b7T/taU9j18hnP/vZHIXL5/M0G7DEbJah58qEBpV1Gp9IqaFJphpY6jckVAkbSX0QWZeQmcto5Mw0VQiienMVCTq1ENGYy+eiVWidtO7SGNTeCxaTkxCykDovD3IkTTpC5jXZjDjfXFA9K/7ta2QOOZBK/ihJm5IpIrLGETcZhQvKUXDemjC94XtdRZcbmH0krjtkMbswypE4blrUYWxy8MjrUHL1CMJubrObBqcWXUD+65Ge6b7fmnWNtPd/V2O//fYTk5zauO+UU06pWe71r38955/VAwxDEOlC0Wc4M5pSw82bNzfcn9/85jdMym688UY2I/njH//IBiSFQoGJ2rXXXkszDUvMZhJG5MskS5GyJqNBjJQa6j+RgwT+LhSB0WRacpvK9TAqqpb4eMzfxDWyIec8LeKhcm+047ODUe20WVKWGEE9vjr3X8j+XskQpayRJj1UpwxImx/kPXoid0xF1vTImSRlyhU1iIbhPudtpquCcVmIPa7chJ5Xpp6Fus+jHZwH5242zkWNI618Xt1MWuTJJl0PCLz6fSNSlnillrzNKcyEIUeEEqHuNvXPprJP9Zwk6+1nF7R/Fd/hVzvWM1dw//33t21dr3vd6+jRRx+lM844g5YtW9ay+Uc6neYI2ZIlS9imH/LIK664gv71r3+1bV+b2p9Z2ep8RYRxQc13CRqbgFhFzKrHkpqo9TdLyszGMGoQrDfUETXQQtBrpUkTBEvK6lyvetdiviGiBln46wYNtFG6IRhkqwgu3ivSpueOaaSMJYuKrNXIJ2UERE086EYfEcY8Kv8zMSmzCE88zWBkOYqQ6deqWVIWmpxL8qME7bSQwCbeDYtOhdHOJ0kdmBLqkaRG5Kyd+5BkPMTbpo5Gu/LD5lKOWauSwyhcd911LEVMko8Wh4suuoj+8Ic/cKQMUbJnPvOZLGX86Ec/Svvuuy/NBiwxm0XU2GXryfsJpIx1G+sEs1A1pCxpIys7/tD61aBTfdeIlIVke2KwGsgi5/uANBhYGSMrczZzvp8rdZ4iykzULfWgzh2W0U1o+DthQqPq6wURM90oRH4XlUcWfK1qlanC0qSZ40SAIyV6Tuh8vq5JoLVpgQzQmX4yW4+UNUsMTVKmDJWaIXaR4PsbUTjLzLoexuRT0D402/YnJjp1pIxxfY5uWJUk+tXo80bSRpvPOedwxx130EMPPURFo+172cteVvd3u+++O02gZu8U8M53vpMjZR/4wAfYpr+/v59mG5aYzSQauRk1io7UsdpvOLhXhaPNKFsjKYLRCAYDE21QHETeNFKmtg0DC325GtMGcz/m+4C0TqcUlr0mqBk302hhX5qq16UjMLIxJgnkOTEnK2pq/aFGGUsWMSEg5Ygw8MhkmJTpZjQcGcN7/C6bIb+I5VJcDL1ai0/ug5bvxqQsYtCuR3eS5pVaxN1Amjw66QCw3e66QbumE/fWBs7tkjJaCfQcQTudCJPkjTf6XB8vRC2XxE1Zn4ROuu4o8HKdHTVj84921DGbQ+YfOu677z56+ctfzvXK9LwzR0oSUdOsHmAQAkL1mc98hvbZZ5+aHLPBwcGG+3D55Zdzbtl3v/td+sQnPkH7778/R8zwOvzwwzl3baZhiVkjtGvgm8SRsd53SRqrmohYuPGLjF4lGLyIOlHpcGSsZjV6gWtR2DokyzL20Q5G61xDrZRB+CvNJdCXA7hm780kHed0uE7GLMP3VorqGyaYch7tvoqLyOqGOMG9qUd0OVoGmaL8riTPJ+qOKdt8Xa8Os4+MtLpPuUzKgq/UteJ14mB8UTMtxl1Ur7/GLo5Mzozn3JK01iIJUcu1CzyRVL1vA0gZ6pRXr0qOzENbcYsI1Lj0tpYLbjrVNo2kYxBzoqKVsZORgx9a70zJOdsIv02ujFjPXAQcGXfccUf63e9+x39vuukm2rRpE5Ots88+u+HvX/jCF/Lf5z73uaHPQfBA7hoRO+CYY47hFzAyMkJ/+tOf6Ac/+AG99KUvJdd1G9roTwcsMYtDqw1LHCJC/LojY822zd/UQSDnkknkwSAh4veRDVrMwFnJatjmWw1Wy9XIVlQOQyiqoz0UkRE6i+YgzznMBWK7pTrJ26YVe2j5qd7n+rMSE7WKGzDgL9fEi3Pj1NZX85VOtvTltf0yO/ggwqI2FfqtX1PCgbeBwuelArn5Ho6YhQYq+jEarouxA229jqC5jCVlzQ9a4+6bdsOMUquBZDoTJmcJt40JCTzPLMnEcUx1/yyx7360sW9siZRFbb+ZCeKoyHK9STdTkWPmvhvoFlJm0RjID/v9739PixcvZhKE1+GHH05nnnkmW+n/9a9/rft71B9rB0AGkWOGXDO8/vnPf9KCBQs432w2YInZTHZ0SRtcI9+MG1fV6cfItIIBppqBj5ilj4wuxJAyXtZ1KNXfR5RJkwP5Vr6HvJFt4W3GReLMyJi5raSN/HxDo3MS12lpeQBurkeSHON3lZh8xnbc5+bEg0ncIwazQX5QsH8ROXWKlGnLiT/Rs6l190tfXt8fREEQPVNkLFhUSBjxl0kZuy9WC7SHJlVU8fYEs9o1s8GN5MTTiSTRzW6IJNTLfUkYiW0JU2jHVJs+5Zwyc38s5gzMEjdxaoo4hCXcdWqlig1EbrtlI6IG6Qk10vxgkkX/zpC6R+1jB6dSQsbYFinjHHJl1IGIlioQDXL22GOP0W677cYGIXfddVfD36PmWBIgd+y0007jbZiABBIFrUHEjjjiCDrhhBN4vbNl/AHYkXEzSd6xC7cwixRHaEzophjajL/6LrQezao7anvNzDRxYno6TU5/H+fdwC6cc2b0SKI2SI57BfsZ1TjbQUT0uW9wX0TKprRziYFew2utron5agdiBsjKpAHHJySMqbCEK4YkRJ2PKLMP85hD9f0i9jH4jVqXVlclyCuTETNRRFoYeUSWuDCPuQ4ZiMy3nC1Mx/WfThjnLNbdVnxZJf9xOTGtIOZ3iPp2xDVV+2LRfYi6v3XJbh0DoUYTeUG7FZebXJMKoT1bst9PNGYxftMsTJmw6i9q0CCy1kmujO14JcUnP/lJlvHpL5hkKECa9+53v5sWLVrERhevfOUr6YknngitA0YcL3nJSzi/aunSpfShD32Ia33pQGTpgAMOoFwuR7vssgt985vfbPr87L333vS3v/2N/33IIYfQWWedRX/+85+ZRKE2Wbvwf//3f7RtmwgqRJl/3HbbbbRx40b60Y9+RP/v//2/WSVlgI2YxYGlJdE1wdT3NRGHhDK92FyvuJmlOCtoUxLJjZhsrLR1NZN/EQyeUTCXP5DW/JDPyYFpjXtiXA5RKwOfTjKz6FRoOnzVYSWadY+JWk0rDJdOF6YbgKoLxvecmlQIN/ziu3CHHHmvG9/X5jxWI1Sqnl8wewwoSaG2bk5C1kiXuZ5g/yBDM3ODGsl2tPOS6HcWYUSR2jptUTXXr30nMsr1E581W8NsutAJ+2Ax9Xs7uL9UHmOjsUXUWIEnJ7JSNq5JpxP2tXq71xYiVOcYeBIMKRnKYVU7H046HOkTbXgHh8tmEXvttRf99re/DdXpUjj55JPp5z//OedRDQ0N0Xve8x56xStewYRIRbFAypYvX8529I8//jgdf/zxbKyBemGqFhmWAam59NJLOUfsbW97G61YsYJe8IIXJN5PWNKPjY3xv0HGkNf1zGc+k0nj9773vbadD72YtQmQVHO5VuuhtQuWmDWCHABGziBFLFt/VU1cbK1BqtZNinBUNGfYYowGmgZmWjAohikC1pHLigGsmRMX17C3YmTQIbPNs4qY3L0oWZ+INNUOwEIykLiB/0yQALN0QjYjoq8w2MDsG/ZNI2g8y+971UFllOxQzxGrg4a1/fT1hXIhhbue42skTJ73UFSPP8uESFkjyY+eP9FxCexxJRo6DRFtnjiXDVxlp2t3+J7QCL0ibBhcxhglWcxjJJHXRn7ssLFQjZtrHSmimcsYqBRUWwbCpu7TqNI5zapstNIl9cZKep+gqyKUgsGJmuA2xxNqXNbhj9dsSRlBxECsTMDc4mtf+xp95zvfoec85zn82Te+8Q3aY4896IYbbqCnP/3p9Otf/5rt60HsULR5v/32o09/+tP04Q9/mKNx2WyWLrzwQjbrOOecc3gd+P21115LX/jCF5oiZvqyiLqhoPPmzZtZVjiT5OiSSy6hz3/+83TPPffw+6c85SkcJXzjG99Is4GuHQnDJhMX7qSTTmoqRNss9MFYU8Qqphh0zEI1f9Xgu6bWTUS0xMy/iZN2hQ8s3DG4vb2U6u8nF6/BfnJAxIYHiXrzRGlZbBfra2Wg0czgyEYNas+deX+gI9VyDs3la6SkzV6DejD3RftcyF+rL0QP+N/ZDOdn8X0KIqPuJUhl9RpiKhKmSR7V8Yo/1YFIzUAigRQv0jwk5hzVROKUoYeUxqm8T/V5XYmROqakcscZAl+jbFZco2ak27MN7byFSnGIDyKjaYHqoV3PQdQkhy6dnO1cQYvOQ71rlOTe1HPO9Zxxs32JeQb0UjbB+CEgObV1SZu9h8089mA7Srpu5stpxxRZykfud01enPq8xTHZjNvlt+kFQI6nv1AQOQogGCtXrmQ54HHHHcfSROCWW26hUqlERx55ZLAsZI5r165lIw4Af5F3BVKmEyhsD6YYahl9HWoZtY6pYOHChTNKys4991w68cQT6cUvfjF9//vf5xfcHhENBNGcDXRlxOwvf/kLffWrX63RgTYK0bYKDq9HFLJtNJtUl5TFuNapRle32haNmhyQmrKrVqJkqlGT20ovXhg4z7E0C4NlrV4Zv1f64mkkWe2WG3UtkkhMYqSzNfdnOwZsCfIRxHut85XkxcnBMKPIZEzcb6IeGKNcJh/PAe45GTnzUYhZM8YI6uGZ0Sq+7yP2s+lDCw8QQscWSGZqc8KSziQH+U1ydpoJdVxUdLohzycmX7hoNogzIpjIp9s+ylLlulG/DpQZ11ybuPt0OvY7JKvyow0aZuqcddh1sYiAfp9GtTdR0ImLNhlkkrQgkoZJFhmpNdsYdliG+23N+KKqDIo0JUoSFYtYrmY9TCBjUihMN2ddwqhUOtq5C8ZBdSRqcxFr1qwJvUfdLUSxdCBXC/leMNGADPFTn/oUywP/8Y9/0Pr16zniNTw8HPoNSBi+A/BXJ2Xqe/VdvWVA3lDwOZ/Pxx4DxuRJcfnll9N04/zzz6cLLriA5Zp6YWvIQXFuwStmGl1HzEZHR3kG4OKLL6bTTz+9qRBtW5LMZaOgZoIil2li3UFY34gK6LNianvid5rsyjRMaNQ5mx2D41J6p9VEKJSLuky5FBEGapAvgoyh0ePfxFiRJ0XCfex62U+7BmHmbLwxW1hzn4UipWL2NFLCqK+nyQRyMz/KlNCw5TeIGAiWGvBDsoi8RNxLuIfM+ygtl9PlgFJyE1tqIS63KO77Zo8xFJGrFmdXf51sPigcHWv8YZpBSNkjSzTbPYBu4loiaukO9BNhvxARxzXDsRSK7LjqF7fVX1c7c0lbQRx5jns/E3mUNcRPc9C1sEgCbZI2JPMLLVKtuVi938JyRm5vGrgUOiBmExOhaFkgDY/KUdciajqhU/vU0J056jggAed/GxJKbfvBJFawfxo5MyLmnSxnbLeU8eGHHw4VTYbxhokXvehFwb8RvABRg8shIkH1CNNMAUGTTsLjjz9Oz3jGM2o+x2f4bjbQdcQMUkUkHSKMqhOzRiHaOGKGULAeDtadW4S8R5vBrxM9SypXNGecauqYRc3MB4VNDblUxEClrtGHPnNfqVBq53VEBczgozCuW8336eutKa4b+tvKwF79zoz0zJWZ3umUEpmDv5jcKz06U7N81G/1ZXQY38F+X70P7kfMCci6eUEEFrI4HvBniPI9TPiZdE0WtWfH5VpNKFiO6FlQ2Bn3lpwp1Z8Lr2REcFq4X+o9l6FIRwOXLy5DoBwv68kWlUxIPU+e2xopS/J8mN/H/AYyZWfpYvL7eshHEj0WrSCfwycqOUzW3IEBcgoFqoyNJ9/XmX5+E+bU1Cw7Q5juvMEgR6hcis4zsuhaJHGf1aFPzHIbjfsgSsauAc+2qk8aN+kmyFGDycC4fTIixzELhaNhimBqx8xmYyoPTpdZaxLGjsrRnSFiBlKmE7MkQHQMOVP33nsvPe95z6NisUhbt24NRc2Q8qNy0vAXhZ51qJQgfRkzTQjvsW+NyB8CJjONN7zhDbHnDbltIK3/9V//Ffoc5iO77rorzQa6iph997vfpVtvvZWljCaShGijgEJ2CPXGJcwCUXXDIiVQMYiSP0a6HOkNYVTRWT0HrZlEfYOUsZxpt12IxgrV6Bhm20DO0AhiQA1ihvc4ByryoeXZtESqzE5grg0oWj0vzSAiWhVsV+9Ek5CZep/LvAXOQxoaEAQjkyFv6wj5hUIw4wqpIhw8+T1v1xey123biSpioICoGAgNr1pKZjnPTN2TmMWFjC7ONr9ZRETO4jpxfSa43vlRM7ix97/2PkzK/NYjKK3cRxG/cfN5chYtYFJWGeghp1ght1gmp1gmrzdLLq4Trldfnpx0ilJ49n2fvImJzopiN5LTxn02V6BPbOllFyy6GjUkRotSaQuFJ0vlZ6Id1lQ1+jrU78y+QI944fGWE78qaqYkh1Fya1PhoyPSll/tg7ZMSAWk8oyDfkH8xsMYRCmHZDpH5ERkhJOvRa3K7N///jcbWRx44IHsrggXRXgwAKgXhhy0Qw89lN/j72c+8xnasGEDW+UDv/nNb5jY7LnnnsEyv/jFL0LbwTJqHTOFv//975GfI0etp6eHAzOIKkKqGAeM/4899li65ppr6LDDDuPPkP6EcwTCNhvoGmKGEO773vc+vvg44e3CqaeeSu9///tDETOl4w3ZbBsJ3fqsflT0TK4gkBwkIWzBDKj8bY2eWxsQciRBW09NrpqZFK9MC+CMt8s6opJyWEQekiOkTUDFI398gpejUjhaJuo6adKGpGM2LYog9tOQ+8yVyFmj4zATmBVaiT4a73XHv8jtxu1P1DohTZQOiTCC4QhYfy9HWtyBPqKJSfJHxwQRQ57YxKQg9NxRitpfahChjD7MvAHxZUnkoElC1tBJUe1zs3K7OjOsjQgZ52Todvhx0Ut5bCkZbcZxB5LHWSQ3glyneeLFy2fISzt8PSt9GfLTDrmFCjmTZVEeY2yCvPFxvl6YUQ8NwmZCFtju9mC22pVp2m4QOVCS9rnQZs6HXGDAWC4yOqaRkJpcL/59hBuplPsJUqUpGOpNHDEZ0tx8I3KUo8w4aghXI5gmIqbRB39fHV8hvzgkY9dcTpXcMnRujH3vRMyGK+MHP/hBOuqoo1i+iILNyENLpVL0ute9jmWEb33rW3nMC5MNkC3U7QKhUqqy5z//+UzAQORQVwyBDdjaQ62mpJMwxvif//kfOuWUU+gtb3kL/f73v2cSA4+HRkDtM5AeOC/uv//+dY0+br311rrrgmNkvd+DhIJ0wZMijjeAoN54441s9HHFFVfwZ0iBQtQQ+zcb6BpiBqkiGDwuqgLqLYDl4ga56qqrGoZoo4AbLUqny4Mxze47CLmr2RslbNbs9IPfBg2HGpAZA7MgYTxmVt+YEdUJUNQgL5aU1WzPJ2fXHVhK5irCpSJmGLylXPLzOXK8fvEdBuAyasgDbrku1KJqtU5OEOmba5GzKMKlIyrp2/zOXF+z2w91rFGW4vVJiEJqSIT8HZAMLAJylpI5Yh6uncOdu18oBmUVQNqxZSbvIPcROW5i8qH6GT9HIDD6sknOYRI0I8OJOAdBfThJruruj4xEu5Bv6lHBmSRkEYNE5bbIbRb2K+WSl01Rpcclt+hRarJCbskjP5smx+vhfXZxnyDPL9h341mdqbytdpCb6W5XIqIc07ot/bzMRHTeIvo6RF2XOGhqhhoyZv425Vat4rXPSEaRoFTQf1fTj2L9Ef1+sB9qlwoFjqIjIq5PAMfJGaPImnovFtfrRBpRu7jJyGBbsl9xXdl/YFJP5PeafZlQNpQ5n7kbZIyzRcweeeQRJmGbNm2iJUuW0OGHH84+C/g3AALiui4TEqTxwE3xK1/5SvB7kLif/exn7FQIwtbX10dvetObuM6YAqzyQcJgjPGlL32JVq9eTf/7v/+byCr/6KOPDsbcxxxzDE0FP/7xj9nGH9b2Bx98MH8GQgUbfxBSFMX+yEc+wsTy7LPPjl0PIokoQt0pcPwEtjY6GUq0UsehK6+8klatWkXtwvbt2+nBBx8MffbmN7+Z88hwYRDlwo132WWXhUK0+L5ejpkJRMwwq/Bs5+WUdqRVvUbQApdEFBJFEq2WZ2PKEs3GKkmibLPOjyZCjawhZ0gh6XLNctEIjstGHhImNIyIiqioGVAqkb9tVDT2PDj1xYANjWKx2HjAajTKNTpxrZbKnEBcB93CYC3u+sdd25bvl5j9BTFj6VsPoipi7sZB5EvdNyDzkwURKcN9oRt1SEli7HHVyTGsu+/TcZ9EkQx9oBJD2EyHSJSaED91q8RUlz22c38j9pWfLZb6SJJcqZA3Mcn/Tq1cRpXlC6jSk6bicIZSBZ8qOYdSkx6lCh6ltxfIKVXImSjyRAw/9+MTLCUK6uWpYzExk5LdTkS9Z7vN+66XRgmiCCq6opfO6PRzNk+jZjUuhRF5v+xOC2htvJPPCxk4ovCFQq3bp5arhXaIl5HqmyCvNaKdS69cQZUnNgTLQiHjF8V9ZLZ/URO/6vM4tU7cOQpJEoMIsBOYQAWT4mYtS23MoI8lyn6Jri7/kM3fms29mk6oceTzfvEOyvRp46oWURor0m9e/NWOO87ZxsEHH8w11kxCiEDNxz72MSZpiIJ94AMfYDlnlJdEI8zG+U4UMbvtttv4wFAbrBHA81BjLK6+QqsYGBigvffeO/QZmDxqlqnPG4VomwE3VrJ2RDW6VQkaT5AyHpBhMAZDgGKFZVkcAdDkj3G5YHEkrdWk1sApCURRH0hpycEeEn+VyQIG15w35pHPM/5p8iFzVJGxdIocfC8lWTzg5H1LIM0KkTGjpk8g/Wy+TkrHodFsYDuTv4MOWHWW1c4+VkorvqwvZTSuAdcbQ6TM98kpe+SUi0Rleb8gFwnAPTE+ESSTR9afidkHPRdCL5xek2up7+N0IYaQRd3fQY6ZGgwrcsZ2/2JyxgdZ1Z+9Vu7vOgQ/kA9rdYv4eXcdbo/SSxZTeeOTgVmL299H/kAvFYdzVBpIs9mHlyVKT+C6+hwtC6Cee6wXdecwECyWQoO7eoR1PiKYuW9gGlODFgiUut9UxFmRMTbhUfejvS4zj1YilxH9BreJuIe4kLSU+DlpNkfi/jcqT1U30ABpQSRsaFAsL4mNssfHMixPZhKWJR9jAUX6uL5kNZ8r0jLfaAOUK3UrTtQB5PGKXDE8Q4jOybZN5h2HgEkwTIhL595uAM6OqkE21fVY1OL2229nyaYJfIbvlNzRdFeEqq5RrTRwGSwDZV7HShkRKlSJgI2gqoHPNBqFaFuCPtsDUiYbLjFQ0wwxlF5a6v+DmU00hHKmx81qHahqVM3cIE06EJoh0mbXahJ9tX2NlYWp9WJ/MDvOn/nVhhk5RFllWOCJZSBxVC+1Xo141gXLbWS0UVnf6l93kqlAq2iUT9YEklgNR20j0iRG374hVdGLkesdMA8ycY8uXMCdNkfIEEEFGdNkr9xxIxdJk7I2vB8iJIVmNDnUycdIcKYF2oxsvZxJ3L/KzUwNktNrV5G/dZsYSBVlfSEV1Wi3Zbqy6kdSvL7vPChz2HWxsnmLmIApTAoZY38fje00TG7Rp/SkMGJBpMwtCQmjO1Ei54lN5G3ZSs6CYfK2j5K7cjkRappJ98mQQYA6P+2IzLSYK9hJUM+AMFQyIr/1jq9Vwq7WbU50zYGmtGsRFQEzEZhraJbvGqkKpzCIPhgTLXim0TdzJKve+tVEDdaPyWHZDmGSTeW5Iied24ZikVL9feTJHGGeiCoVgnInNdbzKp+xQRtu/jtK0hjKUQvOm+h32ABE5rEzeeR90czGQrsUUai6QzEbUsZuAkgPxu3IT4MBCdKRdGzevJnqAYo4BIIuuugiNv8D4M6Oz/Ad8Oijj9bUXLv66qupk5GImN1///2BPjUJ7rjjDq46Pt34wx/+EHqP5L4vf/nL/JoqHOi9KSVmZ9TDr8/wRwy8gvC7nuOjGQc4mVyQrMv5KEz0IH1CToocAGszVqIhN7bF+mv5T9yIuutbVMOtdQQq14S3JbfLDnswYJAW2lVLfK3ulPqrRxMSkJJqQV0jstMFg66mMMWoWaLOJeKcmQQ9MuqkJVDHbJw7apBvtzdPPqStXFAcEwiIAJXFxEKhEDhlTVXf30rOV9vRQo4jBjXpdWvI78+TUyiT/6ToNEBUQwnrrZIyM5dLs4rGOcP5x2CLv873CLfL8QmqbN/Og7jU8mVEmBWvwIVxIRXWDlNuY4G8rEuVnhQ50j8AuWY4ZO+Oe4N99Z7YwNv07r1vZkhTjJw19FmUdNOIDqnSH7PZpqg2fbr3QTd7iPhy7rWr3YAYg40kv9MnyQLjDl6PmNBsVLaCyZSqBYnfQMK8eYtcpzRgMnLY0iuXizZeM2QK5IWqFJAul4xR8cSpNGocqw2peoicyUidUuKwpBF9D++rMpMKR814HZggU7XY5iZfmTeAIyJy06DIQx7Yf//3f9MDDzzA8sOPf/zjDX+PsT6KQSPHDTXbAETKQPiQJwfcd9999K53vSv0u2c961nU9cQsKlTYTHXyrgQatnRK+CCpyISZdKs02EbOCcOR8oGSdFuUumklPeLfYCZMNlAsg9QNOaTVtpsXswCB3bhO2uR26zWGweHU2OmCBIpBtrt0MXk92SDJmCrGwJllCy6HdoPE4Dqz59xhyHNhyiPmRKSs2YFmw59GJE7XW17T2dd0kFEmEBG5aWES5wtXPlwbZciBzzHZiiiZNOhI0mHHodGycXmRs0HIoupDpZctJRocYPmvs3WUCZCadGnVCMfcr+AcaaRMTW6wSyYmi9gtExILV0S2s1lK7bO7mFhhqWKaKr1pKg+IgV5qrEypQoUyf7+fyRwP1kolnjH34qKtSc77dBKBuMEu/xWz6aiDpybNIiNGM01UpmtbmtmHkrHO6PYt2iZpr7bz1WWVLI/bXyknZmdU8YPY7SkyFVjNq75VTQIrKaD+HIAEYULH88jbuEksh/GI1ifUlAFKeF9FRsr09ZjnAe2b9h2igiLqF3Zq5O80SSNvR77n9XS2KaONmDXApZdeShdffDHXJv7kJz/JpiU777wzkywYlrz3ve+t+3sUgUbgCOu5++67+bNXv/rV9PrXv57TnwC4SzbCn/70J3ZuBIn7wQ9+wP4Y3/72t9nkBOYpXeHKCOdDJNXBJdFTuQkSxx9/PM0FoMH0ynKGWk845eiTMcCMI0MGGREEzudIHKuGWV8tE0OVO51pIBJR0Fa8lxIwtM9K6qibbbCrkpJWilldB8nBmJVSK0q5lFq7iiqLB4QBgGoQ8VezyeeBagoNqdDBi7wGg7Dqg2/kq8mGNlSbai4PHiKiHZHf1UEUcQnlb4Vy9yK+F/8wVxoMZkP5A9IMBsTLAeHA9YYcD5MHkMAgOqZkq4bssd7+xhGroGCpcU5q1jGVnLJ6Biwm6YjYDudcKFMbLVk9tcNaQWiKWr6drNkGk422yPqCf4pnCESMJ2s417WHSRVHt2HGgtyxfJb8XIbzAEHGvJ4Uk7NyX5p8NFGIiKGc2qZRsWJp7AOZKg8AdZlivXMXh3Y8y3FlN+pFhIJ7UeTvKhkuzhNHdNU5VAPUCBl1RyIuhy9OBWHRdVGzGgmeVpYE7S2nSqDvTDJ5Kdt1jjRpEbKgJqQaN2jLM/mDXHBikhU73HYpQpbScumd+m7R0bsTQcrq9IF6CofjO0J2KaNmDG1cqaThNeWEmJx29kSvlTLWB6z499lnH/43PCxgbgK89KUvZfOOJAABg31/q/jRj37E5O24445je37lj4F9OeOMM2rqtXUkMfvpT3/KB4CidTDY0BPo8O+5QsxcWcdLhcyDpOsYJ6IaGHlkgQZcSghEsi+iXREFEtXgo1EDL4lRNX8opmOQ75E/RIWSKAAMDPRTZUE/1zESy/lcdDYAcmdUodxAjpkOjiOodRRsxuc6TtXOQjMKmYuDiXqzim00rdDzw4RlcITbZ9zgICKfAYMBd+GwSBbvGyKC7X06VZWHYGa1XA4KrJvHxANhyN60SFHV0CPY6UYH1fgcNUMWzHU1ylMzo7yao5nat/SSRcKtVJJUns2V5JWfu3YYHGmOr8FzmkkHkTFslyNdaDNgNoR2CT9DdBuTJY9uoBQmWECugdXIKfNockmO88nK91SdqFTivyCVtaYv6rhmBHHEXHwYWkb/G773U5FlGEJEr1vaHS7W3ivuL6VciCGmFh0Es91JeH24HS8LYhSgkKzdUxMRbNil57WiTVJttjY5WyUzDtHoWKC+0WXBHorOyzzjUC0xfcI1grDF2edHnht9slozEOH3KtddufzKcSUfI9pALbKn9n1acnktZhSQIMKYA4WgESn79a9/zS7wf/nLXyLLWEXhnnvu4ZyxqEBREjnk6aefThdeeCFzl+9+97vB5yg2je9mA00TM2hBUVAOTLJX2kTPRbh9feSOVe1pQ/bwyiK/Ub6MqSM3aksF60MDoxpUY8Aa596oLyukhWhg46VwkGJ5S4bIHS2IBhCEC7N0lbyQA7DVNy8pJFIYnLO5gMoXgwNZSc7gY9NSRmQQVVGE2g8a+3YSlI7FNB5jzf1l5o7VyyvU3itb5PSaZURuikhGX7wnN5G7eBH520cDd0GerdRIp+5CWE0Sr4RImh4RTjzLXy+3KO439dAo0mBuS5u5Vq5kGODzBMPaVUJqjGMCMUL0EMQNtf0aEZikhDKqthE+BkmE3b2UBPNgCcUx+/IiYgdHzDJcFj2OhPmTk0TrN3BOSmbzEEuEeq7fIgZa5iAL+aTaTLnaj2rOxgxFtutELkPLxM3QywEkJgcw+88k2cxL0/MrOzFib+4T7kG0pVHLRuXcWcw+Ek4wmWSlLqGo0y4G7a8sYq+cDaMcDPmPTtwgkZQpDDy5qi2n1xdt1RW6Xl+lLxfx46o7oyJkkqTxZDHaX44ClsjJSPdKOUnh5nNE26ljYSNm9fHyl7+ci00fcsgh7KL+hje8gb72ta+xEQhqpDUCZJCot7Z48WKuV2wGipIQM5TVOuKII2o+R7kDqAO7gpjB4QS6z7lMygLpT6ESFNvFYAaDl9Bg2JQMxuR2YbDK8j9tZlyf1XV0q25lJR8xKI+WujWOTKRQcDuXFdEwzk1DYbhRogVD5GeqtUSY2KH9VzJGRMxcWV8ERG58ghtJbzR+YBqKOsjtdxRmwlFumhCatdQHBA2kk+q+SS1dLAb20LmBaEDSAh02ImbBPYCOPjy4RZQlKDiMZHN8D4kfZrTwby6lgGiSzIOULn4tHGD4bxzMc9AokmCSMC1/gf+NGj48yBHfpRb0iwgZBvsw2Ng6IqzwjYjaVO8BvT1QEaAghwyRMVhHox3Cs4cBGa4d/vbmOcLJAxRcG3WMo6NU2TIS7B9HNLV7hAdnIOQgMvhOnwzSBnHTBjOSmyQCFDXwlZIrnhxS9b1yOdFuSTOkGvlVp7VDgLZPquAvS9uovvKhI9Gp53g2oLc3wRhAltSIsb1XEaCgPIVqo4LzKqPDysBLkpmAYOnQcsZCEzLFErlLFpH/6OOyNlpt1NrNRJf3MYlXpMTe2JeQ9FBN8BnPpd4OB5EyrquaFhNIjkMufof18UIYS4noGks2oQDqYPgwb2uDo2I71tGJgHuiwrHHHst+Ftdddx3tuuuudNRRRzX8PSJan/nMZ7iWcasAobv33ntphx12CH1+7bXX0k477URdQcxgQX/zzTfP2g7PGFCwEdbRGOgMyaR/RMpk6F/JZ+rmyBgDTVULrbqonCUyQvSBBLDOTFyI5On7YHSQKQy8MWDpzZMzKWtReRWi3l6qDOXJR72yckXknsH0A5v0HDHwkwMd5RLFBaYH0iz7gnmAIJuqLlmVWHY02jF4SDJLOp0w8gkbIQ1CptyucE1h6AF5nqxZ5W0dqRICJR3J5cjlGl2IlEJmJWUFWI8sZKys2lUEjQmO6tRlDhYTGiXdVYMJzd2zJSlKXGTMOCc8yA1mqmXxZZbFpMlZtZz8DU9yVKyy106UGp2sSgTxjGBQgP2EdbwuWYzKVUtKNrRlg0GX/Fy4jWXEAIrPpTD74Gidqh+HZ3KySH6fzD0bmyR/IE8OZoxB2DZtCtavZtb5mUUeqzILkvcAoqMu5KqtGJc0KzGdyvOS5HflMtdvUsYBsP3HbKmvZIGdShi088iOm9LOvDpY1erlRd1vnYRO3KeZQFTulPGdA2Oe0GSuJv9T4wn80QuFG9uIrNul6p7piJmsUpNpPCGrClDrjtOhfZZtcwQRqyFf3O9HR/7NcUkoH73GYEkeHybElIIBky3Yz22j5EAtEPQzWRExxMQS2kiLrsXk5CS7qSug5vDTm6g7vGXLFjb7mApOOOEEet/73kdf//rXud947LHH6Prrr6cPfvCDifPcZoWYXXnllcG/4Z6CmmawxEfSXkbJnyRgXTknMFEgKoxw8WX/kcfIXTBMzmA/0dgElaUlbcimWcvlaUZnDnIXKpioiFYUwVMI5QyFyZ5ar/471Cji2XEeRMMKvUyUFbIBLw0Slia3jCRcrUZJCgNohxxI07jxK5O7fImYtU+5XLy2MrItlP8UNOiz4bzYymCx3m+nYQDUKDexYaFmc98aDHrZuAIDVpUnqBl88MAenSMkc/ge10zmLzGJUeUclFsW8p6wHdwL6l7F8vgslyEf0R3UP0P0DYMAGeEJEs5xzyk3LURtVEeu3MX0gQfs3JV5DJK+VUJ7HRInXAtFFAlk0kFUSXMi84f7qTycFx06bvnRIruRYh/T67cSTUxUnUpxTnGeEAmUBiimI2VsJKbRfaNHsHQnMy6hka86boKE4dzh2qR88ntzbNDDzowbNleT5LdsFQ6LimAFEXnh0BZElFQ+Co4Fx2pIHJsCJESyXlqSZUN/9XPQKnSpNx8j5JwyEjg+Qe5AP082dDxZUO2zzJ9RExj8HsC11slznFlKhyFUgL3Tr8FUECHR42vIde3CuVf6s4brp2oi6lDFoNX69LZBTWhVF66WsKmBvJfUuni9IPwwDYIMGusuVl2aQ6kIRm6ZfgzxpyGmjlkdSWYo18wknVgHpNWQdKO25mA/eehbVBsv+xCMQbySdLDsUKC4dDsKTLdjHZ0I1EaGnBESxuc+97lch7gZgJQhL20q5h8f+chHODcN2x8fH2dZI/LbQMwgr+xYYnbMMcfUfHbaaafVfDZbVbKnBSzjc8kfnSB30UIRWVg4QG7F47pPldExOXBMIL+KGIioRi+YtYqSrQSza1q4X8uZaBRVw+CJB6gseXBFdAyEsy9P5UX9Yn0Z+Xtl+uFpNVCw2ZLcLzwwLLOBM12ZSZk++x9ynpwNNDMASCoRihtYJBlYRhCmJNHEpiOOMSSNa5PJ6+LARZDdRbVrqQYSiAZBLtIHY4msqIOV75OW7A6KA1aXB0mQv/dBfjyPo64oVAxi5vcMBuYxHJ3FsYCQybzEIIIj5Vo8WMC/sY+IzClpHRe1FvIdNTvK0STZKesDGj3HjY9jqF9ESpYvJqcg9mtyzSBlR4qU3jJOzlhBRIwRyRsX9cewH0yKVH6knMkNzE9iJkYiLl7tdTG+D4yA9ELxLBfNCEKo5EksX8yQn0POp5SZ4rxgv3F8ICI4J2iL5EQRR7LHx4PZaFXzLIAkrjxQLGnkuAUkImXN3rtRqDfxAFVDPm+U/6jWZWLJk7mtDkRQDgFIZYOoNY6tghwHbTKg00kZUGP4NN3nvoOubVUBUzWmabi8TvB0ibX6pyJl+vmMcEqM63vRtiIii5xUbjskadNJVGTxZwlTEWO2G/oxmus1FqzZ5wD6ecK/VY5ZyiVvZJtQbOD40N5j3WgfoX7IJjOImC3YHLP6+Na3vkXf+c536Oijj+acLsgZ3/CGN9BBBx2U6PzusssuHNWCtX5UoKiR3T6AcQ7qpyHgBEkjjA333HNPdomcLSQiZqbTyXwA129CZAgdP0wAMOjbsJULOHL0DJGGKFcgU3YS+qq2wQoXmdTyTfSCk3FmIuZ2dakUBi0YnEtnNx7cSoliaekApcZLVO7PkpdyyC3J2SscY1CYUv4Fgk5A/nVdjsTwoEHuS8dLGHVERZqayWuqhykMEBKdQ32/YyR9qmC0yidiORxIRqHIg38VPeGBq7RY5hpdfJ/kRH4liFI2zUQLNuwwkQARUzmJkPz5lKJKT5q8XJrciTKVh+D4R5QeL3FeAMtngnxF0dEqySQMK9hERpOm8GSIdABV9f6C2mp4buAcCHt/+QwwmcT+wwCjAEIJg4xe8od6yd24lUlMebfV1LN+jJyRUZYnct4Cto8InCzlwDPKytFMz89o5lrWIxnmTDFKZqgyF3xupMkOSCvIFEccM+T3ZMQ1QCkLXAcQMB5cVQkHBi3Bv2X9I8j6/NGxQOrEZBD3BGSZuOZS5iSi7bOIejmFRltmPhvBABhRW7TPgJJfS1kt5zwmzVucbUhyzuBoc5mfw9TiReShILCql9eu6P5Mkpnp3s5sXdsogqHlbSkVCffnEWUbAjKu/S5YZ8ykiW5tbyJkxqUC/DxJ43HUKXhOjBy0SBJlrDdyP2LkjTWf1cmBjpyUVsC4U/YP3PZLeTlD1m/zKxGu1hZdA0TL8Nq+fTv98Ic/pMsuu4yljEiVAkFrZN5x0UUXMYH64x//yC+TcCUhZgrZbJat9/GaTVLWUo7ZJZdcwqzWtLIsFotsNTlX7PKF3MslH7PSGFBJCYByDuJOVEUgEszw1mvE+POgTppGyKLyx9Q24vZbSQpyOR6oucNDYjA3mCWnUObBi+86VFzQw3JFWGs7PFhEY6dWImVvsm5Z8B7Hyy8xoK0OXmPI4kyimYFGTHSyZoZXl6ea24maxY+aIW5HPloTET52qJOFy7lDg0kP3kOSJ/OrgkKkrqyjs3BYDGLR+WVQsw5SOmHqUV7ST26hzAQsNVnmyQrcN46UvuLeKfemqbIwy/dSJeeSl4XUNUNuEdrxQUHIKr6Qx4L8F8rkjhcF4eDZUeWKiKiuJGcgE0js3jISuAjycwfJZE+OHDhJDgoDIiZ3xYqICPNEhEflVYs4QuZe93dyhoeDSYSw9FZE3EKSoqlEXqPImWG+ET2gEnl7TEDxbxDNASG75HM0USSCbFhFyypVa+ugGK2UxCl5qjhOkM4eUacOUVOtKHnTxzpbkuO4r+TMOYOJuyRxuP9BaqQzbDeB22tIjyHj5cmUEk8WuIMDPPGAnE/0QVyvLWZSJjFm+9zE3AdN1Z2b7UiZLqnV5XtK6aJNpHIutva7kEwxap1R+WPchtRuO5w/KvPVVDuHSDxkfwP9Yvuy6HRgWhYF45zG2eI3InSh9TXoA0NW+7ppipzMY6UFng0828iJZyMmj/xyCzmyMwhr/pEMIENvfvOb+XXHHXdwSa5PfepTDYkZiktPFeVymbd13nnncbQMADGDjPETn/hETRSuI4kZTtwLX/hC1obqAOPFd3OFmPFgSZEyNAJo0KQtbWqIRI7VZikziRvoGwg1ZHFyAUPjXdMgRm1LtzSXg04k9yO6wPKxob4gIlFYNchRMgyeUwVJyrCatCvst3kFQvrIkQVpDsK5ZXLAwwOfKcigOgaNpDb1vo+KiprLJcgDa7hvSSGtlIU00WUZmwPChZwvdGAy6ivcB1EDKyVyJiF19X0mMhgMuKUKE6hKPlMlWcUUuRWfPD9NhQUZShUEIQMRK+dTlN1WovHlGapkU+QhJaqIe4uob32RUmNlKg1mKD0hpa64x1MuVfp7qpG3jLj3IInkZbBvIP4giauXSkOOSmDMAXkfn9JRkSvl9ef4346X5iiTu/5Jlm8i9wrgnFB9wKRmteHe19xZjr425oRJ1IBTK1DP/5ZJ6yopnz9DpFKZfkCSh+MFOS0URAK8rCEI+TTLLI0clWBQo+RJMidDRM8wiJFF7GeLkDW1uF6Co7Z2JE86YJJBRdVkPh63VZA/saNb50jcGkHJ0tV19kcmAvMDsYAwh2FS3pNjB8euRsx1acoMqBOvrR4xM6NGzcDsX5XJhT4ZrI5fFYU2ImH81cQk12PksYBUCdSbNIySItYjX43IWZVwRUfMImufBRNHMlVDuTViogLPtXomWPLe2UodK2VMbgICLwvIGn/1q1/RsmXLWFo4EwABu/zyy+mss86iQw89lD+D+ccnP/lJ2rRpE11wwQXU8cTMV7knBh555BHWiM4ZZCQpU40dGgcMIlXezOAAObDRjpJ1J5Aw1gziIuqHhAYkBonT1xv6DIYPq5aTt3GTkDL298qcICHzKfWn2fwApKzqQSvNPjBwx2BYzdTjWqtoGbYvzRAYhq48OO7ZlpW0Q9Jjrisud8jsbPWOTnfGMmUqSY6lhX1WJjL8QqRU2g3zpIKUp7IUEPc2EqoXD5HXk+GIV2Z7kQoLcoKApUGeVEcpiHqpzyXqT1Op16FUoULFgRQTsIlFKSosSFGpz6FSL+4rIi/jUGZMkDYQMfjHjK3MUd+jk5SaKJNTQLSOmIh5+YyoF9ibFQYiiOpxdFbdeyXykU+QFSYYkPQ5W7aTPzbOkS7hOpgSOW+ILDzyuDDskVHdmlPLn1VmRv4a/FSTLtcMuFKCVGBWjiOWIF8kHFLHhCEJ58KVSyKvKyZqjkgDouNMRvnayQEiomdyMGYWjp1RRD0bdRc3J6HCkm+YAXBRbDlocyBrxeBVynAh20T0WI8odjKCwr4wu1HW6ShngWPcuk1EiWVpBM7v7XAoI4t5VwC4ThuhooEhswtzebN9CPrZ2hphepROPS8h63vcL7IWIpsZaY7S+npqzDdkRC2peVU9ctZ0Hqs5WY1hi3JflKQMzzomm9gQpC9TLcxt0XW46qqrmIxdccUVlE6n6VWvehWbeUTVFVN4//vfT5/+9Kepr6+P/10P5557bsN9wPah9nvRi14UfLbvvvvSmjVr6HWve11nE7P999+fCRlecC/BSVSA4QdCioikzRUEjZWaoVJOZwA6fxgGwO0QeRtsy1yKbWxN8sTrj0uMNQaAeoNruiiZ9cIUKfM3bxX7j4FqSpAt94ktNHLoWh5oq5wyXhcPxOW2MHjHv9WgGLPsuOaYhYatuCJ7vk8V5D0kldjNFFrdvjnoVoSq0TbMTjWKdDX6Pmq9SfY1BhwpGx4SxURxf0jJopCleiIvK5OhytIFlLr/MXKWL6LSwBCVBrLk5VyqYBdFGhRHxECymJThtt9SpomFWarkHBpfmiIXisk0UanfoQrSxNDvQ41Xkv/GZuU9n99QIhdGMqx8lZMAkNJunxSGI9vH+C/LLWVOGdfeQ5QHRjvSrakiawnqphn4DtJj74kN9XPDWiXtzZCyOBmjPiMcPMeuSGIHKYN8MacV78Yzh1luHBtmik1DBQPI+eQ8O1cWi0aOHgbHMrKiu7QlOubpRJL1m3Iqg1Aq0xY1e+5tgXrBCVw0gUiL8Q5EauECYXDA97ITEHBBzsS1dGU9O2VY0+ngaC2e53bdT8Z6QnW/Og0xuWecV1qn7lgQ/UoilQ99XEvKAiWNVESoCbrYNiDiOsVJGBu5C9fudnU94t/JJiiVgoh/C/UAJi5wvfkZl5HyBUMdXWDaShnrA/llL33pSzlF6sUvfnEi2eBf//pXKqFvlP+OQ1QAKQpIyzJrmAE77rgj553NBhITM+XMeNttt3EtMz05DjuPA3vlK19JcwY8IKoWPFQW9tzZq5wX5Oj09ZJX3iY6oCZQI2vUERFhibRSNyI5bFSCxheFJAf7hXkASNnIOG195lr5GzFYBjlzEQFkaRkMQIQjHLfhmK2XEgEmZXCxw+FC+lbxyJM63Mj9mG1oHUzI0rueXDHu2iUZVJiETv1O/xv3u2ZQb13yvkSEgDtiyBllLqCqi8XXE7On0nwjtXWMoyvuBofSC3qpuCBLxQFIEH2qZB3q2VSmSt6l8SWQFRLlRjwaW5mlSo9D21enycsQpSd9qsBkpkiUGfXJxa0CZ/0xn/IbCgEpw/MDsxlnXAyiYCJCo+NB3lOQQyb30/OQQ+OTLyMDylWMZ5vTGUqhjhdkXYgOwU5cRcfaTSrMKE+96xGRWxY5CFOkTJYgYMMKDLhxPIgKcpCSp4nFBBAXUS3Uv88D85ISR1mCAas5aG2BELUV7Vq3/pxxLo44nxW0S1p72Q0OhgzllGdE99Q9zd+BdKO8yfaICbEOhLoWNTmcLUJdT1VKgAmszJfq+PMh9xH7Gxh+1NvnBPnLpprGHBfwWEDVklRlSnRCHzOpGiJDjSaTG8B0fAyNeWImr+vWQ4McX6aT4G965XIqK1fpDiZmkDO2Yz1zEU888QTnlzWDq6++OvLfreI973kPR+C+8Y1vBN4ZhUKBC1fju44mZkiCQ2QMBOz5z38+rVixguY0MHh05cy9MglQ9cYwy43k7LHxauHeOoi1j603uDe+C7Th9QxAMCDbslXIFyBX27yNJWsjBywT9cqwyKQYQAvyJXJ+lIkD7yv2UyXdwvIcwCBf1qHifLtOnrHVzkvI0rudnXe9nLM6+xP8nAcXspB4vZlH36PU0FBAhEOSUbVuDH6kZIVJGRKjMRDiAsPSkh2fD/SJ71APa/2TVHngSWFgk++h7etgNCFWObbcpdQkUWEow9EwRLhy23yaXOBSZsKnwhBReoKod4NHuW3Ig5L5ZiWPI2yAi/sG9w8X98XA2SVnvMDPCyIDPvLEZOcfNpExzpO0fVfyHy6WjvwbELJSudbOfqYiPY0io/WgZvH0doNdGVW+HVuuic89GbU2nzczegBiBvKmIvN6odpmIrEKnT7QlcCAn6V+iJbWRBRnIFqWwIwpCdTsf2i9xqQb13VCBBkTLU3IM1k+N4N5hao+FxMDEMk2SUnVcQSSz9l2AW5mIlZrp+MmAk3zkOB3xjK6DDvuHKBsBhddh6IH4xVNxliz77oRSc0hxkfGTOIWtY5G76PUCPUIWrAeaXyE2pS0eVPschadD52UIc8MJoI6BgcHaTrwile8IvT+t7/9La1evZqe+tSn8vu//e1vvC9QB84GmsoxS6VS9I53vIPuvPNOmvPgnBwxi8/uZ6UypSE5gTQIpAyz/JjphrSqAVFJ5F5Ur+NsNCBUFvsqvC+L6/qLh6m0MM/SM0y4oIg0XgoYTHM+EaKDCAxigD1RErWoJoVkgDFZEB2ssmzuBiQdlEYZdkT9u57sNG57RvSEa0uhUwlmOzWXLbm83jGl1qwjH0Rbl+xEbIclUHCskvlT7OjGEjkZIfM88vp7yN20XQz8ZYTKXbyQ/KF+EfnKOTQ57FC5h6gwLKSMQHqUaHS1uH8yDwpShu+QQ5Yar3DU1Snh30XhooiXMhhREhrOkSqLWXT9cM1LobkGBq6JWZEXxc+YImVq9ne6BptR0tbQ1w2kPKZ0UR0TyDOeNZwbXWYho9O+JjkN3E8x+ZNE5uf54h5Jcv9GwZCJdfTkiwKiEDEmGC3nEjZJaFWdySmdL8PdNxTtk/viDgzwM8SmJk1AmMD0iN/NADnDPQgSpTtHYkIFdT+nsn1d3hma0OrgSYTIfj/C9Cvih6Hfx+anR/UFOD9of1WqCUqkQJmg+vIE0nvl2KiiXVG572LR6O/rnQ/1u5pjMdrboJSHdqyitIkwjXLXrSZCTcrO9v7g3WuHP0mHH2bLGBsbow9/+MP0/e9/n402TFQatKsgc+effz5HzjZs2FBT2uvWW2+N/J3ph2Gq/ZBfNpto2vxj7733pvvuu4/1l3MZwnJZDG7R2KVRgHbVUpF7tWV71aLZqA3SaCatph6Pcokz8siilg1tx5yN6+0VdaswW4ZGGbJD36fta0Ro1oFEGykZBY8d8txJ6eCIETeiHRzxKAtShk5cuTCWKyyfCaIT3YKkHbY8f0EH02BQ3pTsRPueo2SyJpebF2RJzWQGna+sewNUDtuXUo+NCFMDGcnkSIh2n6WQBA33PhBxRL/KjrjuFY8qw32BcQuMXAqLeijn++Ru2saNF886bhul0QNXcTRsdI3ICQPxKvcRZaEixKbAFUpEaZg7Qnk3KXIU0+OecFIsVig1MkEE8oVcMEgBiqWqE2ICcL4I8miGBsSkh+rJVKQWAFlAXqN8LpSskZ+bqQyKm416NDNTbi4LoiUJWVBcWzpkAi5cJkGmMSkCwgFZp0Y84ghTWxz6YlzdugrNytq0577ZvJlIaWuLeaJR+XMceVJ19TAoZdLdfAmAoD7fTBNuLRpSgfyyWVdCE/qgfbYnDRodS6TTYW3/Xl08QupnoG7UnP9dNRXh+6e/TxAyzjOW56xOW1dr969N1MQUlzZljnWjXTGGIsZO1H0fuJIuXKDVVO1siZ9HDv/XjvXMRZxyyilMqmCw8cY3vpG+/OUv06OPPkpf/epX6bOf/WzD37/1rW9lsxCYhhx88MGJ88ogW2wWf/7zn7nwtVkqrCOI2emnn04f/OAHWZN54IEHsjPKTIQeZxqY5XcGFogHf8GAqLM0NslSMB5gcx2zClXgDGTOAMVIFSK3I+UJkTlkCYFOHDOSKCzM8jTXpcpgDxWHcyLygbJQBZ/SkyBgviBl2i5DguYWSuRMCiLGtU5kDR2QsmnJ3+kWxB13VI5RHSgJDhNoDC7gjsjJ/iicOSEssCcLlFq+jCUa7ibI9WBxXOL6VdzxyXWpQRsG5KlFC8lfsoC8XhhleLIYtKgHNrJTD5XzDueHIcLFpBskfu0qJt+FnZZyDtnWPWHyAsLlUKUH94pD6XExS4dcMrdM1LPF5/WUezCRgEhaiYk86pFx4eYtI0FhXHYGbHA+mIjBjRDnYMkirWRDNb9R3IsijwjyLZ6F16R6bXF8MydUZNJ88G98rpF104AnOJ5GA3vOMfHZK1ENuKFAYCkx8sK2FpiU+pu2BJHG4NlTq5iOAak+KWF83m3Pu3A1TL7PwbUMTEJq5V5BCZOIeyD0GQI5SbdtljdRBYhDtagqPPGi+hdVv65ZhO8fmhHwc1lPidDyikWNro6HRkoR+eHzIXPjwovVmoLFRaf096qGoZrMMyepYI/Pk1opWX9VX0+SicZICWWjQ24gQayz3UhCGqFSQLvIfRfaTzjWajXPLLoTP/3pT9n449nPfjaX23rmM59Ju+yyC61bt44uvfRSrmdWDz/72c/oF7/4BR122GHTvq9wbYTHBopfdxwxg3MK8LKXvSzETpWNfqPQY7eAZ2XcLBEiFpjV5oKmmMH3iOBMCIkRCoE20zDUMZpo2PiZg0QFWEfLXAvONUG0a9kirkMF63MApCwz4VFqskIpRMuKZZa0edkUy9BUpMxB9A+DX3kNQwPDLhukNYOokgQRC8VLSBrkHAk5UUY4WrK5g0vOADpSnwfjzvIlTG5SKkqJnCxMAmzdJvLL5GCQid3AgPiLFcE4YsEQFZf0B0XCvQzqjuFeIcpvrtDoyrSwE8etO5xnMgDzjeKqpbR59xxHyryMT9TjEW1Jk5f1qWcjzD+EvBFui7kRn3q2VsgteJTdKmrfgchz3TEQsnKF7bx5sADZawK5K0fJViwjbzBPHpdpkLXMMDkAgMhicFEqsxsoL2/U+WtrNEx/vvT32rriJk/MekWRUh31Vtt/nkyBq5g092CZJpL1cQ71/MjphD7YVfd1lz7rGKAit4kjiI3cS5EDJSOXNTmKxjUMcpp0WaohVdUnThLtqxbB4ME2IhyoV6dHP6WhDxsumTLVTke797Wbjt1oP5Rhifi41l255ncm9PvOyK/jCT+NlCEnmVUHkpAJc6WJZJOHyjGxZvPRk05xMsdmTUKS1EFz+/PkoP/cNioUBrJeY6fDujLWx+bNmwOig6AO3gOHH344nXjiidQIq1atato8pFWA48wUmiZm7XBB6Qog8pTNiwYO7mgYPMFQQ0aT8EI9mciZ5ji0KueoQ+g4/yDXw6QMeWDuqhVUyYniwEB6QhgzCAKGIr7VQbMiZagjxYQMN56sDRXUP5oHCMk8tJy9aqK5jCrgdJgufeZA1iBkHKHq6yVnoF90JpkMFdYupNRkmVKjBWGwws5yKaIe1LByWXrIn6VgB5+VdVyEEQ3XJ/MqnBs2uXKAyr0upYo+uyGClHH5g+E0/922FoWhiWuPuSWXJhfmafiOChWHe2lsRYa27YxlMROPkggijyy3yaX8Rp+y2z3yJh2Rl1iCHNLjfDK3AIJWEvuIZ0MWLuY8tvHxhgQX96q7fAl5iwapwsWVkeMIZ8eKqJ0HkxA23nGFq6Au99Qt302iHHtx6+QA1vut8XmjiHZw3HVIujno4XsLM7+IHPIHjihDMd2ImWRQeY9dORCW4CjywIC4F2OaLx7ISmv9emQ1GFBHmMvw9ylj0JzQaAOkEIRQtTtsYKLaW20SBgPqrsnpnS+IaS8a2uBrv42dhI1rn8w0Bz0fVNUxAymTA1S/Ny8mWTlXtbU+vF47FyrXU7O71dQMff/rjV8aRelYCYQ2Uk2QYwITucwgoKiJ2cGAIyOni7RhPXMRIGUotbV27VrafffdOdfs4IMP5kja8PBww9+fc845nKN24YUXcpRtrqBpYvasZz2L5gWQp4WBJ6ISXHUekYxqbbPKlpHqwF01fnojZA7WG0VY6iHOhEDWcgEQWUmtW8MRiEp/hgfTpcG05rZIlBorslzR68uJgTWkY2jgYF0ui0fjuELJ1d2OhFGTwIxDH5wqN0zlXKUkTxg8ZdLkLltK/tYRcoYGqPLoek3WlBKkiv+myFm2WOxCJkWVgR4usqwkGChpwGQkhxwx5KC5gfEKRz9lVJqjbSBlUqZYWtjLhZ4nF6WpMCjywyA1ROkD5IKVBlOUGSMaW4X6Y8JYIv9khSaX55m0FRY4REsniEq4v4myG9NUzvvU+wRRz1aPbfEdOW4N6t7hHKAWGiJlqDs2WaDK1q2UGh4WA80G90x6xXLuWLmwNWp2SckeR4nSrpggGJ8g78lN7ChW2bQleLZ4gGo6B9aJYtW9/vrzWG/Q0CpiIm2QMgrzgmpeqleskCuftxkrxqtL6erkOnUzFKmqmSiQzycfPy+XrsoEI3K/hGwsehui/a+ut+EkQLBv6SAyhkGncroNDBdku6GkuxYdgqm2E0nGBhG/CWSCskB17SIymov7GuoL9CPIO0beLybOGqlBzHXF7W8dYhnKPdMluhHR6NhcMmOSiJ9TWd6Fy0WAiGHbaiILgNvw+kSHZtGBgHwRDojgFR/5yEfoqKOOov/5n//hOmVJikMj5wsGICB4vb29NXXQVARuzhMzYOvWrfS1r30tcGfca6+96C1veUuN00k3wwchQ70kLm5Y4UEyNz1SahZqePTBXSMzCPN9XK5Sgxwm7ryl9IpJwqIF5OezPMBF41VciFlhadQwVuEIjQPHRUhO4a6YywgJ49ZRjv4hL8jBTa2Sq9s9WJ0txElAzcWMY47rzFh2lBVknUkZOkIlaU1ledAFh0R/qI/8XIa27zzAuX09T0wwIUqhoDJ+i5pV0lIe142LemfkvZbPkVNwRPFhRNBwrYeHqLhikMlYaTBL48syvL4yUh5zmJWDe2KKyVQRjyFWlRf5Yer9xJIU5TdWaHJBmiq41JtwfxNlt7uU2ww1o8PfF/tdYQQCTf8k7hf58uVzAUIF4ohZ2kULRUepS14jzjXP5uZ7yFvQL+5REJUc9he19FxRRw+zvIhGOy6Vn9jQsBNvSjLTaHIkoXmPSQSDGWLDAdCcOdbzQdR21D1WQzpnALFmAl2YW2YCRMcdGhR1+pQhAnIyIQ/FsaloeCYjcj25HY+WlTXKzVGTc+Goo183YqzaGhQF5/4F62BzAzXxUyeaN9eQ5H7rhHsy4vlsdK2T5E4lkRcG2zKeWV2Cz7nL61byfYO6kzxGQT+jzMmamRw2cwNNiXNMDr0p0Wx4/HVUD0G0Wk2GcnsqJvFoRKRYsOkV+qMOhvTfast65iJOPvnk4N9HHnkk/etf/6JbbrmF88z23Xffhr9/3etex2YhZ5xxBi1btiyx+cecI2Y333wzF5jO5/MccgTAbFGMDe4oBxxwAM0F8MAZE5aIJgEwNRjZxnbXbFigIisRMpeahitpJC3qtxHfhxpAHmAIW/TKQJ6JV2FRVgykESUreDyYd1HgFxJFdgQUNZNg3OBtfFLMtGGGVtmZT3dHGBH5mNbtJYmK6BLEwJK59nq5PWlBvmTNsNLiPqr0pCkHDfzGLSgjT/5Anu+fsbV9Qb04nG9EJ30mW5CRVrjzFOSkzMtz9BL5YJjBz2eFfGNwgD8rLxngZXk3yiBkDrtswtwDhAk292WUr+lFjTqQNZAoH3yPt1/qJ0qPOzSxWBSM9lNE/Q+6vBzeI7qW2+pRcRBySDh4ivsHRaezUGBuL4t7piANYuAYuH07R8tY4pvN8Oy/boudQp4mjzNdzoXzBnqYlFXyyNf0hUMhImXIfYSJCCzfZVHp2IGEltNTvbyt9VqhgVUTxKje9mLtsesMyIK8qNmMICeZ2W5mM7Noua+cCHliA666uRxHer0nhOU6voO8mF3rKvXJV5IoZuREVsT5Yxkv8iofe5wjcUzI8n3CWAoRcVnzL4gUzzYZmQkkzf/sQFKWtLByIyRqv4z7SY94g8Q4O68Vqhc0NT1QX3g8SEWOYlOlCvS+Mmps0+RxxOacxbQvQQ4djkt3v1MlJfCMDA/yRIY31EtecYZycVuEzTFrDpAjrouQJO6zzz5s8mHa2F933XV0/fXXB/XHphMzSfrSrTBcGH9cfPHFlJa1MsrlMr3tbW+jk046ia655hqaC3C3jRFV0Hj45G8f5YETF/dE46fc4fSiz40IliFvil2uXkNo/g5EIZ8hZ+liqizq59yf7TsPUrqA1lm4LabHMIPmkbtVWvwDkDCigWOpJmQ1k+Gk4unuCJucNZyWbUZ9r6QaEQPKQGKkamrhM5z3fJqliYVlfZTNpGhyaZ62r84wsUGeFtwQM9tUDTJRzNtLwZDDIxfRs3SK/J40RzAxeHQQMUPHKguZQ5oKIH+s0uNSOe9SesJj2WJhGJEmsepKvyBlpQHkDTpUGQA7Q24ZcrhQ9Nnh6g98mAgawHkfEsYRWOBjX32qZAXZg+EHDDnwNyWXEwVZSLgwYkCbyVBq2dKgcDXee5s2hwf2snYXyKWfS1OlLyscI5FXBvdIqG8KkDGK2l1csw3PGM/6QtoVn8/RLBnTJar1ciTifhv7ecRzHpULwm9jiMqMkbKYmfeOHAxPlZihdAgGdoiUrVlB7mMbWEpb2bBRTLrA6RQyRb2+kyre18qxx0UTzImE7aPVvFFM8oE4Ip8ZfSmUC9uk4VIXn/+5jnqOrFHW940cCxvJsXUbewVVvgZ9UmqXHYjGC6KvQJ1KDCBdlETBhFmW3GwpuXlM3LgloaIgClH12PQyMWK1at9kekbKpcpeO1FqdJKczdvIn5wUOWWIkGGyPJ0i98kRcj0r950PeOCBB1jeaAJ5aRMz1H92tPkHImY6KeOVpNNcjwB6zzkDuC7ClRGz+CiuLCUyovaQX63rVWdmOSRnkvlKVWtmim+Mo6Jmmq21qHMjnIlgNe4N97Gb3fi6ATZr4IF3AXWmfGEwwQWjCyL6ompbIU8IETTpCNfs7Fi3I25GP66mkTkrDst6nFOYYWzbKc+kZWJJhop9wjADpAzkLD1eZlKV3iLrEFVQbwZEhMjrzXHeGQgZyAmiZkriCFTWLQuiZDDIqGQcJmYoCg75YnFA1B0rLBTkqbiiRP13ZGhimU9+yqfUeIq8PJwO5eAQaYW4rUsgRELm2LuhzEQJ64VJCO4dLytIGPafYCySdoSxiOdTpb+HUrhvhnJBjhi7J4Jgmm6FCxFNE8dUHuohD4MGrFoSVJejckImiUEqO+QpMocoB58vQYT1SYNqLmDzDWXcIKre8ub9EbpXcEi6nFnbP2NFwlK9Xj2iGUAsKTOj2NO1nRkC14lDWws3VESqly8mZ/tEkKcDWWMq0x8URK6JarZ6XaKiAGinpTEI9yEwA8IEH9pjTI5hwCnl8nph5vmErihqHsiSa+uURf1bf28Stqi/ybdfJTjIK+e84v5+drYVCxC5aDuRryxf4vw2dlmU/wiXieB11pLKKPIZv+t+3d8EOdwyNQOOvc4/7xP5l/y5Q/5j66vPNiZdMKmCdJMOho2YTS8++9nP0gc+8AFW7CGqZuaYtbN813bUY+xUYoYDfeihh5ip6nj44YdnzLZyJlDB7L1TW3tEzEbJWlJoICJm4oPkct0URJPIJZXahQsPV8kBk4J0mtw1KzmPCZhcDikMBurCfRED3vS2SXJQtBZSBqXPhsQR7neFYoiU6YYX82FggByUCoogx3S8VVKtOhFt5hslChBB9T1KjxQovzFNY8vTVBxwKLfNp8yoOP+Z0TK7DXKUCQMwXDfktJSkMQHssDFodF2OuqGDxbVB9AxErTSQIS/jUGrSo0o+RSWZ+1VKuVTsF5EwTPKnx0S0DO6KiHg5nkPuREqQszHY5wvHxR6oVouIpIqaZPgt1l1YmOboGOSNSgrJy2HuAfcNeCSiWsrpICWfc5bLwjQGJjPSyVLKP1O77yLkjjgWuE1CVlP2qJwXnSzkmJUsHCURJRQ1zFzUZNs6IqLSuFdlUrvvlauDCbPuVoKZXF36q/+tZ+1sSiWjBjOmTX6VlGnkLNiv2kFnUER4NhEnbezydoDbSkSicH5Hx4UsWJpsKJJUkdLtKLJcI1WfCpSJkIoUYFITTr8AyrGMbCNv22jnE5NWUEeyxudF1STs9GNvQnHRiLCZ9cvqRsoi1heQssWLyO/rEW1sNkXl3rRIW4C5FOcxZ0Tuohys+hP6eMSMWFVNZ3jyWU0iqwLlKcgjyyKyG+Q/Vg1zkhI0/dj0ZVnaq8ZJK5ZR5b4HovO8laoFKh/XqaZfdCisK+P04oUvfCH/fe5znxv6vJnyXZs2baKPf/zj7Di/YcMG8jD+mGUDkaaJ2bHHHsvVts8++2x6xjOeEVTE/tCHPsSJeHMJkbNKUuusol9i8KXPfmnfm+F7Y9YoaX5L0Hgqww/kOK1bzdEWRB8gn+NBfQV5OxiY+5TeXiB3myBlSABmRyN1DGOT/LlZE0VujKYFMz3QQ3K9kfOkI8hlivypuDYclYQpgLrWXMtO2thL+/ryUI7JDQgUSBkIDrpBfIbv4TTI+WQgOIjCom4Z8rQ46R+syuXrCNt4kJHyIPKwHCr1oaPFOUMeGXLBIC0UBAsRLRh7oPhzqVfOkCI9rQjyIwgVty2euO8qPT4N3OdQZtznPDIQMrbA9xFtS3O+GqJlWC87MXJvLpweffUXxAxW/FkhRUS+GZLPUuOQNaaIiuFBBKJdWA6TGMjBwz3pSdMPlgcrp0LIamVhbJiI8CBAGtDwNejJcacdSHf0+lKak2YzOQ/6esxnMWpdDWe0I8w/xD0XUW9Hfw5wD3WCHXrcZFG3A/cMIrbjokgz6k+6cKozz7mZR8pOcPgM0doWtmvkq+oudZh84KLxaH8H+snD5JAa6EblInY5RLuZ47+KCKvPuf4mzrWSn3YaOYtzdK23bNs2HUPK5JgDE4uIuEIN4w/0ULkvXQ1qQSqOOSy0v+hv0Peoe1BO8qq/Lgyn+DdVQsYTZwP9whUYn6udQO0/nvDIBhHpwBFS7GSNIqje/awmrpgUQiGB5+HJTVS+9/7432rqIf28WMxPXN2G8l1vfOMb6d5772Ve0ykGIk0TMxAy7Pjxxx/PuWUAwocoBoew4lyBaHAiPi+XqoTMnPVSNtSG5Sw6d3MA2GiWTHc10hs7d3iI/EULxGDY96m0pFdIGlFvil8epcZKgpShNk4BSUOoiwWi4In6JrjxmFioel3VfW0bgdINT2YBKuk5dHzavrEcFPWEIMvTE/yVNT5m42REVMlXq4Mn4Xbl9meZAEOqV8nmmBAh2qRKFIjrgoiSnFnEDD6eGX7wXXLII99Jibwz16XSYI4JGKJTIGNMiEBsciI6Bht8RLRAyCBFRIQL0kN8V+5D5MylicUqJ8yh/HqHJlaABAk5IohZquSzJBKkrNSLyJvLxiGcf4afYeLSl7lfqr+V+4F1IBpHKZ9cOREA23vIZtAmwKGxjBwe/AayTAwQIM3kiJuQQiLHDKQVExwYTPBn6jwhqrZkkci12QqjHYelXSqR3swLqxfxqhcZM4lWyPksKh8iRn4U/MYYUIa2xzXqMDDSP0/NeG5ZDeaK62od4PnnAs04XMz0w2QDph8R51212ynIC3lGPuG1icrB0f6tJujEIj5V1m8Q+4T8MkgXJyarEw9zjJQxVJ9oRIZV+8v/hhlLby9VZlAqNBVZqviqHVZ79V0Oo7aNc+kODfAYoDKUp/TWcW5H0TazJB3tcMphQyUGomUgMuUKuVKJAFLFLo5cf1JKHtGG4xmBqRXGBiBlIMvI91WTC0rJgH1BLrBU3OhqhlryJH8bMa7gcY0sVwEHVcL1rzf+0PI1g3FUSzMnMwfryji9eFYbynf96U9/omuvvTaxgUizBocYG1155ZVcDHvaiFk2m6UvfelLdOaZZ9K///1v/mznnXfmGgLzBUoOoxoQfdCoy67MNiMpGePP0ADne4TdrXQoQs4OF49E4+p5VFgxQF5KRl4QnChWhJQB9aBAylATanSUG2EGN8JYXpA0JmZmUdRmyFmcy2S90gEzhCAvELK8gYHITp8HBP19olRANiN+o+SMME3EzCDODV7otHgaUphasOU2Oq3JMrkj41TO91MW/irgeOgcJyuCdICQsLTEJR/OjYiW4frB4ANyEwf5WymWLZb6XI68oYN1YYXPOWWClIFswUHRZamiIGeImuEzdn3ELhWwLhHtQuSrsAh29w4NPORQsZ+oMOBSKS8I2kS/y9JLRNoqIGYI7hRVbplwe8T7SlbkkVU87BsibZDKElVkPkPax4ArwzO3zoSU/vI5wn2QIi8LSaU4TkTPsH4RSYOJCe47sU7IOVVtN+6sy6WGhCoJOVO/U8vWg5nQH/Xv0DrquK+K5TAgQWSySt5EfqiQIiOSMyOIe57nIhEwwGoBDCwhJWZnGzQIhtRck9J5Y+Oi3TXNYeq5WertXZSzo54fWfaoMho293BAUIojNBeBY8fkiprQDOT4vb3CBAXPAyTMuoJD9auG3HFOoQUzDT5nC4aYPJWW9nMJnOKyASZlxSFRKiXtoC1NUbZQEZNikJsjQowcYGmIw+MBVfIHkwSKlOWywmSDuzB1T2ttqzI/cPT8s5hIZ4SrsXl9eTIiakKigZlaTTtd6XRiNvUIzFy1y58qrmlgNnjEEUc0XEezBiK33XYb57X19/c3XBaSSgSsCiptaDrrmAEgYki2m6sQTkjxOV9B5ExGQRI7nUU0OjqBY+tbNZDExUQnBtnCQL8YUGBQD/e/lTLPB4P4gicHzJ7IH9u8lSMO7MQEoBFmK2ZJyuBuAykJ8ujQ2CsZSchkpEHB1CRuklHWuzMFfZ/NVi0gX+LEu4P97LDojo5T+ZFHg9+j41BSm8Cul38go5jooHqzVFw+IKSE7HYIUwuPCUlmO1gUvOYFCXOKFfIhh5QoD+b4usHZETlkICyQK8IlkaWFbPIho2OYzNworPddGZVjx8eREpUGM/Tk3mkq90u3Rbbnd8jLSbniAmH6kS7AEZKo1AeyJ+6x4qAgeSBb6i9vEyWfOLDjkJcCkQRZFIWqA4JWAYFLUYYjYRjsyrp6suaMl89onTmRh/OG50dKGUHWYI7CRLQo7munLy9ma3k9Xn0CVi8iG2NmYeaZqXXr3zcicLFEzUBAzlgPWt2HYEAy26Ssy/PIGkJGt0WEW9SKYyIAyazKs9HUCCAKwjFRFpzWz03UeYpy1427H+usqzIyMveMMhQ4/ygtovFyMB88P2gPenpFFHEwepDDzyN1CHSJaquRM/Xc1bHgj1onZPkgZf5gH3l9OVbFoN+uDENlAXWFwxEx3O5oNmHW5GIsCIk4+p90mlL4nicaUUfH5UlJuJNC7gtARujCJ0DJr1FDE2MHKeUPcn/RfivJed3j1+/RGFlwKzb+oY875u6wmCJQKLqnp5pyo+OrX/0qywxNPPvZz675TJciJskx+8pXvsLFrZFntvfeeycyEEHq1tKlSykJzjnnHGoWTROzsbExZoC/+93vIhPl7rvvPppTUsbQAMacaZXRFDO8Xs92Po6scI0smWMjZ3T57+KFouGcLBJlXR7sFhf1cmQF8kWWMBYrPABnp7ttE+RtNxLJFTngRhakDA4SZXIXDIsCq7JhxmyukmnC5yEgdnL/amb5GjWq7Rz44fxA8pM0J0duN9XfH8pt0IH1gVj7yxZx1MpJu5T2RZHO8oYna/Xycr1OKsudFGbWy70Zzrvq2yBcBjliJa8FvsuOFTg6xoW8i0XyVy8Vdcn6MoKU5VJ8LVXeFaSGkCxylAzcD5J+GIqMeVTpcWhyWEgP85uIckWfiguyTLYW3Vmh7JYiPfLcPKUmYJsvjxEmHgVBtsaXCtdFkC7c26htxgYisq4ZAgp8qnGL+nqumFi+gqgaCChyGSEz5EGAzBdDFAyd/9AgF92GNJNPFwYAbPDhUaU3zRFeQcpg0y/qoYntw7s/LfLxIClDKQIUma7X+ca5IMbcn/WMPuLyP+s6pymZlikFrrllZiiPM0l+jEkQ5jg50x09lezUhxmOjMLoxkqQlnJQN4m1eJRUe4bOo3k/pZcuCSTEnQSWyxUKoTYbbSYrE5D7x3XcerjN4H9jEoyXFZEV0QdredizfJ+2lH9a+4Poj4PambXtj9vfL+pm9ubJ68mySgNmSxNrB6mUl+2sSHXntpvfZ1zysmlKSYk4S+ilfT47NA8NCFMwrqfnkU8eT9KKjQp1A6JoqpyEbsik1AxtQdS4IglmMU2iGVhXxvoAf4Cj4oUXXkhPPPEE3X333bTTTjvRxz72Mdphhx047wt4/etfH/n7LVvCBm6w1P/rX//Kv8d6k2B4eJi2bdtGz3nOcxIZiNx///20ZMkSSoo77riDVq5cSdNKzFCv7I9//CMnzK1YsaIjEuWmBdxYhGUqurlHsFiSmcso+3s9QqZyj2Q+govoGIgUpAUY1CPSMpCnwrJ+HswjkpIdKbELU2Z7iQe1qW0FckHeRrZV3Rb1zgQuYCBksEDHjJm8bjywRDSHB8uykUyJKBHnAKhoGktKEjaGZqM5xU4VhVlb+b2ZcG4CAwZ/02ZyIXdasZRnIv21S4huuD00264stYX5B+4DUSPGW7GII0YTi4Uj44J7ilQYRnQMBaQ9Kg9kqDyc52vG0tRCiSV/sJxn+V7a5fwAJeFDtC2QMnJ/CPdEnwbuH6etT+mjiSVC1ji+3wRNPNpDG4Ydyj+UosW3S2MMn2j11ZP0wItzlJ5wqIxdwaWQtyiibkCpj1PcOBIHy/0Ul1eQ0bIeQdwgi2FSBlkm9gukDOtBf4x+u4zPRFSZSRpyzXAfr14mZrhT6phkbTZ2nqyQ35vmY4CMERMKIG5skc9kryoTxQ5i9rYysk0M5iDNDdk3x888t3LfxQ26ov7qqJG8dQrJSeqy2Cn7O53Q5Mk17rY4NX158reNinIGaBOasC6fjfNn5s16Ix2WmxUoP9DIVHOueb+ltDSQ00N1oIgb+iEprRfOpn5r57lNJC4kvYuR0tXfjWSkTahzNPmm5nLI8kU4dw72c06ZMFISsnpMypbgzsvtcdWoib8ryXueTZUyYpwmDau4PANPPsh9k21w9QBl+RI1iSuafPHcGG1g08RUR702PCpNwvy+CyDLf7ZlPXMRp59+On3rW9+is846i0444YTg87333pu++MUvBsQsDkNDQzWfPe95z+OUq/e///10yy23NNyH4447jqNk3/nOdxKZf0QVwK4Hsyj2tBCzX/7yl/Tzn/+cDjvsMJpJIKft8ssvp3/961+Uz+fZEfJzn/sc7bbbbqFQKLSf3/3ud1nT+YIXvIDDlFEh0ERoMPuduEGKSHoNojGa/axyJoI7HTeMiOgUK1RZ2Efu6CT1PLyVJtcMi9pYaZeyWyap3JelzMgkOVjH1m3c8emOkdywsxWtko/I7XLtqTRr+92+3pBLIevNpYSBGxZE1xDVUbPLemfVSOKjjr/FzlLP5WtKvqNZVNeD6mxg6c4mHIiawUp/61axgLpW2Ad13JzwVSHngceIFu9MfeuLlB1FtEfUjoNxh1tOUXYzpKjC2MJHZAydJHeoMnqUTbFdPMhdqT9F5RyxjT0IWnFAuB8i2vTY4f2UHSXKjArilL0rzw6K2SfSNLGyQo8uSlFus0ML7xTujbt8bzvnvT324uVUGJYzqRiLFqWtPvph+JmkRR00zjOTdvnCbESdQ5mDlsVf7b7nmmqizplYt7w+iDpKu38ecKXxOzngAKlHGlkZddiE9IahpI2wy5+QAwHcf5jVdR1KL1wgZDd9vVTZMhJZUy5prlmj+yVK8tj4BqqTYxm1TCehA6IQMw7VLkCqXCyKCG9/H6XgCLfhSWlS0cEywU4fkDpu8Myy2QpcAZEnLWV0iJZxmy7fO6rfgWwO/R2uC5tAZJKT5Hbcx0bkxozAR+W6NpI0xxl46N+pfjqY/JSTsyyrhfvy0sVsiV/pzQY1LWGHX1jcQ5OLxPANbTDabkzqQa6OPqXSk+J8c7EA+rcMOZCn51PkbB/n9jXoH4PJMKhmyrL/l+MAmVfN83HSPh85kcq4aEqRs0b3cqff6xZTxiWXXEIXXXQR292/853vDD5/6lOfymP9VoEx/1133ZVo2X/84x8cZdO5xFQBZSFIYZIctyg0fecvWLCAFi5cSDMNROne/e530w033EC/+c1vOGT5/Oc/n0+Awsknn0w//elP6Qc/+AEv/9hjj9ErXvGK1jfaSmNfZ2YHM7Q8k4iOSc0UydogSIB2kEsGyYKSFqL+k5yxYqKWy1AGkbFr/krp8RI5hQqTMh7sQzIHN7sx0fEFDaYiZWhg4Q7I60pVC0/K6BxkjehQed+kDE03IWFSpkwNksxiqlk/dZwtdpyq00JeTjPErKlBuiQWbD0Mef1ua4PrpjognSAyYcVsb7FE+Qe3MnlCBBPnObe1xNGk4mCaCotyVFiYFW6LvRkqLkDNmTR5Pcgnc6XcMUXjS1JUGBRFo7evTYki0oicoWj0oEu5EWL54uRiKT+U0ymQTeY2pig96vDnTxzsUG5zmbeBa7vysrsptxWSQREF4+LSCKayS6I8TzIFis1D4HECjwQZcGXHR8WfYJcvtwnyxtEzWZqByRkIGJMxJa1xgogY9gfSGtyvIGhcUFq/ViBt8jP83kfh7YWD5GCAh5wzRI+zWUqtXEaphcP8HLEMNcJSOrDdnsoMu7pn9Vcz6wrvFM06jH0Kym7MN2jqB9w76SWLyBkeEvUF0TbvvLZ7crcMCSUk28rlcLaANhJyfBhNoE+bPGBH8pcu5H5JOQoH5APLoe/r0QrVY6IQBhW4Him9bEGSjbfwrOpQESs9xztBCQ3dPdn8PirirtwLA2dnWRpE7QO3a9KgA6TMG8xTaUGeKrDDTzs0sSRLEyvzPJHHk2lBlEyTMcrcXQByRvEPj2udsfkU+jvIGvHSzxeOA9cA5wJjABAzfkHmL8cRMrdanfM4k6S2gydEG+R8drCUsR2vuYhHH32Udtlll0iJY0m2G/Xw97//PfT629/+Rr/61a+Y5O23336J9uGggw7iOsztBOz3/+M//qPl3zcdMfv0pz/NSXIIP86kEyNOto5vfvObnHynWOnIyAh97Wtf43Ck0op+4xvfoD322IPJ3NOf/vTI9SKypjumQGvaEA0ISdh4QjgfKgSRMnwPQtbXT4Qq9qrgKNyTOCcsxREE5JRh4Iq/PJhHbaf99yTnXw+Ss2gBeQv6hTU+ZhcDe3hp0awaXRWBkB0eA3/RMeY0C3dXziKDzMkcN95VFFPWiYmOGNLFHQ8IoszXaDlhXRYY5mK8hclEyzfbaAspqUfloR7O2er5yY1VEqrZ57PNuSK8MHzBdw8/Rs7CXaWZgKjZBTA5G0ABZUFqQLSUVBGdqJd1aHxJmm3uESlLF4jlgnB2hPnH+DLhsNj7hOh0s9tFLlcRYxuoTSeIPBXZYnt70SFvPCBDxYEMrf11irKuSyuveIhobIIe/s/dmODlN/lULIGZSYIma5exFAYNIsZJKaIMyr8x8RKSxkBLIUm+kM+Iz0G03IkCR3c5oR9RMxejBjcgkUy4cE9PQtYozEFYQivlkqrumYMyAiDIyEXLYQYdO4mSA3JAgWdmaIDzKMW1qN5TuhV9Eqc8c8Z7KgOLkKRntvIf9Iid6YamFbu3CfNCIlbZcQVNLu2hnicmKPXkdpFEGeUq28GDQCXzVpLt9LKlbBTlb94iIswzuO9srNLfJyYRJycp99g2Ki3qo1T/LjS+rIf6r79PkMjh4SCXmk1w8PxLeSNyqeCgyeQMz3whQZteL48yDnHmG1qeV83yETmrZl65WWIjIGVSeeGo9bMKIywD5OXzeUFahwepMtxLk0t6hIETXBcrPmVHPRpfnJJSd3X8oi1Hu13ugemHR84kUhYQPRNuUDz5BbDxl1udrMV3+DyFVAVcE5ccTjD3BGnG9ZEEDXltnCahfAUM849pbVeMMVXobyfDahnrYs8992S7elMe+MMf/pD233//hqcX5AtjBOSD6cB4/+tf/3qiS/T//t//o/e9731s6AFDQ9P8Y99996WZRtPEDA4jsMlHqBDJeeZB3HrrrTQTABEDVPQOBA0M+8gjjwzZYK5du5auv/76WGIGieSnPvWp6I20mthtJLNWi00Lpzm2R0YDCGKLG0rORrFjHxfzTXO+mBrMQvKG6AOvC50YEhJx/CMjlNrrKYJ0oYGFxAAdNPInoEvHNmS0gYEGWUXDsF12a9KkjZhpW7pYvJdSExSZ1ImlOq5AfmEOBOVsIK9CEakWB4NqxjSFY2FJoHRLS3DulS256gRjSZ20v/d6s2zIgfMyefQh1HPlX6qLaHV4lExU/BSEwSPnL3dQduEwjR+4g5QmihpeiIDBAZGLOWOSEoaYfSnKjFX4s4FHSjS+NE05GHH0OpQbQwQNhM1looXON7+pQmPL0jSx0KHSoCBKfY+IyJlX1mSIeJK5ZALR4ANE23bIkrfLYr6fSnnxu4klRAMPEY2uJtr5h9uoPJClJ/fpYdIHe3wsg8icyklThjIsg9Rqm6koGRvQVHx2lHQnxD0sol+QfULaKEmcNADha4o8yBRIJ0ibQy5b5otBBFzG1ADCmVT19iCJkmUKVGKNinCqhHklA9IHOan4QVWkiYc+kRF1TzVoC2bF4KN2J2q2XZ2Zr5LWrokKtRu662ylQqkH1lMutZIj2iBmzjbRdkZZe3cSuD1mV+BsYMTAbd2+u5F3+z3kP7lJLMfuwTO3//w84l5j6SIajBRbukMtkJ4QkyqqL+ECxVBiqOgZJidBGsoVUSMLE3rZTLVkCaSNSWzz465XwomSKKOfqNxy9Xnc70Nun7KAMn9fxiRjStRnZLIml5GToaxgyWWZlI2t7qX0WIXKfSlKj8MGn1hdoWpXsoRRmTfJkioAomlol1NUJt9PkYO8crSligxjvz1RSJrbUpn7J8Yicqelk6Mo0g4VjYiW8X5OFshFn7p9e6wp0pQnphI77s7TtmyOAEGeN73pTRw5Q5QM6Up33XUXSxx/9rOfNfw9jDh0uK7Lxhxx7o5ROPbYY/nvW97yluAzRfaizD+ARqrBJG6QbSVmxxxzDM02cAFPOukkznNDkiCwfv16TviDw4oOEEh8F4dTTz2VkwT1iBkn60VJEnXCFRMlAkIFaNl+WQzqWRIIqQKImRp0Yl09WeFKp4w4MJjNZThKVhrIsnwxkIDJQWz1ZAjbYQJxU3bliACpRhf9oIqSKYmkzHVibxOZgB0UP5a5ZTygHpuQZE7IHHgAoNahF43UEpfV7HwwgwhpCEffXNH46wPDRoMe1YlwcVhp2dvEDc8yEwxc4jp0xxUFZfM9VBrMsokHd37LHFqz41qqPPSouI7YrrTbZqmOHLAp0ofOtbJ5K/X8/naaeN6+THJAYiBJRDQK60xJAoVoGCJNkDDieqJzRb5Wz1ZcX6LJRU6Q5zX4oM8dcXrCpxykVwiMDhFNLpSRtTER8eJDkfb2ua0iijW6WhItmVM2dK/PUToQwJ2/u5X8f9xFk8c8jRbdUeB9GV2R5n2D3BFGJlwkWxmi6ZUCZJ02WOiDOHo5l9zxClX6shwNA7kSC7rVCK8sdqqIF14oSu1jUkCRMuX+haiZrPXGgPwWRdKl5FdEduFU1hfknAWD6Wbs9BvfPNHrMj6PjJKZJG4mIy8RkyRB5FeLms3Y/nQKNEIGQuOuWMaudMWhDGW3Fqm4ZiFlbr+fbcmRBzUrpCzBRGBgFCFle35FFgtGbjFqC0opL7dLcD6cyRpgaBNBOBD1WbaYqFim1OgEub05NjyCWRJyylA3Eu2oKjnCQD8EAoAJQZTLyIp+w1m6hLxNm4P2dzquiVm8Pq6eYdzvapbV7zXIrqWyCBJBXgIDPlU2Bf09jlumFaDWZWUIkbIct52FBSI6hr5hYlGK61vqZh/skiu6cqHGkJ9VelM88ZUec7itFe63sr4kxhpcXFqQsiBiqXLMEPVkO3yfaKAvlD/s94n6c6iN5iBfMJ+nyjbDfKadaoF6BiDdgHbJEOeolPHoo4/m9KPTTjuN+vr6mKgdcMAB/BlMPBohyohj69atTREzk9wlAVR2J554YmzJsAcffDA+4DMdxOwTn/hEouUuu+wyetnLXsYnu91ArhkS9lCte6rI5XL8ioRJxHQionUSavATkkCgcUbHWCrzXxcEAANLDOzRKKPhYxc6aL9hBCETbmEMkc1wbSo0wukxETmAY51blI0pLtySxUSLFoiBq3JYBHFAoypnJDnnQEXjVEFjFTHjmTZRBJvlYhgXg0Ru3iIaZuwzZsW2jlRLAkh5Y0BSUDwYHb8WJeOZaEhVlOsTCB8GDbCXV+UAgnPbmGiBZLK8ZfuokLdEFaTUr5F6K2vN6dfHbOTTO63jfYQcFKSsZ2uFNu+WZtLz7zevJKeyknb69uO0+enLaXwJ6osRLfnfv9TkDuhRtPzDo1TYG05BIDk+W9wDkCk68JeHMTFcNOFQyGQL+yXyybbt4FJmvFpIGnlnHMGSu4zPezYJJ0WQJiR6p7f4tHkPGWEriRpl+IvlgN4nYGgiLOph57/kmvU0sctiyk/uSIN/XU80sp28A3dkAtezWVjjs9xxAAWgRYQMJh+cx8AHLe8buVOck4eOPpOS28CNJQxB2BQEfb8nXBn5dxkhk4Fk0XcFKYMxCsslcR45Oibr6PDNKXIhMWPOgwh5/3AupXSni5IdBXLeCHKWSLIY5woWYRKiiE/dCNZMDSqiJozwDMISW49wzzfI9ibIr5N5UPmHRmhi7RBHstNw/kQu60ySMlOilYB88ASZbEtZLl4QRg7OTf+QLrsiepwaHgpyZGcCPGBXCpqCnITLixwyONJOLuuj/H1SoihNpTjHjw1/UuSv38gOhP7INpHrhDpz+C2iSFLSXN74ZPMELU62qL6rs64aWWNNW1KVPgYlbuR4gj9T7Rc+V5F9dvmV6QJYTuaV+wO9VF7QS8XhDLfZaP8zEz6lCh4rK9AOB9uVlQSQ68uKCcyfolvWiCKXJsELba6c6GIlAsYMuvRLTnaxAQscmZGDnoWUPCscdSEph4GVzFfz3bQYH6xbQzQ+Qel0OjDLqnGoNV10pyjL7jZITtyW9cxVPPOZz2TfiFbwuc99jpV7Kur1mte8hmWQcIz/xS9+wSYijdCsy6KSUCKAg2hfFJDrNhViNm099Dve8Q6uS9BuvOc97+EQ59VXX02rV68OPl++fDkVi0VmyzqwD/iuJejJxGYDoZE21ZHXDNhBjvp6yYU8cMEQUb+Q5LHUA0VMezLkDfVyoeHyUJYqXKMsT8VFmC0jSiGBl40VKrK+k1bgcelC8e8xhDi0WVEMFDGTlcmIJF4MQLBNScp4ACytzBXh4pw2nkmTZiDoKNC59OZFB6kSltXxKTmKjIzB2QwFQvGCOYPqiALCiGRmrBcDRGwDZEvJK43zrXLTUtIGlWUuWHbdSqrsvTOlVy5PJnFQ61MRO+3aIS8jvdvObDJRWTxAzmSR+h+eZO0+nA/RyfVDLjjo07/fvIIWXPkPWv3tu1g+OHLsQbTxTQfxupUhCQ98paTO3bCZI2YgNiBlIGdMjEB4NkIuIsmNR5TbPMnSR+SScS4XLgEk/Hgv88rgwoiOF6QM0TfsA/K/0EmXUddsgUvD/0YEThh3cJQMVQ56BFFTuW3ITehbX6bKon4qDKeosHqIj720xxrK3/skb3d8mUtjK+Ca6PCywz/+Gy343i2UHalQbmuF+h6dlFFbeXo5Tw1W+aiZg5EBBgFu9XvMsCozkLSowYfOne9lHlxgZEHkjherpEwVQsc9pAZ5uI8wkJHyKC6Kqj2fehK+MgDR78/YKJeSGutRrzgTEPWdIYlsKNGdiiHBFBDUI5TPWVBLyohyz/Z+ziRU28L3FqIyiCJMlnhSBs9c5aDdxWTObAwEk5gkafmumOjSTW7YWArXGs+J7IMqG+XszAxARb+4LVy8gHyUHsnnxDOONgJ9XdahyUN25Yk/Z3BASBlByHpzIr8MNSXRn6nJP7SvXP6lSN6WrVTZvKX1/ZP5XoEjskYY4spdBDliaqJH9iWhfl71WTj//X3kwlBmsJ8ckBpcC/SHbLAliRiMNNCvDvQzCQUx9YcGqLJkmIpL+pmUTQ4LYw9WU2Qd2r4a0vhqH8G7KaWLUDdAMg8SJiSOIocZvxOqB5GbzEoFkDL085AxYvzBdcxEWR7uY9HXqolj6cwIUsbqHVxP5KDnRBvOE3EwmcKYpi9PqUULw+fZlIbXm7gyP4trn5L83qKrgPJbf/jDH1r+/YUXXhjY0YPc4QU/ihe96EWcM5YUSM9CrhlSofB673vfy5/F4SUveUkN1zCljscffzzNWMQsKcxkvHasDyfuxz/+MV/IHXfcMfT9gQceyPluKHz9yle+kj+DVvWhhx6iQw89tIUNohWsk1hszpwpcwwlq1JRMljRD/SyVMuBHTg6UzR6iAIhfwyzUbJgb6Ufs53VdcIeNzWK3/jkjsLXHHk5cpZNWow7eI+BqopYQToygOJUWt0VKRkLDBYQeZM1ZpxCSeSybd4q5Scl0Uiz3jxFzqrl5D6+gSMUvF0nPPBlqDw1kEFJCtExcYMPGRr+Slt0QoQZkRQ4LWqRhpC0Rckp8X0mQ5VlQ5TaPEYu9IDYJ5Wvp6SNWhRTRcdUHoZw6dOuH8s1QIzL5ODlupygXsmn2aoeAKlCQWffSdGWg4t0zyf2pp6NDkehQNKKBz8ldJ9A+iQGRkIO2rsReWHIrxC5W1wbrAgZYpoKgy71bCHqGS8xISnn+liWgs/zT/osZRQzn8gJcziCxo6Kkz5NLHKEmUiGaBLrzctZUt+h5TeUWJI1ukOeyjmHFt28iR5/7mJB7MsOFYYdmljskrs2w5GzHO6d2++l9e/an7Lbeim/0WOSyHlk6NuRP7bzWu6Isd7JpTmW1wCoa8YDA3mLiYgZomRIHJczzPgSRihSmsvJ6SRmbx0s78kJh2JZ5JUF5EiSM9w3SuqL+wW3GM84y1wH3MscZTPMLbQBU1C3ypj1Dv4d5BzFyBYbIK6umbYAzQb0wSdHgFTEW4/umWqAeTDIEZFtInfVKvJRQH7RAhrbY4mwGneQw5mhHCJQMyn/A8wBbNy1kPcl38/lMqXWriLvkcfCUfuKcPbDpFFUXtS07L6s8cjRMtmv+bgHQR6l4yrnSDsOjS9LUX5wUOSTqX7G88h7bL24b0FkUJetXObahdwvICKjTyw0s2+alFcpWBh1TD50u3rVF1VGhSSeJ9/gmCjHNy474KaYjPmDfSIvBQQItRdRDBp9LSK1IDvcXnmiDI78PXKbkYNX6scrxUQLbX2xH6VPxIQcuj1cSRAwZcgEYAKO5eTgUZhnwKFohaahuGFjJuwPAMkh1DCImOH4ILHk9IVU9Vqovpf7X5AwMXbAOKUymKP09qIYt8B2H2Qa7TfadBQKx7plaYTKhicDY6bYWmdR17LRZ6ZkvMNzzGyB6frYuHEjvfCFL+S8sNe+9rVcU2y/hG6KANKUFDFDwAYRM7i1I4p2yCGHJFrHVVddxeo+bFeVAfvzn/9Me+21V6yk8r/+67/qrhP7BPPBjiNm0yFfhOPiT37yExoYGAjyxlBgDnXN8BfF6JAvBrY6ODjIRA6kLM74oyHiJHN6VEw17pqs0R0eJIKMsAe1RzLkjk2KGVp0RkOD5OezHCVDjSc2nEAjK3OOeB1l0aByI4iBLRp3kB9sC7JAEADO2ZGyL5mDBXBkSskb1ewpBrEYFGNAzLOXWdExoNNEREMd5rZRrmfmwBULVr0PPRrkUwWNqzpO16EUqplrCcSc3J0dknlh0pJfRcbGJ4RFL58zOEOl2NSDizWjk1CJ44hCcOPrkLtwmLzFQ6JjGEDoyCd/ZLscdAo5D5KoWc4miSnngOEYIUsKdbxisMqkFfuGDgjnpSfNOV+ljMOmHOgcQcoQaep/vELerVnO4yosJCoNEBXftg/LR5b/qWoY4aSrgyXkPfXdu4UKQ4tEbgCfMzGrCWMPyAMrPS7XLnMW9AonLXS4uIQYEICjSCOP7AhxpAu/xbo4mqdSE2RRaCyHKNroqgyVdsswcQO52nTQIiZ6kFDy8pPITRP5a+zyNZyi4kueSn3rfZZwwpxDSB4xAIDMkGhspyE+N6IcQJknD0qDaaoEuQxKTyN/14OcOknCYOyBOmcejlfkS7iFinRyFJJOnH/kU7hjRZY6qXIOapDG+42BGoAOP3A09cWMul4PMOKZNV3TIuVLcTlgJjlLmJdVt+DqNMtygogQIHNHxGCw2l7V7N88IGSwkmfXQselyec8lfKPbidauYwljMgDxTMDyfD2VWkqv+wA6v/l37ldmZFzEzPRV+9eETLdNHmPrg+iwmxwJA0lUutWk//gI0EkZzrljEEUCW34ogUc/UL/4uXTlEJuNPiIjJJnRstC6gwyABIHoiQVHcj5qzz4CLmQrONzEBxMVuK6ScfJ0PmK2hdTsq4ZAvGkmYrs8bMt+iLu2/QmBMZb6Lvl8iyffGKD3LQkeKpPky6KiBqVUWsU5BNt2gDqTMoJx3JWGibJemGyxAgMvYByb5rbTag1lEy8MCxUB1xrUmZZYOkyVimbzqDkicw343X1ODxppia3KhmXMsjXlcfhL1nANczgmKnqxblrVslzhXQGEUnzntwscjDd6thBHBuuZSo4nkouRS7alVxGmETxBJvIIU4N9osxz2SBKjCjMdpTsyRBIkSZMHV6+8WznDbHLA4Yz2/ZsoVLXGF8f+6557JpHwja61//eiZYjcp3weoeRAiRMhSs5tOO+z+hH8FHPvIRLrX12c9+tubzD3/4w4ly3dqNriFmF1xwAf999rOfHfocrPQ///M/+d9f+MIX2JUFETO9wHRLiJD26I1JzSw8OieWaIB4QQ4AK+AKuVu2kb9tVEgWMKuGQpGoJ8J5OsLVjgkTJ+f6PNhFI4jBMEsMFbBNJjtiFo/raHHHiALVsCmXib34i0KUqgYMd0TSMAR9jZIyysK/YrBbIVq1lImai5lKJGjf/1Awc8iDFOM8uEuXSIkkyJe01sf5wIwgXAnRGSuHvfGCkEhIyaWQ/qFBRh0VRFvkezWQRMeR7+EZSET03HGftfdAGjOPOM+YEcYxTkwEhiQ8OJD6fiQ8Y7+DGmwyiomZTJyb8qJ+JgPuWIEqg3nKPVkIJKQs4Ug5VBiCpM9jCU5+o8jfGl2L73y67xMHUWY70YobJilzyz0BEeT7476HqWfHYRpbnqbiINHQfRXq/+0/afzZewqXLdSg6YHjZoYy44IQDdw9yTVqEK0bXy6jbJNEzoggWiCK2TGfJocFeVNySNFBVt3sIZ0UMkiPUnBCgwOirEEm3Bdl4Wr0175PuW2eqEHGv61QaQC2yKLQdhnVFQogjsi/EetITQp3MHb9mqxwIVOQWc7ZG6sEpAwkDpE9lSEHkgYzEJBuL53iSQnOucB93QOyl6LUhi18L6OmHqRLPIiS+RDIMeR7XkqeAmMYSeZNS3hzRlyXHUZGyNTv9PdxnxvubXXJ2AyC732OLsooo5pY5nMTIduaJ6ioaH8mTb13b2RCUFwxSOVekDKf0pPinkQx9snFKRq8YZi8x9svw0+c/6QIRhTkPYiIGOeZybyl1M7rxMTaps08sRFESVX5iOnafdnuO4sXClKWy7AsHxNPoC+iviFReUEPFYbTlN8o3BbVxBjacT+TE3JG3J8YzHObLUq3NANTohyKhqnngp2K8ZzIyUu0LSxTFHlTHPVjJ+OMIBaeR+lFi6i8STpd4liRF8eRJofzwrz+HioNICc8zf02yJaSkFew/ozLk1loVwNFgiyhgnZyfKkwiUK7XYLxUplodAef61Mqp11Ex0RpEmHypBp8lWOGthYlVNA2o7/C55gILCzOczvtlqCUgEFYihwcF44FES6V6sC2+FDflEX6AKc34EarkJ/PMAkT6RCyPZX5a2wuhYk69B+jFSakOM709hK5KPVTzItI2ugYVTZtqWmD9PJBppFKzTMQOXnR1C1i0YEAuXr729/Or0ceeYT9KWB1DyOQssxHjQPqFIPA7brrrrRp0yaWMAIoGB1VHy0Kd955J33/+9+v+RwujV/84hcTHweCQbfddhvttNNONG+IWRJpJJxYvvzlL/OrHYgqYBv6nF36REFI1ssP9rMWm/Xc28ZFowZStnyJ0GZjAJpTg1IM+CH38Kk0AGmWaGwxiGYjhwnkoKWZnHkDcp3I2YG+mzs0IQHhxhRSQZAeJUHgop3Cnlg1vPw7EDoVgQPQuLLsQeag4W7AergBrCYqq2NmO36YLrBeHoWA80Kugqgb1s1FsFMiURjyhnKxShZZ2y6dtwA1a6oklyBibLdeIVo4SIUl/ZQqoECxIK/8OcblO62k1BMjRHBOK5ZE/tqC4aq7l5TGOClX2OyzvEeeExA5yGYGIbdxqZKGkB/FmdOUQUdSAOlwBaFhB0Kftfqc99ULWSHIsyBNlPapPODTw8/poYUr9qKB794UymWDCUipf5AW/3WUJpf3krfnjtT7p7s4vyCXzVBhp6XsnIWIFjra8eU5ymwXg4X0A6hj5nKnt20dcsjEeYB7I3fAuCRIhZGdNX6PawciB0KmOnzYLONeU5nDIEdpwjEKsobZVUS42FkROWv9aZkPJwYRkHdxrgJ38ikewMJhEaQSFvncCXOtHBBHMSCADT5fLyZ3jiBykqgh8sf3UjCAcig1XqRKP3JRMLkgJwlgdKOuKe4/LI+BkpwgAAkW0inkP0qXMRkZ4ltAmynT6wnVqzkk3teRkEUktjPZ0W36o2Z0Wy250QJ4QK+3k5yTB0lnOTBKmZdQ1w/30sQklZctExFrqBLGPSoOiueQJyvGibYduo4Grtoe1AabbjQdPZD3lIqQ8W/Xb+R6ky7cZP/9IE9WhWTc7d/pqkphwTDnq6I/K/WlmfDiWXdAVNC+ZF2uw9X7RJEyT44GpKyyoJ9SW0bpgZcvoHVXbKXUwgXC1VF3EG1ml/RcYjPiKPsZRMNEvS5JSGAuggkNXANVWga/k5OII8/ehYZufYIIxEwayPCy+R4qL8Exu+zsiXuplJNkU9rZo/1jpUReGDJhAi0zVq1lCYdcmHuIXGDhsIyalkUEqwqyP2ayJmtKSnt8RdZ4Uk5ui6WMmMfi/lJsW7TDKe7rQBjdEsrueOSsWyEVCqKfRv/tjmFDwvkWahkmXsgv74ExGVIuUjS5UBiQYAJO9S+QXuKYeD/7XJa157aBoOUoNZ6mNNQQ7DyZppSanIU0dPPWQFqsT6KFnJ+9ck1+uI6qLJs6Ftb8IzlQ7urmm2+mG2+8kR544AF2VG8EBGMQVUPU7KyzzqL+/n7+/PHHH6d3vetdibYLGSUIFcidDnyGWsmzkb41t7O9p4Co/BGOFKHRYPfDfkotGOJOCXIrf9EQyxmQR+Zs3iZqyWCWHqYV/T2sz+Z6ZGWRG1Yczgld+SAs2sXAleVf0vEORglc6ykDY4UU69ChR2cSpOzylXudGriqqBMGuDyTKXOqeKAta26p4pCBTTGR9y8U/sR+pcnfQUgbONK0+06BNp+BelQwM0H0rx+12Bxp65+jSl+O95lXmcOMoSBqolB1lXwFycbKpRIdYb5HnKPhPHd2xWX9ImK1MMt5Hyj6XFzQQ8VFPZwLVlq9gLw1y8jfeTU5O64mf7hfrBsvTkbuZdkGJ12DnA0PkrdwgDzMymLAgoH/hChsigEaCFhpKCs60gyImnAY5BpdqEXWCyIjpCK5zZAYQtohO9dhj0nUprc/vdqB4Hr86z7qfaxAzniR8g9s5fNcOHhXTrjecOQamlycERLGlEOjqxzKbcHMMYiQGCAWVWdckTldmHVWtcZkEWhFykRHLHIRMCjiThkdXMkT1547dIeJk8pPYMkLSD/PcIrfYX+wjUCWKCNzbIwAMzVE+VIO55z1PrCd8o+NMfEKIr0gevLe5POH7TJJFGQM7mLc4qiC1ZgMQPRusiQMQVDsHJ23KoCqCp/jJypqi/XifsSzpSyd1fOpJ/UbCJWw0Aq/Rr1viLgctKgZ3RkCDG14wKmkxdhHo4B218h/pgNKATE0wJEDlixvr/AgWUUY8Bxx3mbJY/kf3GWnfZ8kzOhu3TxHTU4eRMZgPLHTOvJQ8B7PunKXnK5dl3b8kO1XVi6mwoIcE5TJxWkqDEniCNIyiBqMKMfh0JN752j77gupuHKIxnddzJG1x1+wglZeU+D6ht7KpdxnwU4f9y4iVc1Ad+ENfa7Kmqh6XNIMi9sS9JtK2t6bJ29hP5VXLiR/4SBVVi2hgZ/cSuX7HgytDyS0uGqIJ/SgMIABU6lfHPPkgpQw48B9haiZrDXJbaGc6FK5uXDVxWRbCWlfOaKRXTFJK5UQsm3HJGBpAJNnavILk4Xi31gPJu8gd2TVhFD4cxuOPgv9VXHQpRLa9t4U93WYGIbMlAlZr5Bkuo9vItq6jQiqhMFenlyGigRRTpTrgZJj+2qMRxzOfWODJ/DY0QoNPFyk/BMFkddWUaZUoi+BJB41ArlUAsYHwwM8eY10jtTqlVwzFYZhOsnn+0aZamkpIsG1lOUgaibJO73AdDteLQISPSiTUGJKYXJyktODFi1axGQGKjPTrA/+DDC56O3tZYICMw0zggW/B9jbw9kcEapvfvObTe8fjPxOOOEEJmJQvw0ODnK+GKJnjQBfiQ9+8IP0pS99KVSQGtJEGIskAbaNaB0cHlHsGi+cMxgY4rvZwLRFzGBBaRaf7ipoLlmq0wQZY1MLmeTMUoasGOgjVyv9+FaisTFRlHn5UnZc5EgH3Ojwe2lyUOmFXIyo3OcGEYl0QQxwMePk9aXJzYnBK7TbkJUFBXohR+CcJpljxqRH5piBiGwf5WgSD3AZMmKG3zBJQgKxJGrcOfnk7rEz0aNPkL/rGpGovduOwmL39rvJ2X1ncTo2buHjwqwzkzesDy/pAsU5a7KYsLBKF1sX9dnQEWZE1AsuXJA5jhfIH8gLQpeFg6Gc+UUeE6RxnNwsBvcVGSXCvzOjIhcMM3ggOylI4EYnqby4nz/D9lJj5UDjz2egIAsXc/5UD1V60pTeXqD0SJnKvf1Bq4cZQHR26NQwUPMycMeSkhOluADXhPsh8qdH4HJJtG1njzLbXXLefAgN3ztJlaxL2a0FJtQbD1tMS69+nKi/h3K3/Jto7Qpa9LftVFiW52gVZhkX316m9GiJSujA0g71bC7TgrtEsjfMQGAMgn1SpErVtUH+hsgKl7Vs0kTFflFDLVWAVbOQuhQGU+IzOTPL+WmYOZUy2oCEqVwIdO6YRC6L84/JBL6evs8GJkxYcQ8j/wwGHpj9zkpnRidsr4/IbkpzclTAJASifojeYkKAP0OUlSV48tnDgAk5legMOBKq9DvS3hlgOaOcaPBFZ478Gz3XxCRlwT7UkSGa+WiRph6d4GLIZSugOYVpgTD7CAYzWr3ATi2WPJPAwL38r3sovXIFlfYZoNxWee8jItwjZv5RMgKTFBj8KQvwackTNEhZve/jEIoAp1yq3PuAkDeqOlrq/m53bqMsywKzqMpQnttTnEeVo8qRnKwgBnCmFQN2UTJkdIVL5Z4eGrp3jB56fj+3Zdzurhmm7DV/pwokmnLihZBfLCWENbugnIHrGbUEkkaP5XlMYuFMjL5bm/ThCcKMcEjGBCD3w9kUZddvIx/939/vDFaZWrGcCgPZIGKEY8SkWSnvkDfksFxcKBbE8vgeYBMPpC0iACS7bO7fKkRjq3zKbHf4hfZZRde8tCBk6TFX1I/E3OajYt2QyHMOGtrzcniSjhUVnKuM6BXGD0Q9T5a5rYbkMr2xSOWBHKUmSuTlcpTeLCZyy6sXcx+KdhzlI3AckO/j+HAdhfOvyFvGQB/jGTUu6XtEyoUxwYbxRaHE5A7kFesr94vrlSrkhMpiFPmHwsQphXEL2i056Ec0zVQpmGVJVFTN05QSFrX4y1/+Ql/96ldp3333DX0O4vLzn/+cc7vgzwC3c8gCYXrB16BSYVIGR/PrrruOI1BwGcSY/owzzgjqf2GZd77znXTppZey8R7IEKzqkUaUBKtWraLNmzezAchFF11ERx11VHz5qgh861vfosWLF/N+AKeccgqvZ88992RJZBIr/I997GPsW3HOOedwXWNg5cqV9MlPfpLdGZPiDW94A5PKdsDxm4y/IWSIh1JZ1d90002ctIcTAdbZ7UCBadyo/5F6BaWdDJtF8Aw9Bj+5LEeKUHMMxKbcn+VBf2rTKEuu4GzIEaJ1K3kZJMqiYQrckYoeN4wqIoGGkx2VJoT0S4FNEzDeRKPHxZ0F8RGDaeFyhe0z2VA243CyQnQIJhuAkgPAJQuRNhAyHvBKfbiMaIAQpcdQCLQgDElkkWB21UIji5/AeWnLdvLHJwQx23NnOWvmUGrbhCBxHH0RblO8bkQ0JAF0J+UsC9aL5OpCiaN/2B4P6NlsQkSoIHlhc4pBmaOEfg0EDGXRoJiUnVBKRWhwivBXOlFxZGYC7oJCboFOwZNRHgD7w5Ib2VFwrpciJLwABg+pqn19EbOaonPFzKYqKqZMNNRyk4uICusK5G7J0tK/EPU9VuDZYtSfQX7A1qeWaPH1GVr87ZuFXKQnR8X9d2JyM7kow7On2U0FSj/yJEf+JnZayAR12xqXN4nOVxWpVuei2B/ONeN7B8uhLri8h5SLl4gIiHOGc6fyzrjThexInkdED1RyOb5j8xHM/MrBqyCFPuU2F4VMKVOdHee/iPoiKqykN0wOZQVUKWPkSQoQOuxPoRx05kpmy5MGsg4SWzsXimyZjXpN4jPfMLeQ9c5kvhkfl2YlbqKVSEKkaUYrxKyNA2REyXjfpGwtgDofMtcsyNWZz8TMyBMsP+8gfr7gnqqizaot7n+0TJmr/jK9+1HP/COJBNaoD5VetYLKjz7OJF3d+yzbQz8BZ9uRkfYdAsqZ7LyO8/TQv3F/4qioe9WQgpUfaUThRWQHn6OuYnEQ5UTEuhCh7HkSjrVEO5x7O1VU8elcjicCvcJk7D5EPuPKvl7WseRIDPoc5DlxXqonSteMjst8a1fI6LNpqgz0CJUGJkyl7HrhT+7gc6fy/lJ77kKTqwa5/8PxTSxOyQgVsdkS3G+Vcy7aYfSfuK/wvZI4BrlhsgZu/gmRQ1buq0a+Kj2ipmRqUsggYfSkyqmwi++wipaJSTNI7CFvRMmUoFxJhaSrr8+/wb3N8nU2qhKTZelJYerBhk+YpMuJY2cJJhNr5fwr+ofciFA+sEySZew4KFG3EpPGPDGr9f1MEHtSnHen8tOyI0UxjsE+YtIU9yj6AJAzuPHCyl/a+UcV8FZ55EhlKJUn6eryD2lkZKRtg+J2jiPXXvRxcnuTFzuOgzc+SQ+9/TQef+vHWa8O7+joKEez4LMAUwy4DiJnCucK8j2M21/1qlfxsv/6179ojz32oOuvv57N8n75y1/SS1/6UnrssccCSSGs6WGGASfFbDbL/wa5Q01hBTgrwkYeRhxJcPHFF9OrX/1qGm5RnbDbbrux/8RznvMc3ndY3UPeiIgb6utdfvnldX+PCCDOA4gkjnP7dlEsHURtNtF0xAyJdiBgb3zjG9kZEY4lsJUEY8Z7JOzNBaCOVirfL2bvYX2LmlcDcFlMcXFgd7RM2Ue2iBl9FGFGQ7RsCXnDfaJmU1ZIBwCOeJHHkjzMNqHxUzNc4ntpxsANthgcoxEUBEoG7+Rg2vUdwQ08FY1Cqy8aN87BgcEI9mXbqLCvV6QMydQYRGOAKfO2uPYJBteY6RwSjQfb46KRH0MPgIGdMAjxFwyQv2Ur0VO0MgVogJG7hoE3Im8TJT5HPMgGkUR+k9pPJR9BZzwISaJIKGaHQjngr/SiQxARq9Kg7NgkMVORHrinYRCFdXr9klwgfQ4mfUV0GrDqhFU99PDIt0KCv8eSSNGJYJsyp0+ee84BYJKBejBiO9XBmkp2lruCvl3OavJ+yVQFSBwLa3C9fOp7tMjXGNsuDBEVFxAN/jNDmw6qUP/6/ajn97eT09ND2Y3jLHvN3uNV7aMRJdq2nbJbeslP56lvg8OzsbgvMHvJhiDgObh3XNlhSwLE+8gETrh/8T2GgQGOCzlfyLvDOUKkijvnqsujInjoxPFvzq0DEcw4TBpxrbMyrwHr4456rEjp0Qk2Sqgc8BSRH8elH8QqMZOegpxSzq4GNXWUFJcJLg5COFrymWapI3QycsdwnlVNINy7XBpCyycE8J36t0bO2oma6FqdorWNjBvaRcp4wgjPmiJlZlRMGaVwsfd5TMoAo/h8z13rqXDwavEsw3JctsUodZEZKYooJCJDyxZT+aHGkpqGqEfim5XAauYWKBsCgJQBIOGcX+aJqB/noakJjTaAXR93XEuTa4aZiLEcHFEjtDNSSoc2g6V2anJGPsogEiM7gbXBaEi05Wi/MKm181cfpAqUJuhruHB2Op6UaYYRZqmMIPdTRdVY+iyVO5i4xLOAvlHV6+I+L80ThZBigpRBiol+aOUvHidaskjYzMsoTWlxP/cjZdehyaVpEVGC19YoZIwOIU1VRLuEHB39EjsrggRNyP4DnlULPcpudvk88D6AP47JPDFlCJmFwRIiVT6lPdH2s7QRXW6PjI5NiO8dt5r/HJA/PPYgd5zvJ8yroJwQjrqinyg4mJioqjGYRPaL6welipL4psZBwqiaO4xJNaWEYDMTl3OSeR1MzOHmiLYdvy3xS9SyU2MfQeC4LUfXgPItGI6i/yuIiUs2J5G12JhQ88plzjSIHaS0FZcovpxUZ6CN3ZGyhlf4xCc+wZGdKECqiEgSyIpyKwRuueUWzufC5wpwQly7dm1AzPB3n332CeV5gbyceOKJ9M9//pNlg4oI6cAyumSyEaYqFXz44YcDk48rrriCJZngJ7C9N40CowDyhogfDEBaIWTnnXde5OcIXsHzAvt2xBFHUMp0j260X00tTcTs+OCDD+Z/w8lk77335vDnr3/9az7AuULMCHroXB9LNUqDWXY2QuOS3jTOlvU8s4OBGByOcNJXLqPykJA3MuHICZkbD2I5EiQSodGZCTMFGaWATIwbKjSa0h0PLmFMZmQeDruCYNZLNoSyroiQDIqwjbd8cbDrGOSi40EBa+Rk6dExJVsLoikcfRNJy2x/Dm4w6pEzUSSvP08uJIewyMXgV5EyNTBW+9cDCaFLDtwkkZ/B+WXSCMIVrlS8r2zw4FJ5IMvRJAAugZhl7dkqkvDRGQSW8FK3zrbAcnsqYpYd9Wk7EyH5VQ5yUDETyx0I6nzlXE6KhiQPic/KjljMPIqOReVUib+iQ1KDipI2k86zmFklA6y6Y2HGVxHI/H04Ll9YymddGl3l0vhKeX1dOC+maMuuRMu27EalfIpy/36SqFBgssGGFogkLVlM/sJhSj25nfKQWy7rp0179VB2k9xXjMUxg4rIFc4Fk/aqjCXolEF0OQ9BzGaLZG6iMvLoMHuK8yJzv5iEwcBD5jiqSKQwXRH3HUtVedAh7uvCggzx5Hi5TO6aleRx7iSiq5ATyugcjEL6MpQqlGWeI/ZMkDNB1JFLmaYUr9vVClL71dlsdNQg+Ci1gPuazWmqbmqChGk9H0t7NfIUIYlpWH8sJhoWSbiCWmgz58wYFEmWpIyLyReLbECE/JwgN0PLM7XQLlmlwmQrv8MSSpWynC/5yPOHeRA6ujJN2a3CVAgR2ookPFO7YPI+TFq3KSFChETbBnJ0mKBImZ8ib1MG3B8XL6LKgl4p71akTA7kkT+FW05KptlJkPs4Ig9qAzmIx2dMWkpEk8sqlNuUosqqRUTrN2jkKkKfpqJhMoeOP0KE0CwHwOVdhDmQWEYyHahJQM6y0hQH9bikWRf6eLRtSnrIE3zStCq9bo0gdMhh5pxbqfKQ+bcoY4IIFo4HqgoQL5BO3pUMJvx8yoy4NLGyQn7OI3cMkm2oOYTZDP7yOZK5vMoKn9ttl1jiqEgZPlelU7A8SqX4aR4hiN+VxCSn6gd4H+SEnZMVkkSReoBjFIqdYCISwaq82I4gbuI8YLJOlWFRahXlKo0RZEghIyfIWLIJ0xEoV+REdWqiTC4m/qRsHWCVDUhZQbjv8jUO8mRlzryZFy/LqjhehZxSFxCzNiIqYhaF7373u3TrrbeylNEEAiiIeJlRKpAwVYYKf03zDfW+0TKIFk5MTHAZqyhAMolcNBwH/l0PlzeIeCE/Dm6MIJXgICiXBYAUYR+SAHwGLo5JZI8mEJ1DBHF8fJzdJQHY/yMvD/u2YcMGdmlEHp1JqttKzMC01c3w29/+lguzKcYNHepcQWVBH3mDAzy4zD45zsWAWV6FgTQG0WikEbpHZ7h2BTvLoQGCKxVblMvIixj0C2kcF4gEcYPxk9RtsyxNhW/Ypx2RMuEYxh5QJY8JFU8UZSDTE+6EKgLFJTJkIydmlsQMoN+TFaSMc8scns0SOUCiMVaSM5IOUdywpoQ0gSNriweklFEW9IWT4xMbydtpNf/bw/FKy1xEEVkaoWbDEGXinCUMwsXAnh0bER2ThTRhGgFShvMEZyrUceGOTunmJSHiTj4tZyGRpz2JjopEsWVZVJNnCUE6uLEWnQLWmy5IuR+pXCnRGeHcogNme+K+qqRP6f/VTC/PfqLTlIqZ7HaxHxhwVJ23iHy4Do+Jzm/ZTaI4KIo5jzylQunFk5T5Rx/XQVMDlnuP7aHsVvf/s/cf4JbdZ3U4/O5y+jm31+kz0kiyJEu25F4wDjZ2zPfHYD5wHEx1nnwkwRBsSEILAWII4BASHEpoCS0Uh+I/4Bhjinu3JRdJM5peby+nn7PL96z1vr99zr26U1U8kvWz9czMvafss/c+e7/rXetdSw6d9NXEBE6Q9bYIpLAoso+fFm+0xoKiOwZ0pTMM7v103ku7tE4iE9hsGG6kkKzQjINzHrrtHEi3/UlAiX9bDh5nEnQ3qTOoNRMIjCmpjXmThc0/pYlk3XT2EZk94fkVCV23FHEQAPF2Mw03O+yU4nvEZU6k+mCA44TnqQ8TEOcY6qyt+QJGSaLrjy4qvh9oitB5E9szcJ0cnkHLbMJ9m1cZmkXZMVj2eotlF1p+OVD2GLFVWU6ZzZM5yy/IfrgvMFs6ZHbA5+RzGjh8jdbjT/UVPPM2dQPHtSrwZN8fn5P6s+fYEIO8lnONQ/vyelwCHxMA5gDd9ow995rbox22/929/VUGZ1/ps8JUCYYOMJPgtdfMLOg0aKw7ro+4TmqOo8oUee11bL+BtqiqLE9USWX9loqMxbeJfOaL9rkG80TD2+YMT4bZQqhbHiHVpPRQZZwEWOxCaZGPHFBlyezaCiv/UVxY9Z6MbR85FUt335jkz9dVjYLr0WZd4vwk54d9sDpxToJ+IO0pvYc6OSL3Rwn3UeeG69MkivunrQ1C3Gt5H4nNar41CIjm6IIdwv445sLQWMS9Fvd/nwIV1gItfV+wamoOkkoQ6fHQYzKQ//Ny58ZPsSsiMHx2L4EwBg1ZzE6bbT+3Cfc0A9bZMaDyAvdG1xTVhjJn4dGARXPXVEJ8LGbBDSXCwIzjF+5SaZlumrkKhQnianB8htQQmQTeZuK5U0whFIOq9L6sAqYBZq4k2QR4+97v/V5573vfS4Byoy1IPAm+7fO4v1/PeuUrX8m5NjB4R44ckde85jX8OVi9K2WguQX3xre+9a00G7n33nulUkEXabC2z+cNL8zbYabt13/91+Wmm9SP4eGHH6ZxiGPuIO/ETN873/nOxw+YQbYIrSkoUhz4n/zJn+TPoUWFw8tTZaFYziEgs9sXDyGNkFCBHcPAKoaHsZDxtW9OXY4wDFxWpkyf715Hu4i4cdFQwRig7Oesn4zVAO0Pa3aIAOx6BebFyQ15keTgsGaT0ZaeBhxqUc73QzcPDBZe35gr/U+LEF60TSKZ8Mqo7IZ73ODzQ58XSOgukJBMwmYXZg25gMVLVMnTHp/sHrfDPdm58A1m59y2AIyJBRyDAYIFPW7uYJ74OBegiW7Qug05o+GJfQOmygajh8EErYJdl9FuSgTE/KyDizsHzUu4CernZEfXjlUMZ33E1pgs0tkPZ3Nuol1RN8TNm6vNpqnGXyQEgAtFmnO+tGdEKrsb0lysSN4GsvH60sZ2+NKdiuXCq+f5mnvfW5d0aYUZeINCSzuQmGFoz4rUTtq22P5llxWRQJuD/YAudHkp0bk4FExuX3LfmU2zA19Uwallvrt504jGZKO5hrJlahCiIeS5TTPhMLYL28fzbWpUARUc1Qo6c0JnUBS1SSJBs6czlwD8drMmg0oQrec3MvrwmTw3Z+bOO9c5hbQMck8wZ5QhqX2+h1kEFNF4HG7qZnOdFbSOKUMzKZtH2yr5u5T5x6XA1jWxYzsV1texIK1jmC1eEvvBzctweyzXEIAYERL5XBb4y2vWjWBScoMtb2FFwnBaqnWVbCcLi1L7eF9az9ojwZklScE+bmxaeHJO87Wu5xheji3bvnbKzbua510p/NzkfVcDMHfMjrLXDacmJEJmlzNnKjsHV5XK8WclvadpUL1dl/FVncFMtLI5ABKcf9r0+F93CtefhM2p2NhnrMU3v0Dmf/cBSSA9HP5s5hSMawXnTnf6LuJz4vuAaxdumlWMGKjZBOT9UG04wyLIF5EfCbbLqTSYyQiQOVmW3LGLEl1cFP9Zt0nYiiTYaEv94JQU1mOqEijJxH2pBAdF3JPdPTMVr+tLUoJEBmMDniRFzM+q6sCpP7DPnAMjr83YbzikKALwo1IsCV63DwbKmow9/ZPXazr0KnADOIMokNdWKMLbg8Ymw76H5qkxf4YFfAsQRmWKPwBorA1QZ6QihQ0YaNmYhc0vq1pHaxs2XkM17mJzw2SOnK+3JiazLF3Tk/E/yE3V+48rzgHseP/AqY/GMBUUuDfl+HjOo/E81WDr5GlFwCMWpIpgajBfNvg6xPL+979f3vGOd8h73vMe6fV6nAUbZs3gygizDyz8Cf+I4eVcG4cfs93JEf8G2LoUW+ayh926HhfH4YVorB/5kR8hGP0//+f/ZBgE++ANb3iDXM0CcMIaNvrgtQXnPpxUL3PNxHvjfR0ow4J88e1vfztllcePH6eNP/5+LeuagRksJb/+679efu7nfk6+7du+Te6++27+/F3velcmcXwqLDj9+dD1wfAC9r2uuIM8wjTrcHEiCIKko4KQ3IG0bhjkcI6JBgsmEXNDwCZh5AngjNTAouFewzBHG9TlhdhJBNQNBBdOuAZm0gG7gDHEl6YX6jCoEjbNrcIFk1ITPNdYM15gjVzQbpkFEJtBCJZKKFGkw34dcwF9gsIcJCCYTcON2DOmgtI3nS3LpINgRQp5M9rQbeFwtd2/WtO6HW5GQZ+nshB0EjN2amiuyjGSALoEgjJ0U7POo5OFZHNq+SFppGPIhsI62eU1XT4Akw48m54f8sGeMXroLsLR2b2mgR88pjPmS2cKgaqRROeqUlxSwIEZNCwyWLinLAfS2KdvfPof12TXBw+xOwu2jLMhmw2Jb9urssIItseaYwaAx/BpbCelgwOjjuKaDozT8r+ss2Gcx8O+LCnDCIDGDqo5LWazdSbX5L4x1szlmXE4HKAtHTIQAbPKcwvnWYEBpnTdtIW/qxQykQR5fAiVhjy2kNNz2m7qvCkb8iV4B6OGbMBoEO/AG3T2xbRcOiw4pDIjR+eoCMpcuPJwYZs5LA6c6njSwoQFBYXl/w3bMD8moEyf8OhAGeRjiJawRcmiy11iDpALTwfN7Ilfq0q8f5YFS7i4oZ/rKpiSL6vl+RKvrCqniogQSNww07S8Kvm1GVqlJw8eU1BWKGQy46vOBBsGY9v/dOsy4eWX/d3w2sn44lLbyffHfesKH2L7aw5vy0hNYtzncO12pqjmKsyoAdi24zQ0dXHW2MLs3jlkH+rPcf0qr2gjCQ0xXGOR11haGpPi8pra5eNaiWu5A8T4bGB/qxU594bDMv8rn1aHYfvebt8P/APNCToRQ4ofMCgZzaSokqOKBU1C2NzDaArXUoKHLgxKEgIwzIQXHlqTZH5SQsySn7og3m37pX1gnPee9rTmPtL8aRoMYCJpLRJp2Xeyi1xP3CTg3gy5oV7L3WIT0PaRe38FOnZtzA0en/b0NeNaIuEm7tEpCSM0GZFDCndCyCWz1zBpoms+4t4F+SMbma2hRh2WYzeHLms0HIlSNk5hAJXb7EtvDLJ0F7uhgIqxNmOqaqDKx2ogjA/o+zpjLvc8HFiwhYEEbB4PzMIAvDj2YADMyR1xnP1WP/s3JZSQoSIb1mWy3qjrUVrdb3mdq1xf9VVfJZ/73Oe2/Ow7vuM7qGqDYQckdXBXhIuiAwwPPfQQ7fFf+MIX8t/4821vexsBnsvyAhED0AWjP/eYv/qrv9ryPniMe42rWTDtgFxxu6xyc3NTvu7rvk7+9m//9rLPx/MANrevH//xH7/qbYC75PUuqAR3CsHGz5zkEw6PzlTkcQNmGKhbXl7mjnOaSizQdtBVPlWWB9cmiSStN9QiH903ZG4YCIJkCwYWavWuzn8aqjlgWJSBGIAuLA7/4kKD7KyKm7uxAtj04zTDQNGMOpPzTHrBU423s6RXNyW+JopZY8yy+a6CsRN508IDmFG2OJirct0rXNj5HszVcpI7fc1Itho40Cq9kuMsGZwcqRuHzAKMGRiYdsSiOq7m6CJJPT5uhGZFj8+OUEp87lwnlW7NN7ZGP4sDB2HfwMZ6kjF9uIFmxbzJ7FQyaTdVy7DOMieH5IlO4sgfY9cZYOPvjERRGeZgxsyBaDdPxu3LOn4moTR5ITGjAV44asFAJb+GQE+Eig4kIQBP/Q1POhP6fDw2bHqyemtBxj1PckdjzZDbNy8BGNu0mG2Tc+VyQMzNbJCdtBspAS1MUWwIH51OdoaNtaX9v9206bhoRZYb7CZYsyw9TTlUIK2vbW5eBnR9Ng30nITbaA7WzJa9p/sbTJeGk/KcqOTVEAZMrxnQ8N+MfTCHRe5z+xmPI4LM1SGUX6t4yEgG/2F+BBdGMmoWSMpQUmX21LnNhsWHDDp4kkQRTVF4XIeKu51MPDibFgTZbMsTsei6iO86GBtk+3Q1UDgLfXeBrQCYc9M01QGLzcYIFvYLCpxHK8N7qi0DKQBnfrksCcLqAXLDnIRHz2qIPeaKoJLAzxnZcPXgOgNH22WGwyDHgbXLgfahxz8i42zb+2VPudSxvsrQ5kuxanBKRCOShla8bqpcP7+pzDcaQUHP5nUBtvA1wThoLNKZUsligHkqG4lpzosUV4QSb1wn8n1cLzsiU+MiLGICqVxMxd+3m9/rBPNncBitN2T+f3xGm4CXYktsRo2W6gyNhgZelSVQt8AICiwZ7oO4F2F7yRBhNmUtlVw70fsCxggmq9LcU5ZgV0UqHz+hOWDMJ9MGVb8c8DNEezqSwHBqwwxFTK7o9QA0cH/UUQGuPJAcrpO4Pzu5IZqpuP6pbDEasw3Ca+B5xp5JpPdR3nNxCcTDbB7N3adcvaGujtZEdA1M3OucggQNNkrfB/c1SiPRBAaAa6v7LhQPcFCG2zFl7jajDmDbq+n2oGZxuW1uOUdjNgNte3mO4XGQwuMeYKCMqhs0QnBf4b3AwK0BNkFzD+c5ekwAfwCCVo/c2Mt1hh+L17m6BQMLeD8ML8jzwCa5n7/pTW/iPNbExATB1pvf/GYCKhh/YH31V381ARhM/sD4AGSAHYKhiBtlgqcEQBEs6r/zO7+TIAq+E3BqvNqFHDSwd9tXp9NhntjVLsx4AVhuf61LyRDBJgKYAsPAch9ZaNeDX17+8pdTtggpo8tRw7waTFIAOrEAkg8eHDLNe7xyzMDwgCo8duwYXRpxImCY8KkEzDhPhosGMjZQKMLtEKGMkGR5nvRHC8r8GChT9sX+NPMDXlsw08WL5eACovM5JlvEQC5dm9QW16Etx6g5xzBn1sFOuTFtlBYA+EBa6AE8WbcMYMwfWJi7OQAFYwNww8fY6zlpoA5wW9EcmRlGpFLJBHKMJJUQc242uIsiHKYoKLb1w3kswClj68USwYHRRQNQ9jEo9Dlv5+yVAcRwNsKYAttCK1/o4H0pribcLmSyIKeLgZ0OLOHjoH6yG76zlM9yXVxtM1xr2PxYtp+tQzjMGKnTlKpkKIFvQ6YysKN3joxxCZbvalUMNozMU5hKWA80jLquQ9OuQ4ntwQ1v9GQq7brPG1dUBXiDXX5L/P17aNoSjZcJdrqjCvbx+UrLQzJEk7FoILUnYTuRsJNKe1Ltv13Hk+wnbY010BTMGRoCU7/7GfGnJuTodx+Qw29/SDb+kabec5/SHCSR8ol1aR4eV0mqM6kJB2YiiCTgOQPglaSaVWNOkJ7NGxJ4OaYXeWeYOTDzDufwmM0JMBIiVjcv7CtmpKkMS8PKMcvgUCk6yhrPQCAGZ1QZDOxnoAwsr3XVUVxmuX6Q/A2FVW9hwlyHPtha+F4VKLsaq/NrCPBltx+fgyALgNls0O3fbBjNz8jasyay5g0kVpQxoSh1UsYvd1dGrG37gVllxs6ENx3UWIb1DWVrcU6hEdfpSbqydk0s6RVzya7lWGzLJNvOiG0PU77Usc4aC1eYNbyU6QaYqn45x/BgpzrQuVVPCnV9Pxffgeu2k8hlMvSO0GnXgQP8DNdTXEu7U5gxjji7Vji/rCDZ86U570n7NTNSWUiluDLN+0jxXZ9Qx0xcdzqtS35efg58N+yxZFdCn86LYHjw/YC1PeWLnMvWbQHAhAFMVAqlsIF/52X/Oy8SlHbu3s97Ks28pnS/Q1lRPS2SPrMlaws1SWqxBKshZ8zCBooBc6rk/cTMu3qQ/eG6lUqE62gLzJ0qGbCiSiJ+rS8JWDI8rBBLEnuSQpsPpqyc8F4MsAPGEtfs4rLdJxIzpEKjDf0qZ4yBS2rTDJ4wf0y1hEWkmAGIgja94RXW+xJu9LjPEAukzsoDR96oEBDUuma0axxy3xtr52Jm8G+McvKeZHEtvIyjJmCTVWuZ4dxWnnY2YkGVIxrDuJegNunHHKnwOn1JO9fGRDy9BqYVvu+TMet2u3RThK2+W3ARhOU8AAYAG4AdFHI/8RM/kT0GYAMgDPNTCHhGhBYAytVkmN1///3Z37/4xS9m7BJWHMe020fG2ZUWjDcQSn0pe/5LyRDhwthsNgnMwK4BZF4PfvmN3/gNglfMprncZrBlYC3xOyyYgCAj7XEFZqdOnWIYHNApDiiG7wDMIHHEvzF/9pRYRcik8ppxAi0zbOEZxouLNuRp6vrnZGBY2smy4t7muLCH1S3PgTct1DNQYoW2AyaxudcFjmlz9/jM3t3lbg3NdGFZ9zA2xyjHMlGG6JotjhEaclVkp8zJKqybxuFeMCWmEdQQaQVllL4VEKCMwta2CQ6RgTklGduCi2h/vECmjICMxicqfXEhlQAdqdO/R1vDkxHU6QI4ac9rHTb8XGV1GizpgGYm2xjqCmJfQ77h7IvdjQ8/g0wGBQRuzCgYhnPA3I0FbwHA5YBsfkPBF0Cay5uB1ASv4wA2hr8xoF1aVKYMC8yU7hM3PKcyUZp09BSwdsc9ae2tSmE1L809Ramc60pnIqTsZPLzXanvh2uYAYT8kGMXhsaRw1z1WRjRuQvnGbaji/2mjGmuCRMZT6bfe1qSpRVJ7r1N1m4qyfR9iXSefVCqf/opMnX1V95uN19fWgfGslmFFDdZgDNzaMzy6ui2acfCzGCYv2fgFvk1ZNpEQRn3s5tzg4TG2Fi+Jmf0dDZND1TwCDaN8Qw45iZvpIQX35mxUZHF5QFDxNm0QTC0CyR1Lo6cUbGiVg1EULja92Q4yJozXdHVs06Pcp7LMThkOCBbLJc1IgD7GTbo2BYLx8W/+7fukf5onpIjNC3QyMD1pXp0jaAMAPRp8w9bVsAT2CLI2PY1DVVMEu6NjpAdS0t58Zr4Yqvzj5O/XvY8MJCQPXYY6O/wuCu9ztYfeY+URjoAss0VdCfWyz1OXnC3yEfvk2teMCVCkV7WRh6aQFDpwfiiCdt8MiQDFYGbMWPWVi6VuGQzRCjqi9r0g1oA4II/bwZS3x9K7sPr3M61b3q2tOcwewqXW19G/VBqp9ROP3NttH2B4+iPjTLSJf7CkcE+tHsijiUNuYoBmTJawlcgDx/cE1S9oGDR3TsQdTKHucNbp3gdgnQRCoR8PZKgF0p9D2SR+tjO0XHx8mAPVZ4HhhCjCJin64/aedf3CKq8HOw/kefpMiCtGZuiqanOjdnCOAO6iBE2yBfBjFqE66jWE9jHyIHDvQkOjbx/Ngbg2AVe43jhfgOjMd5z4cTbxb3U4mzQDoOiY6UvueUG3Srd7LyOH2i+GesWzpJZ+LQ1mN3xdtd9Nk9d7ijIU8yT80MOFC8wAAMow78RaI0GIoUSuF8APHKf6RwaFUL4d7uv38s6PmR44zecvgRSxksxU8MLpiCYz8J/l1pwKdwuVdxJQQeG6FoXMtU4T+55GbM0vEqlkvziL/7iFV8H1vzIZfvYxz7GbfnTP/1TzrkhHuByYAjvD3nnS17yEhJNmAkDgNppXc5pHnN2kG9CCor/XLYa/htm1a51XTMwg9vLc57zHLnvvvu2mH1g7uzRZhLcSCutYVi4mM3HkPGx3C1KwygvG2aizDYWzBJ05yY/xOJ91GEhu1Dh93RiQiEbbXXbY2cqY+GMYTP7Wa+XsMB3JiPOCcsxZFsMgFxdMCRT4L/dU50MEP/ABdjNq1kdrNpvdY1kKLABTAA0yEG8fqDdtzTW2SBuh9mrx+q6SOcuSOjMhhif3xlT4OINgOScoDSLTG8mCia0s+cs3cPW0FySWfzS3t3JP431ctbDk1+IGSDrJB90dbRhaEo7UN/TXMQ+H9gwA4ZuMNsxbdrtEynVh/LnLOyZMkHc0O25VNhtDObXkIszcrwj/dEcjytAEgoEsEC4saMzC1YwbGF+oCvd0bJ04XbYTWXy8w1Zv7XCm2rlQiSb+3PZrJkWGBpsqvNeWgg198NtBBPbidTXcsy6QVzA2NFUor1T4q+sSnjsvER33Czjf/QZyuX80RHObOHGDLt/uj5u9nkudyfzUlzqsikBQ5zuRJEK0hAADBdXgCvKa22+cHhWoafOnnTscgwa5LQAbGDZEHCOUHNjXDWbz9kiJ5JCmofOKIrNis1UAhSWzOGLcpaYM2Yw5cE8KOfG8HwaHrjvQpIFU2dyR1vITKJMEDd6brRvYMhmzq5GbpZ90a/TIMKxGrlcxghgRobzdPzMGP7HCWpf3iiS+Ja9ZFU39odadFnzBw2NeLQswblFs9VXm/ErfpYvk5W02xJgpoEA12SCxrQmYMxGqnqemZOfCzPm8Qlzl8zX4rqUJf52JvVqwNkQIOP7u5EbBCRjbtfytbbPPTJr7MA+uggmTXPq7HbJGPeLgeR375Lo3Pmr21lum8OA31U2xZCpWFbpGl1hbRa3j6ZVS8GNM5wAsKKTIJswes2F5BHZWzS+qJkkP/GYIedPjkuyti4rd4sU9tel181JfzoVOVaS419XlFsv7JXk9Fn9vMMSz4mR7BrCzz8xruc+Zq7ZWA2yiBYACmSnDRQHA8VFCLWAWdiXliAz78vabeVMweKlgZTPNCQJimp3D8xaF2neFFG2iHtlblNVC3RKtFksvV/pzJjfMGWBuTbiT79tLFoulbASSdSCjXwqYTGSqJPTuTUDbHiN3Iber8KGSPVCIt0xvZHDDAr3O94vFsEs4V6jckMqBcw6H6c2nYmpgEklvxHxs+L625+u0uZemWM7/wi8NE7ABU+710JDkHJIU5wMN99wrwpNlYOXg4wRvwRQTAGqzdjMPR7/hssjRiL0w1rdQIYsEg/zoPhuQu4PeW2uLHKVp/KXMzC70RbmulBvwkoeJiMIvHYrn89zru1qsr8gn/zzP/9zYhIwgACTIIsgz/zpn/5pmhTutGA6ggw4sIIAhwjURqbZ9oXfXQ6YIT4M8tDtYMzlqmFO7nrWNQMz6D4//OEPc+cNL1hTnjt3Tp4qC3K8tFwazGhhlqwAULbVwc6BImeMgD/RvWaOiWO5QPO7Qt9uYu5ijQFeN9PkLnQOfDi5Iy6uzlFU58eseHVsQA9OUKbhtnmy7GYANsEAhrPpzwKJbb6KJhIuGJgdq0FnS+e0jKkB72FgpE9A6eaEfNOrowjX+bR4NEcA6wBZpoHHvdLYL5pYYF8kcGDUGzUu2Oj840/t0Gn3DzcPLFy06QBl0grX3XQmFu54jJ6MCYic5A8AqHYKeXLKcGFbmruMEYOMlFb6dqN2UkkD3WDY3FwZjyXnsIZkkGD16E6m+616Rh9H4AYXRrxuSbPN9Bjq58EsVXFN5TMKMBNZu2uMRcLEAz1aOPdG83zsyIPr0t5dk9qZvpQX1UkMN1UwZfp8lVfWzqTSnbBzFuDdS6W04Mn836/L5m1qs+vvnmcWzOwHltQyHHI3MDLdroT1CbqLIlOu+O7PSX52RsLGBG/SrfmiFI9clPKZSNKpMQWWo0DWxmC6nCI7T52jF5oJLn/P5dzhOLpMNDJtVnWq2Yg+D8UUHw9GFj9nswMHW899vj5u2G2kbPtZbhddCwlstKDm332E7iaZIQBjLnjhtaIXuVVgquh2qBlpmTU3bboH7NuW9Whliy6bCWGpCFQ1S2/mM9l7Z2wH3yNlbhPCV4PzqyITu/hd4dyozYdSotSBpjcWL1/UwxLmNP8JgPPLGJwB9FLaatECWd4bCr5SUUHxRl2SOT3nvXaHQEyPA5inS0sByUyC0RyKY8hA0zAQu0YAn7FfaaKAEkUpGPdKWdJmS5JGY4vckeZBFxbYoOD5joaFPY4vs+GsXC+zhraR+4T3QmX3oabI2LCCBSObXJFByS27jtKgyOSCQxJGzYHU1/JiFOdqeJVfaUva6cjG1z+Lc7f9IyOSlHUbLn5FLOF6IA/9q1kpLs3Jnp/5mLSInpQAAQAASURBVG5mPi/NVz1Tap+5iEETCRAQi2sRnJPRcCnl9X5hjVMHwgpren+F4qA1owASkvTsM3DuypP2bJHbz/ugsYLd6bLK0Y+LLD0L9zBPgnooCRgz2P9XE/E7voQNZcsoG+y4WWprLjKPEvfygboAbBlYt6jpQFlf+o28sm8AbbEn4SpUFJ7OjUUi1Ys6g43XKK67e6T+2S/50p3TEg+fGdcJzgNWBkZQxdVYwlbMa3FvApluUHHgmjsw2kCjjo1pNv48i6Cx+xgUozb3zNrFZubY88V91BRBmXun4S28Xq41ZIFvr+cAIMzC2EyOU8k1tDHnhYmko1UdocjrdTqJLtMkeXrdsMtlhiUuo+46V7PZzMxJIEuEtPGWW25hODZy3C61AKKQ9YYFQId5M/c617Ig2/zgBz/4iBkyODV+67d+K7fvCQFm2JE76TaRAXCtqdk38uqN5CUHpsxYMVoEOwtvY5twYdMukTFA7LaZsQEGXFNjcyD/4JOGLz6DXCncqFzHzhVXYEuc7bBj4CiF81PmmuGCxewx3IjNcTFj2pyNuzEEVIE5BybrTLnLIYvb/gCQue1zjocOdDqgiJ+BAUuQwWJzcc51yYs1RNuBQRSLWO5Pdksxr5QO7OnZscOF3eSU7j0yBouW+848Y6CND1qxdMb15gEmjTc6dkAHc354rer5iHMRAGmQX/C1zdjCSTDc8SRjN3Sdzxw2cYzdfnFsGuWW+h6QxDgnSWr6wcTZ7IJAIlNQxipjWD1PygsR5SgAawDymA1DlhvOg6n7O7K5vyDVc30Fu7BsrRWluNCk3JEmHgWdv+M5Z8AVmv9WBRbUWjTlmp50pjGnJVK/ZYQ35tauklR7sdQPVrk/Js9dFC/qZ8Vfev8RBkcXcd7gmKysiQfZyME9kqvHkiwsi3don/Qny5zXKC50aHPdPjBG5y4nfXFAjX+PEnZgXSA5wFYcIPw71sw8Ni8UnEIyw0aDA3icd9SbNc5ldnIBIlE0wx0U5hfmUJisrimoQyEJsIjirNMh+OIxHs4uA1iE7NGMQgB2UFTT8xQmIgyxvUyG1WMMbpCLuPyawzJyCiclzqVEchc3RTY2xUcBDrYMQAvgDZ95ekJ6czXKq1Bo4TyAoQy+j+NH++IvrLEjCdmjC9p9PLb7SbUAwnHNJPDubWHQmKlXrUhsFvnJ+QsS7prn+Z/lZF1Opmqv7ZixHd09r8SmDYWVuwWZHkxeomWzda0o4KA7sBnABM4cBqwxqBCYXeAcHh+V1ECmj2bOcw9L4WKd55p3xyFJPzaY83jEco0Lm8NMYHQF1pvZZIMmWM6ugWBq0IhCQLEzrQI4C8z4yOVBUvJsuwFNq9DuIeNHYmnPFSXZcyvBDsAd5OBg4lUOp++db6SydG8iR3/+uVI95cvMJ9tSOV6XeGZEgosx5wS98THun7SArDK4AYcS1eDEqFJfytUh/x4bzFbn170tChI0VjE/1plCE9Bmnlt6L1u5My+7/mFTWnsqUj4fENh5c22RFWR7GkMGCWYppSwxWA8kRq4Z7rFdXLtV4ghGjY6KmCHD/QMqhxj7GzvMJ1PmdWhba9I/n4AVjcLiSsrrOVkpqx0I0AwQsQlrdQelgbDAdwptYy6V1dTIAI48sJ4wh+GeqhpU2aGzZHw8pY82H2//VoMyZRsJMJ2kH/d1A+TuPXGfxnkA2SVAsbPL1/EOq3Xc7LGFWXeKBbPfN4tJaz5zPq51gxsbDc1EP+rXeQousFoIpYZ5yPD6zd/8TYIsuEhebgFgQUIIYggO8b/6q7/Kv2Okan5+/qq24WrBIdg3zNANvy4y1F7xilfIhz70oSxG4A//8A/5eR5NFMA1AzO4tfzCL/wCQ9Uc1ddoNEgLunC3p8Lq1wJq0jmbY0wH/j5sjJHNjdmMk8qIUHAq+OBclbGxDmjpTJoW6G4uisYMlqEFsOdszDl7g2s0B67VgjCztB0y+WCIoUkMuYwRY6ELbb1dsB2tzvkgMl5DRiND1w+dMbM1bKJB4Gegj/b2AKQO5VmH2AIzs6cPAR8AELwe9iMKcHxm2sFbALL7Oz6/OjnpflRrXjMMIQDWx22ZBzP2jI6CDDkFi4cbYSJJLZDCRkImrriWSHMukMKmMjbOUh9FgntNN2fnun08fgSRjvmz+b+2pxLGeOjm5Fg3Y0jdjb87ojd4/BwzZyioS8sRAVR93pfKRWyfL1Of60hjT0EBfSXgfyu3B7Lvl4/S5AGSwubukuQ31dCjM6bnEj4b3hdzbbxpbrhZNAxpo9DwpbyYysR9G9I8UJPGbp+S0faLb5PC33zWHOKcuQBAFLKwjD2C5OvoSSmdLUryzMPirzUkf2JJvH1TbApEExUCZTdjpjJeZfQ4A8gTwRwYMxdR7crquTnI3XFgTs8ZPd5xGbMOVmAwr0xljswXhLPi4nLGhHmwljcbfYIzbDsMfMzkgecSgA1DYw2UbTNEGGYfdpr1yRiQq8mfuoJcjYYkzzgk3ckS53UQPYDrBzrZ0U2Tkl/TsMv2XElyzZiRCs3DYzR76UyGmTlMa05ZAJxH/WooBYROz81IurwqXgU2eegGYbal8eVpBuKCwCML40627gOwYs4YwwHx6PwF/aWTLl4ukw5SU2eAtEP+2BbnxO3nTwbGgi3zYsHEGF0IYRaB5WMGAnK0ciGzDvcizfPCee51uhIDSIJRw2dcXRdvZkq8Zlc6z0AGZSLx5x+i0UlnusgGzBV3G5jW0RGJqgVeX3DtQrGOaweYej4mp2oBsEz4brpZI6deILOCr58mvUhqkSb8ukP2vQnrfF864x7PX4AWqg/WB7NLeH7tbCznX+pL6aJPZcDEp1ckKeYZ3yLrJuucmtCZMjgwFkM6J0dVfE8Cbi8jWLqD+wUkjU4pQet+3IubCJhOZOkezJCbzbypLhCWze2dKEpzJpDycioLN6VS+UyZM3HJGDSdviQWB1K4GEq/5vK+BrJGGnyghgBwK0d0dORG2bHWDzPIQ/NbgeTXMJes9xncS6kqwaxYT6S8GGltASli1WoMMH94jOVXuhnn4RrDNVVxn6ShUzsiGMaogjM3YwQCg8JVuqrbNhgb4EhC2e6fxtg7M0JKG82kyzWvIXnln5z309EHEII6D6/bj/fU97Gms5mm6Xtow5vb51+Xf90Ttkx5/5i8zlNxAUj9/u///o55yf/kn/yTKwIzjFbBsh4LGAT+F7/3e79HRd+jzUjbvpAD10YTb2jBOGR1dZXgDL+HCQnA2u/8zu9cc3bZ8LrmsxoDdaDvYKUJS0u4Mh49elSmpqbkf//v/y1PlQV2wE8SFrT8N8BETjXWarpgWUyh6aVtHkuHm4dYK3Z6tHiCgQKL5xbyQaz4hzwBr+WyzZxNOy6+YA7MWj8q4yaBjhl0c2CIlG1hnpQxZtoJHAxZk53AQK3TaWfZYsaUOUbMHA7dNkNe6ECYu6AGGRgbDqrW7ScYcs517maAGwYupAAt2H7muFnwc8mT0oqyIo6RwzyZk1LSrte6ZVhuJi1zc4S7HwaaaWs8YCtxkdcZMu3u5VBEVNUxEMcBYZtgztCdY1cXshUDyI5CJFvJeR17PzsmDgxqoeHJyOkewd8mZHYZ+2c5ZdZhxQ0fXV6Ccpr/mcslzEzQkSzptuDGT8OGRiTNXXkyX+VFnS3C8Zz+TF8Wv/F2mfxcU1bvqEhlISKIw82LTpU1PR6FDTjyJdKZ0JkCyENpST2u7FdrxpOpVo9D17Mf68jG4TLPq7yT+2G7Yb1uxSnkf042iIX5LbBj0ewoc8rCL5xkKDa61d2JshrCuCyaxJhddmFVskighCIAc2fcP7FEZXTiB0WryoH1c8MyBP/G48i64Xlu3mBxVQFYoSDeob3itXtZ0aquLRrfkMxg9gSOjDnxltcVZGJtmzHD5w4shNqFnWZMGUJs+UC1rse/L8uEXAsow3d0eUMu/uNR7ciXMX+jcxxgB+JimUxq9WIk7emcNOcmee40Z0N+z3Det+ZFxo6k0pmARMmO1dwUDVJgow/TBm+tLtGFi5qLBqCGwh0s4RVc+p5sC7I7f3xMooXFR4AoAjLMLbrjuv04XQ1YvUZAm5l2OMt5yFBd9hyYLsx+wYxk23EIEA5eyFN1gRXOTDEkORmraEZlMNSMGy1KUO+JX0c2lM85OX8CZhR5SQt5SWoqUcsfOS+ye5fU75qR0p9+7Go2nowcc93gRshG1cBpD9cbnKfZPQtfrcIgfsSF1dPox5pGLPLR/IIhFJwIezanFnsydhxRK5il9WX8wa7U9+Wz3MXmnC/LdwXafLig9xUYVABExNUiLdY18iVHdo/3RwAzzoTr/QAMWHdSJF3XazOu2QCA7ZlUcnUzy+qhuZFKfZ8eM4A0xxINx6ss3pPn75p7PCmselI7mxIsXnylkOUKm9oYxHN532Uj1xp6YMV4P7NYEhxiyPRgrU9tOW64qsbJnGFdfTDUuMSxgHsumoY4H7L7silCqEyxcQDOdpt5FO9naCS7cQdIywtolKJZiSgcfW0CJ/vcyNEEqMVx5DyhKUL6loG2xfzD7qM0Uom2maJRauma2K4m8aRdxozdUM7osCFZPFDaKEOodRT3yQ1OmD29Lr/gxrgTszU9PZ0BrsutN77xjdnf4YwIc8IHH3xQ9u3bR0zyRCyYlHzzN38zowYwzgUc9NrXvvZRveY1AzNYYsL4A/pMWF6CLUMmAjbscmnfT7YFEEXZm9m6O2kcLgjsuOFCZN0qmmGU9TFuRklleJrx4mziUXDCKQ8FI5gmZ+AAAIIgxkzqZuAKFyDn4IilkiVlz+iOB7tdOkO6C5/lTZHBU3CUBTm7a7LdNF1ZCRCmGTT6Q26rWdvTtakAswrr9DkXRJNHQJbimCFmtjiglwzeX0EbwGjCz+tYL860WYgxu6ieXnjd7BE/Bx5r0gZkZhGcuQF4WO7aMXHB1pCF8NhhTnot3sIWQmLa9wMJPL3RU2ffTyW3MgCbLhCbHbyOsY0WmEpzEctbQ5GMgWoHMPN1uEUm0jYpIhnQFgoXzcPJWsMpwjp1P7l5ROwjsHgoIEqLbfF7CGCGTDLmzwLo8JFNcqYvi8+pSO1cLLmNPgsJPUcCCdtBdqOGvFPt+e24dlEwJNKe9LPc5fx6j2wwAMDY739SpX/Zia/2895Q2igdDAFaRmuUBvndSLpTJSlhwL7Xk2C5LuEIKjKdLySA8jwJG5HOPloBib+rlAnAUe32leU1dguOdsakgV3TcHJrOVJfhNkNfGlSSSfGmE2ExdBqzB0wSBY3eBw3pX2DtgZdw82RYdW1KrMJt8yXDX1+zJ5R+mjySHVD1PBmFNH4b6eVzRSZyUY2F7ZTIW9zZQRllbI0nrVLRo/DLEevDfwuMnjdCjUcs5WuRAU4xAqPJeSzXc+T7rjadaPLjAwmfF/LCz3KPKXZ1hw0nkAVCWdnaGpCIEpTEE98z7+8mcWTaGWmLiM18dc3M9C55Zjs+MSrANLXunAe8Rj7ZL644kT8fE5/ju3B9qGxUC7p96uQ13MT3SAcIwS2Q46Lx0NOWCmQqaGCwtQOvPZxDjOQHJpzOKZgzCB17HR53iPaJWxGEl1clPDgPmnNBJJ/+b0S/N2nLr8/8drlksRlzGnpfQTXzcyEiaoCNbFycn3K12zOyMns3Gyubu9gplqdfgemEf2yz2ZbaRlscE46kwPTKLoPLqkxFN0AIRev5Q2c4HuSqHQ3H2oINtyJCciQVebTGp+OtcVE8puwzbeZ4KFtyq8NPntzt+ZLYvu604k6JfZ8Kaz6snFLIrUTvtRvRjZjLKOfz0muEbPRVjyRl85sLP3RWMJNM8QyoEJGC66KuE/h9XDPpHQa16qUgdT8gbPVR3ZZF58NDRcz9qmqxNPlpuI+RPBq91u3n7OmKqYeDMQAGNdO9zlD7OoVKDkIvCDzj/S+6wytnOW9C7+m4Qecdo3xctcmXItchAvZMwCuoa8atskpU7JRCgOaaCo6VYm6Nw+MyvAaYCk1GFtjhxxQc43b4dy0G3I9bf5x2YWwa8gAt89ofehDH2Iw87UuWN4jo2z7ghnIZz/7WZqNPNr1rne96xE/e93rXkf/jTe84Q1s7LrHfO3Xfu11vcd18cBwLxlGqk/FRV21ARs350Tb2e7AJZA3FIAiOC2hW4cOv4EiB4QcGwBg4gaPnflDZvqgXgV8H7I9AuYHbI8WT/h2u5krlY+4rqUWca6bxNku6v/VHSpzFTQGxxlY8OlDs2MOpXEWzCQFsPZlJpgxQO5iTRmEOSK6uS9eSHFBxk10yDTE/Y7PAVCFiYllayloUyDmmBRY5HI/4IKLn9O+PhGfYaYwHnEmF/rZHCjEm7g5PD7f5BtgqjRDxnQzxiQ6KarL0tKBbwOfBIfWpYa8o2+sDW+MFqCZpAROcF7sjitzgccAnMFh0YFBziDiRgbbfxRizJ4TBphmn6HvSWG5K70xBQeQG5UvQOIIO+WBUyG2c/xIj8e8sbdoTB+AXsKiIFfvS3eywPOrejGmUx8AX2vWOr+dlDdmhqwWAulM5GTq1z+mVuEGQijfC3AXxYFVowgWeZi5AYXfaolfr7DAzd/XAMYS//BBWbt3UgHgkU2JRwoDh1K8HhsFA2kjM2o4KA4LbbicKtKmlAbbEfiU0zAbj+DddLUWPM1B/mqerBl+B2MQdovBnrEg8fi6AGRBJ9aCohSSUUinJmgUApZPCjaH4/LALGeNbBkKdczrALBB8ohCGUU0GjSu2N/mhOdAWGYkgqw/N6cDOVg+l9nguzwqOXxA5MKSVD+/KO2bp6Q1m6PslEWPsciuMD3zqopUz6TsXEPGimKNstiNQZGEAHYc49ZsXhp7pmXiIxcp61q9Z4LnSmlhRAr3n6SbmfusHuRyM6PXZ6F+gy0eD8xa5QPpv+QOKZzblOTU2Yylyo6Xkws6pph2+ZqXl63HQO6J9wvnJrN5MBrW4E9nXhPC0MBppWGpl+dcGBe+g4iOAGMFFqiIYOQCA31xb3DZkDRdEp/ysCQoSTBSoLOr3+pJMlGT3mRZwcvpJem/+C464xVXEimcWhHZNT+Qa25fBJTjxpapsy2bjWBpOWes5yjYGscoMYMKwNCAGN1jYaIBQroxYELc/UeNrZSh0vlij+AGOXxUiIQiIycSWb9ZB7+ghlBGWY0uMG7AAh9ydTRm8PxKjvuGTTxkRMKh1AALg687vrRnzbnQxgcKyACz/lBxVWThq9DUCEWali2K914LaUvfnk0lvw7peSpzH+3I+ZeUZfdfXJDugQleh8oLIp1DsUhbtw3yRdjhU+JvBh4AeTSy6Pv8k00f/L2UqPuiNcX4HFjuNwMaSNGxGLN8ZsKBeztAKmoCgFnUGJhVdmYrnP+y5zGeZgw/yw0Ys0CZLzVpMalh35rNzjAMM9ImVdV6R48VH08DExEfChAEVUNGb8ZZBL2msqH80uoCNrbNvXgYvOM99BwyVb2TQBood5JS1BRQhbjmde/GVjI+PWN2hQUnd1je9/v9zDb/fe97H0Or3/rWtz52h+Ex1IJezmkRs3H4Dwv310vlqF1pXddpDf0ktKHHjx+Xj3zkI3RYQWAd0OijpfBulEU2ZDWSqBqQlUKnmlI1CvP14uVs7rHYWbLcDjzX0ftqbe8JYr6ciQUKeFqGF4PscQ4McI7NQAYeB8kaLmQovnmxpV7cUfkqJQELgxuahlrb7BjlJWqFC/aAjFHVp6QQwAc3K7wXFrfZgiI1lHgAwFAE4j0C0QsyXRNrPotGZ+qhQG4Qauyyz/KbFkRtbBSKb+7DvM/fQWaooFJBkdrsm9MkJEf2GViwYy7J5s24cDMbAmOs3W3GyS1c7J3MUm/4EWe29DU16DKTR5oMlFI7SjB1X7oCH8U9M9hayqg5gwp8DkpIEO6LG6AxjbyJ4b+8smmUoGLzzSiGbCpNLNSgBaHdfgf7JCc+Xbg8CWG2gcFsyFVp7qJAvrTUN9dCODL62q0th9xWdI+xPZWLWtyguwn5DzqTKPpXb5+SQz/+SamY41/GDLFYHZZ0BSqfAuABw7W4pL9CFz6OlQUYqUl65rwU94/y83Rny2oAYjOZPFYe9r3GKqBT61hQHjPsA/s3u8mQ5iLbBlbgcEV1Vti48bc1JDotowpMJcHMSxnVnBVgsIS2804ltjq0nmtGyijg9UYK4veKA5t9sGiWh8YgahTClA1ZUWxB2ARnYNtyOQmKRbWqx/yOOTUSvOL5fE1j35yjXUHb8pSsgfGyGScP6gK6x+n8V+n0hrSnp6R6IaaEyH1f29NqsIDmAYAXi8kAAbBWSNmcKsFaqvMZYAfw7417ZqW00JXxz23IxZeOSX13QfY+qOwfGDQwMkmtSGOE4CXPknCjI/HnHpQn7bI5yXikRHAa58akeOosZ6rSxWUeg+1zZDwWYLGKBZpGRMdODF7r0SzPl3BuRh0ULcQc5xfPLex/ML/VsgIwvB0k0bjmoRHBXEC9LsYjaML40pss0GUP1x5cy5z1eb/gS7AMvbTmVwKUYMYw6A7UK2Q2qmU2PJr7KlI93aRrIwCrOye3RCk4BnGkRut0fH/JzFlDy80cOaaLDUHco1poEqrszTEFzpRpoBwYGEHwc/swrVEAhOsTJIF4H1qyw0Si6EntdEo5NhQIsIXHue/mT6ncwP26ZuGuJXUCdkAS9znNUts686YNNlPB1FLKEbuTKaWODIAuJNKb1ntn6YLP0GYYVsDavnpE7xOnXlOWPe/rSjxVs3lra1au5djog7kH1SCcLRu41npOtpgz9iz1JF/rSYzMySbUBIPGLsAZGPHOtLFuxhqhDsA9GXXA3Ifq0pkvsVZwzWLOGneUzSJTaG7CGUuIt7ZZP+TJEYjRZdlk+QbMOKeM8YPyoCEL1s+3WTjksgkNSiy3tW4ACsypATE+zoCaRgTpx3ajHzxVbHYd50s24G6MH05NdVLWOgP3ZSff9zYe3df06fWlXT/wAz8gKysr8i//5b+Unl2bi8UiZ8t+8Ad/8IY8PI/WSfJxAWa//Mu/TF9/oFyEuDlECKtKmII8VYCZMhP5LOSZbBbusSzMtejUQt1c+ACMLIDZDcHi96rH9phBBQvywhqGaw2ooMA3YOZClLFQnDoZHgp/50iHCxsZI4IkfQ21XdftIyPlDCoohZDs9QCm3E2Jkkjq3z0pL6u7oYfZFLtxKgOkr0Hpis1I8YZgOvVhdozMXT8hw9QdCcjioFjM8kmMPcKCzA0nnbPNxyIjBWBi8hwU5pR7whzCXPu0y+fMI1SuRpDKO50BQgPUBJwWVMlslw0DRRxChxOgJ4V2pIUMuqmUbeiNFUyYM7AQyCUDFP2hgjUXrcLsFcyHObStLmyBdbIzRqiIIG7YEYPdgX1yX/X8yGgxR0BICnHzx2fSHaVMDIAa9gNdL6NEQrOZdwHPvbGChPW+BC2NcXAS0NFjXWnsLWTgMtfSQl1nQkRGTpsVfBCIPzUpaautbm437ZP02GnOpvDcXlunxbbMToq3Xhd/7y6Jj50iiGOYa7cn8bGTfJ3y/WcZ7tqbqYnfjyVo9aQ/XtJiCTOOmPMwGYxYY4HB0mR27RyC9IizkigsC1l8g2M4sb89ZJ8ZMMe/nZGOG3THv3Hs0cXlOYX3APMNsBvp/uN3j+5oMU0DskIYxxU5OVY4p3B1s1B5f7NNyVkGYn2Vp3FejTb++jPOnzm7/iwfy1VYfgbK3KxaevYiX7d7cDf3UXFVTzBsM76v7vvYnRApX9T9BOns0rN8yroCK2axj9qUHGNeRiVZ2BeYKSwtIbQ2L5ULCbOK+jfPcx+s31RkwYqfY36nej6QaH9JCgeeJ+WTmzc8QNvCgNlCI6F7515+R0qLfZ5j0fOfIeHHH5Tei26X/Ac+T7v5eH196IUQ5N0XHxJXHL/HagHkAJThOOM8spt5GtrfayXxWl1JK5qVqbNDsSRFzbgiKGOGpqoFIDnTe4/O6/KewXsETBmURWMD0ZpqlBRTIq/XJAAsXkeasXifP6bfYwQzw+UT19s0kWRjMwOszEpD87AEybZJanm/UfMPzYTU5hy2laoRXqvMecqKag2ZH0jc4FqLewvYJzePywYaZns7er9pT+Rl5sPL0pqZMlt1sCSYEU7IFDkwGFpWKHMX7drPzEyAsZIBM2N8VNKn7r3YKMy3OZCY31D7eDgzYsUEvgPvDcjp+Gc5lcISpIx6X4CbojYQbZbb7o2U9QN54DYEe3xeb2BGkkhhWfdnPIMbsC/5ka6MVdqyeHJCpIjGk87feh0MayMTTQ2qCquDrDDKQ60xjAxLgLLOmGanYZ9m9vTmjuiYKrxGb1yZrd44FCp6zaic9zin2hvDPQch2LrtGLuISwouE1j5A4y5sQjPgCdm58JUojzufwCsCu5YE5kxVqaiMcko1TpUHg3GPvCSLs7HGaa5OUU3qxdN63mF7fIcyBuaT74RFz/DY0DWPBavcSMusEo/8zM/Iz/6oz8qDzzwAMehDh8+LAXcb7+MV3g9g26/9mu/RjrvP/2n/5T9HAFv3//93y9PlYXOc4VMlMs+0YuBsiHGzLjhWmecYTNDauueiqCbXdYbCwtFmyPDUmmXvpeTwrEYRZGZmXRokDQBH2QL5SHrXssuwsAugRUGccFIuJBGZpaYbLCgkg7XkXJgE++B52qoo91A0JUyCZ4yX3DQs+22ayDYMrXaVaYDN2YUDnhdsDlgRnDTRj6KSsss+BrFN21/FfwIgoXNDMLvAKGaUYQL1ZWSsivoMOPXzObSQhqFuYZqa7eWxweuiJhl6wwAKopzMCa8QMIV0Fz+2L2r9yXO5dWkBIU7JS+wI44yts4BNsrYfGe24ksOw/atnvihz8KXx6oYKhiy5+fXEvHbqDgw7xCQnQlbPS3I4Ja3f5easFi0AcAZZkE4ZwR3rJxvNvM6yB60+xLDLAPvv9FTsLfaFh/yQQAIcy2snu3SGCa/2pXxD6zK+ov3yuJzPBYgzGwbHeEcFU0Cds+L1+vRvSyAi18pL95GU3x0+yHh20D7M5DebE2Ch03uhW2eHJcAuv9GU5L5SfGbXWnN5yVfDSjNpFEOC0gt4mifzWM0AFbuBu6cPylH5dwJmiBmGGISX51hdC6iFg1hTBsWjVA2cNz1XCYQA8B24aaQNxqwJ1gDA1oIJLDzzusiJB0VTZpZg2PxOzlZlWBDg01hpkCLftf0t5k8snno+MEdz5k74M/tIdXOHRD293iv+cmM+c3yAlH0WqOkdlrZThYtvsjKnXbeo+iqancbQbgoaNHdBmBDZx+gDQUNYhfAqDNUdwIvogUyClYUzDg+mKfZPOwx7674Gc2GC3fvonwzWlp+xLUxnJ9TI5Ev1cpm9FLpvPrZUvncBZFcTuLJKuWL3d0jGr/Aa4Ynza9+JkEpnzo2KmE+JxEYYBejgAYJZrvWryLfa2gxUyyOJa6rI+DwAuihBLiCEFwwxckgHB3SVhT0o+Usow9zUV6sTRplGrQZh6YR5IvuHMd13MWzYHGGqqrXd8cE4Xs2MJTyCM66OPbGUsNshMHLUcQGC50MEUh+JpDo5t0iH7lP4rUNCXM5Xsvd98YpEtQISw1qNB/TJJU9BYfOvMoZgvRGVbUAGVxUUdkgzlVXXLtMLTYB25B6pwSS4w9HvM7hce0ZNTDB58b9FO8Jhsg137B6AIwo4Ev6n7tXOtYnBUDzU4lq+nmCJppknvRGTGnSF0aN4Lxo7Y6ZMUaWyCnSRiJpo8kVe3LLzefl2Plp3lM2byrL2mubEtyHhpLJ4gFU+nZ+GXgB0AIo6uyOxPcxb5hKvx3K4uYYf+91wd7q7BlljxZHwFl3nAcjxioR4KMZrKMMuIcDkGLelPEpkHwCkJYM/DLkG2AU5wbuUxZhUFZ1DmoUHAMYlgB8pmEiufVA+iOawUZb/55P5hBADz9XoIVrn74mMubczDcAGWWXG5YdDkklxljJztkxMSksrms0xDKmT+evB3UKmmzqLiyDa2NrYMWPc/+GXk/PmF21CQjcDb/iK76CoCwdMuG6UdYP/dAPycTExI0JzJDY/exnP/sRP8fOvN4wtRtxcZgW7j/M03AzXBqSqKBF/3R2+Wp4YS6MMHIbVbkfwcpiX7twqYEegBkANd68dJ4sKzg5t4XOIF5YBr+jJl5vfPiTErweZk4CSuWoyden8DF+cTDEC+CFbYEWHRKnTOrIfBEUsoOQS2ZFQepFqQqK+UjldFaQ6w1Wix5lB61Ytg4jXRDZIVS2gmDBDCzwutnQOq7prYhmDl4D+iwzWsBMBeygweh0+5J4OfExT8SiQKU8Kv0EkFKWBfsAi6CoCZmFFkGZzLENOVss/tIaJWrBWM06njkpLXYtOyUVb9Pm8myWyW0opHl4TYAkgLr8WkdDtCtqeEEGCE6B/USCNh6r808s2jFThc+NG/96U5JzF/k5mDd04qx4B/eQ2PThMIk5CYIO5HWBDsEN3Sfo8Yt5jU9A1xv5X0V1ZgvA3LX6/F00mpd+LSf5tZ50x3KycVNNZt/f1dmH89pAmPx8S9KDu0WOnCKIABBLRsv6eVGkNVs01khLOfHPLoqMjqhpybl1SW+5SbyNOkNgPTy2WuH8n3dxVVp37eb5FecCacxXpLykgJLHP9UiTm+8A2aYBQEKMmt+uAFy13F3jQt2xyFlwbkH7GSyIR5zs3vGzAnYAPc7AndTVIH1UgYzILNNVtRMatiBbfQHDZnxks7HgUXAcQpd4CoqAv0OCwptSB0h88S/2x0WXwCpzHyCRMyCjLPriUkWma0GxqSQl86tc+qmisYHWGA2e5wsGKyzz1gHXAsqC4nU96IhIFJd13mR0prJjcyoCI0g7Meem33tqyMnjRlStQZHYYgZm/4k5us86cGxE8VgETlwBSkutqU/U5McjCeQNbd/L7dp5WV7ZfR3PqLH7UsJymy+z5+GS6F6d6cjFX5PulNF6dxc4Xk4/lCb8l4cX1yLyxf64o/W6KjJ4xRq+DgBHubLeiqVveptABjv9TSc/ZEbKP6uOcpECbRwPmKW0r6/aLKAWdbHeqpmg9y6rIwdmWBrDACUs5A1xz1VTAysyF1RW9i0WSKQvDZbq6oEnEdGQaSplE5taM4ZGiYrq+LddatEkPkGvuTmpiRcbcrmN7xAKn/2CUl2Tw+YOUjnTIrumAyAf0j7+R0HiNjoi4zC1U/nnpwBBM4zMC8o4PE71+ADa4YZp5GTMSWKMK+BXLe0mrChMPmpVbqJ4jzMl2Ylv9CQ3sh4pnKAU7DbNzpLpq8H23s1q9D3U/bIchVhuoH5YnMV7k7a/TWfyp6/SaQxj++vSH41kN6UyvYwF0awZEzR6Bdycrw6LZVPluT8S0XmP9qW9oerlB2DEQwbAT9ba5flkhGIoEnnE7TkF3ISH0AQud1z0XQCyMEXl39PJDUAg+++m4fjsSBTafNjZixGkDpqUkXsA+Rqsoms+9kxX9pYRgMH872JlM+hWSjS2ptIcdmX8kWohJz6wEkXUz6uO5FKZ1a7nQB53Ke4V4FJa8N0Sd8L+xznNIAYJI24B/drTjmks4bOTAS/B1AD+wc3z8jJGe3Wy/uFmY65c94ZcDEKAI6ZN/qM2dPrsgsyxm/6pm+Sv/u7vyMQg8P7oUOHaCgIFR5c4B+LtR3k7WTgcanlDDyeSGnlNZ/WcE+Bu4lL7nYL/v3PeMYz5Kmy2I03DbtzNqTjXlcZMQA0l7vlGCw3W0XXKUgGy6qLh5TE5YQ4lzq8Lpgdl+2kjEsgfiuRGF1KA2ROwscbdw65arHK+Ew2gW2A7IlGGs5xOYdunf61tBqrtTqGbjsWSpnZkuPiqBbFaouvNyyCQxQO6PTZbBNkfS4EGNuQyRgBDoaYCGfC4S6wlN6JMhic7UEhwvmpLm3COWNhmVLJ0rL4e3bxZuxVy2Qu/A5aZublbjdTzGLB3g+D5ZqJZQYktsCCOMMMv90T//TC4JeQUMCZbnyU0jW8Zgjr9TDkoDulRnj1MbgjKpNGh0Anm8J9nW5gAGBx5h7oABSZN9g1owgzYMhB94025zooZ0sBqgIrClMCNhZKiCkCQMJ+AqPUg8bD3P7w93woQdPMJzDzZMUdQAOAHICu1/elP4p2tMjEAx0GP6O4I4uCAO2Pf1EZHOdgB0t1HMPTF/VYjNY4x4VjEx+cl6iak8LRBYnnJ1j49moTMvbBMxLvnuT+Q6QEJI/lBxalvnc350tQJJA1bYrk2ZxwJjA6kwfAwRkSmOuA8cS5n3ctUaB614UfzBg6sxMWn3DwtMPJ75JJFwm2HbMLGapJaWn9jDByOxxtsI/dlNuSnfPGajpDGH4X8Zo4eyFnHS0MZhxReGBIn+e05keBsQkwk4cF0OajcsBjFOBAJgfg3ZktS28klNqxTZWv0hDFpF9mHAR3Svfd5qzrMmSqaJKofLozrm/j8vJc3p66jWrwORkDA7coYnH823vATCtLEG7ge6MhtzAeQPZS52BPzr90RKbv60rz9mmpfGFRGnciPdeTNmRE3/pCGf1tBWfh9BTnDeXAbkYVRA8flydkwZQC7pJjmulVPrXJpkJ/rGSMq0hjv0h5OS/lcy0FHI1I/EZHunfsk8KxBc4KQr7ocuqcYYvgGh0PWEE6cILN2iZ95B8w6shhHjTJXC1p8oLXxLWkXKAsUedPLYeS3ztVGGC72PBC2HoBbq56ng2u6wMnWDYuXHaiRYU4BUcOLq8wDKyBbdJzSRuCzsXWTBJqvtROtsUDK5jPSX/vpISbdemPFCkFhDyx2k/kwgvLzPAKDh+SziT2Kc4hJ9Ez118aJmnDwJksoUnIfWByezYsg62mEZJLpD9uza/Ik/pISmkfDCucFJ0NRChBMKs2WxVvoiy5z5+UsI6ugzbmmAlJsxCRwCoYsmQY2eNc2rDZhMvqsjkmzHYBmBEso2uK7qTIxD/k2NjxY2ReatOosBhIdwoyjFT8JoyGEsldyLOxMfHXRdk8oGYh9f1FgktISvF5AcogP4arY28i1nksRKXgclBLJKz7kq4UxJ/S84viEGzXSF9ypYgsmp+PJdnM8/0LS5Cl6ve6uctm9PB5AECppjBQVtDvOa9fNZWXAvx0p0yOCOYLM1pg44JUWntiyhkRet2a1zk7zCNjX5aW9RwDm65gHwoXvQ7DgAQmKIWVQPpoSHGWGvdJHB8FZdqktTidvjMWseNiIwHO/j/LSc1kknY9c6HUDrAZQGUTD5esmt7Pb+j1dMD0Zdf3fd/3SS6Xk9OnT2/BD69//evlLW95y2MGzLabf1zOwGN4PRoDjycUmGFn/at/9a+YYYYP+/GPf5y+/UjwRir2U2mpBHDgaIhFVZLLCjPspNb4ql/nDdXYNNeR18HnQfium//BTZnAjEwaLuCYf/LFqw+CpCl5MZkFmSxKYVBc6bA3HQI3tFh0N2MWqMidoY0/Lpau4Bswb8qUmaTQ7MhpSAeg4WzqWXgqMMScVYj5HZMRKuhQy/NsRoeFjtn5YzvtMwMoAUzxufmAs1b+hRXKgNC9zgw9nEMZsndggW5AjjlMfD2h45gcP8NCKtk/x/cHY+SfWdAid/8cmZ7opl0SHjmrEsTtIcHY5ItL4oHxwGwJut547wtdLfjnpyVc72TgiGySWbOHxk6FPaSS6ufE5/AAILGNkAJGiAZoi2e5W1jRwyfUjc/NxiR6d/LREbbP7pHqcE4mPoGX1+xoYCoAA/6N7QETBYkk5HAhwDxkjYEEOKfA5JVCKZ9vS2u+JKWFjnTvDFlszP3qp8UDc9PuECDSdQ2AstUb2MGPzkpUzYufnyAoLpzYlO7hWSmcXhcPc22tRKK92lmPHnpY/MlJskRpqSDTn9qUc185QkCG2SXsTMzYgSGmlf+YDzWrzoBABmUdXzDHrkuKoo7zi65jGg8FoVug+XDWDQpEF0YO0OLYbMxJaHGmg+JZtpJ9B3RWA48HU1XQ85gnBwodnQNh8wRzg5DP8nfOxjkVKcGsAcA9EN8ki5R+OsMQA8xJCUVvSHMSSHsRLI7tbe2raZFdDpiZyIKWszpwd1XDE7wWGGA0VtT4A4ZAaoww3EVG19jtD2cfjWPA+RL7rCjOAMaYrUcJmbKPcBvl4/AajUCaBxIZOxFK+XRdzn7dLimsaZMHsygo/DMJH2zekbW1vC7d23aL7L9Xgvdd3n79sutqXBBhqDGlUhJ+tygtDaW7q0bWnLKuMU/GHlKAQgdPXCs3tWGSX25KsrCsslPMWFkMBM9fmNoMzaxdkhV0Nvj4a7ut5i8wfHHbD7asVJLeGKgANb7h8Wjh/NAGn2sisNlWRDGvzL/KuiHp86Vf0kYart/c5+aip5EqympA0qfHXE03KAWExB2AzmZ7oGDA6xc2Ypq7UFpbG5Xc8QVJDu/j9kEqCTCzenuZ+ZrNXb6MPBTQJVQLalN1OJYa30fekxIprdp5x7wxi2hhhqVmXPHxzByz2Sk0C8+GMnosYegzQAUKbIAY6aXaAOD+EqmcTSR3nwJ+RHKokZBGDzAD1BNpj1rTlJK9QXQLGDL8ycxugI+e3bPBYGUxdp4kmInyUxl/sGX3zwLZ6M4MGm6I/FDpMGR/tc/l+Tvcixt7zJykJNLYhWZUoCBoIpXeBGTs9jk2A5p/CBwX4bwIIJPX/LZ0sUA5JebNvEIiYSGWwE9gcCxhLpZeKRJ/Ja9xLfDqsewwZ4nPcwBW8jg3jE0qLRmL1lNQD2kmowEwK4bcNMcYYj8wW00kGo9o1d9BE2PTYyA2rgswWSkuWVOPTVAL5Z5SaSTYsaSUMLdNz0ns98E+JjCjMgbnqmich7lZu2wy/B2zsM4ZEh/eGZTg8zJv1PJAzaB6YOUPtlaTT27c9bSU8bLrr//6r+U973kPY7iG1+HDh5lJdqUFpu3lL3/5FR/37ne/W3bv3v2EGng8ocAMqdYY0PuRH/kRabVaDJhG3sB//a//lUndT5WV5X+Y9S87UrggsoDSiwrZJ6fMy9ypMFtlJhDWfadpRlHDoZlBQwZB71LqCqivQXZm+3ZQJoc7m9370TXEsDrsvSELMAMFB+RYiFmHlvMAloeFCyMWh7/ZfR0E/fLxAIhgH7rGNplCB9bTznQCLJoDSbSxbwGQqGwPP+fzjT2jHbS5i+nrxzTzCBpdDQNOEgVlzhmtVuXME6++ABv1ls7zYB/i4ZiBqvclPXpqYMLwwHEtkg7sVnkSuthHT9O4IXjglHZJsJ/ABHHWR4sqFmz9vpo02DZkIcLYnnOL+r4oAuGkhm1iKKaXMTUsDFttmmSwQOQPPZ3NAuBcWtEGIN7LOcHhxp/YDBKKOADJFatsUNyAcTFGRp3Z1B3Q66JtrsCPDAxMOQAkaS4BV4+8eP2QRgLuHGjuLknldIvzeu25VKqnrDApl7J9Fe+fV+ZtZYOv13vurZwTQ8casrc97/isRHcf1qDmWpGvWzqPbCyPM2f5+NAAjK5uSnfPbpn5dFeW7ypIY95ncbZxyJeJL4LdTKQEtzUrNIvrCYs9nLf1XSH/jR3WmtFg1qyhYey1NjlSQea1fpABM0sQFVoOoN30Xc4gwATz5AywQY7lDGu0gaHfnebugs5lDjl/Ys6H7C6iLsxEgQ6RkBIjEy9RaSv+05gKlZey2WIMtH7fUeB0pTeeZ+i5c0PFa/l1VCgDmYVGXljmLIxqnKtnO5WlZwVSOafB4cwgGtVrB6RNNFmwzjlnR6d0PoWFUipSXHQ5fQMmzcmwcw0XTBtIVEtl9RZfLrxgTGd7pj2JRmKZ+qRPYH3+V58nz/gPp/V71elJ79ZdUnjoPM9PFymEvLR4eWXrbB2PmS/B6MhWBupKoMyCuBHd4AARF74DsP0PAslt9iTJF6hKGDmTSmMuZOEcdgrSnAkl3yhI9XSb8tRg7y5+h+Kz58WfnNDvT78vSXfTLPQvsRk2R8i/E8zlJGm2mEOXNBriMQbCp1ySEkAwYiZZ53FFRwL7PTBDDmPJ3Jwk2TJjwhx76uJICHboMDtwN3TgQu9T2oRwoIxSRvs9vm88xhsIf8ccZJ9NJJj1wGK+M4XGwQBkILwZq37LWMbI8jObiQ9NnJyUGN/B/qDJh0aOH8FN1UkMB/Oj+iLKWMV3N2T1LpH9r/88jzuAbe9ld0l3VKWncGnkId5dkJHufvEfPCVptSReo03Wb+22Es95PI7mHjgN7H7Vr0Kmh8BozENB7g6ToURyGznpj7pQMdvHkOv1fKk+GEi4ui7tA+NSWYjEjwKJKr50dkV0HExqQBmQzNsMFy6/kDtCPtpVibAzucACKMuiV3irw3kQSFR1plbWQM2nUjmN/ZKT/kQkfcmJV0nJmkWYN2OhoYoBvCfff4h9YpZbZTBLh21xM1wAOgBGAFFcAKnlSG35C4kUql3prBcp1ebexjRBDvtOrweNg7GkpzFnNsg+dfuYsUEtgNdUAstqg7wIIM0ZfMDhEs2f3PrAgAXnAyJc3Hw6WEmaF1GhoK/NP4cMQJyJCW91zIKzzw4FBZi5Gz3H7Ol12YXxJ2SPbV+rq6tXZQDy6le/mqDuO77jO+Tbvu3bmIu203rJS15yVUcChBNcIa+0Njc3rypWbKfP9pgDsyiK5Pd///flVa96FQOlAcwQMD0zMyNPtcVuslHqLGCgxGgNhlMzSaBR8ABmWX6ZdbpdcDH+RBHaGw35enAJpCucOe05SSBZkGjgzkdgZ9I2x0B5PlgulfUpaAHqU/kXFiyZKfUy+1oakTTMaQvSPbItNgiPrgE+GGx6WegaAMSvjeVDN04gnSyqzTzYKRgl8LlnIH+LdZ5mZpJzSboRKgF0UjyycpgZW23qa9YbkrhBexR4eAqG7w2QJCdODyybIQFzZiBm7+7mO2CggP+8I2pxTWkV5oIcuMHP4DjoiiqAM/c7gJ4hQwZ2zcFAsROud6D0rGb8+LvnNHSZmXC+SL0pyeqagkMDXE7ClFxc5OxW9pqYQ8E2DuVeZbMskbr3cROQc3VhYWuRakHH/JzuOS4by7n7YX+USuKN1lTaCDYPFv9waazkpD9SkupJzZnheQ3DD1iDT02KrMLbWC8B/UOz0tiTl+Yu7XZCipM+82bmAqHrnl/VIi9XDCS3UJd0uib1O6elsN6X/MkVSafGaFiyekeZN21aSyNHdQ3Fgy9rhwMpL6Uycf+mrN8+Is1ZX0ZP6nekUFewhPctL6lsLwunRce0ZwWnBak6ljfLyzPJnxYPA6tp50BasLlK/J3dXMx1oqlASZUeE4SEY3sxSO/AHea7OLe42aOk05nz0CXVXScMVDEuYDyU4upgXg3bWTqzKXGtKO25Ipsk+A4iEgFOnf0R+Fobi4LvqZ0falTjmBCw1VqljB1VUyGAV7ix+asDk57h8HfsN+x3sgpgy81m2812qAWaWlq77juNMoD1Ox7ZNTqu2TwJ5GZgCjbv6FPSdeHrD8n8ey6wqUHwuXdaNg5XxItvlrH3PCT1Fx6U+h6cOyL7fv0hkYkxiY4e47kbb2wq83XLITP1iS8rgwSrxTw9sFv5vIKhWpXSUYIqsNWmFKC08cSGRIVxKWIObySg7Kw97UvlHEB4TgLISzFnirgHPB/nEeSouIZZA2XH7SiXJW40uR3OPCPAd3ZjUyMScB2cmWbDKa5qQeHYWZeRNZCu+hkoI2vrnDvNvZYGHzR7UOCNY8hGAq6NON+cyQeYKXwfVClnEnllnJ281YX5knWOYr0mLa2IBwfL6YJKE+GoCFGAmVfxfkYZmjPxMAUFwBnNnuzyRNmxBsOjoeccJV0epzvXaNwDuWwhlnC2LXE/kHg1Lw//9rNk/INFmf6fn5biAxfk/D/bz3McGWHNOd03YP2rXwTbhMZentL0JCyrSx+kfMYWR1PIvtT9iBBoN68K11o3b8bv+TrccXUOrQ9XxA1Pxo+C1QebjKYlmpiI7dAQ6Bj7uhGQ4dIZcnW35fcGjFQT5huqaOEIQ86pV5S1dtmlMD2hEZJlmnGuEyHyc8pOYfzA2wwlLkQSb+bFr/SlOtKRJvbdWokgpBCphDBXx2yoSGFFWSzmhAHcAEhDAoooPJpc4X6txyFsBRJ1fYmrEbPSALLL423ptnMacF3FPSqVyFPbRMgv0dCrnPGkuS+VPBp76MVM6Xvh+tKd8KS4rICVTB6Mmwyg4udg88jI4VymMYnOCrsREMfyaf0z3OAeMoViXTUAaPisWYaq9pVv7PU0Y3bZ9dKXvlR++7d/W37yJ3+S/0bdmiSJ/OzP/uxVMWHnzp1jfNf/+l//S378x3+cWWiYT4NUMe+ia66wIFX8qZ/6KfmVX/kVWVhYkCNHjnDODU6RBw4c4OttX2NjY1dlTlKtVuUVr3gFiavtrOBjBsyAAL/ru76LtpZYQIPXiwhv9MUBU0u4l6FuEXX9bR3QdzdemBlAN+0c4pwtPRY7nnCwwhAvu0kDGaRjopwDIx0JAWZw83UmGbTc1RBdMgRw6wugLxwUh2SACsoEqSzRZJJ4GAAgwNvQ3BIZK8y9ZBI9cwzLmBrtinIVcpxdolEHnntuMQNTBE24aAIkHT8t/vTkwB6c3XL9j0YJYHgAWJptSep1BTNW5FBCZ8CDwMaF9aIgABAEEwZwBeBkQIX7EPlDNqcFNozdYNMTI7iVrmN4rHPG4/VeZUxOUkhAZQCO1tmuKz5kc45twmdLyyWaXyQra5QC8nnudUHlGNjT101YUDrp0yOMBfg47MdYQRv2gdseF4C7PV9o+Ol8PcxIgR1tSABZJuSQtNIfkepnz0s8Ny75hbosPGda9r0bTovTZPI82HiDIYQRBQxW5ifZnQY7go45io3xI4l0Zoo8TytnmrSML58PaYHvj5dZZBbW+pJbaQ4CqiGFQSgyg03dPEIq9f0qm0MBc+ZVozL1+UiCri/NuZByLAbmYoAd+UduToXzZdoAcc6nnE+kw6PJtSz8VfMCrYHimhywCrcZNQVuymCkmIdhVo9Ky8CKAVCVlvtsPrjZUEoGMevCosc63DgmLprBh8shzGN60h3PcX8gTw5MyLBMmXMyMeY3NCqBr0GGZPDdH1jqG8OC90Jha7I3zAeBMUMMBWSNxVULQG+BpTPzDzrBDopzPBcNd3edQpFIsEwzIC1yWOAbC8PCUlyArSfBqgOczvRIpHAhJ729PVm/I5DR41MSF2ekORcw3gDPI/Pytbdx7okGBKnIytfcImO//0kJRkcl3qwr+3X3LXL+ORUZPRVJYakrYWteYuSM2XdqywKI27tLUpjO9Ps01cD1J5qoqBHPQkOlxe1EivefFhkflerJpiw+r0aJXHsukVt+Y1P6UyXub7qLQlqN6xuuZQAWM1OSnjp7SfOPoFrltQQW8pQC43hBDmzyRw/M5/wswWKETCsYuThzKBxzd0w516QMqsY8mOzc7sLOaIP3DZq6WIOQjISZcKD4Hpq95DWTUuHBnJGgtua1XB9XWonFx2wqfoZA8VpJehMaVs1mm8mAda7N7muQ/zHvEv9Gs0uNP7D0u6fXKucQCQCkkvxEgn5AOZ6Tm/F5kM+VUum3cpLi7/lUwrNFaaGni+/hxUWZ+cweqe8BCBqwT62ZQKq4L7a7kkzWeP/CuY5rlc6wwekR9zpsk8pyCcLQVGjpvi6YEQedi0fVVZcyvEIiM3+v322oBur3TEh9n4KL3hhk4bGk9ZCgDOwPjD0cW8N9XdLZPseMAchANtmvKPMOcOL2Adhrmu1M4jubSor5tsSjjDHZCPUSn08kqkMK70nSzEk9CqQ21pLGRIEMYG9M5/04W2Vuk7g+gXXC9w/XBUSjAJC5/QeWDs+pPaTHCgYz2EfJWkVaM32ZnN+UTi+UdhOhZtCZYmbSJ/sFmSU+E2IEuF+tUUanzRGhiyu2hZ+HM4Vw002lfMYCybFPXJh3SxlZ3AMA2GhYVgiUbXSzZTyXBw03grxk2/eBOaE2Wwsi88rkxpd2PQ3MLrsAwL7qq75KPvnJTzLHDMHSX/jCF8iYfehDH7ri7p2amuKcGv779Kc/Lb/1W7/FTDT8BzUfQNXdd9992dd429veRmCHbUHgtVt33nknI8B2AmaQUF5pAWAC6P33//7f5Z//838uf/VXfyWPm5Txec97nnzmM595hPnHU25xEH8wdOpuhs55kXJEkzU66QYZMw52D4akedF3gbr2s0x2iKKAuMgZcsR0uyMTAyADQGOSQLr82bwVjSMM9LCYI+sVi+epmyCcuNzrkQEDu8VQXVFQZvlL3pAcLhkpKWjD4wAw4JwHtgkAZ3GZNtMoRrjdcOSDs5cBORT67DhDFojCE4BkmJHCtlQrOhcGUObc0PDRYTVtRhgKuAyIZIHHZjluYMQL0CkfAL8sS8rei49B9CZAmYEt93M+xgAZJYUmXYKvCH9OC3N7HYImPB37Q1SaCJt027btFugZUHJzKplt4ADsbTm9DKw5dzi3OLNCAwtYguPfV9Zq4DkMPAYbNjcj5bNNScZqsnlTRcJWSSrn4TzYkfjcRRbGPG4V2HnDGivkTJqbH0JhgkKkcmFwDtfvHZHamRId+5Igz9cd/eKmROPIYMpLANkp2MKcBSOXArJUDI+d9GTqcxHlZZArgilbuS1kl7p6tq8SwIKvBjYGxlAAOLMaFIEOOKAYpG00gArmayjlUTt+Z4LgYiycrFGz7tTxEDJCFKCcI5sucNYybEQEZf2KzpWBJQvRwbb5ODBU7bmSlC606F6HIrU7HmjIM41MBsYFLkYjNMMYgkQLrUZjBgCwsKHSMidxZE2CuTJsFwpk/NwCzPGcPOcVzYQIAdzGkDhLac4h0UnVguJNzjhsiOKaRK6gyfZn5CzY9fco7tzcSmZEAn+E5UhWb4V1ukj+bJ7FXn69J2deVZHOdCyjR9RYBYwolAKNXQFniBafi8LNk80ffK50DvVk11+G0hn3pXamT0C++OxQKudDqY7vkfz6jISLm8oaI8D7ebfT6MZfXNdr1eS4xDOjDPGGyQ4syic+ukBH0e5UgREN/Vt28znB4ppUL5Sl4QUydwuC0QsmuYOxUqixFr2Q7Bdz5y4saq7f3beLd/zMFvt7yDIJCAtVfmfwfnh/XOvgIBsgZH2kSodWgDC8trO6d2wZzm8NTba4E2fK4TL8yHiZaQ3Bmb05r912vOgyKxJsDpz4MsmugR8cH91oA+A8V5S9wbUd13jIbVu7ivzeZE1DzlqK4FLH88MaHO4eyPlNF+lgYIznE+93eH9feqOIHdHrIVxPIUvMXFXRuC7j2p1KkINMLxTZxPxlIrkFX9b+v8+i42f1E6clvzEvy88s8lzirClY7OcfZnA9908hlPIivnchi3pKkWFik1eTCtyQg45FcVAlorNKxRW9ruF1m7PKYJUvBLJ+k8iu/32EM5O8ZENOvT+ScKwrcqGsn7+LWTP7HMYu03DDoidccwgsd1zBNcUYN2zuuoJExyrlNhQURmiMgqLs+OLPdCSp59W0a133G2bu+qOp1Fs1kWIi9TsjyV2EeyZMi9RgCexYB/Fnq3Bf1XOC2wXnS95kFCjhf2t3K3DCnCkAI86ZyomcrHbHJD/blvHxpmw2ijSghF7cw74675EhQ5xA7QQCuAfAn+e1KYqcsyRZQEgaVcyhs2nW0HZAitcdk0aSwcd/2TyxbTaOJxhEc+d1rP6w/JpNObzt01LGJ/UC+AFD9Y53vENqtRoVeK973evoYzE/P39Nr3XPPffI3NycTE5OMsrrN3/zN+WXfumX5IUvfCHZsDvuuGPH54Gx+x//438QIIJ4cguA7sEHd87zfNnLXnbV23XXXXfJC17wgmv6LNcMzIBE3/rWt8rZs2fl3nvvlUql8oiNeCosDpuaWYCzKB52/nPGHjQAGPq9XqAhD7HBbCdfM825djZVgojCkDNbMB4AIwYpGop/zhN1dIYC7m6QWEC644Aa20c6+E6TDBT4MAlBZ9GGJAjewL45YNZAywraC7ScfIkvXJBg7x4tTAqh+PWOxMc1MJiSQceeAfgBRECCxBdOlQmCKtF1bDHv4fYLWDAYavT6krYQOGLACnlXm4NJXXaaPQs7xmtA7odCCSAlk/BpV9Y9RiWM5qaGx2AfODnhENPFXeCUf2Cd9BeDxzlGyh0bgDTHonFGR3+PbSJwQ3EjwwDKQN7QyoCak2A61m8YlA09xwE/sgTuOUPgkiBv2zZteX33Wtlz9D8fwc+lUHIPnJHxtU1Jxkdk48CYeAsrDJMFiIZs1EPnHOcOZswYCgvmSovyjZtT5vj1phOpPRRI9UIi3TFkfhUk1+hLfrPPcyu30pKknJd4ekzjCHoomBQ4w/EQpymKBhhJxPlRgq3Saiq9iieN3YGUF3XmS51FMWyuw+MwuuB3CcYxNiDucpr4nXLyKt/MMRCebvJD1zBR11TuGZXyII5geDbHGAzNxFMDDoBKuto1UmlPAazGEjZ6GvJazml8xHpXvDhv3WdfQhZRsZp7tGM6LuaW29LeW9XrBWfPzAjAnFZRMDP8Gt8tK9JdPAfd7Yxpwb4BYHQFsbPSd7bpbEG0E7racfbCih/mJVrBBLaErnd9MG5a7DoWEv+pzHMw11TYMAZhyIp742CORTu6/nR8LPpy+h9XVJa9CsZMmdHV2z2Z/YRe4yC3xDUUcqvJByNZ38jLxkGRXR9qSXNXUU0ATMK0cntOKhdD8feXJL8xJYv35GT/u1alP1mW3t49UjlZlxhOod2+RCNFXjNHHm5xtrG9qyy5Ta3OAMro0Lh/WspnWtKaqUnt35flxDfWZO97OwQPlLSOgikqUIKdLK/yOwjmnq/vZk7xenfeKrKwIrJnjtcQSBQxp8ZmFOYQRqr8DqFBATCWWX0bKOPcmMWVZK6j2fyYnhcuLDkzdHCXjyGTGo48Wk4jM/pMmsrzHGwp8zJt/gaXfCte+XoMHfalt6tGhhffIzY7+H2x67dJw1xWnnsdSPcpx6/od0mlk8Za4D0tAoagEHJbc+2jSzEaJ4kaQmiGiyce2JRSTxqRL0FdZX2daZzLnlz4/hfJnl//ooQf/rzsOj4jvUMzsvisotTOJvxOlU6tS2ffmOTWumTRsIorjnE0cyx8NxhXooCAERtkJxVAcZZ0VoFq9Ywy4gROaDq22jLx2Q3p1cYkLoQSwdCC84BqnqWSaXsda65y5tzAtbL8YFJVV8pt6OH6hy8lmgE2D2dsHr83yAMbiZQly+vwZzrdlaQdSjSeSvFcTrpTIn4LjpAeIy4gB+12C/xeOSdmgD4yUmDC2Kyx40i2CY7Qej1VK3tkwpnDp4GgfieU1VZO/DCRQqkvnXIowUYgjf1JJgut35yoLJQSyUTCFszH9L0oKYWM0Zi23kQqYd3OGWsaoATBNuq/YQSlknE0ktgw4gy3MWTDM/MA2lBf0CF7AMjc9c1O4Rt3Pe3KeMU1OjoqP/zDP3zdu7jf78uf//mfE4i9973vZaYygN4b3vAGWVpaoh/GN37jN8oXv/jFS8ohb7755h0ZL7z2TvNlIyOQhFzdwtwbGLnHFZg5g4/v+Z7vyX7GeSYLhPtSWEs+HosBrS6vBYVUV4sZDXDWxzh3RSxn2c6wUEgUMx2+XdStuwm5E10JO9AA4mqJDlkiXgvDNApIAJbipRXxR6oszBH2yeweBADj7+OjImCpOn01zgDgAijjzJhlXyEfDKYRNAlxzh8aoAvmhAvP62MY3JMYLmQMDVHAowN2AD6RpGJgyEDDYFbKZp2GAAdAGwf1Dfj4Q88ZuBIqi+QAVsYcmUSRJScu9AaO+F5gjhwI4Y7dCq62MFkOlQ2v4bmtTEY4/GswiL54eWXO3PYpu5Zm8ydb3tO93vb32Ykl22aCsOXfO4E8B0QZcn0JULZtG7Btvdv2aJdx36zIFx6WxnP3yPw7PsGuvlcpMxIgPjjHWY1MPptoKHdhHUW+L9WzntQPqiwHhTsKQgAgmic07XnlPGMDeqM5FsY0hOnEOge2kcrGwVBGTsWcQfO6fc50FZcwg1bKiih8fzoTyrZQllJWqRa7pyj24LRmdva0BB+FnbPaaVPCid3UHcyS4TVZjBm7gOVmzlg4JehUm8ujZRMCxLrvMM0NYA4CtozZgIEk+aKGfNtys2ZxVV0AkRnXG8lxG1BA8jPtqmRslasbALhCzHa6gtlJhU3G4wpMMhwmYWRZBQDmhvsJuAayRay+hQ+7cFeXEafg1WREbQ23R2ENGbYDsE5Ol4E9FpvKwCszp8CRMRw2foUIhrMvL6pbK94fhgriS3MeIFFk9RkqY+J7HGzK9HPWZDndQykZZh1h3ADgjaKOoH0Bs7Y+Zaxg7FbuyDGYduElEzL5+TY/x+qzxmTsQQSd+7LwnCIlZPv/VIOvcV7R0bbbl/ZuBcPF89oAmvhimyzn6FGzj895kl9oSm+kJrnTyzTN8Q/uFVla1e83r8n2PXv+M0WaXQYu49j0xvI6u9lKJZqsijdaohy1P5I3gKX5fA6Q6fFQEEB2i3Na5lCI+TJnJ8/fWfPPjDKyjD187c2RkcfUpK88zpy13DpbyKIZ/Tsrcl3mJthWMFgM43VAwlmWD80dZjNpOE1pqmONEc+BNoB5PW/ym4gF0ZlNPEmDgs1BsqNOnpjFwjb0xyG5hrV9Ir6fkjmD/FDZkFRac2CYRE6++XY58N++QLCcG6mIlxalNaszYoV1BWW4txEggi2y2IjyAuYItaZnjlgbDYkkA6C0vl+3z2rnJq9rqcjEZ9clvbhIUyQA7LkPrMvKPaOcS1TGW0FDedFJoHVfkz3uwoBHXw/nMk0vANzMFZWsfyuWeB7XGKesgdQw4bQA3SKXIIPGfRYHCtyWL361L8laXjq7IBXPSVTFBjs3RZxzak1P51WYddSNReoNN1S0yeZvmnKAbol2MbJzDwwiz8+OIvmkE0innmOmYTyJGBewvzobFjQ86czFUj4bSDfn0bUSz8d/MBaisyacXvP4LiPEG0oIBVo4HgBlnCcG82hNCOyowqrNM4PNa9v5CUAMMOkyGk1J4UxNtjhi3+DlpmvuPxav81RcAERvfOMb6VkBJ8ZrXW9+85vpCg/88S3f8i2UI4KFcwvE0dvf/nYaFF5q3X777fKBD3zgESrAd77znTtmNiNf7cKFC1ftrQE3SESMPe4B018OCxeDXHcwjI+FTjNuWgBX/DlZEgNe3VgSzHmZ8xuLSQTHMu9qyB4fM19tdcjia8B2HV1aZ8RhA/FYGCzXB/lb5q/S5dWBQxkG1+HmByaEVRSc3tBGgyQyUcA19BrDhX0GxoZ+7xgczBRkbBQB2iPBzXYAQpCIcEwDM9zmbfJAygazzXCMmEkQh4HY8PtdYm0BSO5z7fA5d3zM8OyX27/II9oO+LY9dzuge8R7Dv08A1Y7bcOVFvf/zj+/1M/82pgEJxaledcu8aK85KanZOQDxySBcYLNgmJeEXNQjb0jUjnfHRjBQFUzAWCiN23OFZSMpcny2DwO+OO8b+4pE8ShAGrszUv1XE86s0WyQriZjp5EwZxIvxZK6mEaHUV8jsX25oEii6bV28DCqYTKyfPYjUenVWfQ2WVmB99uyCiyODMGO3yT5ekchxW/OL/MMIRZaJD3WUYUJFaOtaIcC/MwCB9nNzkwiRYklcp4swkDg548tjOSsIfuPQopzJzEEpcC6Uwpe6aSMZMqY385W3QU7F3Iq9Tsh/sa2VdwOzWHU8jLXBC8Kzh4rJh5NdQA8gfFPz4THx8PBcjD3CSTXuv24zPTZtzMU1wDSRk4fR/N6BuSW7vmkxX13H8AFQwBh4xUjxU66rDfLi74Mv7QYN+C8QKz1loryLkje8QbAdsUy8Ydnsx+yOc7scvuiWzuR25UKhNfaMv5l5Y0RwljXA2RxXtLMnVfV5Zf6UvlfIGsDGbXcG1uHRyTytFVWb+pIOMPYqfnyeBw/0OODcw+nmPDQR0/FWhu3DYio0ca6vLXjSSuFsW/ENEVNjp1Rnr/+LmalTWGYrrIcGoCHXPQDYwZS/J5iSBRNGbLHS/HPinAMqk3/m3yPyfF0sw1mzF0SgubRwGQ5oya/Sxr/lkDI4XJhIF1BwKdtJWW+rh3OUMIZFvBmdHmm91jGcuA0OgOXFW1IYICGoU+wTqc9ZnHaayaFfeBmWCAtQK4QTOFzK99BpyHESzsnXQWDZi2L/FoJAlABZwg+GEseLoaE6SEbV/au2JGEOjvAf7AXFvOIM5NAGffl8pCUeq7A14nwiX93ABk+AzKSulcHOXZfG1j0nEN8QCyYrL4Cy8al/5YUdLn3SK5jzzAx1582Zj0y/ocyAOd+x+PnY98vJhSXV4n/QFjlT+TSNPmvgGIYHYxeiyVtdtwrbP5LDMPASCDSQhm3Pyus57FDRmOjYnErVCCsR7ljQBtcGXxGgFlkAA8AC7dCZgkqfzbBYsTuOAWhkba5iDXjfsOLGs4sOp3c3lgr6CuATOlGw9aUd0xk8meyGreQKUnY18IZPOmlDJLl1MHa32XGQrGDgsAC8QyTgoAYlw34B6J7cSfDJ4ORfrGeuHfjDqx+Ve/rXN6QTqYIx4AW/u85s6Ygc2n15NyQbIIQ8Gf+ImfoAIPIO31r389JYlXs8CC/eIv/iLlj5dyccQc2uVmwv79v//3dHQEcwaW7E/+5E/koYceosTxL/7iLx7xeIBARIPB2ONq1k6s25WWl25PXnsKLAzb/dzP/ZxcvHiROlEcOMzGXc0CTQlq9Z43vE3CoDjQ0luXBmHKkA+xK++G9yl9HJqnct1yCx5Wl0JzKoR7VwPWST1lsBpNiVfWBsW8M7qAmcWwIQRf+JEAwP3O37ubUsfk5NnstYaZquz5Zk6RPXcIkIG12r6y2ayd3v9qAMZgQ7e8ZyY9HLLAdrLFSxleXO17XPVzt4O4oX8/ApxdivHaCZQNvYY+9To/z9V+1iGgjJyn3u37mP+DOcCLrzsss797v3gj8CX2JN4zJe3ZIu3bGZGA8OQqgnB9Wb85l80o6RC9yPiDKWepNveFMnVfSzYPlmTkZIfZXGAgYCCA87s34svIiZ50JnVGAkVA5WKPwbDISevsqmlsA5wJkZ/ni7TmMfzv82YNFgSFTGtKZV2OlXYFKFYWoG6LjAEz+hSIuFB1fO8o18sP5mGy76kxcc4Ug0ygU4VaM0VdER1q0aw0lZ7prBq3pQv5YpjNA5HJQsHbUydHBgJDwlbAXFiiOX64RljkBR36nGW/XSMgX+RbQuZos3KD4z3Yfu0ia2ENGafKqsz0I3NpVEBQWIsov8RcoM7MarA9ngt5qpqaDIo7BQ4KAJ28jfsxL2RAMWt34SVqrNHZ35M0gvuoDsuVj+aZ44QOOowK+nN9KZzNSWd3X8Zn69KDG9/9owR2dGuriHTn+5JfUJaMMjyAAiu88Pu5j/Vl+c6c7PmbdTny7SOUleL3e/+mKat3VPg6I6f6BGXYZkikAFBnPrxCQ4d0ely8zZbEUyN0KV16VlFmP9Ykw4brcLqyyjlaREi0/9GdPGY4hxFFgMJcMyoHRSCbc+6r70Jx2bm3IHTb/+qIayDMpH9knuCxAIBtctPM1RPHkwWunscK3oZMEGxtcTscamZwLhOvHWqhi2xLbo8zBbEMqkyyCD8mWKTjO2TSQxxnsBeZ+QbZ1oEUsLBpweXG6LkgYZUKp2TkHPvnthkzULBOj0YwrKiMcb7cl+5aUYKmsuVhY+D0+PWv/ZB89g23ysrzJ9X23xQnML2B+U31VJtzfCvPLOhnwjFp6zbgeOF1wMJgAZBjHyAnC9s6cibi6+Dcr57uqHERXh8s3OcelORl9zAuBGz5yjPQwNLP6D4PDIEcCAeQwL4rruvnxrY09ptsuoX5Nc1nw3kN4OaOFfYvwZadJ3rhUZZIj7UnccXdG41Jw/nVxshBIkFdHSK3ZBa2lNXDNXT4NXHechbNwA0Wvp+ZmqCrjSsnYeXTYJlfTjKQqMcX1zLkXfoMoaaJSlXZTjhEYhaOr9cZyohjRNDge+Aaa2DVCSZNFkrwiHsOvvs0jbL7D/qInoFA38xTrHHh2GU2GNbb8pnf+2HZ2Ni4JnnZ471cHbnvZ/6j+DDbepQraXfk9L/9kRvucz5WC3Nmv/d7v0f268SJE3RkBEj71m/91ifk/cGYARzed999nHPDvBoA21d/9Vc/4rFwarwaR8bh9f73v/+SVv6PCTB717vetfMLeR79/0FNHjx4UL5U6w//8A95MDHs9/znP5+uKn/8x39MBHw11KP7Qt37TW+TMFSjBBZm1rnWmRgtROiqiAIoRvcJPxiy6h4CZCgCWJTRQh7t3rbaw9Nwos8sHMgVt68tbJQBhQxk6Q+3/H4LC7UDGHjE87evIcCxRSL4WC7HSLnPdgm26Qld26WFO7Ful5AsPuLvW152sK8fc3C2Q/YT84C+4i4J3/dpqf+T55ElmfzshvhLG5xXbN42xXNYgVQoOcxGmVsoMqoyWZM5fjG0tqwzQuos6pOBQfGLAhWMGTvtTcyjJFK+2GdgcgB5GUwauhGZYczhgCVGFh1YZXavo0S6kwVpzobSmtd5kZHTkawfDFnQOAbASa7c0LhbZJhQlOLGby6O6P47CV+2m8BagykYKoSczAzfWZ1DUalyZnhBNawxhZSiYIe4P10un4aus2tttvYAZVoMIw9QmSpeK5gZGGWyUbCOYC35uB7YM8s25LbukEtopiJksCBhQ9Fe0McxZw1Ai7JE/Uwu0J6fr6lSv/YMrmX2+cCClZRFoYFKyQKJbXYDAIEABP4/NS1AUUSBBassxHLhxTAwSOgs5zkDg3ZAa30Usp2ZWKQSS77ak9wnqiy8ere0xbuASk0knoykcCbH86a5D/Mq+CBqpY3f473w9/ZuuMH6khQT2fU3OkeIcw6mDwf+bFWWnj8hk/fXabACJnPzYE5Gj/UYRZC7uEkb/vDwTSLIqHrOIQmbfWnsLUppKZLCxTqz9wSmRbWStA6MqFQv50l7ymc8AN7PBXIryzQwMHAmHiwULeAZDLOzAue5aaxCxqhlDTIzsrFZQQeYnGQQDB2znsxt0+XuhbShN0t7ky0yu6pgx80YIxTBCAR33xFXdGO5fazfKWSTgf1NKROmPBVjznDao5GGAgvn5omiGsuZYrEpYdcLN8tFGbI1S9xMdXtGJKolkoxBEp8ySLnfxi+A+DypnNFrTxdzVUueTN3f5wwm5JfuPK1c7PO8hHQXwBsLbB3nVldwPVN2xRmSYHvRKEJjqHGwIs15n42FxnwgtXORhI1Y8p88QqaUs9thKMsvnec+JkA11g/nQe20MtK143UyrmTAKKfUObXxoz1ZvCdPK3t8djBGtVMq+XSslZOo6r9TZoVFJRhmwPgHNYLOZLpGVFyLxYOZRh1IG7PoKWfN0mok/kZOchvGjpucVRmxAVtLABQPjH3c8XHxAsh6I7NWVzCl0SEKJilXLTh32IEqCHJKxgYt5/hzNnTakCUPogockCbgxfltDR82ODqOKR2AezcbmQ5Jqt3sqbpK27bhO9XdashGQN5+Gpg91dZHP/pR+Rf/4l/I/ffff8XRqBsdj1zvumYpI/IB3EzZ8BqeM0OY25/92Z9Ri/lEr5//+Z+n5SUC57AA0P7yL/+Sg4H/7t/9u6t+HcoPLQeM3WPYb6NYswBlgLHQOttkwmipPehya3gznhfrfwBmkOnRRTCh1TwMPTDbAFA2DMJcoOqOZhHD4Gr773dyDNyhiN+RCSKwGMrK2mZi8Zit7RK9y81ePZ5riMG7rCTySiBtmwmH+/2Or3utjN7l1rDjJebzIEG98zBBWTgzJfU9KnPxV+sMk4VZB1wVUbCDMeP8SRBId8SX5h6R0qKb8xoMtyMMFJlCtBmfCKS4DhlPyEJu7VZfyhf1BgpmI9+EAyMAhyfVRiStWYT6RtKbLEvhArK8dPgi3FRdECWRYLasEAJr1pwJbN5AC04z5dKiRg2/suU6/Sz+IN/irvUEo4jOuZDzWWa84Qw4hnOdtJOLeSptvOCx2QyXyRgpKeOsmANpGMZHZSE0M4CkEUCNNuEIW8fcUT7HWAF2zxuaXUaTH1wDzFQHP0Pnn+wJZ8/0fTR8WIeL6MYKAxSYBMFIoghAZLMvFtPBwt0kjwBoznCEuVMmq8S2EAywSaRNJLxHZtQwBAS4nAGEMZBkV7paYFfPa+5S0IYpSSDdaQzYJJLECkpLi+oa28mnEke+FPoivXubtP/2Zruyd35VlusVafUrEtUDmficzwDwjUN4rjIs/ZFUesCRORjTBFJYCOXii1KZ/ZgWi6MncNATgjI4JMajZSmsdmRqvZc5I3pTNQnrM/xdsLrOLDp81urZLsFZAUHKmLks5qS9u5aBXMh5cS4qCDY2ERmAzhDFmhcDmaHNXoEFcQ69kJpajpZ+Qa2YNKmoy2xyYNid59oUMDdHgjtzQ6QbsL4+wAAWs/7cjJgBJFfsgjlhzAFnDgdA0mUZqsmCPpYskG8zUaYEIuthzCUlxe6S4w+MJciYGeuRSf1QYGM/glWzYpw1vQUQSzcga4bzAgCNLn6pL63dCID2ydbALbE1G8rUux+WzlfcRPMMnMub+/MyegyVueaB4bpVWtWZWDQPsqIe7NqYyiDxvNaeMhtUxRWdMxw/2pUmWLH1viS3HuD5AjfQ5ZfMcXvBqPF8vMmjHBBr5ERHwnpX/PPLAlF2ZxZujYkUTkM/mcja82ZpK48w6yBRRhf7Kb8ZyeptMP4w4xCwQDyG6oqoBxJNHICbRAS5Y3UEj6fKkIEtG9FsUy/ATJ+IByOQciz91LLV7HhkwdK0mLeGC1wRAV7Crcc0KluUSAxwOABlg3PEzEJKds2L0GxClwbUVSLRdF+kC1MRny6UNANZD+gWiffkNcUMWGinb4YkuE/gZ3BSdI0EAkteexX9OdM1nuV2jpIZNMDprt+4b4ClRTn19HpqrI9//OOUNf7hH/4hCRIYdjwReOQTn/gEJYwgcobXxz72MQmCgGYiT/S6tA7rEguuJ8997nP5J2hV/Ie/40NBjwnKbmVlRb7/+79fnuiFHIRPfepTDHRzy/d9/vsjH/nIjs/pdrs8CYb/w2IIbVuLGM0GMvarryYIW0w/zKnLNwDGvC/8h3/bn5wb40yBAQJjy5gphbXNQEMftDM4uuzcEv4cYr22g7RLMmHuedtf51JM0uOxnkimzD7bFqnmtTx3JxA5tH92PEbuuY/DIji7/wgB4cXX3cxvdmUBrl8VnoPxaIlzTQBllLBBSjjt80aKogw3ZHSHyZSZlTpkhpDKbRzKkUFBYC9DmCe0ICCrYMUQih8Ui8ipgVwMf2/Plwku2ntHJVzalHC1SfYsKeXVTKEZcYakNw7WCK+nxRAzhqyL6pzuHOvAZQyZYyR0B1h3mF1pgBizATdTjawQsmB2x364bixv9u2EzJf+h1w2HWbP5JC2ELqNBTOI/AaqV2W6OIu22SbQgg0/bfBhpoFmis2UKvhSFguP44wb3h/XFV47YKCif5K5atu8qbFrbq4VhQkk1fgZWDEUmrk6GKZYcvW+/q6rkmvMtw0zNwSFzMOyIp8gTOWfYD5LywnnvtiQMkaHzGRPZOnZocSH2pK7c0NGn7dEJzovB/MNX9KxvrTmldGrHg0l7oTq3JhXCVuuGMnp4zMS48Ugk4JZ7D4thnt3N3mcYaKAUFsUn7Dm13lHlUmhCIeLHq7JjVugW0NQb6iSUjjpVXNS3180trbP0HPuu32zLL7Ds8vcz5CvIt4BjTJIbCFLU4nrQEaL2Ri4EtJAwbKbhvPGCISG5Wi2VMJufze5ocsyYjEJV0UXqmvyNjc3yHOw5Rp/uu/zzYTgCTEOzpHRBT/je+rOYfedcBmAAGcMUS6rfA5gE/+xEI9tPqii31d8T5wMki55cBNcMXmrsXE02KlpsY/X6VWVWcPjIdWj7M9lCdJwQ/9zs25OfgfpKwBHitmm2JOwjp1gTA6AWSmVxl4MgpWldnSTIM3FDKDxA4dRSttaMDTRn+PzYlsgZQTTRWme51GSiu8fjje+2zjPYLw18bcnJdzo8LsBEF+/a0Ym7t/Qa9yYyPrNCCQ3l8OcyMozS3L2FWNy5o03y/mXjcrSs3PSms3LyW+alcWXz8vys5y+cZCBtnarJyu36/lPmeUY8sCcWYubJQTrhuuTzn2BPQTQITBBzhmOaxtz0MooQ04oDiBRsQMgi3lbyxGzcGY3y0YwCMlhHtukv+clEDNuTgbeHTQe8HrD0tncui8BXS7x3h4t9PEnQBmAWjLek2QskqDSJ2vWmUZzRgMUsV2UJkOSPAq3XmOEcb6MDmSOjsFj6LbFRaDJQfmwy1jsDs51GrDYd8hJ0W/kxUtE+hj8J0/NBQnjj/3Yj8ktt9wiL37xi5mR/DM/8zPM//qDP/iDJwSPYM7tzJkzj/g5Zs7wuycFY/a93/u99Px/0YtelP0M/v+gDRGihnA4yAe/8zu/U57otby8TOpzdnZ2y8/x70vlEfz0T/80E8O3LxZlCIFFV9/ZXHNGzOzFqTFVSRZvxgBhnGJGGKa2mjVfDBVuW2WLsCm3eYaM3XJmGzZrdUmWRX/5iOJ/yxxT9pQBW7OTc+GOLM+l1pXMNB7t42/UtZM88Ur77io/746B09e7thmZqEumMCgaki04d6KriyyuzQO4C1o3Pa9FlpvRaMK0KHU3zlTyGx5lTMg1GzsKWZHKu0rLKA61gMVzqxcjsmhwaUM2EsEgGCwAELN7J7CBXMiympwEsDtWICgcPeJL/VAquU0FZmMPahG7eptaTCvVYAAC0hYnn7I5BleQkvGzDjC7rI4Z4M18YK7hCiN2bdHNbdksizFULuoCfwYuzDwzWjCwV4AFPdgttcmnyQccK5E7ZmwYc4saEUGbH0O6qLNlZN3dNjCQGpWrAjZKp+HQagCK3e9SqKwamUZY4w+kj5hd021VMII8LUqnUdiD8cujAx8oGIF5C9g4DN+bBI/Bwma7zVkSY4VUqmaZcIEV6IgyuLkjN88tyYW/3CdL+xPOfHkbRelO6nZEU5FUHsrxnCoez8vYsVi8V7Zo+gBb7uJkW7rtnPhrSq/0piNZO9CX8GF1Dli/LZVoLJJwPZT+gQ7NB1C8YsakfiCVwv0i5fNdnkPBwobEMyMqBaVpSSqFjZgze5TPEhBE4iFIGudfLkeDGhToZcji9oyroyJm+1Ckm0FDFjuAGSdIK83dD6SPA1Ps7LNQNMMXgmt3nR2+JtisFpguNyuJ18WsGF0ZwcAOJKZYmKWCTI/zjyahxwotC43zaQYgAa7c8SIgs4IXv+fsEU4hsqUKnvAz9713kjEsgK1h5oRzayaV5Hlnc3JuBoiSU7DrZFaGzBmMcXNmFHBOdC6PAjt5fO7EEz+XqN9FUQt/NazxKGUEiHjozbvk8O/XyV5h1U73CdJwTmJmrHYGQFU/f39K35eNGZPRMYRZ1FynuKYxEWDmG3vLkpvYQxZ641CBvweYK6wUZPU2XyYeUHMP5Hcx148Orcpc4vO7Bo/bN61ZMzGZ7EvleE5lvxVzxTSw68Aq9gcAv54Dg9lAOMwCvNClEaAJx4/XNUP+BGNgG3HxhqNPIglidNhUMsbNDFCcBJzyVmM7eQ0FYOorAKdtfTLIPuS5BSNTmAQZW+zCu5mJhusCrgMEi/rv3Goo/QmbiUOkgAtQd7JGX50y41Ki7r5rekxwjkKyqo6MetwBCBnZQaWRdjT4PTQwhnsVg+/tvNUMRqgVEIZ9g9cYT9vlX3bddtttBFYAQHB83167PxF4BAYimCnbvuDIeCmL/RsOmB07dmzH4UP87Pjx4/w7bC8Bkp4M6wd/8AflLW95S/ZvMGYY0oMsyMcFkE5G0OHjAgOdiAU+o85EvhjoUlhsIwCaf8dVwzmzpSIIjEbYMcKZPY+gjAYXQ7lbCsqCQTjzNa7tYO6SoOxq16OZ+3oyg7Ht61KOi9f7Wo8DSHNxBf7BfRIdOS7xi+/gjX30SEuCDUzuJxJPVqU3ggBlHaJWF0ProPoizSnrupZiKZ/IMRSYboYMZlW3xsgG4d38GTrmEw+BDU6lej6iPX7lvIIySEzQqe9XAzJXxTVljNO8ZoHBMAQ31vLFSNZfUpDuFNgTzGOkvFkjb4tBx02Vtjg2TMPdjefP5ntMKmZALTQmDct1/xl74QbGaZtvBbGTPUIuxvwwZU4Gx0wZcv4VUsJCSPYJjFS/liOQyq1Dc5lyfo7MGXLdMEtn4Mmx5ElJoyrozIrGDYPiAeaU1cJxYu6gsUBs7gAY+Rp9gT8RIh9AylTUy7YP4OauIzCf8DwJFzfYBEIuIYEwwPpETbwEttvo4APsqn139jFttsmBMixnx06GLxHpgiHZ26Xl+dGTcyJ39KQy3hbZK9JYqsj83lW5uDAmQbkvtbMIkoapTCrnvhbmIzUJQ8ivQqmVOhIxx8qTkROYUwSrEUpnJpXuOK6zngT7u5Iu5qTwhaKMH4ll8V6RkePCYNzq2Q6liBOfXJJktEI7/NxGj2CWWXqjRWnuKUptsyv+0pqknY7IOOgCFLQ5KS50pHQBDG0ovfG8qiH62lQAy4vzvLKox41On3A4bOp9wMlmMyCWbt1farJhOUxDj3GgmDUaGRSbHeOppUwz97cxAnTQBCOKmWZzOcU5SskkWD0zaCHza3LDYUMO3psQL4FQYzgMNnVWDN95gCma6NDwY5AzBcAAJgOSMzQqwIq7uSB8BwnCnBzTimXH2tGuHQRkZQBsNT5CXxeAAdcSSt/gRNjISTqODVc5LYr34mYgkfjSmQbQ9aR6xhPvyClJ999un0W/1KVVZAXqnFlrVoEEtg+sO5oEACN0kLS8Mby/SqV9GTnZ06zFCthVnXVt7oLMUVkxsLWUAoLdrasiAJb/eB0ANZdNhkYVFQFzGgEBu/7uas6y3bSBsfev23LuK0vZPBVAFgAn9jm2ae53v8D8z+Cm/XLkTdNSvBDQgh7Nqe6kSgPjqu1wgDEAF0gKXX4qDEIwl9ZS9swddwfEeEw65ho5pvsALFbQ0vOQro1gUO044lrJe4NJT+HK294Tid9E48guEmDNwGwhILsWS35J3Rv7ExFlqDzZcYyrmnmGcy5t+NKdTqS5O2VgNWIzwBTSUKbsrt9eNnfngG+Wy2jfI55bxsg61oyyXucY/PR6Ui54P1yPTf5jiUfg5giG7tChQ1t+Dkv8EMqKL8G65neFpeUP/MAP0EpyenqaP0OI27/5N/+GyBfr6NGj1+RA8lgt2GJCE4qdPLzw70vZb+Kg7GSzya62FSu4OQatSKWKyAeLEkmsM83sG4Cr4eLaHUwUAyjaEMBsXXH9+VZpoYesMfzenF4yc4yd5HJb8rp2mBe7lEnFpYwqLiPH2/H3w4+5FAh7NO6NN+raHhWw/e87PfYSjxkGYpc8zte4XQBlQbUi7Yk8ncKQzxWe2hQpo0LxNLQZBcyYFVrQ+9OwQIss3FTR+XVMGIoSOopB6ojizIwDWHjitM5psaSdej0Hu2OQmmkR66Qm5QU4821KUi2xeUGmCSG/1UDaU6ggRUoXfWnd2pXCqQKdzZDRgxsxh/4XUxk91paLLyjLyMlY6vuCbG7FZTypaYfNb8C0wtmCG4vAw2AadCeXcQyaszTXX+ocKYEaOrFopOSV0aLMrNk3Zi7RoGkYm+T1uw4pXW65LvFULZshw2cFCALTTjt9kz2zsYOf5XLiI+4C8RnMNNQkVq+tUReCwPUAsiEUYObkSkYtJ8lISR+HzL0KPNEhncQBRpvZzYrhg/oSNDoq7fMrkouQz4bwbGPthhwBaW7UU3YBpgso+CnFojMlKj5fKuWWRIW+JJ8ZlRZyqWDlHaTSeN+M+LtSqdzUlIuvDGXqAzmyZ5Cu9eoFkfM5ue2lJ2W5WWEYLQrDlVfYvGE/kDTyxD/UlO7ZmnjdUEp1keZNfSmuwNAjlfp+T2onU8ktNyWYztvMXsT5RYBihD+DGUThXTnbYdMMLBnneBeXmf2YVoqZM2bQ7EpYCcm0wVYfrqIovMt1y4EDLu7CmASyR5WRcl9Z7AGObdDoa65WKSRrx/0EEICi3zkzcg7LXDdddh3PQ2PhnK0+f6gGIszChAzXzEgUEGqDEMcE4IzMiDHJzs2SclMU2XBodK70ZmMOnw11DDRwaeARbBBAtGPLIGEFg8T5sYLOFbr9wbkxEF85BSzI8MJ7Is8Lt6FMZpnqzCo+HxwSnUU6Z98aoc7uLRYknraGgzlQMmLh5r5UHsrTVfLhH36mHPx3H5bW657PxxRXY14zupN4j0ERr5b2Kq8mUwQ5NmaaCiLwsEABn5dEVp+BgHG95jEOpwEpo8oiXQA42DLsg/YkguZFJr/QlcLnz0jYPiQj9y8x8yyNIjn1A8+W6qmB2UbmJAtWbFnk4gtKKsuGpBPSPIRvOwKsncrqa2+X8T/4lMQPn5CR4zNULFRO+5QecnYMLHEz0IaZk/ih8Yu5PMylNYZNwIw9xXMReYZMNTveBNTw4jmvyoj6/oFLI416piw+A9JEhphrHiHZ444v8UikZh/MFlMJI+bMpBdKbwamZmr8k0xA98pJXHV0DFPpzCrAg1Qz7GrWWeWcJ/VDmLv1xTOmTwPB9fNgNo33I1tOMQEzG8dW83x0cuGh79QNuUzG/Ji8zlNwOVCGMaTFxUXOeg2vffv2yeONR+C8CIIGIdUw/sNaX1+XH/qhH5JXvvKV8qQAZr/xG78hr33ta2XPnj3Zh4U+E2gTHwwLdpNI236iVz6f54F63/vex6FALBxo/Pu7v/u7r+m12H2GUxv1zyoL8loIbe6RBSMoQ6HU7WlxjcILgAwMRqMlCfJYzMUNxZFfrejPcHEpFLSIwmPR+cSfJmVEcR1D6niFGaYd17bfP0LCOPSYjE273GteCixcCURciml6MsocLyFpHARuX8Xzr+Y9rmPxvBk6T3De9Ks+C6v8ZiCFKgZLVKviZj5c8YKFjrYCMjibKcjCYzBfwWLDnLI4l2K/Q2HHGyUKLStG3HA9Hg93NBQ5sDDfOJiTfgXMUlVyiw1JC3hRvI6fOaqhe4zZkPBCgcVNfs2TiYe6cvZlkBlhzg1sQlHmPtzUba6V6ZDW3AV54EDC6EAGfga2O3OuM/c0Z8qg+9tyjdgJNvcxC39NzJzDyS7VaVHBGL68CNTGghSKRS5my1CkNyM19AGrBXxVDLYEU+ucjZkA4bpUyqlpEGSHzPqD1Ag6nx6DjwUM+9iosvCbTRFIlzAz2mhwLtXHY3H8Mae6jgZRl9eXTBKNa1IUiQ+2iFJHuCDCkMS+/5BrEoyZhNOkTyh4yXgEmsFIWZRJohA4u+lXxN8IRSYTyZ0q8jmj5/Q8gfw1/ftxCWfM6bLclyTyZdfMuozd1BbfS2Xf6Lok4knt1WuSC2JZqNfkNfu/KA/VZ2WtU5Jo3pf2QkVae3QYpz0L1hZMmjE1xbyM/sMxSeb1JpyC5RopSHsakscEl1plqZYakoyPiH9xWQEuH6yfGceocdOomqBYQQ4TGEq7zFXRsbB0v0SBWwoZ9QCzCLwMJKSQiVLeGg6KbmfWAcnewPHS5ZLpz3A+Eng5Rz1zXsyy5oDJIdNyQdVka80hJDuhBhJLNkpMzujCyB0bDkaEOV5mmY/vPopcd03ANmGWjjNikObNABAQg3N/55b1O45GDZglOqaiSdFBc0U3CPNdPKdxnuB8MeMUnBMdHCb7jjq5I0FkJRZ/BbS1yeXsepS7gNB6sGsqXw2qVamcbUn9UEXivGaTTd2n5kMwicHrYIWrCvi4HYWBIQ6MQZBphoYNDEHw+TSsHqBEgQHmXCG5BavW2KXXr+KqOlbmL9apYhn51AVJR8rSv/ewnHhtgecLGB5cfvG58XoEosjhgzKh4YKTDXQYuw8p9vLLelK9vyCN73+OskpQBzRgKgLnR5VKN/ekUrp7TTqrFZFWKIUlnGvYlZajB4CEcwl28nB1hAx0WegMCZdbMM+8PtHFU6S5W2WPbmaU7otFF1iu5195Sc9jbLcCdTSofJp7MEgchi3MVAv1T/zMw3NTnYUDs4f/eM6mZNv6VczW6WwyQGZvPJX8qt5ruC0GKodNZCifNTbaWeSD0XOOok6NpMY8N3iQ2dPA7LILoAkyww9/+MNbd1uqxh1XcmVEnhhq/UeDRxCt9bKXvYwB0y5QGoHQkFX+zu/8zlUd5larJadPnybAHF533XWXPCHA7NZbb6Xu8q//+q85uOd+BmQJow0sB4q+FAuyRITFwUkF2WXQlzabzcyl8WoXBvDBCqBDiu43GDFYXbPDBxZsYZGZY/pgZbxSwePcDJKBMtxDiwUWbX4eV/A+5YxeCVSFvR6ej2XSp3BuhuHSyK64Yl7WZQKOM6Zsh8J/u/xxux3/Jc0rBk8YvM+VtutyzoZPFoC2E+i9HjbxWt/2MlJHZVuzf/C9kcHTL2EOyZN4okLGRhmcQSfSzT+wWMNpONGXpJXXeQoLanVuWE4eg262mz1g1hnkbbDYRod4I2UBhJkCyIFww1y7JcefA0Qxh2hXjc0N2OnnGgmZAC2aVIaEwXK8/8QXRDb35aV61oKTW8rgBPW29GZqMvV3Z1hwr98yxsLDySt1Z2kRgkIW78uiyDIIHdPnDXdazdWQy2VQuQwzywLL5mYAqPDdbMHtEsHZOenl8mo5zhmnQLrzIxLanFluCTJSC1kvF/TageLc2CywWAg4phSRTq1WbFjjxwPT2WxJsr5B1mfLwuN9u+a027xW4FxAXg6bOm53YKZsfVO8Skm8akWCNU+SWlGCLlhAA15mxe510gEAsFBkB1iddXXlrCetOCf+/pZE3UDiqMDMMhSm3ZfVJfehGo8njt3yPamky0XxJ7pS7xTkxTPH6SR3tjUu906flS+uz0qQJvKy3cfkg4uH5PaxBelhDi/1pDTbpEFI+JkqWYC4oawdwDyZRVjc5wICI7B/OJYATXHJZwg1zFAAQH3kmE2NiXdxRYGt7X8cAcoWy77OBJUVvFMdYXNlcNvUYlqNnihjt3OMstaSzkkiy49unvgTr1kcWOIrqBoEhTvXRheOTsmcOz/BVph0S885LcCd9btj0bJGhDMhGTIgwbnPtzZJIxsrpozHnwVz8KODqZm5kBlxTBcBlz7ezYixYAbo3lT2jKCN5hrGCLIRItId0esG2Y+uyShtBhSATmVoykI19qWSXwylP4Z8PxjcKEDiPJIFdkdVn48998/vkj2/e1SSwzdLvq2OpbjHwhEWwDC/DrZSpDsTSVTzJGz6zL7C+0IWCTt4sE/5zZjbiVlPXLcQVM7rh4VqN2cD2TxkEkAEnx9UiaOTA+P62p2tyMn/j86OFlY8ac3pLG5mnoG5XZsv68Lswoxr8Hr1u3oEnXhNgLLe8xvSWy1KegbOrCKlJVxHPTJnzOyKPOl8ekJG1vS4bNwCkx9fwrrHkGmAIuS/cXW8QdMMjFzT2wKmCZgjfV0wcu15zKbqHBjs7jmXWEoYGF8+r+ddf0RjLKBe0BMopRkIM8s8gC6di+OvYk9ySyGfk45E4uciurDSaZLsOGScep6Xz/p8fxwX3Hucm6ab53Oh6PwO4nvvIlzsOsTP2dFmApvhQ/mxT68n3/r2b/92ygVh1DE/P3/N+WC33Xbbo8YjAHWw5keOGnLMSqUS8cIb3vAGyW2/925bYOfw2He/+907/v5KwPJS67oElPjAr371q+Urv/IrKQO81p35eC6khmNnIRwOAdPPetaz5P/+3/97zUOFYaMnvugMAjugWPiccFeE/AjsmO10WN6jsEp6PRbSBDf4vSvqyriaQISPO1xO/IkxLawsRNpDMY88lcxKPy/+9KT4vb5EFy7qi1yKPbsUYLuUDHLb87OQaRhIDOVu6d+DrWBtW/aYgrltQGTb9mzPTcsef7ntvFHXdhB8pX18qXUNn/myANmiB7CPe1/zPLI751/qy8wnbC4Kw9ylQOr7c2odD4kPQ9KFRVHxos+iRdbzzJkKj5eUTQPjAJmjGYY6t7VBmLJjV7RDm/+8/jyzrMacGUiePhixvnQm88oQoBBtJrJyh84t0HobcyPnYHHuLL4tKBpMHs0zEqmeRrUXSOGh8/q9MUni3AfrZKYuPr+cOXYx76k1cBdzc1LotDuHRPd8dMRRVBCI4Ty3MQm3aMbBB9sMGPYdNq0fCy7XNPWAi6Jl+LDozcMMpK+MF5gw5IlBylwpS3L6nD7Ojp23Z5d+5+1x8cLi4L3ddw2zTpv1LcY9frksXrvD72Pm4IrtabW2nGM8d/A67Y4C/NEqw75Dk24mYyUatOiMh5fJ29T+fWDm4EA9QFJpwZN4syKVVZHNw2qYwVmVE1UJcEmEE5/N5aQ1bF8o9eVR+T/NZ8u+mRWZKLblQntEavmu7C5rduOF5TE5e35CpBGK1NStIljJSX8ukdGHdIYmF1tgMPIhwRLGsfgbXUlCDBkpGwV2a+NgIOMPJuJhnxcL0tk9IkWYf1SLkj58SoJCQXrPvklnhCBXazp3OrXf1i482BJzvuMQFGYfOwRo/RE1jOiNakENcOeaAcoU6D4bNqWB+UbmCupcQI3Zg3QR7wtGB9uEBgLYMgfCnHsjzSe6OvsFwMLZKsWOmWw3s8xnpp9IbOHCnBOzcx7sGZlyJ9ekfbp5OmD00WaV8B1H8cui3gAawYfJydBUYVPEt89msk01jTALdzOaoAufXVdAJFZPaxOnsKKNATyvX1O5n2sKYd4qb2Hi8YE5mfjAGTn3un3KZBU8SqbxfMgawRT19sQ00fBXA2nv7UtQx+wiDqDO83XGAzatYA7TnsKsqG4r9gXmFwE6wXZROmduhWCO5Pwi79ntW2d5fo094MvmzXrejz+gTBQ+H56L8whGI5CG+vj6VwevC3mmm8UDOAruq4o/rddpxD+s3eJRsgvpH0DK1P0qW67vycnMXzws8zMT0pmvUo6ZYA5twgAxjDTYOALA0ky0BOZMYEfLiXQTzN3pXBcAEZsBmzbPu4IQdXMJtfkxhIFDSplf8xkKTnluG4yjJ509fQnXQGPBGEoda8mqgewf0TlhbzUnMRp2YOEYj+JLe39fvI46Sjb36/toqLReNznvBhkmr/v6HwAzZvWcFN0139xcJ0xwIMe+kWrPndb2e8qjeZ2n4gIzBSd1AKxrXf1+nyAKrwE8gv+u5zXw3gCGMAu51vWv//W/puwR1vrAQ3/6p3/K0an/+B//o/zn//yf5XrXNQMzSAPf9ra3MR8MGwCUCtrwR3/0R5mI/aY3vUm+1AuyxWuVLm5fwVpDfC/P2REUYLh5stiCwyKKOHS0YWjQVYE9iqSgUqZMkQyYkyfi76WidmoBUlAomYQRRSZfB1IbzIZAwuSWr4cm3DUv0fkLj9zAS2VqXU6aaL9DEDHdIC/1WkOv42Hy3z3dZFI7GoxchUnGdufIwc9vgJDpy63tc3rDP7/e17uadSk56/DPDJzl/+qTsvQvXyCjR9QimyzVWF6642ovjUKIcxfmpAaGCrKSLCQUswIuEwbshBV+KOQ4eG2FZGbrjQDgaQ0obezV4ohdTCv+KAP2RTYOFJiThrkHzLOs3RJo7hkkPD5ysdTxMUGBDIlRTdkuFKiFTcy7BFI6388aFlLISXtvVWY+G0lwYUUCz5Nd/UlZewZa1SJTH7gg8URN1u6s0imSxe2QHT6dJ8EKIT+sozNmzHuiu55zW7UZUydp5A8QKq2283S2rHfEK+fVyMMx3zD1wcwZ/s3Gjb5GvLj8CFYaf8YG1LaeGsagDDFf251AtwCwq1nYLsygLa+LjNbEb3SZ3wXmIUBulmVDgfmjs591rN3xV2t9PbYoCGunRdbugDutSumQZRY0fYZFpzB36IUycsSX9ecDoILB8iVYLcnJpV2ydmhdmq0CzUAWGjVZPTkmM4dWZfHUhEgulcKJglqAj8YSbgYKMAy0g5kKTlyQ+osOSfWhNUnBBlsOHObL8ht9mXgABgo9SbH/dlel8MEvSoz9tb4uPlQKUDvgdShdVPDDWAA7L+iECIljGcUoWIOY1//eWEHnyCD/xIxkxSeoImBxYIsW5gMjNgI2ABIXuuskhy4E3RWZfF+zAbcga85K2fwZ8zMZvaBhyp0xy8s0Bo5s09C8lXtdzogCnOF7rdifPwerjcfj+8soAmN8dB/bnJJJ7JyLI2V49YHLJP7NHKmyNkLwGVxR7eaaeOoVBvOfWAAq/fFYgobGUOB3ACKcEeuKbNyGHaDXp82bE6meAMNSlsrDZzO3R+wTRGugCaANHE9GPltgBh6dI82wwkeuYV4ll3jfytlAcu1UKhcTjQqpqYSwtGKuszBBgnFF06c7ZAkOiv1IVl53pyz9o54c/pWuFJa6EhcrPDYwq+mNYAZW2U6AIbxWcxfMd8AcpzL1/gsi9Yac+6e3GJtlst96KsERyCgBDNvSr5TZKMI+KK3E0prN8fzCvl947c1UDtROtmXm07HERTDFgSzdrVlmPF+KCqjActGiHlllPbXfLyypAQcdEztgvdScY1gaW1jG8bAMQ5QtAJkLPmfQAPAwE8bjCVYT+Wc47g24XqqrohcqiwhADVAMkxGEiscTfWavKeUN45BYgvVQvyN5lZzimsJoBvtuEJRZUDm/RyazJcts0SFsGFAtcYMjlqeljJddt99++3UbBeZyOc6gXS8r5V6jA4Oo61x/+7d/S8kkFHogrCCHBFsH8xE4vn/N13zNdb3uNVvOAQn+z//5P+Vnf/ZnOdPl1p133km951NlxeNVDuX73Yg22JwRIIhCmK/OhxGUhaF4uVCC6UnxZqaU+RodYQGUjlUlGavRqc0D04biDbJGPLdckLSAwgJtV9AZOs1N5zr8Lh/oY2sVCScnLy9l3P7ncP7YDs+jK6TLONvptVzxP2Q0kj1+OIdtBzlk9nfHHNrjh4Gc+7mbkXKPzf50f3czVNtB0fDPHu9stStkxT1m63JOmJeZzXP7KLzlkEw82GVh1tgzmGfREGUHglI6iFXP6AyCG5qnCcDpQtZdd05tOseijBkLIgsDRTGDmyQKPxakJnkEIHSFanPOk81Dnqx+ZUf6FZ0/a85rRxbGAKUlFEiay1RcQbYUbK0TAj46vTVTqe+BQ2Mi3amSbD5jXFKEVK9vSuXhNSl98CGJF5YkvnBRvM89LOO/83GZ+OP7JDl7XvwHT8jUR5eleqrJohsMhIZFqyRMZ8aMOSPboFbmtD6P4falERic/0T+mDvsYL9gv27B8WCf6KQI0IY/reGSlAqSlkBPQqMD6skYTJNEPcJF1Vxadwx+v1Rsw5XW9jxDMGyM6dCZVzBPmM/gnBs+MwKyOV+l+0CBhs4fsoiyeSgU6p1JkYn71QigOxOLlCOJJyIyGMXzykYQRFS7UjobsiMOWVL5nC8bx8ekV8/Lvok1WT07KrmNQJYfmJLcWiC1h0It9BDW7KdSuqASLc1a0iwvfI76noC5fDw+MDOp5pS9nYa5gzKAXrHI2Tx/18D0CeAU7GNvJGQhThkfIhF6ar3NuSkCLo1JwSIrQEmrAfYoldZUQFmlk3gqw2ugzPKknCHEQDrrsroUaOJ74pwOEd7tXousXEVngVCY45xkCLQBJ4Ypu3gDs9unZBFACc0NnK6WAZg5KRLgGYA00KbmJlqbYz8AAMDox0kc3bZjnwM4OXdBcUAQn6GszBWAD+f/cu4/gCGwjur2igwvZ+EOCSLDkwEC7HbR2KPnWWNvKiNHA86c4dxCw6hxIJH1g4F442My/1v38zO4+VTKM1c9SvBadphxfWHmlwFfbC+kk/g7MvMQ/7F+k5oL4drmpNqTD0aca6PhRSWR3rjI5qFU2i++TcZ/9+MSLOYl+OJJ2ThcpsMgGB5sA5xj8dr1gwpUK//wkEx/FnEZIpsHPDn3/+ySha+/hcAQ+YDcbwWYjHjSnFcXSb/Zk9KSZn3hHCz/v5+UyQ+cp4vknj87LzPvfICAefX2snQnBjXX/r/clAN/2ZLxh3RfcdYNc3e5lLO6mIEDsKVcHTNpBPJ6LgFsgcGD+yUz1HBZwFxgV5tsAEc0SILEPJ9Ib8LmzHJwoNX5WkY5gHGtJJIH+2nNBzKs1USKiz5D4ksXA2V8ahGNQtDQcU0RZq45NizZqrzAPsZ5guuJc991cnrMbqKR1B8ZamY/vZ50C5llMOr4+7//e+aN7ZQpfLn1wz/8wzTpWF1dletdsOrHdkTXkVaOMamZGXVIQoA11HpYz3zmM+XTn/70E8eYwf0EuQHICviu7/qu7Od33333JbPCnpTLjQrAgTEfit/v0eJaRqocvk/OXxQfQAygCmCtBMClhQLnSOCiVcTdQ18HIIxFHmRDoyXNPUsSzp/QSASPoQubdq919swkVOOjPFDRysr1sStDhZwPsHep+aihlQEp5+41BLK2yCB3AGT2Alved8vzh95j8HONC2B3f8i0ZCvLMAQYh7bjqpwSH+26luy3a1wZyL3Gbcfzgvk5Sm3ozudjaFxvbK1pT3qVnFoSW+GIuQkGpxqjBtkMZUOzCSUn6lRomVWWXZXNuMQWtut2g0mWUNygkG7f3Bd/NadzSLPm4IYb7LrmUKGb3NqVSPWkT6MQFJ0YEO9N+SwI8XrjRxOpLEQMsg6iVPa9a1nikSJZ69KJNUnDQOKVNfG7PRbYBO/WHMKflAUXCizA09PnyJCUZJ7zQNg3sMkG4EKx2S8hD0pnWhwLoMArlrDeZQ6Wc1V131U6I+K7DUlyFPM6gCYKbOzpioiX2ehk52UCB7edunlDuXOXlKpeLjPvGs6RLe+PIgj7BjNvAF9oPMHKHaHfUAbg+sY8KMzRoIDTwpHA3KRwKKRQtBKwczbIk8qRgkw82Jf1W0Rmvu60HLtvr5TOeyKfGVGWtiQy94ku92/7bE5Ki6ksHdwvo5C6dbRgRZC5Svksv6kQS2tPyNeBex4YkvJyKrJ/F0E7ADLAJWb9AKTKFzpSPd2S5u6SJNM56T7zoMz88QMSr64N9kXUl+Rl90i+HjM8HRIz5yIKJ8VcI6bzH/7N/DmA105E4Ee2cFQt1umcaLvVzaaxaJVBg8JliWFlzqDOzt5mw1yEgwO+ZB9HfcZF4LxUFgG/TBjUrLJ6s8e376hj13AW9UcHQJDzpMYUu++wyyLDwjYCcJFd533O5sWMjK2e0zwvB2Bh8EFpsbnj0QGSxkADB1SeO1U183Cvw3klgDSwI6FIaw5MtX4OZ9leO2kOi9YIAsNDSaHJK2EA88BbZ+QZP5vIxO98UpIX3CELzyvzuWjyADxQzjiCGSY0c5SJAtikYcXQscDcGRlvzrYBmMAQBHEguC6B4FUzl/5ITPb3/EtzUrzt+RKNRnRSBChM8gk/t5QVBDq56dozoC64naCvdlrPaThX4rqK18b7OICB9y4vJTQxWX7OmFTP9WX+A01JPvV58UdHJTp5SnInT4Ho5LVg8g8+K8ndt0hzT0mWXpBng23l9hFlOW1eGNdhNDM46wdZalsZSmY1NmFSpOwXwCf2MWSYYEyx7xx4B8PaQ0/JnDbxHM8CrZ1aIrcW8jPCuAlArjeOa6ll5zV86e/pStr3pQ1ZcjMkWESUQTyNwbccv/ME8AbOIX12TQ0CNZPuodGAz8LGhQW6ZzmLuORiNvQaxQNP+HqaMbvsesUrXsE/gSeux/zjHe94hzz88MOya9cuslWViuZhunU14OgTn/gEDQIxpwZAtf01/uRP/uSSz8U8Gyz/oRYEBvrVX/1V/h2KQszMPWHADGnYN998844SR+g1n0orBdMFl7V6W1kvFAMEX574k5De4IbtKyjDxaTR0a4+naFwFzSHt2RoPg2W3E0M4RckxQyXGX94GGaHBXQnkrSIAgAAD20jFCmpgrN8TqKLNoeyTc6mL7KzE2IGoEK9O2HGLV5c2sJiZc+31xqeK8t+bwXl4G318VslioMufSaDHNoG97tHLPzewAmep8YWDhWqVHQLONu+D4b3xZNpbs2ty2yvxifs8PMwJ8niEjPM0oVlWfyGXbxpQe9fWIUMRW+0/cm+lE/lpD2LEGJ/S8BpHwWQhY2iKGbX1ty80DVlfg8KsFFlDXCzz0JJmyisUknG+1I4ndcQUQNZWJhfACjrTcRSWA1k4vO+moGwWE3ZHQazhpswikQwIShWsCrnUHHo33Pn1ij3hSNq9LK7pPDZkyrHHZrD4v5w54tZ4OP3/iam+wvS2VXRgGnK0/rijel3lnNnGVOGkFdlXBCNQdbMZncEDRo0YzAXxifa92QVdBAoErih9Hg8Bod0h7D4YfZsWAp8DefDNS3Helv4eLqyJl4MZwZcW2DHqYOEPgxiTKoHCR/2AY6Pk/g58IrCCIUczo9u3pM0l0j1gsYf4DHHP71Xiqs62I+cMiwwUv2qgr3aiRbB1MQDLdm4qaTmLiVPiuvqioeZrR4Yk80c2ZDCppPWwcI8kPxqUdrTyEjLa1B5EaHdOMe04QS5ahL7MvapBYmGQJlbYMCQo4cGxsgxnTPEwuwRJIwOlJFJRAg1gF/ZAApt6tXJEkwWZ6YAzMzF0jkr+ub0yN1vEmBU2Gx6DLFoLgid+xhsB8wsYOFucQ+QtOlrIO7CGbXo+Zg5DBpTRSmiyT5ZwLpmg4EmAjWwTRaTwbmgMhgxZUCLS3qcAJzoKDimMjUAMjyeRTIkciaZpMQVgDDQeTFnkw9DCmcbz/MK/cymMuXOudKBQGwrQd+IMXhtlVdjjpEmE3gZY3oAsI5+12459MNnOVMKCXRnUkPvIXtt5iE/BLuppheOgYSxEHp+SaUvKVxJcwndAmGg4Uc+YxichA/f9bgEtsmX7v6eVB/M83eI7OhOhLL43ETGv+DptXVXJKXTIU2RaEjB/eNxX2J/N3YbI9sTGnrgmgqzkMKazlfhWDUCzGghOF1k/RmQ/41I4WUv4nMmHuxJ8b6Tkk5NSPzAEXV0/uh9Mrpnt7Rm99N5EaCI0tRlkXxTzwfIOelm2cP7meNjXZspkIcWN9Cc0udVzmrTBVJU7AcYdFRPqTwX5ih4fWSPdSbNpAkyRrt/QC3RmdTZNTCNuM9QJl5MJX+mIN1ZDFjq8XMsbbpQlARMXSPgPQpySpyfzogFc3loBkaQUraco+VQHAFe0poMznFX8k+gYuY61tMzZpdff/d3f/eo9u/XPQZGg2NjY/IN3/AN1/VcBFwj7wzrx37sxzjnBhMRqAmhLHzCgBk0oR/4wAeITofXO9/5zsxq8qmwMMQvQ6ny/hquvLGkFehDPElHK9qRxMUVRVq9Sekhh9OTrU5uDKWG1IkvrAHVkEFp2A3uzrhAmWQGQbWUi6CQgbG0ticpeyyNSQg5Zb0haa8v8cbmluLrUo6K+Hc4PakFJAGibksmKbyME+MwEHOPHy4q1Q7BCoht2WrDxiH+6Igkmw17ngGvIeMRbcHaDN7Qdmeg0oKUt27ckAnJNmOSJxM4u1LANIvqMDcERAbFPT57NFGRsNuXuY+1pT1bkPOviWTjNswf6KzEyIkciyfIFzE7guJh6v5IVu4MJcXQfVsH+RkCC2MQzF5YwYHCA11m/LwzG0v1pJ4PvNmPiETTfSmeymfza7iZE+ABHC770t4Vy/j9gZpHUFKjJiDommJWZvSkGh1AmgKCmOYHDc39SqqIlUgknh6RYGlTotlRyS23dWZzY5MSYu4HmO4YUANLlsBSvlDQ78fGpoRTE+LNHmARn9voaxRGC3IjnUVRuRcKpoBncwTznR7kj7HmE6a+pCfO8r3iE6clADjDdQCNFhj/9HoSr65fvaPp9sc83uepa7YA3OL6gVlZyK0xe1VSyR/2n5/N02qocR6mDKlaXWOBzXBAAmvsoVRW71R3TRzzjTsjGf0CZIImZ6K5Siq1Mz3KjiAhjPaUKBX1klBGTnYZKdAfyUlzPkfWICrkyI4FPbXUpsQUOWtgjnDDOrUoxTsOSn8UcQMqPQSoCloIDtZcPADL6OixLbvALxTFP7hXgk88LMkLDtPQgDb2nDW0BkAdFC+kYD5DvBFCDNMIdYO0bTFrew0vNvDOsG/dFheIm0U5uBBqA/jOElwzAbWAdjM0ZMxG1EQERWhzTudDAV7pLmr27zgeNJgAk2nFP63xzQkQRa5GORizMGIGLvh3R/O74ExIaiKBoYtFaQBw9gcOmC4mg8cBjRoLb8efBB0AQTC+WBn8bFja7GSU2G7kVznAhM+EmVOyYxtmkLGi+wpgHFbxNJcwowxIC4OGXneO/NfnyIH/t08wnqsrEMPvkLcFQI9rEgv6roJbSO+Yq9UPJD/Vlv75sh57k8vh+WDdmntVdsmM5KmEjSbss/J6KqWlviR35/h5AOjhAInznGAE+29JGV1cV9HMwjUTgBZ/AvzSlAhmKg2Vv8LoBPu2mCi7pfbwiH1IpLe/L5UvFmTt1rzIrbdwn1UuTFLOWjuyKdH9D8rsb63RHCy5sCDdl9+tDSU2lwoSdNVpFMfcMZyt3ToDCiaawGlDg9Nx7s3+5Uk5/cYDlBpjXhjPxTFxpjD4jHoOo4YB04nZvkS6IQDqQGqM+wFmTOHcyGNbRUB2TCCX7u1IsgRlkMYLdKbs/oXXhDMOvlv2nYks14zfFTtG2XfYMcwmpw0jzZ18ej15F2zqH836sR/7sUe9Db/1W7913c994xvfmP0dUV2nTp2ichCzb8hVfsKAGdwOYUcP5gwsGWg+UHmQOMLZ5KmyGA6bA2OG2YtYPHSsAA5Q7wMkYeFegQ57iLuNObuB8UJGkXXUadvc1yBS5hUVYUuOTrNmOjFsFn/Hn7zoKEDDjSfFRC1DJTXk1jFrHoJSe5GEyDwjgxZIsG+35RpFkpy/oPlFdGwYMhwxUJesrW+ZEdvuvOiYteG1k1zRxxwdQF5mVDAM2Gy2xZizeG1jC4DcAsocmNoywzZUUBrw2iJp1DewP64iH+2JAGqP9j0u9XyA4ahPliihg9+wpDOQ8IiChvw52CmXZPofRmX1Tp0jaM950ro5kvz5PLvZKIYg31m814JeMctR96R5MJbiRQVQ6pKmXXbITPi8mto1szgFSJu0TvECLOMHg9kopFDwlc8g80skvxzwz+o5yJk0M6h2Vu318Rwaf4QmlUJRNOJJsi+QJAyke8CT2mcLMv/hukRzY2RICnVo34qc6YyXVvRcgpwR5y1kjABpMOBB8yMX8ryJllel9Pmc9G6Zl/BjD7CoiXdNUKrGRjm6rpw9UyMMTcs1a3vImM8uihzaS3t7OCvGZ87yO+JPjku8srrVBdExyI+YDbsEQ/ZoGd5riGeIGw1a8CMr0ZsY47wWv6nIu0sSCS+sSzJeISiNajkW6Cql86QvvuSM8SE44zyL2tc3UKwe6LKgRDAwfo5zg1b3JRhbwN1WgRrmkioXUulMhlI51+G+h9EB5iInP1WXpDDK37mmgM5JgWlNdMZsvMZzb+xoJP1amDm0qdmGzzm5oAvXXMwCDxQcdMz1POnffYgADvbk2M6RUzE/L0AZzi9mzyGQfRwgVdkfyBWx3ZzD6Q6kwQg75gwniMeGvlevGqpt/VDUANglMtBD3f/heS+AKJqCWFi6zoZq9pnORCoFhgBgFqf2nk5izNc0N0O6IXL+a8CK87tpgAnP7zlQ5rLX3He+op8RIADfT55WeD3bXieZA2sGAxEcD8xvuigBN4fXmsVx2WqM4rLUyOAjXhFqIbwdzD9AbFrOFdQoAAicSy1abANIr5YapCCf8exXBnLTOzelsBvoQwS4ungul0ncdJ4N99VUgg24pMIgBixNTopNdXxEEwozkZSojisghCkJbN8dK4yflxdxPuNc9chsjR1JpbkZSu1MLKtVDbvGeYLXczO9eBxkhXA/dMY1uI5yHwVCuSFkpwBdkAomRQ1790d6smd6XdI5T84/NMPtwz4HmwXZ+cqdYyKve4FM3Z9I9S8+y+tc6QvnOWeLhtTIpxIpvuh2fn96bZ+MGZ6P6zqAE79PFbg+AuiLjP/9SWnes5cMKRspZZHygoZrA9jhZyPHU9m4Gfserqe4PirzSfdHUxSwoYB9dU4NVWDKAmk8z//RvsTredrxp6OJFE/kdRZub1fSZb0u8D/zTKJxDeSLmDVuD81hmuMnTV0A3GzmMos7uVGXcwJ6LF7nKbrgaoh85AceeID/vuOOO5ht5sKer+b5IIaOHTvGsOmJiQlKGOHEvnv3bnmiFuSXcIm85557HvVreSle7RoXGLOf+ImfoOc/wtuwIQBsSNB+si8MHOKEeMnL/4OU19DGEfE34PmL8NeuSKUiKayXHTjp9AisyI7hMfkcw2MTuJ7ZDctvdrfmGIXQe+eUXTNDAri74XnOCQ5dW3ejc3JHzVMDu6SW3VgOADpnOK9jwdfOUQ7bCUtt/h26gUiS1XUWKij0txSG9ucjJI5uDbFn/FwwOjF3SRTGYA1o512tStJssSgGW4GcpS1zbiP6POS5Dee9bX1xK5DdGip4r8QwXXI93uDs0WaYXe32uXgDM/7A3KBXq0p0YFbCkwuy+lUH6eB14UVladyCOxo65QDmsVSOaMGNm1x7XyTVI6E0DqNhEHPAnUXRqBZItClv6sD+2u06UI65AtpMY3aipSwbCk4WHy0M16s9dHOvfo65W5dk7SOznGWA+5ZziuuNJVI9pewyJVJVlQO5gpVyMRQ5+7XDi8IOIbCFla4E9Z74a5ua4zUxIulDxxW0Y9Zu+HJm7HB2PrugYfz7tkPZPGd3GvovfAZlybByZ1YkntZw5uD0RUknxyU9eSZ7Por+Ld+TofN7+Py8ooT30c5GXuvzhpxZsb/AvDO+A9cu5KDtmpBgoy1JtUjVAKR8KmcE4wUWVl3uwGwCeKFwohNb0yfzgsWizjkTFkVGH1bWpz2hxXporA2Kd8j1wDRNfHpFkkpBVu+oSnk5ll5VXfuKa7Gs3RxSyghzGHTILz4vlD1/32VhCJkh51QaaoM+crxFMxjMGw4fB17roEK4eb+cefU4C9Oxh1WankdAN+W1mCf2KbuEbJJzkOjgmxsgzREgwW2rayhljGCkKgrgIEXkueys8nl8hySMNl/kLOKxOJdDowXN3XMMrs7g6Ps7OaQDYdmMpzkoYp9yJstcIQH03IwW/o75JkZfuDgENE6WUulVdHud/JEgEiOSSHComrwsGjwXxwC/h1FKfiOSzmSOckI8F9I6SiTBnNnnx3UB9vEEr2g2Yu46Jyz83RwrP7uZEzkzDuZbIc5v0izYmaNmDGFocmk4AfZh2z7IXnMGJwAH6jiLvCw4asZSXAg0JqSmUm8ADDJnPQMb6Ll2VTlA8xaeuymlfPg83YmB1TxAKWfzDFQoyMM1zWz/Ie/rA+QoAKVRhoVa4xiqAkHZMzBRYATJGlViKY10pNPMS+U+1Bgi3XuakpwrM2Qd+wefFzN0+P6gbhj5o09kMmWAs7jZEv9Zt0ny2QflwltekMn+amdgtJTKyEMbEpfzElcw+xXK4r2B1E5qYwyfY+KLsVT+/JOy+P97vjKCdg5j4ffYJ1ngNDb5tDbgCNQAropgzQICTuwrqCwqJwNp3hwxBByy08JiINEtbYlX89rsS/Q40hEWM8s5lbYTzOO7YMY5NBoxMyrXJCmca8hH3v3vZWNjg054N1odefA//JT4RcudeRQr6XTkxH/4oRvucz7a9clPflJe9apXEdAgd9jNfLXbbc58XQnkIH8Mc2rY1ydPniRJBJd4BEoj8BmE0dUsALs/+qM/2jEk+kpzagCV/+W//BeGZWMdPnyYNvr/7J/9M7nedV05Zi996Uvlve99rzyVFzrB8UhBgkaXLBMAGYFNCsOO/CB9HmwXFgCTWWvTLAC22SZzkRwCf6HvUqDH5w4101EAEbCxg6kFCcAY59nssTqYHxKY0WEODBxkN+ZMxgBsFJXYRmaoaU5a5gSJZW6S/ty0+FEsCWcwXDjVQALI2bDhbr+5JDrppTc/qyDVFZouew2dd8oRE4bdItSW8zq1mv58uGjN5QjsUgA4VgvutexPPG4H8xK3jY/Kev7xNAi5TKj3VT//Ss8d3ic4Hztd8UN0+yNJZiZk/L416U+UtcjKJRIsgfn1pLR3U9rjY5qn44uUT+jXf+SBUDaflUg0jkIVRjd6rNCxTjA/gKF6FCgFGxC38FgMZaPzi5s/5EeYJQGzhtmN/Lov3T19ufDwlPhjOlvBgg8d1WJKExD8nXM6bZ1xwfxZe8Zj7pNzfoP8BzdgAIDGPGZ9SlLYKEi1gyorYjMjmJyQeN+MpJ96QMGXxVdkjKtFV5BNc06f+H+rRzCQX+8xiNvZ5dPpb35CwvVWJlH2Fle2AKvtfx+Oldh6qC7R5NgewfB4Ry9sezyBpUlhE7B+MFKJIgnOwOUl5PXBM0t9mK5AFgvpINgmdfRLOIcEMIbiCsfSWcHjfOjMR1JYDNmNB6ACE+rkUTjeuLYBgBVWsO+L0rx5XIqLHSlsqIwVJhzIcNrcp06NAIMIlgU7hiK4M44A84jbgfk2WOYXNmFoUJKRc+NkEbYsfD/GxyQq5/n+sJ2HOQMZsTbYsjzDqvFa+DkAY2M+lATyW+aUWTEIYNJJ6RYKmeOwxBDFupMPonh00k/niopzrrCuoM6BMGclzxlPC2x24c7OKc8BXDJCJuVybFzPAo35PYLa3r6jjtUjKz1mrB1lkQM3RwIQSOyatq3mfsc5NKtNAPqwzQDWYC27YwFNQfq3qMxS72cDUEbG3JSbBF+QxBpbA3CGx4GR2zjoS1wdGJKQpVrTbXeGJGwAVBLxLWfPGUTAwAgGHZzDW4bTbCT5lQ7viSvPrNhskrKzmBkDuOvcBKSHxqUv6Uhf0l4gwQrOKZVPg63jdlt+Hw0xfGW2sA/Bujnrf+wTgCtsG0AIFrPaGLANxm9gHgaAAdBDAG2mMHgMAXdoVvQAJ3vbEjVz0t4oSuEMYnp0hqv8yYpKCjHzFeF99TNDiop9Mn5wv8QnTg3GC3B/P7ckG294vuz+5c+y8bL2xuewjtjc50tpqcTGw/JdoUaYrJuk1thVHNuFn3qeHPzzllx8QVla85ovx5w2sp8Ar4H0JsE0e9I4FNNMhNeUQIOvcX2vnPFMihhI886ulI4W+D5etS/RWE9iGIrYdZ4jHGBYbVaSkQI288xQcHyHLJohkwgzVsLmFp9eT9r1fd/3ffK1X/u18mu/9msMmsaKooigBuDm/e9//2Wf/5a3vIUh1XCJr6HOtPWa17xG/uk//adXtQ3/7b/9N7o74nVgfY/AaLBvAIhwbLzcAiH18z//8/LmN79ZXvjCF/JnH/nIR/i5APJAYD1hwOzLYQVtTJxDXoJ2JyqDvqTtNsEG2TEnR8SfGJgHKNpsMosMbm1gyaIxNQJJ/bxKUmjwoY5UAF8aMBqoTbeBOMpxkKFkzl3oVLOzzw40wBidCHQjaVIwAGkYkIYEE1lP/LVZe2eLhacVhIVADUywUJwtmySLjw8yOZd3YO+A7cP7NHAn01k7D1122m/j8RZQ3WyLjFYkxTyZA4Zw01secpQ08BFMjEvqTBQorYRmxV1pXcFq/3bNb9rr268ceNu+Lidn3P73xxqgPR5Sxku8jzME8UJfNl59m4z9w0np3bpLlp9Z5PA4O96reame9OjA1Tw5Ih4GuTyVBUG2snFI92/5IbgnijTvbUu0VuCAO7PQxhPpj3rsflZP22A9s8/00ABQAZQlE31Ju3kNJkWGTt+T4mkYJ6QMYsVQOoFWU2fdnCubMwAg0wCHt0BnImCj7mZRUJQQZOJ0itBx96X10hm1ZF9OpPWcmsz86sc0p4q7JsoAGheaFdGwvC0W//g5SXfNqu09mg0IiM8HErSMysB3HJmFYSDpOoKW8KFxfFIFeMOSRLK5KtHdDsQGLO/QMR7+80rZg4/T0u+OWq056WcKZh3fY7BLo9h/1kRKdB/5eV/CTqLhu6MBJYnMWhrRGRMHshmpsBmyuESBu7nXZ0FZPTuYv+FjO750R4qZLLBXLevsk4hMPBQxUBoFfGt3SnfGzYO+zH2kK6u3F6S+zxfvZCBrtway+++bEi43xIuqUsLsbrc7YO1NzuihOYXA6dkic6wgq0RBH5cgRysyrwyh0WTJciLN2ZAMAdgZgg7LFwNw7FdVpgUGkNdOA1LOcMIxV9zPzj4fBTluJeGg6ZDZhSeDeTMNclcJo5MmOqaL4BD3hKHXxvOxT/kdsuwyZ1uvgef6GDo5BpZJBtAFWZoZXjgmT63P1X3Vvc/YsYjsWGsuT6Ca5SAmA5CCuVLOuGGeyj5DJjuLjE3D52yLFOoxDV7AvKuToM2tocljINi5FnImCrchzCbZrBvmwRh+3dDzCGwlXDlLZxYkbbUlfu4z+dqjJ7oS53xZuzUnnSlPpj4Aiakna7d6zMprHARr5mzZNWwZS2fUVD5KOe3GAMQCnBBIIMlm2ZNeFGjuWcuMPtDTqGMbUwPmHmfwsN2Q+rlj1q8lbFwFkAe2ArXdz0cSryBPIJbuZCzl85pRRpYtseOaV1DKxkA94X6MZkYk2X23hB9/gPJkf22DShTIFDsvvp3NFDC5MJQBo3fuZUVeu3HtxbHBPYBzjM1U1kdhP6+sYHumwHNo5lOpLD9T5wOxDZwtxpQELPZhGgU3xjIOpMt/9Niga+6H0Y8qHforaqKCa3+3pzPpwTJ2qoZMg/103xfeV8ychN+NTKpr75VX4xscd33cjY3Mnjb/uDJjNgzKsMIwpIU+ssGutACe4IS4fUHCePHitubcJdYv/dIv0Wn+DW94Aw078N5g3QC6rmTD/8u//MvcfjzXLQDNu+66i2DtcQVm8Oe/2oT1R5MncCMtunN1LZsIzmWVkjbBwPQ0uxLXSpQfcg4AN9xiXvzxUZslcxWz2m9DlpgF1TKkUZFFlFMXMgzbO3YMHUYsJ2OMYesNEX2I7h9AW8r5D8gkKQ+RgeQRxwg20ny+vZ++rgEuJ+UyVotMmv0cEh9vva6AC0UagFgeNuNmyIYYAADLSbTG1cwEmWsEZ/ZZydSNobXnizeB4Y9I0o06ZXbB7IzEC+ooGUyOS7JZVymjPRegzAOIy4pGzKFhbsfYNHT0WUgOAxe1HN9xbQdew88btvEfzmP7UpuFXOf7o/gc+ZNPS5ykEuyelokHfFm/OS+VhVg2W4FsHlZJUG4DIaqxJM3AAqe1OYAbHm7SKB7SlYIEYMwwiL+sw96QOvYlkJWX9KV8NG9ZU1owtOfMeW8JNuj6GtFYJNWjOizPMNLSIOgW52JlQR/H4jTSIiszKoAhwDLmQcy9McKQuUmzRKS+W4NlcV5iNgUzapiloPkH5u8AnlzsggF3GPS4wGc3j4bF89wYbkRi8BzH9wVgbb1Ol0Xa4hfy7DxzX8Nu/hKSxOHZx0eEpm/LBtzy8y/h4vkPOWO1QsCJmVH85wF8ognVLUpaKUoa+5Lvwjo+LymuZ2Q0dD5w9BiswM02nXliBmYSK3QB8Gf7UvdzLCxR2OmcihZXFeTrLSLCwJPJL3Zk/eairB8qkFEjGFpWl0c9fxKZ+URdWrvKBC9jDyeyentFJh7wJNhsi9fuqVtuPxIfob0bGzqbudmQdG1DqrDsv2lSWtM58eMcrfMh8eqO53jtxX9g+Db3q/mIs30H0wSmpzWtIcUouvEzFt44b8GK4D7AnYqdY0V8MghrBysFlkNz2QaOiSi09WBoiDb/hAMk5shCY2xgAOKMlPA6AF/AV5sDQAZQhQLaATy6DFrTA99xyvQwNtlQpiHf01kj2LhzVs/YTH4XE0g9+7zH1PcXMpmmY+wcyESxzWgNA5xkIC0SgMZBU87F0+NrYC6tdLEjcaFESR6OOUOGRwdSRM672axqWMeMmM2tnh98HhiG0NAEFvwzgVRnJiQ9clLmf+8BSffOi3fqPBuk5aMlqd81I7X7FuTYt+9SJhBM2wU0GZA/lmTsHLdzKqVsEOcbmUUALjgXrqrLIRpRXbrdak4XZigB5HSOzZmueJJrJ/y8OM6w++f8HEBGDp9Dm15qoa+ald6xmvihgZwc2CFz6yyqJBCOiYgiwVq5U59fvgDHx6JUzrUlveuwpI2O9A7PSuH+U5Isr0jhUx058b3PUDZySR/PBkDfMZTu3gggmUrtNLLVlOHEdxuNl/puX0aPpdKaVbkujgvn5VKA0ZT7iQYfAZpxmHHWewq2GccUzRkANWwv4lKCzVBGj+Zk9dmRVI+F0tqt+ZIajj0wh3ENHpe5xwaDfQ8wGwpwppEeNzYwe9ou//ILskwwS7fddtuWn585c2YLA3apVSgUdsw7O3LkiExPT1/VIcL7v+hFL+LfIams19FlFPmWb/kWecELXkBL/kstONHvBCBhBHI9uWjXBMx+4Rd+Ifs7QuAQMg1d6DB19573vEd+9Ed/VJ4qS4eu1Z0r3TctfqdPoIAMMuSO0a3NWCk1BEEWEIBKpAAGkoIunN9UiqMXHHV+QwgqmDF2W1EMxL5aJLNLlIqARYN1s0lUwJplwA1zB+iUQuqITQDbxvkDXwLIL6sKthCKTfYJ4MbsgFUyYBlpkDEZ8+dsyeO5cXWL3GzxpiYEX9j+gcQLmU208mfWGs4gMBuQOcWap4XXol25FsMegBpc4Ch1rNIVLlm3SWjsPzjsoVPPelbB2RYnSLoxwkTEWEQnvcxs/HcAZztJIIeB2g7xAltMRdx6vGfFHsPlQAiiHQDO+3fnNRfqQFvG/6Ekqy/sSRTnmDODmxyKELAYLMjgELai5yicFFU6ZsPVcCY7FZo8Jy/Bq1Zk7fg4u8S9O1tSKPSle3xE4qm+dDp5vnbtwRw7r1Ep5VA9CqnKeVhIa2GI2ZykofIYFG50Y1tT8MZO+KhI6aIn7bva0vAhNdTuAFg/vE4nJzL7iZ60p3MsNG76zfMSO5kimxBo5yvry59FEU1TYAZCh1MAq06X31l1/9CGBsEZQNn55UwKnOK1euY66poQ/Mc1AKztMtrtr/GlaghABov8tSCQpF7fwvbBntuHXBmXjukpkfEaJdwB3CyrOTaLcF3C5QR/b+z3aFdeORpJvh7I4vP0+jV61JeNW2MpXMjxkoAmARoEmEGRhoGQAuSy5s5m10qAmOZsIOWFRNYP+zz/cG419hWltNgnIN/8fxpy8Me6sviiKXb4qzCGwfUMjSa40OLyNFrjsU7qDQnmZqQ/N8JZOc0IU8DQ2QXJpjIc6gKnjJgzpIEcDectbPqVhVJA6RwWca5nGUsuU8oljNgcmQNYbIKYat0ZY/Cvth9w3QcbQIt6zJ3Z+5KhYMPQClYwB3UFwdw3FlPhZs7wnvgu4XvFT2QOdwAjkb0PJJsASgDPuB44aRkeO3ZMZ/hgzOJkmpAuk10zIxO1Rx/I9pzzo2Pp8Lp4f0pf0VAs4nV8CVqhFNZiykZD3rwUTDJY28CkgO03eR0+p8tN5PkJBgkZWgYwcK8+/1UTMnpIh6J4nzx0K39XObEpleN1Zvft/6smmwqL95SktCyycZMCNLrQNvU40jkR2wPGztw0aWRTMaA5Y/ux6WtDCUyOzcPiPBk93pflZ+akNevrLFoFqoNYgg4MbDxp746YE4jfoSHgGrYAbDxOmyGNM6imqSpowXvAXRfqgPa0SnmrFyEP9qU9hciACqW1SVghGJxZnhHZbDDDb+6jfVk/nCMYB0O8cShHcIPzpD2h77N5ULcdxxafMUCjwPUqaaSinxGSVjTaGgcQHp5IYcUZq2iwt2N3IUV00tkYM4oAuZ6b4dOcS78USfOAJx5iDLqBxBHO+YHBDpaTMrrvDpUaYNFarpEB8Hdj2+U/vS6/Xv/618ub3vQmefvb356Bow996EM08RhmoS61wE6BlcJ8mCMnALT+7b/9t1dtgT83N0dCCU7zcFP86Ec/ykyyEydO0NDjcgvgDawZ5IzDCwzcN3/zN8vjCszgwugWPix2xHd/93dnP/ue7/keosq/+Zu/obbyqbA6UwVJY1jmahfdzyEgscyLvg+bbc51wfYe7TSAH1yt0cVRaWFcyVNGwIHyAoAaAJXe2AHKVL4CSZkWOLwQA5zBqjjUG6d2inBT1psXaXsL3QSgw3AzZX00FUE+CV5XH+slsJNOxMMsDvOb4biHXwzm3giyunCM1O3j4xGi6wcijZZ46Dy7hfqRIM2XdGhALgXABNOAeAEL1uYCcwjGEQssBcJ/YYxiBiGZ0Qikj8MGCY4ts/Dg7UP8XM7UJJvtuQQ4G/77TjM9Q8zGjizI9qL5aovoL0GhrblvItGR4xIe2s85BKpALxZ54/XzscTT2F8pM6JQ6eDGj0UmbUyLE9xk67dFUj6Ju6HOM8AxD9143GxXz41Kfr4l0bmyTI02ZfHiqHiwpG4HtHtGUYFCpjuRMFSU7IB1vFEMIdMnuaBmBzR3sGBYZzZAkLiqAbHhiRJtnFGc4WeUY0F28/9n7z/AZMnO8nD8q9C5J98cN6+kVZaQCAJLwjZgkW1yMjnoT87BZBENGBBGMphoYRAm/EiSECggJJRXG7TanG6+k2c6d1fV/3nf7zvV1T3dMz1z7929d7XneeaZmY7VVafP+cIbNhA0BzJ754qK3TgbBzsHTjqf58UR482ImtA2CKYcPSQC4R4kYCikwJgCSdniuiTdrs59m4dJt63qo6PmwqQdr3Fz5yro0iYouGRviozriqQNSdriki4hzYIkJfBrI4lLgCdpAQbryuzHUDxCxyaQmfsb0pyvyOZNMcVbwE9z8DMouwFq1jXVP1TymRxM6WPqRwuEVWEuICGpH/UJgQSEkOsn+IxHcjL3sTqFQho3lGT/+9fk3MtnpXSxKB74v1DGzQUUZkK3tP68I1K54yxVabFGIkmgb11HBSm45kIl1Ex0Od8NlseuE2C26OiYt1+qpIgkDXUwr88NcxLshOcZP4yQRRpEm+Q3TqZxZVxyhuA3X48pLIIHqIeY8ZqQ8CjyK/Ujw0DXiDDFfIabZgqIqI85eCPNqk1kw5lO49xCFr1+UGF4lG1vJZIDNHIjJgwQ3l1IppzJOD8nno+aXyexRLIPO2NSikQGCoXmh4ggHcqN7CLVwTXtWacD79Pj91iPUwuOXNpbIs1jmiyQE2eJEjqVzmBY+XcQ7QBMT5OG+gFQBfoCKEh8Nj91jt2VhfcvSnhqUaLDC3Lkf98p7U98huz7ozvlwje+WBUhLYEKNwKuOa7bh2vVPBRJfg2FVpEEgBAkB6jt7MN7KX8WCRg6au15dF6hZGsecISqoiCrtiCU/cf7AUUwrQkPLAyQsMD3EXeCF8fPkU+k+pBCupGYwIx69gEVKmnsV6sAvhY8BWd0rUWSefYVszJ/5DlSfNtdUvrXeyXo3CJrNxUojsPkbp+vyqFWEEC3lcVbVyQw/qJLNnH+Nk+ocBkSyOJFHGPA4gkKLOy0NvR7RNimdcTxfBQN+l1jtYLg4wBvrEYS5iMJ8pH0Yk96sMiA6BQPwoRnStZdtuSd57Bj0PMckrmrXZWxby9yqa/zVBxIyJBMffVXf3XaYcrlcvKt3/qt8gu/8As7Pv9XfuVX5L/8l/8iBw4coGAI5PcBYUTT6DWvec1Ex/DKV75S/uZv/oZ2X+CXIYeBGAhgll/4hV+44/Mh/gGhEnTXMN73vvcxOcRnAgfOjeHk7bKqMlarVfnIRz6yxWQa7tvPf/7zqdJ4LQ+npvPcr/05yXkFKVjLnItLuQ8zBPxQNzzI6RtPqpdIuNaSpBiqDxr23wIUinzx20jQkJWBB6YVWeUi9CuhNPKFn1NXq4uAuLCTZnh9V9HEoBIVOmMkj2sFjMfZ1eMNm5H4TWyCfVEShSfqcbHDZdVFQi9hqFvOi39hlRL8qC4DFpZMq4CHM9RlEkjemHXxkNwhMTP/NnbX8IMkD0kqFCuRoOH5MCBH9XpdW8VpYMvA2jzd7DeFROxvdCoAs0ofY5AyHk5Gdt9J6qdjWOxjJz7aKFGRa8gPjTYH4O4dOiidGw9KVArlwifkNHgrirRugM69L/kliMho8IJN1LuhLtGZslQf1wDDwQohKY7h1NIAQSNZ/JM3JBdG0mzlxQ9iKea7svngnIkAaLDh4ExO7GP6QU8qFzQ4WXmmRyUwwmJqUF7siwgwkENQA6HAKXj4mPocIFKowlcNHtMQOfqWJfGW1mj/kBoouy5ZaqWQ4XyxoxZpBwjFiHIpnaOE315YZvfWA+zR+GRI/tFNYqIypNbklDFTefxJOmTD91+NY+j4aUmA5BYWHKWSJKUC17jeVEE6swhEffKQlp8NlTWR2YeV33Pxxdolg1IdgkzyaiCBXRmsrCPwU16VdUhqZq1gst0wqsZ6VzvsUdlz7t5EWvPKv+lWE7n+b1uy8sySzDzckcKZDYmnTOwIScJMnupzCNILS1D0bErj+llyyFjAilRIgXA/LIkILBesG2M0PCd6Q16VM1jPyN1nlRLdcI930Dynwkg4ZiYh4ykmNw/CGCoMAlidwh773MrUv8m4YoTFmdQ9oX4mW86E0tWo4r4y48Ax4/mZZVLl4g3ethar8mbF4I3g3FkQzy5eUwuG7JLB3mLGuD5Ww6ONBjo9gPfVApl+2DpcNVUerJ7SNiOsCcANU2Ny8KC0k4/1xylM4riREBZWFWpHz7m2FjsLKx3pzuT7XGiD9mNg7qFAiM+J98AeSxsOdBnXtXCJ+UOIqCW9WGNQhNr3d/fL419/K//GnMTnwdp08g2n5LGvOK7XpCFSvy6S6fsCqR9RVABFKkzSfe3ZPaIMCPeGYMdBTCQUwNQTsDelcMXCecxLS+IAAS+Z0FfezMvrGifg2uB7QASNr+8387AmuzyXALdMGZ/LfbeaIgt3N8V71+0S7t8ntU++kfBcfP7VZyg8HEkvu5PWhcRndh1rivCgYFFRvz/CXc0fLRWFWTU5+yijqGgCQFirq6c1eQdSAuenPZsQWVF+MM+1PT7eFD+MJe75kiSeJGuwXlE+szNLpxAIvj/ONsG6aZqUI2xpy51/cPWpFbo48oYf+zkJLoMqY9RqycM/e/V9zss1Go0GBTcwbrzxRimXTQFowvGv//qvVGh0KvFQapx0wPYLP47n9qd/+qfynve8h+qK3/zN30yz6HHjFa94xUTvgeTzbW9725UT/1hYWKByyfd+7/cO3I7bcN9TZVCW1/Dvinl2XSu9HxvK1GlAFX0qlUEdjF0xdMPMWwMmi1ARQ1DQK6onGQIdVjh7lujZBke5ZdC3AKmzpA1QBXroFPVxDBScTwsCUBhnWgDQw+aEhKwFud6YkEkoOUJiPx2QqEc3rgNZaFTiNCEKN9tMqMi12T8jQRxLdHShnwQFPqGc3OhNYhyQECq2gYcGNSY+FlVt+GP10selSRll9QNNypwUvkvKDCZGA1zr0qWwMfNhS8VB3Edx4g5ZaOLwmABqNjKwzj5nVEJ3lQbVTokwWZiRsN6lbw9FCg7qZo5oLDfXlk4hFm9D8a3Y9HIfqnBOoXMFnpiqIfaDS1bjIZdt+i3x3dNSeCSR1o2e9G5sSvvOKfGqifTme1J4MCetA4nMXNCgBtVfwBI1yIxl+TZNCp2CH4J0dERqJ/pQq41PaUrxoyWtNmMqUd0soQda9SzktxMprvTUfHp5VburKAwgUXLzwrzfeF6YrBm3jF1TjwUHb7MpyeqayInD+sHmQBjyJH70lApi4LvYbFn3TaGzfS89e4/hTut2c27Af+4qHkNJpfoR9iRZWuZ58efnxOsWJEBXqhtK5YEViWaR5OZ5zdsrOu8QmNUPKQwL/klOMIIdmHa/+0ODcePUwDdq+TaY7UZy+MYlafzDQQbRC3d3qdIYlVVwBAIe+U1Pqmd6DCAX7qoTNt4+Oi3Fx1Ylni5J83BZlp4dysLHIr52/VhJiqsKLXdBJDplTiqeCnoQaUBdqaJqdDRaR5JUVEEbng/ja7nuFG+jaIcVz4x/yVNoa7b+Y15g5ieGwcC8pes2oHxIzJzPmYNK0loA4g2AF7f6PCua8NLLqd9NZqfFN3ijJWDOiwzvia5PDgW/gnI/8XwUYNTsWZUXkSRp18T2F2whtgdiP4LwBI4TqpT8vJaQOnl1mgZb54vd0KpP+CSULrGn9KqQ2Qen01EG1Ig8goiWKVjit1NwRFIHiX6YwrPYaMU/JGgUuMIPYPrYizxP8kj0FsoS4jEdRYoA6q+JtF7vmYcjJm14X3QN0cVFcnPqa28lb8oJEVFt1Bd56BuPq+w99ukZkfLjUO9UDizO+YEPNqQzm5ezLwuleE6TMswhqOHiMUi2wMki3yqnUv4oKmCOdWZUnZFomLZK+GPgNsD/IH4DXppyGTWpQuyAAga/CxdgMB1QtRDXkDGE2VV4KCitb0jpTIPQw+XnlFns0kmr3TJ0/uAzyfPeTiRoaEcZezjWWsxN2hfsN7EU8uX0PWhxYgNzDsU2Zw1BLzx8p8/r3gLuXjOXS9Utu61QYohR+YnkS112zWUtZPcN+wIRH1aMQJeWy6eLWE00x8Fonx7X5kCiGUURvcee85znpLevrKwwUZo0CX3Zy17Gn70MH17Dpm+A8aVf+qX8mWS8/e1vlysxdp2Y/dRP/RSlLN/xjnfIS1/60rR19+Y3v5nqJE+ZwWpRRgUrUXiLw8AD6rB5LNQKIoQTpgOVD6/4JJSrwSY2JN2oqMJonTeafIIHEKgXDgnfopslFl9sehjOy4aHY9VZQLVYsbTqp6uUsSKKoBKbJAxXAbNkspiToB1xsVZvNJXnpx0AYIgcBfVIw083kujYPm5w4MLFBRitouqIIN7UGblpY6PQYAuRM0EYxM+YMaqDTLpOGe6jv1osCbD11uEaNoKluAK6GgiwUa2vlAa80rJds1EcnWFZ8lFeU1nY4xbTave6/ReUa2Y4bzN0DvOYm5EUVhAkePSx6aLDMR+wYzb1iPoFFVdQDfUou43KreuOASaF7hjmN0jg4EywoIBuWBMmsh6l0rv1krQOxcpdqwcqi93Tzgbl8BFgFPW79Ph/VHl18k4MCgW1RgQKeC8EII3Ak9wDJQYMhFc2FPKITbpyXqu9Bz4Uy/mX5uX42x/T62piHzwFZjDNRN8EQbJS9t4t10n0sYfEn1H7C+/QfoXywdLCOKJM1sGLxP34OwN/3WIQPW6MgsFeayPZCnFkMWZtXbx9CwzeihfQ1sC6FTMhAFcR13X1FoUsYv1E0Fc7qmsblTyXdW4gcN+8IWZwWn1MO2C1Ix5tGgB/XHnfQalYFwCBPBTk6s/qSJQvsFhFdbaqdiHqR0KZeagtteN5efhL5uWZv1ljAQrvhdGaBR8GHB3w41SIoW18IcLBAOu1olkqcGGdZpcoORl0ds2sQwCBXErJNxJpzfkDRtJp18w6EllYE/aUnFX/MVCES9Xo0CFQVJv6jBmnzRluUzb9gHphhcbJUS5QH/bl3puwOnT/rHPnkkTXBeTnQ4JZt440oIUZmBuP1wSCXCeE0H4kedhjAE+d9VK3FX6GQizhesBEF9/dyvkefeFQoKydLEmn4hPeCFgcFY2RDCA5W9XkwJtRIQgkiXi//FqP+xN53kBoAOHRVr9OKDE6TrI3N0MkCDq6+TseluiWExLN5bgPO1VKzBlACGtHoSqKrpOp/BmPDnBuogsAYxSR/bfHcu5TRfLn0d2zjqf9dPYncsNfNuXii8py9tPKhFgjCWExbL9yqiCpz7lknmnalcWalUg0FalpuHlGqrmydhadTxguQljTPR6v41QZ0TFCt3Lh9nXy2dGNax4smveexhmABc/ddL30HnhI4kpO8nc/JtWFm6hAWjua43nAdxoqkq6Dq0gKFdxC8VUL0tZRVkFbfo6j72zI2ZeVLZnrK5FS9AWoirII69NOwROxURUm1J5sPqMrueVQwrIWjf1HS+Ld0pFCtS0dP5ZaJZDcMjj7KPga3NOsI/ScaOLMhBGxxNU87Bxcltd5Cg4kQJ/zOZ8j3/Zt3zZw+xvf+EbCC//hH/5hx9f453/+Z/5cvHiRna/s+L3f+72JjmN1dXXA5PpZz3oWYY1IGJ+MsetoAVr/IOchk/3Lv/xL/uBvtBJx31NlENPslLMiKArZBl42lTGrpKEijM20M+NJ/aBCJrAJqUGqQhUdHAQBMhbDyDZbVgkh/oFiflHx+m4zdiaXbrhOHeEZDHQ9dvTwWPxNSAnWd0JrUHkF1wddMwQ82JzgpaaGrN2pQOqH8tKeC8kJ6VVDac8XpDdXlN5cWZMxGK1OF/ibFbjAZ0UaHiiAyLnb9bdxBJC8QRjFum8KaTSVyGYzhR9iuM00TZKsw+G8lQhLBJcFamqAMjabGciew3MiisnIkhuHDAE5Ej52UuwnO3gbOozZ5w48YIevheOqPZHB9oTvxURzrSZRJSfheofKatgowRsBH6J0GhVJhSwhIEGQCggLggp49iD4UyUthTghkHABI6XuIR5QVrGA2gk7b/vbZsbq8zkMQpHr1ESmHtJuGTbW6YeQ4Ev6fXHQLJqbwiS3ii6YdtnwGvP3apCC+0srCOATOfmmhhSXO3Ld/35YDZIxTzCv7PwQzuk6qpaQcy64RL/eEv+ZN6qQDQbmK2C9KAbUoOrXNqEZNaeGR5yd2PT8Dp3w7f9/io243dJzAoP6epuFmKha5Pd97sGezH+sIfmNSGYfVMVLJPWsnKNetIruhyUQNCoGX1DtFSCp7gpemCz5FXTJYpk61WXnrbAecR4efhPK5wpxW3qerrEb1+c4l7GOwZAaZuqtw1VpHshxnqO7QD5ZzlNIloOPgzs2Ba4wzNL1tRzPDFwXQusAwyxpN4PcMkCrDOJIc2TnrlDUbgV+2OXZTMh74v8b6ESph5eT3s8xudNukBOHctV/x/Ghsa55mOHcoFCBQQPndh9twWKcTTtXPHFdO8DVENDm2HlSSCB5y9a1oxfYYqIKmN2Ee4oTCnHJG7t6hhiBlQsLJYbqoHqkC77NaB6+XITj2XkhhzoWWb8+x/2OSRmEsPKArFlSgIKeJZMoFhXWkFT3pHyuxaQ/WGuKX2ur6ib2hKVliS4uEWYcra1JtL4hEQzgGw3xUNw7flg6C5rAQxDD7ePcZ2FYvZlI/YhPbhb9zqwDiY4vOlg8977I0vN9WfiImkrDdwxww96UqhFCYh8JGa4VkAY4P04Wn96L1ZiGy0m1J3ElSrurTHSb6PIDcaLdMvxGJ81FZOjOoqBLnpZ1pais2U5k6rGWzP7TA7Lvg2tUhg5WaxJ86D6pPrwhs/dsyPQjbSmsRUxsN5+9T/wXPVvyp1epmFz8/97H4gSKwii+QQjEfR9y6Ey2dSIFrYiFXRQzcI6cUqf7ffoVZVVktIKxgzgiGedrOSsUV9gA7RCCUwsi5UchtuNJ1AqkeEdJZp+3KKVCl3DGQlnJjNirCM+1PYIxUr7//tgvWFCEaNA1IJd/OX4mHRCjgFw74nL8gG/1pje9Kb2/1WrRnwsIN1CToBtx4cKFgdcAR+pVr3oVIYXgb0GMY1hlEM0ZwAahjAhqE6TmdzvQ1BkFB3z5y1/O+yZpFP3H//gfmZgtLS0xwcr+TDLglXb99dfTz8w9D3/jtp181Or1OkUPIVyCcwCZ/ezPXseefMzQKXvDG94gT+WBjRQVPcr24kShMoiqpGH6UfFVk0iRjetQvbXNFEkX8NJWbUw3SoNucVExrhqTMzNSZHCQ8a1Rs0qt0DkZakfmdkRYVpGMg4BuHDYhPt6kpX3ADSDGgQSpoIEH/ndcOWyGCBC6kOHHpoyuHqALjUgNPNEdE30NQDYVAql8OSUwoxsHPISvMBMKnUDKHx/GEw+BG/YhyOJ3uhI5/iGDaDP6HR7O88kZXSPm6Giylio02gLBboaZZkNKH8F3Kq+fvk+mO+aUNMclZAP3WaCfFSYZJxBix73nMSnnaILHUaxhaUXyUxVeP9AaS0vKp4HiGJIlBA0IVpDM4zcCZkDIas/tyMpUjup6tZMJuxgY6AQgeWvs9xgLYoMF1ARePs3nNWXqvSXJf+airMg+whbx2LWbwRUQWX9GJNMPBlqBxnxlJTwhf0hhKpAq96R7pENFMhW30er12g0w+tUAF8Fg+UKbRYbCCjBOqF5kuqFZviKM12G6DWy46yDi2iMYnJ+SYHFNb6eyqPInk0fOUWbdA48qcsIwQ4bS4879uOQsC4W9VPPxq2XYfIeyqt/riV+GIFKxD3sG99QgUWEbXCmVn4ctCLpm5Yu2NkESHX70CJLXfJl6TL3uEHBNPawqnOCtgR+GwlYnCsi9wtxBYQpBGbqvDh6I5K81HzKRO/5PgL3q1taaV+4rBpI0zCUEmiq9rfPYrdGd/ZF46GoASoZp1DV+L/63NZgFikY/oMW66xIZHBcSmGwQ5QQRlK9mynXWDaNBLvyyMl25FAbpljB6PQ3uI4575vYFqvmi07EqUl6MmXy6vUY9wjRRVHEW5Qo5PlToeEaAvFHVUTtKTrwBx1nYVN4Z7Q+mtEPpuD78jNY10YTW5NET4yzZOUB3Q6GsDh6PpFWFr1KTaZtDRKG0UYgBT7ojYRPc5I4Ii3tdQvP4GpnvZ1AtStxsSbSyprq90yXurw6F4jvVzZ7ysqlMaT5s6Xm0vZeJU9Q/3+s3O5SIFUs9dNhEShe0KIt4wMn34zlIoLszseQ2fbgmiD/dlQh+ZcZPA7xRj98TDx2yzZDcXApf0N/PKAv2nigGAHmD7ijmMOxy8vvmJC7lRO55UD//yWMiUJNFclQpS/6MLwkKrCUUVwPpHYcXiogcn5Pp+2tSP1GWXNPn3HNcSvqpmnchCw+1LoXLMC9cJ1mTW9dZ0yLd8bc22DXMKmdGmJMGV3bJFJZVontw3g/ENNLG+b94Zk6OnVySeqPQVzMNFeaJDiRtXEwwBeew1MyIgzztxLtlHDt2jMIZ4EhBQuIP//AP5fM+7/Pk9ttvl9tuu43iFn//938vf/7nf04eHIT8IHKBhguvXRQxKYNaIbhW586do5AFRDl+7ud+jo+BYiEe8y3f8i3MBZAYAUl3+PBhKrZPOtrt9khZ+W63SzGPncbrXvc6JoRQR9zrQJL6xV/8xUxoAyvi4xygi4f77rrrrrHPxWd+5zvfyffHZ5/UVuyyiH+AyLgbwiF8ACbxILgahyNtPucbIP5R5MLFABIkdvOsceIISMZwP71caJBr3DGIFpzRqhwqkMBXO5NQJlK2CbjX4oJpWP4UAuMWQCdsWFOlOgzKERuh3GHxyVvgRt+HP1LZkfLJfRgRAw6rxjrTTtyHzZcQDUIGgG0H1MRXgrlVSCm/XkBwn6SLON+nA8hJLOGmYg28diR+vaUGvfBFQlKGzdSC05FwsOFg1R7Xv7v/+DRJywS8NJB1MEcE2viyGzE8DcxHjO2Ss20fP0rcwd3+JAff6BAF4EsVCtJ65mHd1CqBtGZ92bhepbjn7oc4CzbXiPLh5JwAgvYckzPHvPQS8oOwASOIRhB75N0dOfPv8uzCMQG7RX184qMt8c4WZeZBrcQSQpaIrH5iWyofLSiXDcpqEHYoINnzpHEMwaIFajlVIHMFD6j1ge8z9Zh2GtBZoJ8fOwa+hPVIio8sS+9hhTNmu6IpfJXJlwnL3HwdA5mABunw4UNmgKwgL/EZI13Y89K5ku2SjZifI2/LPG/gccN8xWs9OUtiCcEpxvcOlheFUJrHZ5iooBOP7sviCwLOE4pSQG58vS9aAXEXpzboFA4xLwB/RMekPQsopIqAoJBFY3Go9t8fy+otgIubaiKPB0a5ERX/gmZP2vsLklvvyuILS3yvuQeQ4AHFoEkiuVyQ6K+K1E/GqSm6SuBbIG8FMQyntkhYnZnsopDlEg10H1xAj//x2QldT9d5DXSBonCcHaf2C14NksesgbQze3bvz04VYfL9op3rrilPy7oqjoccK7TSJUSlC23x6x2p3zAl9UNBKiSF43SJJOHzqa2Lcp1xrPjMSMrweTGwlyDB4d5lHUZ0wVwXAx1EqiSiGw+BBlACYCi9bl3HHDqLEbnXKoeugieE+PN4Yl5D2DIQfYEi3/qmJmNme7HdvhDMzooU8hId3y/1Y2VecyfHz72RSYZ28bmvs3tvapuYa6X+Xo3CEh6DYlaNaxX2fD1P7Owtm4cb10pNOjauR2FT90tyc4EImMWEQoLWkdxDJeWegZtG7y9dXx1U0O3BzgrAFYKZWFtSD9jlkTddkPaxWSnc+Sj3Vn+6qkgS+jXi/fx+8coPJJkqsWgK8a9eOeR31JmZu8+L64IRNCLSH4iCyQeyeTxHFU92SA0xlIrKdM1Dr6THyCJbxb4/dplYhIElgRW3wRNeuU2/a+wIQ4XySItCUrAOiru++Gs5WhnwdddE6icgJtP33XSFB2+9JR993dUniuHiyBt/5PKJfzz0cz9Cf6/s50S3Cj87DUDyfvmXf5kKhvD3+pM/+RP+jXHvvffKM5/5TNpeQVkQ3bXP/uzPlrNnz8rBgwfTBAgS9IuLixTDwN9I7u6+++4BWOLa2hppTZMOdMue/exny2/+5m8O3P7qV7+aYh7vete7tn0+un7vf//7KRiy1wHvMgga3nrrrQO333fffRQ03C5BnJ2d5Xn4lE/5FLmcw5/UYBr4zUkHXLcffvhhudZH2r7HWodNx7xVSFwPFYdOsrVtZtxMTTELFS50GAh9NB8OVG7Zlqecr4mJWIJE3LQpHBEGYSa6GM5zhxhva+2zSG0+ZxyZCicX9KJuokoo78MJmPDZ9xiPAUyMmPo5n5VSdNPAlwN3AxsuAgfAP1DxZqW7l+E9MBjRIIOCJ1RvtOMJUerDLhhnjKT7yRY4ZOSRuYH7DH6YFR3o392HHjopb6jkuaAZanqU1sdvBN24PXAncCuccbuRvu9Q0jWQxF0uuKO7f7vH7hIySQgoAhlUkAu+lO54nInM/neeYzUW15/JuuM8kvOnwebsPQZNLaIyG3NjxEZL352eyJlPy6tH0Sx4O8b9OuVJ7sESN1q3kaIYgaJF/lRB9t/RkYWPdaV6VqsMCAbRoSud86R8Cr5GvhQuKieFgQnmKF4HXDQYDK9HTCBRAGCQGyfSmQklubCYJmWpPL7NB0IX3fVnqRYdX5VRpzw+ghYEMSge8DEmnGJJ/EAiPylXbJywx3Bydq0P+wyAkDG5rTfEW1Wl1dTs3rzpUFBSqJo+FdC+4pp2mTCHCBM/FvMHJrpYv5CEl5YhMKHzVAVCdB1FUla+oHMLlXR2YiLAGmFKHkpnLs9E4OynldTcGt5pJ0K+Frqw9cO+dn6tI5EzjzwE00HTY3cCRrwI1DH/mIgZ/8oFg24OlxYhOqEdKXyHXKfMddJSbzOzQUGio8gHKC8GUjscWrLWD2L5fTRhA7feMgG1TooT+yCM0v52HTvA/5gIQdWxoEgHvA492Q6UpbEv4GtNnelRNAUQS4hz4LNgP3Lvqb81KdM1Qj8LjhXQQ3J96Eeo3W+H2ABUEuehvBSnj8c+4ZIy3RvBxQt4XZ1SJZKxwlqPxtO5jQ6FiwCTpRWGS8rQbXQwd4rR6P9uuL2BczIMCLt3RthEdUAIxDziKCCBh2e+ik7tUvc37GkK6WYRacGgZChAIXlH18doDhgpCoG8SUtSIYZEoZpE8gebIuVI/DNFaS9EfWVGXKvZSO1AlvpCGnhvZ9ztFDD5/bFOHjmMYSC5taYWRnD8gHLCisZZybgiJZO1QL1V84F0pvsWOOx6NfUkuKTMCW6oVxs6ZvohXezhVEldPMPrjO8ZJPvBNTRTdcwzrucGhWcRu6LnikWXJaOA7INwiUfZ/FwO19d9iTwVXkGcBVsIqnOa4bvNJT7saqfuJpfxBw3P48eZ8Lmfn//5n9/27dH5gcogIHeANH7oQx9iNyqrWghzZ/h3ITHDwG8IcbikDANdMCSbH/3oR9PHDCsf4jHuNSYd8ET+3d/9Xfm0T/s0whLx82mf9mnkhrnu3HYDHSskmZcyAMd03LLswG3wM9spN7oSPLSJGsFoquHkAY86ycCFv9YHF0VbALgJtqyVjq4YNibz42DQYWRuLp62WEFymYTxulVNHe4coh/4Z0qNGX3DT5M0DsqGJVHOK4Vy0wb5Sc03HYHcOmq6Seumg02QXT4QdvOZY8SxAQsOsTlTxWPHzd4Tx5UDdLGsVU8oOnIBtOoYK2uomNJHRAnvGCAKQyTEQZnoHQQeAP5vd7hRph0HxwFDNXZqil0tL270/aZMhAMQxqz63RZBj6x4B/8GZwwRUF+JTw/WEj4LwnkqsgH8uA7ZmK7GFgjkdkbWI2CR7ratn8mUIYffey/dlax1QBJL6Z/vEjl2hAHTxvMPch5DthgiC7lGINUzmow7TyAEL7MPiCy9UKR8OmDVGHODnknmZdQ6FMn0/ai8GpykolwcKD+CK8QKalkkguloTuTsp+al+rgQZsakaspnEDd/X8SCACBvgAwjSNy4Xv14MLeRDK7fiOMLZeHuhsQ5KxgUPEKyii+6RcJ/u3uAp8i546YHuqZ2PuDnB2gtKsfJg4/pwyHJawqh6XwbCv62JFTD/+/UCRslkT9pkjauK3eVyO7jXPUWl8UvFii4Unz7XZI8/xaJSiVW27FusdsK8AT4uCcU0tg6oN15cnZm0ZpIJD/dls5iSXqFgAJKazd55KnRCNnMp52C3OZ1GshiXiIxQ/W9ctpjN2jfhxrSK5WpXIc55GwbAHUklG/KZL5RcEDxoAo+LG7zJDSUAuHrzo4R3QzEtlb1d10xJ+6EwJadBYoi9dcUx9sBkhp/U23ROkwMcrGvYM02ZV6u9fbc1BrFITM2TZmXx6MdOnZjgkHIHRIhJ04CJUsn5lE7UtbuWVMhjQqhdxL0+jpQTEVHm5Lo1UATMoq9GDLCQcwg1oHH9gBHDsSHWE9DVRpTgRNw6NCxQyJj6A2nWozjQGcTwkS0ndkA/g8dEjg8AwfYYccr2aix8Oah85OFpo+Z7wNFMwiAUFofj0XXxeD7Vrx0UDwmUAYN5TLgulaWtLv9j4VIdHWgPpyxOEj5tJt9mB0gjKnACyCq5UiC2JN8uSOFWxuyeaEqpVOgBiBJAmTTl/Y+JGtQdrZku9vn9yEZd8qUyjdEtzgWr90Rb22DqIj03GDewXNwZto6ZwgYOpLMTdFXlXu6+akqLQPKjjov4AFXXlSeoSuA0QIHHFLAPnFOrGjGJNbiFieVjy2ORYhMLMMOr1lEuL1DPc/s+YVEKo/h+y7SXi1KUO5K1ArV641UD4MzXoCysB4z4iuK8uD80D5APq7GqI7ZqAH4HRIx8MkQt//VX/0VBS3QGULHC52e7EASBv8vDPzOJmXufnffdo9B8oYOE7pQkwx0mpDMoZsHwQ8877nPfS6FOADF3Gng88HMGR7KeB7gltkxiXcYfJi/8zu/k5ZfzosMJtO/9Vu/RUgoOndu4D2y42d+5mfkx3/8xwkX3a3E/yUnZsimd6O4CGzq8Am61gax0OhgtRUzTpJ3ZqEm3MPMnl0CRvlc5CSmzMXOmplNqrG0ykHTSPWIwh0Ai2HwMaX8CQadwL0bxJDGn3gdw29jQcJzQFAOm7r5IhFz0BuSrWEKahAL18VDsOFgi7zdYJNpt8+qrs4Xx8EXKVBimy42txRCAEWunm68UJUi9KTZVXl8bKbrGwzaXAKikub9OUFvqDBkUEelRwbEiKDQBevzy4aToXEwSE1+RsAVcZ+T3h9Sb9ySII3Y+IcfM1IoZEyXZDj5S4N9lyCOSsIyzx+V2A1/jlGfN/2z2dJuUhhI4aELsvqqEwxu993ZldxmR1Zuq8jmMV+rmDMqXoC5gd/zdyiMxHEsMT8gu0+fmbWA3Q7MHTyXAUglkk4CdTCFSmLzrV0P6WWFaeG7A0iMwooS2TjpSeWsz8Aa741gsjmP/1EhjaSwFEh7GgG3zsnFF5Zl+tGeicwA/oOKdCCBO5/47TiEmGepp53xE1c2OC+T+86l5uRxo5E+Lr3Gbi6lHmXjr+/Iv7d73Kj7tnvtcYbUw/c/WQmagyUjgEbho1iQOPCl+vb7JHrWddKaK8vqsxUaWz6LoMxXRbalnPTmeuLXAimdg/BQIp2mLzNI9hHcAi4HuBe6ME10HQJVPZxVXln9qK61mHsK+TYpeyRNm03pTFfZlaucbdMvC4qMzveMCIdav8BGKK11mRgw2rpJlUNTJ2THDNL1ZkSM9XD6VMwEw4kfMZjOq1kzO2NufTWFXQpdAOZIVTvMXT1eJgp4TkckNJ4VVW1pfWLoi6L9b/sIPhv2C3bOrGOIzQjvm4PCYMWT3GKfj4xBDhoVhPXzAuHggx/XiyXfRtfCPKygxNdw1i9eCmnn5Y7RQYdQhn5vsSfiWlHIhJxmTRpV8ENho+h095Ud1fMTv33whqG02EA24rOD7cGaot6g1yVN3p3aIuDGxk8ei1rIwORlCpVMnFdVusQgzQBqyPN2DleMfgC7TM3fCKeWHvY47KFI2iOpPhpI85B2DLGWOQXMrkEeMfdQaXUCLlCnpY8bRD988J71eGcqTXKpvDDh60G5EusounM4Zuy5TuRj48ZEZu9V9AmOEXxcFCwcfBZzbfllhynWMf3ex7mHRjhv3FdEkpVVngsHZ4dCLw3VscdGKI6omrST1cd1CzqqHA1kBR9b70icDwmBd3xEMbSPK/gytrHuqUvKmKjZ+abCpSVqTlqfyCPQLxoi1Q31KUQB5iIUTfOBhKsh4fPYX/C+Di7K+Mlifed/yO/+Va5WuFvhju1eB8MJeuw0AMtDEgaIJ8ySv+ZrvoZcqKtxAC64k2bFL/zCL5DPNpxQImnC8zGysEqMSfleX/ZlX8bfP/ADPzDyPrwOmlP4jQ4kjKizr42EDknpddddtyXv+fCHPyxXLDF79NFH5eNtUAq425ewd7AFp0xEfDiUsayqiuSNLX6riGrLvi+r7EQ6sKFi0556HP4pWsVDRRikbcV7qwwy+DtUi3KJWdlex2RnMRyUERsOkydTnQJkh2bVlsAzCXNdMyfLC0gGKk8ZsjmP3ThyTL6okKeBtlMlc11EZ86KqiQ4AT780iC8UW9I0lIDnqzRLzYKf2ZKkyQHP3MqjfjfzruHSgtU3yCgYnCVbRUU3fO2kzEfZTbsfg91uNIkKJvgjOjajXzO0Ptty03b5rHZYxx4Xhb2uEMgzsQP6mTdnvgXFiWuNyXxTrArhapr4UJH6keqvKbocoFkrcqLieRq4BhARAC2ClowUPiXJuidhUhimJ8a56IzBz8hX068pSvnPinPOUUo4gokppVPAWEHx6/EvG4cU4wLSO/k7wDaNmPHsAYoUqKFCPj0nLEOR0UDQnj2oWoMRdHydceVI2ZzacBoGucQyf/xIyK1BqvJ2etN03I3T911hn1D5jUyF2Sw4+Vu2+lajuuOjTM8H/c6o8aT3T3LJLERCi1YCx88I1Ipi9eBCl0i1UfhEaXJBrquB94VSgMcxKVQatdF0jykQS3MiHG/43JBWAFd3anHY86/4hrgrJ5snAi43sJ7C+sZPKiKhzfFu2eKc6J5cpZz5Pwnixz/R/Usg/8dIbFr/QIWgjvOt1IkQU299VKEASGZlryB23bQCleYmxsiU6fVVwvrXv1oWRMZriX95yvvSNX+FFKne4nAJsI6aKpmCMVGRSTgb0UrqAULIZzGw0o90KxjAEgh1nrHC0PXCsPxiXF/XPH4ek5wg/y2piIcgnpPAsAFgW6AKim6VVi/c6HkSkWJKwXC36ICnOXR4YylV4E/neMd98WjHD8uQpcKsGgTk3BQTsI88dhNBPuBBI2u+KsmBIUOGd4byrtc/4u6L8CWwX03oZgKY3N+XzMw4xHfH+4ZoU/DaZ4PQDqNvyimiInzhfXIccycoTNEOQDf9ls+ffSQiLX2qzk61ikk/840mglKKZZww+c8wXVCBxjJnbfQ5n5WKHUlin3ZP12TY9V1mS015YHHD0o80xVvE55r2qnFeuj4V4wdNhV54DjgDrarIlzqIVZY8+Tkn13kxh4950bx3n+3FqSsUMLv5MqqBIcOioeCKc4JkC1FDRxRJOH5QtGWqpmuyBpLuFInDL53wwFTysR81LnE2KLTL+CieKCCPFpQZiEZibohh1J6h4nYCGT/rQHb2q+x0/oNHjvevXJeOrNaFACMuFftxyUo7CBZw3nSwrTCI68JbNaTkDyiKwaVQIwXvehF8oEPfEB+/dd/Xb7kS75EOp0OuWDZJAeqjGioYOA3eFvZ4VQbs48ZVnLE/0gaJ+2W7Wb83M/9HAU6hhOzy+EjBiGT3YzP//zPlys9nta0GTMcARpDFZ36fhxMzKxaVlpSI11HSnVQBMJfrOJJ6GNmw861NdDl5gtU4+mImzbuQ2UXz2ktGEHZpPkdVwAmlVDXc+RyyPhjsQJ0h4uiKUOxwmJ+Nvoh+rjsNAjxB0nkTpJfN3b9u4uqMWSsKfmsm7E+xjZ7+MogKXvsrD6hkCfePZtQUB0Pmyi6ZpTBTfrBL4JJPBacIJeoZTtbw7L66QXqB6SuM7LTyHattk+0BlfSUUlh9vlbvdMm6LJkP8PYz7RNEjBJctbril9Q4jE4V4feviRJOS/tfSVygo6/NS/rN1Vk8RMS2bxBJNz0ZepRlRTHnETFuxHA1wiFA+1KtJw/TyGRpBBL43DA4BtFgPXr83Ly/1uT8582yyC4fgybt0dehd9VqA4SrPr1PQk3AmkvJAxM6G21opA1VmGxeaMDYkUAVLXLF5SnAugjOwoRYGCBJBZo+NUKOYb83C6Zr1ZEjh4UOb/EIIUVdUDMsmIeY/iMW67JXjzJhrtqk8yJ4ffa7rHbJXdP1Bj+rgJCZVL63coU16bl5yUyd7dKjmPNq55LZPk5It50V7ylgsQLWDhj6a3lpXgxYFAK8Rd2Sl+gHVe/F5K7iOEMazGXaET7SFVC8Ffq6Iopb4viJM1INk7kWeTSRELhjCpAo+ur31ATRvKLOsYrIgcoZqCOYBAwNrHOb+NEJJVz6IwFUr1jRbwbtPpFE2Os0aFTV+xL0rPuZZcJiRM5aZSHN/8qQP1MXANJjHKIFLXg9ggU9JhswfsyRudJi3jscrQVhuwCefLMkJRRiMSESlBEAwRxU6+NIhtUkTS9hlhjIda0vil+GXrwBfEB/YVxM4LlbixJWDShD/3eomtDTylQNR2PznjZTgI/t9kVv91TGORGW/z1Or3wmEA4RTazQCE3FN/dElpWPSotDswvZn07GLUzeVU4Hg6Kpszr4BdqUE+BE3ZGFSFAEQqDDXbySM5Q4bSOlXVN9drY57IOqW+m1Tx1lZhJfljtiu8ncnh+XQIvlkPlTenEofheLL3Yl3ylK70zZRarkFjgx3EIK/DpO+BJd0YNnanSaHs4YH94fSlA2Aq3hxQ+CmamJbjnUc4xf35WedZWcNJzEYvXaEqATqxdxySHJFNVRfHj1EFzgJdi7uyrSG7RpPsd5cuKwM4YHp8bEERV5FSzaxYK0tiprx7t0Dicm+wi67mmIqgVntWbDHB4RWqwg4jEyzTkaJjOa9XnqrFArfWgp8cOA/5eUEBEkoauDlQUIZPvRC4gjw/oIwZ+v+Y1r6GuBKTyMd761rcy6QIc0j1m2GMMj3GvcblHsoNGIbpWDz30EPlpSAxdh2uScfLkyYkeBxVKULp+4id+Qq70eDoxGzPYvcr1u14FaCns68MYefKaqrgIfg0W9xyIxtjcc4NS9k5KWEU/TNAAss1zuiFALQ8beGlZA1h6lGG/t/Y/qmVUXmRHSzdgLGwUDnEYeAo6mKwuoYgWIFiVldUqeyxl+Z03FWA9WGitG4hBjpotxlxYDU7Dal5DVcUwsNGHyw2RcxfFq6ClhwcahMyCRiRlPiTI+YKxxPWG+Kioe3jznOaFVFDEhwLmQUVEEvjRZJKkLQlTRt1xHBdtouRsVDI09PiBYZ9r4i7aOP5RJlDPilcMfNYxSdmoczGWe9HritcBtjaQ5OHHqd5VkENaWfU8mf+3c9KaPyLVM1BnVL4OKrZ+D52Jvhob5iTfCpcJMtDTsRTmmxKtVlmYYNK0IFR+c5tpYcmUTGNA0/rmuMVzobSOguAfMOBE94PzDOqLpvYWgZ+ETkIBcJZENo8jWXT+RwbNsnmYQmNxXSwpA4knWl2XcHaGXnhZ2J37mxVm4+MNdNLs2qbXcVxyPDwvMtcjm8xvC0ndKVnPzp1hVdNRHMcnecTLq+Jff1wEXdrcPq4hM/dpUqPGu5DMT2TuYyKrUpDuAgQ0PIljiBMk0jrSY/e1eRhVc4VqOzEMrFl4LiCNmGPtQz0pnoXIg65NmKPl812Jczn6o7Vnc/3A2TonWFchPkCPvcdE1qEqyu4YOiPWPcG6u6miHOj4ApKGH6zxhcWAgWzlvHaaph5tSuNQwdRwrUsEr64arovNVfEkcvfjkpmqIZVtDWFBzhcSLJo+O+l6k6+fsv8xJ2EFkUnC8ALuvd1t+N5SYRLGzfSiUniaD2QDBHAYoAdMkKTdlnh5Jb1+KGZQ3Q9J0cqa+I0pQgmlUpLeQlXCWo/8KML9TBjCKUDSTsAk9/Mm1gPbFSSxMIcOzkMspqdiHmZJwXUJBTkgKdDlseLKMEwxFfUBNM8layPmPb+365sS5ALJ1fPsDHHvs+Qb0Dm1uQGcULv5uOY8h/i7jO6/J8kMPDVz7F5Sfx9QP6MGYF9Hx8bB93pQXczHEhR6kkSe/O5L/1B+8L7/LNfPLMsN5SUp+D2ZClrysfCwtHo5OZcrSWFdRWcQB2Be4ZxRMOxoIlEF3Trt4tIzD/OQtjU+vb68YiTRvq5+ViTQCEKBMvEhoBVSmRLc7uDAfoVtA14FuwEIgDiVZTQic30bAypi1jVJ7s7kxYur/F45SC2hrWb5Q4EUK/I6ZdTmvEeYPBUunQIm1nFYSNTVYoLCUBtaVCFvHnTCppl+T3ly4EM6b1dvVVQR1n71ytPvFbto5X4iRxrJ1d4yexIMpn/4h39YPuuzPosUJCikQxwDnmNvectbKBjy9V//9fI93/M9FK1AsvXt3/7tTKgcvwq+YEjAIAH/S7/0S+ST/diP/RiVEh2nDbDC1772tYT/fd3XfZ287W1vI0cMCoVP5FheXmYnDZ0zJGIPPPAA/cPwGSHM8Su/8iuX7b3gaTas0AipfwiiOO4dOok4d5dK5bp6dvSrbDjyrXaJhHwXV2kD/0E3PvM3s06Vkq37IiDOUNJx0Wg2WleYCjYzp0pFFS3g8vM+TSHp+1PV57GSazAvQATIOXBY64aRgyFEZe+P1yb/x3hkSuDWx7uOmEssU+ilbQBM7gCXRGUQn8913gwGSXUuIw9rZReZqCfePLJX6zxg87Sgl0kZiMiFftmR/2OjB7fMKTfifkxkZJngqkCxMWu3MMQNy0Ibt4Uwjhn9oDtrOGTeVabON/SEsUqNo5QbR0EmByT+3W32/zgp/4nHDh0WV0FlVwnQxvWGxOcvSrhcY0B05K8eo5ABSObX/V1bph8Br0dNoJ3nHcUXNrWKiepl9RFfwg9MUVkRG2/1Mf2urNwasNsBU2CsLvi78jgUEZUv4ARniqfVZJSkckKe4GvU38zRAUbBY/4eFSrBhuwM1fGc+sFAqqfbDDC9G09IcNP1Etx03QA8NbjtZonPXeB8yip6po+BauOwt1gG9joqOR6ZqA+d851gtwPPG678Z9U8hxPu4e7eVSi/7+9fkOTMeQbghAoWTPV1n/k7VTSIQ6LEgLQeiDQDKT2Ul8JsS2buCamUCJ4JrjnmG8Q6GMStQtHPRABwOso9mbsXcve61rLDeygnpUU1VcdcoVKcWZkgAEW3Dp07DKzVNLJF4oUAnC+qc707ExGiq9L1vkTVmJ0MQK3wnch/8EHpnTkrAUyPLSFx0L0sHJIvad0xdLAQCFMpEN0saxY5g2b1rVI1PYWX43uonxe8stRQ2sn3I/GibYoGz1RINGEn5bM5ifuAwg9x0UEmwB3TRAhIBX9hnkI4XIfgh7myqusEOs5IoAA1bLUl2GxJuNmW3HrHEkpYblinzzpy6N5R5ZWfX7nH+cWampGjaOcUejGQAG4HPx8uRkBtdjgpGwEvjpeWaSRP2f12/zzjWqtwlyZigB2CkhChQ+bDoBxiGdqp8lfymqSbjx0UO5ncoSE8a8I11ZiQR6/alfxUW6Znmvz51o98ucSJJxudopwoLMvZ9ow80Dwg3cSXG2aWJVxo9e0XYOoMeHYJUF9PZp65IkE9UHPqDJfLURxy8y3JVztSmW1KcN0JLWqWS+KfOCrJbFVkqkr7iuDggb4yI84Z9tkeYOyanFFUBl0uqCsb1BaJdHshL835QGonkA3p7SyUGjeY3EIU0EARh3m5qVMC0or7kZwxLnFCzBT50XlLXlisz3VxiZvH6GLraydy4EMITAAhVksXfP/p4Wp8NaeSjdd1sdDVOp4Mg2l0uuA7Bp7Zp3/6pxPGiKTsP/yH/8D7f+3Xfo1y+OiYocOEZOIv//Iv0+fDy+vv/u7v+BsJ21d+5Vfy9X76p386fQzMl5GEoUsG5UIkQOgm7cbD7HKM7/7u72YShI5fVnwDkM3dyPbvpQOJZBXWA+CcIRHGD/5GlxGm03jMXsfTHbMxg9WdhiZEzocMg1hw822BmhcqcOXTtvkjoFzXqqxr4XNkv1jWksUCBF4ZNnlCCsD1OeBL5ZwJGKRwECfYgeDBFK5a/QUKAx017J3O+BoJnJP0p0wtumbY0A0m5jDy/J3x6sHi5xZaJJb4n8bZTqEKSVgrVv4dFmwiCLF5mc6wq9ihUseTZQdIqCJA+chWDe6UnmjzG8PtlPr10w2Fyo3YjLGZW8I3CnKWDbrTMUGgOlb1cfg9sq+VCYZ3glDytbP8pVEiIkMcJJeseQj0wAkYek99XLAzx8ipM1IuC5EmyI7YjXMUZkFlPEHSMjMtycamzL/9UXY71v7LC+Tip3dl9v15BtTlFXBiVDgAXAjMa3TGMLfBkwTkVuXEE2kc8pi0oTvGpD4yHgGKGwn+Bs9EuwjkzFQjVoG9yJd2w5fGIa2KEo6L4sWmek21IDrSUS4GjoM8TYgpNLsSl3OShAUJ1/GlsG6mKXUCtokqGsymcRvsGVLbBLwv5is6aqtrTF63k8gfTOwynMUhuOKopGxHY/JJxEO2g65OkpQ9ERw0nHsLvBFAH31nUy6+sMQEywkDOIGNHqY51do8iaZ60gR1oZYXf1Y7Wc39KluP4MsFseiIoXgAMQQGdY1Q1m6GzQe6DLHMfMy+a16OyfvGcZ+Veqo6UhJcpeEBvWou+HzN8llfWgtIYpCBJeK3MMd1PXYFr8ZBS5isOwXOWbS+TpgweFgQTNCOnBas2I0w9VpV2NOkjGqItnb2PST7CRf3iCihAqQTIcFAAO3UdRWyqAGs65JhvcTrQFkxD1VeCDbgPVA864ILF1GkBImK12iLB04ZBjpV2I8chDFO1G8Sb4XOFSHo6gMJ4Q9+d8oFfm8Ki03pzBXTvSu/roqrGOEGCia2NhPqDuWgliSNJjnGamURpNBjfcOtokv9Mfi9HOB/bvl+WPELySeERrp9rnh+HdBUCKR40t4HLlMiCTtkpmgYKn8rmu6J11YbDyRnYd1XpUFDwzApQ0IWJFKcaUkXMO0gluaH5xU9c7QhF1fLslotixwUeXbljLx16Vlyx8PHxV/OiXekSRoEEo7CclsSr0A+b/3WjhS9RAonNqXTzklvuaDQQ7PbKdywwctxw/yyPLo6L9Fjp8W77Wbxz15UFd56U7zZ6b5cPuE0sch0lfM0Luf7oi4dS7jM3gfHEZVU8Vahr/BuyymE1lQQIxM50e+Q2iWwI2wWC4TLAiIJLhyL1R6/P3P3NmTpuWUtHKQdJNjyqJ0GbkOhmkki1oZioErTDTWHV4ES3TOc2Trem9+Hp1sLWwYUDbcbxWKRioP42Q7eNwxVHB4vf/nLaVr9ZI5//Md/ZNIJU+3sgKLjY4+p+vKVGD/0Qz9EY2uIkiAZdQqV4NnhmJCYgcv3i7/4i3t6/acTszHDqWVpdUZNIxlIgJiOgvBUn5zqDEAdHhzBgCPtpr5faBA1+gbNWPAoYADpcMghY2MPRWpHAv6PAJfy+JTqBVleN0AHHXCSuuzUtYSBjSOHo1OB96Z4gsmOI5gm/MBgjl5GNphQGuRMyH+y1mJWxU0DCN7oKrr2P3yhDH5I6V7HGUAC4DoOhKwAxJ+XpFTQwIBBATAUiECguY6oDauymWMikUAnrdXaAilLRUXG8XN2Ae0alextG1SP65yMefy2RtpDgh6pCtkwVC37vDGQyxEH0v9NneKeJOhGgmQfuNfymJQg0OLvSklWn+HJzIfysnGzbs7li6ZmZipwgJ3QnyYW2TwJcYaEJq6OHwabCHIHcp7Un9GVYCWU1j4NRMunLaH1lSfUnVJVMkhM10JforJK7mPTZVdtVTdrp/SIYsn6rYlUH1EhifWbq1I91ZLccl3ah6el+NHTapdgyRk7Bqj4D3EVg6OHVBhlY5M/fQVH2flaj1D2HFCEG75v4OVGJOZj4FjuMWM7wnuBL17h5Mx/5o0SVQsSPnxOgoP7JXh8SfaFB+SRr0uk8GCRstcOok1oEk49fMqWcoSF++cDmX0AcFWRaNNnwQnXvHRR11DwFtEBKy0nsnxMJLesvLOZhzHf9PG0KpnTAoGP9dcaQ3P3t6VbDVMRDpfgY26yWIC1EAIPhjIArxbrLhQj2dltezL9iCf7PlKX8PFFERSf8nlJWh3ZuG6aHn3oOnM4o2m8V15NpbOoBay15PWY4bLzQKM0vfEiuqbEyKKciSeoxL0W96jACAl1JGomVAWYIxO0Rs/ESOw1IMTS6lK4g2usWZlwnXUQcqoiZuYavhNQ23TfG7w2JNqR8FAAxBUJYwnREQyQyHQIlfTwA+hcDKhJR2J8xzj/EGFr54t7Q/r90oRq2Itw3HxNocdjoMC0y4DpcqUo1fuaEj1vnnPCJcNIzgCb9YCbJlEOnbiA15jwxg6KRZ5E5VghrbbnOgGLGIqhQcIuWS6MZK7akLOPL4h3oiP+ak66y0UKiETrofzdoefKJ8w9Jv9p/11SzbXlXz96s5Tv1sr+/B+9j7DD+PnX0aJAGgHFQgr5nrQfmxIpxhJNawIZlntSzPfkUw8/JAfym3LPmcPsaHprm+TP4pyh8BQBSgx1VEAbcVYP7tfr3YulO5VX+GnaoVXeOBL69ZtKnGvw5oN3GbpnzYUc13t08wC51C6bdkkxr7XblbFCMFNyCIhA9bM9FzC+WX52WcoXYyKD2HlDh6xuZuVAZnTUgBzrde0Aigr6uqRZoDMGaKQZq+fNtoiJslFFrurxJEAZP55GvV4fKVO/srIykfH2Xscf/dEfyR//8R9v6RBCmfGbvumbmNiiy7jXxGxP9Qa4caO9iTbnmTNneBsO8l//9V/lqTRALiWWHIpElnix+ksPDg0uiaemD4zyHzDwP2AyrtXuPMhQNUZg4lQNuzDs7ECqVmFfVLbCYyqANvaNolMyLeCFWJjIe9DuFxYuJIkuqcJ70Jes2ic6Q9oX3T0sdOxU4P9kK4zGvZfjN9DM0aCY+mDdiNktwyaHBT8xvxNUV90mio3edSbwGIMqJhVkp5BGBu7dWNRMHBKFNjoREAwEDQgEwEPDa7tDcDBGxxPKGk/rAwZ/j/p76GecHP6WgHwc/2fgpv4xjQzUR3RKUljj0DEMwx8HjiMD80lvHzPYdUQigqQMf0NaGcENeCamoBQ3wRdbVxhXVaR8RjfR5WejsqmqiuheqUG6kr0x/x1EFzC16imdmwh8WEx4NMeCQuW0L6ULKoWPOQqYYnsGMGCFMuKNCD0rxEy4KJmO74nBZ1zXBPO8sKQqaDMPqgfUyrPwBfMlrHW1Au98y3C+P/KxLdeO18SSf1aZcV4ync3stR04/8M/E4xhyK27tjsl1gO2CuNEYHYrRjIJT+4SR/yxhyhEkADaTGGHiCa45TuL6rM13e/aYy3CJ5t6FNcYstkK7YY/HRu8oKzmFca0cUvEdRjFJayrKAjk18AnE5k+FcnGdR4Db4p3ALlQVq8zt66Bc4UBUZD8clvh3jMQpQG6QN9bEQl93zMtBJiU/r6uHHreBTnw3jUJLwKC0EsLVCsvWpC5+xEh9tdpKCQiSI1z4A6rB5WDI2lipZzd1OvMnT+zKCGf18yo2Z0gB00fQwEPcD8t8cvVevyBGTCUCP0WuF2RBsht/RtwcxxrsI72ITLVzPzrdqV37sIWwSauF/hh0UL5cs5nzNtoMPkqnt3UIDxBV6nDrhoHumNLyxJfWFL5+3QOqvATR8aeYuT3aqd5OgYK7D4DPo+/tilJMVS+n/GhqKxYjSSYNeI3TUgVpoiOWVDHBgiBjETC9UDXKIPjOQuaZLYruWpHyqUOO2WfeOBROXhsVaTjs5tWuBhIYRnFAU9ObczKXz72PPnjUy+VlXZZ5j+Yk/139uT4L36AiJD45CFZvq0g7f1IkBNZW6zK+mpZKjesiz8NrGMs+amO7J/blJccfEzacSjH8itSKHbY7XfnCkmZS2ypbInr1utKdP6CqhxbB5P7PztT2jlT5I0Wi4urEZMpjM1jOZ1nkKxfjaV0sUfoODprpdM1qZyqS/l8mwq+UPrMbUZSWOmyO4ukDANqpVOnu9wrShfbCmN3SS4KCOYPi3PqvAox31FgVu6+0kYAHU29/gyG6WgYeO2reTwZUMan4vjUT/3UkWqPuB1JkhtEyMQxuXGveMUrrtjxgLt35MiRsfcfPnyYSeNex6536b/4i79gloiThDYmlF4w4JcwiVP3tTLozQTfsQvGcUDrvm6wLOCeV2wDJ3lVpLRk8Kag3zXjcMmc8xVDEXFG5ZLV28ykk80fTNW49HEIhlkxsq4V4Ty2FmOTocGlwQicL4/zHMFrtM2zBa9FyIDJGjueGjtlWbgljEFB1EWS5/zNHOzGye07pRsqNrmNHBXIQJMrwDcKBlvEbyRpSLZQqcVwmzcTAzMPxWtSIj9rEtrrPwedHlR0M7DA7BgrxDEJ/yYTsA//bBHYGBUsjAvWM0nfgJfbENdpS+KVPa5s4jjufSbtgBh/jpVUert1VMHL4I3BPNoNsdzwS3fq/AC/p+bRGLp+XAsH4AlBehzzgeqIoAft1/lbOavz++B7EwbN6G44QQ9InmM+YqNFsYDBKT6GLzJzr1Zw6VvTUoPc9r6EcEgEzwhSkbRhI24fACRLjw0bubN3aB2uSvjIOYp8+KUiuY2cE1CVW5gbVPZ0CRg6aoBzOk7hUCcMgc4o0ZVx12kgubcO3LBwzW65kENvvvdr756/2+fscpDLhyIMjWkhzV2Q3lQhTSrou8VgDLBYmwNotK9gXVVBjvoR+Dap8AbWXqh1Tj0UMOnHXOK1n1EY2IEP1KX63kfk5J+dk7kHehqk4RSDFjUN+xFdwxFwdqZCJjOrzyqz8IU5Dghk+zAItSr60Z0FtFal+MmnrBkEcrYtq+88JI9+3qw88I2HtQOE5L6QZ/W/tZCnlYMKJJgfVMtMepGghYCDaUGLRS1DIzi+GJM0FtX6XB7nV+Uk7sE9JhQMt7ehGGlCOIXAeGlIJiEeFRE+6Nc75JFBIp2quWxKIekw6CLW4W63b1kyamCuOH9J/Is1GXwleIx1e3yf3FJdcssN8fDeG012cNCN9vC9y+f09d2eYZ2wZCDpU4VedronVS0dd6zDao2ttviNjpTO1lk0TedhPZBoQ4t9VDgElBHJGeeLneMmrqcm64SUmvgM7wtjyeV6cnx6TU7OrMr51rS0ewGFaHAd2gcjzp8j7+qI9/fzsnZxSpbefVjOvfE6KWwkUlhqa7cLIljtruy7oyXTD/pUCC0+kidEt9nKSbHckfJMUw7ObUg+7EkvCeSm8kWZD2pycn5VLnzG0S1dRPIC0SkFv29mRouaONeAfwJiaCI4nFewfDDF6JBm3H1BpdIKLCH0MeXzHXbFcqtNyZ1dE//CKj1Lc+fWpXzfogQt2KtE5JynRQKIhjT0O4DEuDudk+Jyj7cXV9QAHHBKvL/GHVpsrlyIGGO5rhngkPx8ZtFAQRDeYFD5mcmU954eV++AmiL4WvAMAz8O401vehNFNdwArBLJzvBAAgaDafC7AB2EGMmzn/1sCnXstVs1yQCM8/u+7/tkaWlpy3247Qd/8Af5mCcsMfvZn/1Zed3rXkfD6azyCBy892qmdjUOLhaQa606adw+zjnljyVQUgS0S/H+TMhqSmQFtKS0qLAvmizm+nwxB2txhs4IINAhY+cNgiHG8QKEhxtuCxCxhMeina2EwavzZEFA4yq9qP5SuATVP5Pudz4uzjCVhtg17fI57kL1LAIHOw7jLjjiNAjdlNAnb0hJwm4QHoM9EX442HgBYYky9xfyxLcnTNbs3EKqmUIfaM0Z58wlYfSwQbvOKZUAcpLT4GBEsjNSZGMbztjWCz3+KzDu9TIvPBJqOKpDl8IUkZzZz1jRkRGvOXAse+jeDLyXSxIcfw9V9G5PwoUFVseP/ebtnHuYP+u3YnPVzRxV5NaBhF0tdLxoigtpe0Kt4DUFGwg1rMa8wwbLQGQtUq4jhGXcRrwpMv/RWErLsZTPalW6dN5Tc1aTo0YXDsUFzl2oM56HGpwzFRYeB5RSGwdzkuwDIz8W/8gh8ueC6SnxDx+UZAbtZKcWgS9CpH5mUWQdwq0ed1kj9Ox1GE7UR82rYd7ZgIhI9md4Dm0n/z3iWEaOcXNhu07EZeqguTndfP5J6c2WpPWsI9I9PCOt/QUm5Nq50jWEstrsvoNXq78xH5D4h5mikHJItBOGudD6pDrnx62/8pgc/v27JLj7YUkAlTt7Xkr/9oDMf2CZtg4YkN2GETUUPVVUKSLklh3hilqcoHvi9YBaQPLvS+lskMKjUpGai57k31tlIgjY7nV/3xR/ekptPuoNKV2EWTuUJdGRAzQLgjk+u2FOMhyJFxI3/oZBs1mVUHEvs69QPdCCUOc95l6D5w/BcV0huupnpmbN6Mz1qjnCCwkxJGQPyVvEwJ9/E8oMNR6Qf2BAaIJLCOBRoHDzH110s9hIoYVuTcZcxudGUoeOaKPJdR/dMxpFw8Nyo0auarK2ka7dAwW3YZXRzLzPquWm3N7dFBLc6yDR43qKLAnqr20pLvWY5BeXwGP1pHgmJOyQa1uoIhNqsK2CICpTbP5kWDbKgFxHEl3XlNmZhsxXG+J7iVyoT8k9Swdl/ey0tK7v0NsMYiEl+JKGHqHXQA5UTyX9+VDNiRw+IN3rD4i3tCb5Ry7K3L0dCilxz24EEp8rS+N8VeLYl14UyEKxIc9HlQxbZBLIycqKrN4Wy/pLjrIYRShjsaD8vXJZ+dmdjhbicO1BOWBBV7utjX0QhNFEDZ1kfM9YXPA9qoCqf54WEwB/hDF1VM5LPFelT6GcuZB2UGFGTRuEdo8FAQxw/CzzAADsxUlEQVTAesF17E6FCqdl4SBmUaYzHUhpqad7AfiSHcDhYUEB3z+1f8B6gIIcvhOEJZthu7M1mHm0J1OPd1PT6aseyng5fp6CA6bXz3nOc+R973sfBUhqZiR/xx13TCRLjyTs/vvvl5e97GXyeZ/3eexSfeEXfiGbRjfeeONlPdYf+ZEfoZIlBnKgs2fPMll84QtfmIp/4G/chvt++7d/e8/vtWuOGTwPoOQyPCDDCdO6p8pAxcuHz42JX1Am1wyZHTSRHBYT1YDqlRox9o0iKU3fSVj5ZaveGXPiaQgufY9VKWzM4NOAP8HX08YBhRMA10FA25kzARCS5pXPE5gCF4JXbDgIXqgeBerXOuA9yo2jyt3qIGzRGZU6ZaSNE8B59yFklOMH/8E+I/cpBgQaFITryifggk8pfiWJk1cAKXwGCIl4AslklLrwhsZVc0mYmU2nFVUkdG5DdYpSGKbWyNewKusW+OIoToKTWc4+btSYwEtqWLr/ksYQ3HKAWyFO7n3Mcwym13/8HrohxsPAj5OQR2UVFXFAR/H/gd/7II/r3Le/lHMPxQAq2OEI8x6LBAq1cipxOidpII24DsElxGiqeGwglXMxpasxv1DM0O+SJ3UIhsCHb00TLcwtdCrIIwDEZQ6qe5Dnt0KE+eY4fiUes36TJ6WVWSn3rpf2kRkJ9iMTEAlqLS0YoFqcEUPBZ46cRPjQnBnoyo7gAw5YNIzRfdlidzDmGkx8+wiBkS1KnuP4Y6MEcUZxFy9HYnb0kLQWQmnN5aV6LpL2bChrN6ovkSrGarHIeYphLUWyAxgi1NxaJrAAKCsCrsp59XsE57BxNJbgkYocuiOW5VeelPm//Rhl05NeQ/mE6BKcuyhTp6akWy4wyStdMGhj0ecxYWDeYJ6RB7kQS24FggeA4qHrq/MbiIbGYRQUtCs792AkxcU2ZfFzD1/QhAPncHpKeV2x8sQAw1IRA53bGM5vElxhnieT+XZ7hVoBmA8Z+coqWkHIeM5k8sEfY7KlwgoIcBEou9cT3A/OWg4bFRINnx0NJGMcELkh39JQCgjeEbCj4NUJWZxxvF0G9sZXwhyO4UkHCJETCfFtHU4vvKEdnOQ9BmTd0ZG3btywyJKzs3Ads+FxSZ1l9xoowKyta1e8AK6UdnF6RXQ3nXWNJ90AHG9fOkc6kvRUKAlwqCRSjzN9DqQEcT0iJmWfe+IueceFm2W1XZLjU2vy4cePi+QSmZptSP2hGa5PvWIijVtzVLltz4TSOIiOlcj0ww1pLxRk/bnz2il9xk1SOy5y6P09OfSBljQOQQ3S5xxpHvCl3czJxVYoJ6dX5dH2frmheFHevv4suWP5KIVqpu9dlcgEd6JaTQIiS3yV0cfAtQGShUlZLMmUcrhygAwWfc7LFAEBul1T5zHnuHEXaUZNvmJXPEjq1xs6/1Gcmi2xAKB7sydxMa8FABwPhGGwV5RVjCZAt85k99FhC5sQVVHoMs4zjqGCQoMZgANqTBXHdRRzTYwMyr05kdWb1aC7tHiJisZXejzNMdtRRAPNHsj3T2WUuF/5yldSjn+SgdzjR3/0R7d9zLd927dRVXLfvn0j7wcVC8kWzKb/7d/+jRyx//E//gfVJ5HwORsCN44fP87kEcIj733ve1O5/Je85CVEDsJyAFzcJywxg7QmzNxAcssO8MvgH/BUGajsQBkvt64brauAQpiD1U0TxCAvgImMJjCEoUCdqGP3mVE1ggvIRFNxiwlK/znsZFmXivKvhsihwh2QgWuJdFcVQoYAFfh1KNxhUNAjcNAz5fgQRw8j6w3d7CFTDpUzBL+sRBNCqZ/TeULxtcv9wMF5mFERyYKIVACEJ8hVZ2NufIDMcJPGxo6gAQEAjq+YFy8TRMaFnPiuq4ZgAAs6ORumxkjBD0Rv1kVyQR9fF60W53iZIYi7MSLIzMqnD9w2ZowUZRiCuW25f9x7ZhLDrFfWKP+1sUnfCP5Eenv29bJeXNsQ57e8rpfT5yI5AwwGwZV1ffxqSY68XlWXzn/DCxgUbt6kcMKslw/NyJ2ynPHpnXQ4buOGe0GvJXk9XVXXw/3wJqMkOOZx7EnpjC+NYzF9qBDEQ/UUr9+dhcocglJwgtApQEW237luzQbSfOl+wma44ec8qdTQignJuaDoSZQRB0ghsP1r5K4bgtGRiX/mGvSv22B3bMt12s0YBVUcIXIwIH4wJCCz5ZqPuv8KwBmT598qSaNj8DpwVAJNrgt9P0YEoujCY/B3giq9CgsAIusUYF0XdvO4qrptXqfPgXUCYI6zj/REjh2U+O77+u/fbqta4ENL4t90lGsdigf1snXJpjCHIsJl4zzmCAJl45blUNH3ZO1mVRhtHkICIhI1Apk+C1VSTzZPFmX2TkvmUcTYrDEARmC5eSJHHo4bCGzBHyZnuDBoIq2wLePp8pro/gBoIt6HHUKbn4CIhd04TdY0WEZHGVwmE/3oZApZkMC3AhrPCbpjPfDOcF2QnJnokoOQ47uOtRUkeVcQGxpUQHQJFs3Duzr38Vh03KDiWIHTsHXTcIwo7mT8frJr07Aabfb713/C5ZmffF0mEVBxDSW/EkmVYiyBNA5iHcEeiW4jDMQD8cJE/HpI+BwMxpMCPg8uaCJBsSfz03U5VN2Uv3r0udLphvQUmys0ZWqqKZtSEo+bp6qJggeJolLzQEG6+3oy81HA9CCBHzDZKa70WLgorHZl4a6ObNxYYbxQOd2SKF+iLQR9UtdzklR7cteFQ/LMm87JbYUzMuU35X0XT0p8uC3nXjEvB02NlN6NK6virW9IcPMNTMzDA/tsr9WkiKIzZnfjuPE8VyYik5XO75WBUNBuFyHkSSh+Ny8ByfddPbdAwkCtlK+PKoLaM9DDr6Dfb7wXvg9UrTbbh8bBvBRWe9JcCBSRg4JcXREXQFkg9nB+ZURIFPrfrdk7m3Luk8qMqcA5fXpcu+Ouu+6iz9rwOHDgwEiY4F7H//k//4fQw1GJGTpbP/7jPy7f9V3fRWPtyOLO2dlZJmcuMRseSLxcp+xyj10nZt/4jd8o3/md3ym/93u/xwUPLTtkmPjQkIh8qgyoBIHISn7Weld6lVDaM7pQKcRPFyyaf5pkMBItrZRiczXCN/ZCmj7HNJV04gnESxtmXaVfESQo94Ey+IC+w0YmrzwepyiFTQNKYuiURYEtaBvq+ePZ4oVgg5K1Fe02ODNIwjIBlQDagNACfR968JjiPf4HvhxqSqnXDiqIkJI2zxz61xjpG0rGCBIgxZtKI4eBVs1YZYtpaAq4CwIFH8Ey+Bl4LioKVAozY2kEw9hMscCje+Nux22AxAQGqXGPtUB7C6Rvt8IImTGcJE0cZG8J3kd0NIaC9p06LyOPY7iLw18jPK8mDG5oQO26RK02O2cMxhBYgV+CILTblSN/9oA89P+7WQrLgfTKGlS77nAOxQYz1+XxopPmhD7WNRhdvUlhYthgaycSOfCBvkcTIb2AsOB+JH0NDZagkoYiAxIwJG0p3yCnfjkUtoFvIGAuDAg86RUCyTV95Te0uhLNVyTAF2mzJkkn6it6brl8CmFEUjZ87vsJ9uDzR6p3TpIU79GPbuD/SR876v4rkZi9/y7pftoLeE3Q/acJtCXVhCLB39ZEOMAFgyIi1ljMEcCrIJFN4aKCQbNBhQxENm5UUYTy4wE7HUzKYLp8sCqF3s0iK2vSu7jY5w9u1qSwFrMYQMNbiAhUISIQS7ihyVjxQiDNQwrR7c2rwXXbUATNg2hjJVKodmT2PVWZfrhJc2QPHaiLy9YN6pJLh3UNCnZIptSHUtUeEyviqVqviTsZrwzCIEEzZscAz8Pa6XhonGpICHOeBIDYMSdT5AADZnTRUNRyCZQTYOIFwGOA2nAcXsDzADu0904vFCpwporoEjokZ3g+Hp+iFPxBtUR0t8hdwhdNVR/5mujMNNB+xOv2aJOQtfzQuTYorJOawI8qIux1jChg4D3iNagzliVYq0v30DT3cl6XbiCteaBKDEKKNQ3QVnT8p2LxFtpSKvRSKfyZSlPmyw12yW6ZX5KZfFMeq83JHQ8fEz+nx13Od6V7YlPq7WkWIrD3Yo2s3BEqwgD+i0fUggB8q/xGxPPemcnL7F2r3D+jGZhPI3FX5cvED6RTiKWxWJF3TN0sn1a9V/7k3EtlabUq4amiFsWchQAUZ8ErC0MiWWCFwv0S1w0JOjqxXV+SnhaNgXThHg8T8kaPfMWoHFjxVgvOSLTCGuwSbG6WQvG6efHw+lhTYVYOVd8yYKHgkhU4p/X7oHEG1Ri5xusaTZ/Wkic5yOEbbQRTBN8VxFDsMluBLy5qoZnqkU2R/W8/K71Ds1JQVwcRExO5WsflEu54qop/IPk5d+4cO1PZcfvtt8vRo30O5aUOqMqOG7/5m79Jatbnf/7nU/7ejRe/+MXMa7Yb73//+5n/ZA2mP/mTP1k+4RM+4ZKO199L6/HLv/zLaVwHPChgjd/wDd8g3/zN30wH8SsxHn30UTp54+JBdATYUeBPQfbLjjvvvJMqLfBpQKsRxMA9jwQeNy2p3rci4WpLSo9vMLnCYAJlixsWdWzGjjSrUD+DARByAmnYmAkc5PGZiDXNQNQGEiPexoXSflqmeLfa5zsg0IDPU37Dk3ATFSo8R6GKGpiKVB+34BXVv5YmdNh86G1mlWhiu03ghJ32MKP6xc6eYinJL0MgQay56/RBuQrkb0uQsMmmfltIqkxKGRu4qTYiqOHm0FbJ5qRSlKSsBtMUDXGPB+8BG7ZL2AzCmPIaHNTMYJLj+AqTqN5tGUMbetoxGdUtGzcmFGfIvv4wJG1YNGKkV9t2HLM9cIZSTgaCKybHKqGNQI0Efgj8RLHM3Z+wY6vy4gpLc+bQSNidrx6tHEBf6fa9aUpLqtyIOYwkC+p72Lyb+zV4cRLqNBJeUyguoV5oAkBaHZL5lriBw8HOG7mXESG4K7d59JtCooaAi99VSnyrAiN4QelnHZEcD1yLMUpvo67X6BN6BQQ2xnHRdiOOcIVH/vEVmb23Rkg2YvrOQmRwVi0+oUuK65L6cJnYBb7PCBABYUwh41DmrIrM3uvL9H1Ihk1qH3MNa9DbbpfevQ8wKUt5nOi253My9WgjXY8ddBxeVFxHTYURyRgG/KoEhsLwXDrSkJfe+ojcevK8dBo5zt/OtKIBvJU1enwBHqd+XmWKziCJUiVdXTPhtadQrYSflwU+/F2LybXEvkElQ8IVexLUe/QXI9QL0vNN/WGxCxwgGAIDmgakGHhkhk6ABD66wOxcIFkDl6zRVLQBOmcofmHeUoXUrEn42wpdLgljh0uh58rjVUl7/mR4sRwGjWQCB0EJSO7XGqq4S5ijieDgvYYSLyfyMcwn4+tnubN7GUMdYfd9prJkryvJilIswrWmoltqEa8FDMsBd4VFR+E8rBQ8eisGB5qSRJ50O6EUCl05NKdZQLOXk9CLpdHLye2LR2WtWaIQyMJsjV2zi/ftE+9D05TZd6JhmP8o7i58rCetWZ9cquJSlybd6IjmVpqSX+9oIbPWoFgJkkckbZWLCZ8frqMK68mjZ/bJr5/+D/LQxX1SfX+J35X9H1gTv1qlQTiLaICQHt5HZEpSCNN9GPs1921aN6jfGAoEiFEwH7tTOcmtt6R4rs55iMeBY4a56IqxgNCqybZPblx8/CD/JoccheByjrBHFIUJOTdkq7PkgW2P2lTomg8uplpKGEoo8KQ9A7i7QtmRjIHjCdgxxFvwuNOff1TWby5LcTk2OPtVnrE8zTHbdnzpl34phTKQ2DhFxXe/+91MiCA3/0QMwBdhDD08ILc/TlkRIiXINT7xEz+Rht1ve9vb+IO/X/rSl/I+J2Syl7HrlRAnD3hO+ATcfffdxFcuLi7Kz/zMz8iVGvfeey8v2Otf/3oqteDDAw8KMp4bGxsbxHUCG/qhD31IfvmXf1l+8id/kootexm5RqTVTOD12zCyzackbJogloHPVmgAKz0NVc7CwoNNmJtqyU/J2Sp7rBs1ErSpU11t4ZsyF5M8bFYGAUP1mDDHki7wgPnQD62s0EQS6ZsabKBDxoTPPD4QOPsG+yosa2CL6jXJs1DHq/SVHTmMJ+fIyXhNHCMWZFdq5e0mz+w320yy1NDXAhwapUJmGPhPgygCBoGkzbpn3CT4Wgp7cFh0B3skmRijZ5u+wW2IZ0eSgAAii9sdkYQNw9J2LZ6Q6WxNFIRPKuc8JkgZDk7GBikmIOKUHbfloe0lwMFzUCUFbweJGDq4qIRjnlSrIlA77CXyXz/9HdK+qUXDZ8wjej3NoqLZnyuYPxD1QAHDdQtWnoNKtPE2AD2E/P6MJnA0MW2pfDIVQc1QGEp8SMhy68oX0s3bJMxPtPha5dMBuyJRCdAbfQwgMyG+v+BbZCplEDmAYmPWoDaFk7pO2DhZ+aF5s10H87KOcbwx95M55m1FatzvK5ig9R59TOTD9zIWISQ7D7nsWPbdpd12Bwl3PkoIPhGgObNnpwgLWwasd1j3KAAzB7J/TOGZbiWQ4t2nt553SLyDa+P70p4v6BpqvC6gBPgwLEsFJISJxEVIfEMMI5Zgvi3JkZbsn6nJYxtzstSoSFLPyeZxX059Rii9maKtRyacg+9HISe5zS4r/07ZFh1BXTO1MABREAS5+Jz51Q7V6sJ6jzL2/K4h4SJHDYljT0JIjRuPF6bV6GIgeEcnAogNwCa7swXpHJqW3v4pieaqklRL9IbUCwCZOhDyGiI4RhQucdwGQeSaXG+myoppomVJFQZN17MGxUNKuAj82Z1zXTQHg7bkjq9hxtSu4IMEaVyBa0CtdJK5OaYwlV03t3Syca4B8Wu0NRluQ9q9I+WLPa5b3FsddigfS3ejQL5Z1PX5kWrtgsyWmvQYO7s2Ix/7yElZWa5KuxfKsYOrMl1sSfsD81K9fl2aBxWlAmEOzGmiAGDvWfBl5tGOcrtKgWzeUGZ80VkoM2nauGVaokPz3BPzD1+U0rmGlBa7TPDAf4SfGrzTztWmKdOvAl8i9ZNTktxwVLz9C6pCe/ggebUoeCJm4d6az3EO83ygU0Y/tr64DBJ1nJPWARyTL7nVtqosQqyj0+cz8rmo2yHhw35wEeoc5mfX1I4b0USGKkr9/Ez92SEj8D1sHLDn4RwBxRM5VJFK7EPVmsq+5mmJZA3fE/CTi2uA02uhjtZDT49rdoCP9YxnPIONFDR6nvWsZ7HZg64TlBqfiIGGz0c+8pEtt7/5zW+WZz7zmWM5a4A8fuxjH2PjCOIl+MHfuA35yqtf/eo9H9OeDabz+TxP4hMxPvMzP5M/boDLBhESYEP/+3//77ztDW94AztogFji2G677Tae7F/91V+l4dtuB9vohYAcqWBlU+J8lclXnFOMOBYStkctkWKVCYVC5Q8bLAWJiqoNceFP1NemdKGtEsfg3MwGhIJhg6diGey80DiCyCFynE3FZTcXdGGitDgCUSjcQUGM0Ed7fUuqIPcM2WmncMaqGyxsZlSaGq/vBECQsLFjYVAFVQszNcZmrNBMVLS76PxF4lOFC0krEqtwIPB1hGGaVKMzZv45Dh7DShsSLGzYTN4UYuGem6rnAYZjkBluLOBVOFPSoTGaWD543/DfWRGI/rH3IWjDSdk4ntq4zlwK1dlyx1YfNIULjXqRbboiaTAyhn92CQObe4LADpt1tdoXJtmsUTb5zx56IQOE3kxEyCGrzEzOoHyHwLnf6aqcj1gBRWesACFEE/SA2hY5kZt9QZ3WgnZPWDiYUtGaukHbIIDjDEVRdGhNYeIGakBaELnpPzwsH/3w9SosYT5+5OIUw77YDDqADEDRQdh63sZeyyzn0ObIFkGZLJw2C6e6XEnQOMjXpKqcVwi+OG4c+HBTcnc+Is1PuUV6SISYqClnBoFaYa0rnZlcakyLJA5wJ3RTlW+i0GwKgUCVfgV+er709nekfjgvlXMKG9kycM0XZlKjZ8LHyAXW9ZIcXHLOPIkBh1yIxMtFErVDSbqerNTKsn+6JkHsy7EbL0r7fYdk4aM9yV3clOTYQUnuXhMPa1ilLHG1KI3DRUImKeaEzwi3kLOaXKHD0JkBzMsjqBl8IoU29otZrtuMgT2FewjXy/7tTILYMQPXTTsNfqyJmlfAXqQdtaBeMJl8SF2iTdntKy/i2oNHxk6WKpOqUEdCWCaHS8Ic9M0V0ZDMoRgkmmAp56ytyRvg5fSrwzodqHou1AABQ8eTXacNHKTMmrhnwY/teL1pAtnbuu43W+JPVUVqdUkOzOh+mQ94TlGA7Eyp2mt+2ZdWyRevGIkf6Pel3Q6l1czLyukZKR+oy2ylKRdzWMj0s3R6oZz/4BEJI4MyHqtJO6mKt68tzQMlFkahABpirYwCdupqh9W64dFX5akQGbTycuKvL2gybZ6d/qkLUjwHvtshKV/My+otgdTmA9loFOXw7Lo8dniOFAbEFv75FSolIjkTWDmQTzjFz5gswHwykaDRlc5c0SC2nnidmCqfSPYxf1zS1Z0psBiA4gG+m7nVlvSmC5JbrEl3X5WPY7F5pixxUeGL5NoD+eLimQbMoi1+KGpA5MzUKYxGJI6QT4aYBwJouA58v3pMASE8Hv6rEGHDucL9iD/UxBocYxS5PYkbzu/nKh1Pi3+MPzVJwk7Zb/zGb5DjBb4ZkrMXvOAFcvPNNz9hlwjCI0iiWq0WjwnwxP/7f/+v/PzP/7z87u/+7sjnQPQDkvy33nrrlvtwGz7TpcjlT5SYQX5y0gHJyydiwDfNSVdiAOeJTBtJmRvwW4OXwerqqszNzY18HfiwOS8213nDQDU0TJQjhUUo99B5aX7iCX0QZYl1A2WrH9CSyJISE8XAss3uQC+RworyDvhUqhyFXLDIT4PHDUjh9GTSoISBhHmeYYBjBlU7vDZUylTtse+tQiNory8ni4qzgy2qyIgGtqhAwy8K96kfUF88gUllxtJG/XUUaoBgwcEbALUAb4cJFYIG0eSKSZgXSkKomXLBmEhiXcb9BpMhJh3BDarGjnQMqKNTCnOJnoMz8m/jk2FkEqZB5bvRpbOtCZnbsLdyH7KvOdK0eug1t03OxnmrudebtHsxrnMzIkgZOJ5dBuMMnExgBQEYfbw41UEyUJU18IDq56uSXw6kc7QjEXiHnZAQXMDMUOF0c0gTNYXAVs73JCqG2rHI9QsK4I4Bkgh4LuYtlEUBQQtNRh3EbsxtN4+wicdoVlwIpDvjS/2YQiPvuvM6Slc72CSeg6JKgMIEYDYQT2ii06ifY/QJsLkxRqAle85HetyNu15XcgzNhZFz8QlMyPh2va7kPvwAE/zmfCDVsx0a6FJlbr/ztwtNbRABFoRgfCb0uN5cD6wyDmn5XlVfd99HYpl6zUdphD5ugB8YLZRZTUchCwUAdmVNJZRBKQ9SFfk6tiYHSzkJGp40u748fhZE3ETyB5oir6pL6z1VKZ3JSXTXfZqUY/0plaQ3lVeOJNY7m/NezpP64ZA+Te0ZNehV6XsEwaqc6Dt+DxI5iCuYaS6lwslX0+SUSZsTDWnAKFr3GCrddmPJQfSDwgxoEWtCF4PzNlMWmValPA9JGjtmts45mXxCztGG6IqH+7CO43EYKI5xvVX4OL8zlpyxueI4mFz/Y+OgYgGAgX1HecGuC+fOl0ucLnUuDos9Ze+y90vVJTPfURwfFRpvOEm1ynCtK80TzpxZaPOBhJ2CWrmYIh7JckFKF9B9TSQ+AON6kcbZqpx89impHc5LY60kzVZearWiVFDsDEXOPz4v4Vog8b6eFAo9KS5qoal1uCf51VBWnqv88xDJRgtzJ5LcZiCH/sd7RA4ekN6Fi+S50tPNzlkuiiQ8uCBBqypTpwI5/x8LciaZlbgUiayHMvveM7p3ooCJ5LpYkHh2SnplBBBOoMyX3IYiGNy8Ypd2taXG0xDqKIWSlLWQoMVVIIUiJl8UApmvcH6ymELrFJPfx96NUQhNaRFCTjq/Eb+gAILinVMXVZhyn36B4klRlEOG4brMOXjNwd+V/q2JFC+2aO7eOTaXCt+go9zec2vhiRlPc8zGDyRBN910E1FwSMTQNXsyxjd8wzeQIoUOXaPRIFUL5tG//uu/TqjlqAGYo8sVxhlQ4zF7HeGkcpTZk/lXf/VXvA3kOAxAByGVv5sE7lIGVCFB2HPdMgxk3sMEwoMHD6b3jUvMkBX/1E/91Jbbe5WchB1Annxp7y+Id7CSJlDOQwaDfDJsuG0l8rL65BBl8CApBRJ0Y4ljVUUiMbagOGq0+4nNzuM2T/IkuCbSAjwGSECSp3UPbc3DHwpyzH1OGjZ4wCY3rlepW1ZTrfWPxym2O5HulC5wSMrQRXOwRYWGZfzV7LM5/yBAJF2gDQ4FFt7eQlU88hfiAb8cVuHw+QlZNGhjlOExYKahUyaBbnzoZkDFDZyJjlMLCzSQyEAkWTK3BCFBduZud2NIwjx7+yiI14DZ7xZGbV+2PtslG1fp3U4lcdsxnFwNCUYMvk80Ev7jZPVHClCMOAcTDV4foR8OXw8Vcie7HATyhb/6j/Jr7/xMaR9EixdkjUR9x6DgCCu0qonaQBCkjg3VU3WxSqimodiUiwqlRVcMsLKwhmqtdsU2r9OAhVwyRd4QZrR5YyyVR8Fl0A6ZEtFRLFA/KrwGfNewyeN5gPriewdOPgN9OxdQZ4ygJJYxEN8yN7ZRz3TXKqvEuO31faLGsAz+E5kcjjocBMLPuJ7rWnN/TjZPJlI5rWuQdv4Drl9cM/MKY6TpLKTgO7Hk17oMJhdfUGAR6eT/O08oGtUyTeRgeDAgf/FtLHipiIB2sDDcGpYKKGGNBCLP9yXqFLgGImEsXwgsORRphkUpng7l2J88aGuYnleal1cKPHZVmTTBGhNSwrramlNJckB0sWY7TiyVGMFdfnhVmtfNSX6jxyDWLUPkLuNvdDh6GZElsywBH01fy91mSZnxbwN4iTlYONY4cO5KeV1feSK8tDgm5YJ467XUN9IrFijyw8SPvpJmKI2OSAaWmMKA3TxzptH4jQKcK3zsZNOQve9yzNfh4hm8CJ2wkUEzkzPndW2bmZbChYb0Zou08kABAJ0ZJAxelOecw3XAOgXOdnS+qN35osjH/ONSWAzEm42li4/T02JQ8xD4rMoFCC/mZOadISGsQAxUH0IhVmT2Yz6huY3repJ/OJRj/yRSecvt2lG+oHwUl5Tx7yji7UG3K51n3SrV0205+f9ycvEFVSnBe/R0Qiirt7IhEva0g5nPs2vqzRW5dWD+5JpqMI7vFjZntWbA/AiYWDEJ65oASClk4Rhqn7RpYMKP4pZxhguIQ0xdshNJXILKskFiA/DBtFDdmldfPXTPwKsLEP+wAGFTEdBG84lTg3fl63dmc0oPAdfSDNXRQetO56VXXZD8cpOfqTtfsiLOVc4xe3qMHVA1REK2vLx8xTtkX/mVXynT09Nj7/+Kr/gK/iAxQ9cOqpDbjS/5ki+Rr/maryGtCnob7rWRrP3zP/8zu3AwzL6iidnv//7vp3+DqPfFX/zF5HgFBh8A1hKYy+0++DghkZ3cuYHXBAbVjTNnzhDW+EVf9EVUiLzUAW8CnEQ3cGKRuWOhAjcsd7Emsq+gHS0IChT9FJ+N6lHaLbOkjEmIiRkAspcH7A8VJMAiGSSofwgkYZGMuYQq8FWpDM8FdDGVWUbjyLx/WGmyIADHU9jApqYLdO2IBrQYTvLeccRykPjn7QobcskYAmXCDh3/At01LOB4LhZHZ3JKFSs1asUxQT7fi0FkRyao5F8o4AHeyCCBiZbJrmMgQCDkAbJklg2KVd1YnVNVMD7HSTk7ojoGYJN1kOoyQVmmizYQYBtXiiPe6lGVKiaabPqoZG6UQfUwVHKsl1jmdSbqog1LoWe7gJnEbVQysCP8ZxcJQv/8efQtitbWTJ2xJd5UlcnNX599nvjgNXYCdqVah60rShsEkXZucD7RrHS6D5sFhwydYHLBqPYFldJEGkf0O4H52JmPpXgBnWQ1dQW/YvoBLXZEKOZTJVVhwZ3ZhHAe8h5yejzBXFu6y2XChQorIDWhk42JjZLtYBKf5ZelUCtn5m1zBcpygzAs/+pJyMa9/3bB7uWGWY4Ycbsl4bllKR/FdQhk9l6RxmG9bpgDMGIurkbSOFLiOou/wcGqHS+SQwaYEpKUQ+9tiP+R+0Uw/w7sk8QZgo/wnsOcbc4V1NgWogLgrBmigAq2mAoGpiDkNdcvRsV+Ips3ocDkSeWUL15LZOEDoez7wBo7EMlUWQQiIzAwr1akO1+R2jFN6DBopg41RqiElj2u7QgYoU6Z20AHoEdxBUDEMDoHp9K/s1dJza21I6am0BD56GU6Yya4lAp4ZBJUJFhAGAC6iDUUcELkSA7iV4BqLgJ0qJVCYSdHnpBIS7toSHrda5tiLr8DPMFW3CAcMqF6K18zk6wNFJV4jTKiOuk6pd+jgdsvR1JG9EEGbm6dOqcOycQTx47zUy5JAgsNnAdco6WO9EpFqR2DKbTI3Luakj+3IdFcOU0+ehX1FqsdCaV8KmAXLckn4q/k1HIhDz6sR/oA4NmzD6GrpAIYWK9KFxOiBtZuzsnMI+CXB1J9vCn+v2hSttOABH71T98r4c03Smthn5z42zWJK3kJFzcpWc/PBV52Bb0npQy4wdik05OoqsUExC7tOU2a2BlDkg7lZEvoUXCG4Ax5efDF68US1EC9CKR1uKT0hyoglpEEGyB5JVSSxPlBfIDkL7fckNxHzkvt5bcqIqiNeMbikp6+bw4N3zwUXJU6AY6xo3eg8BzjGBBLUeFXhYIKi1At0wI3vhvgtcWuXX21jqehjNsOqCB+//d/P2lJMIueZNx5550Tn/7nPve5/D2p2XO5XObPTgMUKfDI0FHr9XopUg90qjAMKVaYbRztduy6EQwOFzzLXFKGgb+R3ICwB9GNScf3fu/3yn/9r/9128dkvdEgzf+KV7yC7zMs6gGZygsXoBDQH+5/3DduoN04suWIhsBaS6LZ0iB/CutXiEooZJYVu03OikEY/a4lYp7h2PkcC+bjvt8TYIKsFjmJZFSMkCxBDQkSy+CbmWQ0qruo6rmEilUnJlma2M081pPOVEjRA0IcrZOHRRHJG+GNU66SqpsH+D4MTOyY+N7Gx9COmTOUdtwzXRB5vDRNzZhAY7MuIflCQmbqX9h0XRKFjdxgFnwegg1sBkjM8NrYHAh5NNdjfgCTie4BhrImPswHEWwgEQRsxoLlkR44CJ6dspglZyM7akPJzQDfayhg2BOHKxtAOj7ZGEGSHbtde6ksb2c6PErMAsGUKTMGBw9IAq4Kzpklxhc3D3A+gPODTlYXcwrxYTGR/AUNRAAd687E0p0RSRa1G+IEbjDfKxfQZTMZfEhU4yPlYmkd1sAYKqOtgzH5a8VF5a/hvXjYSi2TmkEYS+c92XxuRwqP56VxoifPvfVxuf8dN3Bjh+WDmvvCd8KEDJywQcbKYDhRziZl6f3OB2AEp3FHI+kna4w7pit8rO7cJXNTUjrflOrtKzz3F//9ceXOQmkWcuAdBGO9FNbn5OUxn5r7QhrxBpsteusl++ckeeAx8eFHB/EWFHqsuw5oIwUrjh6iul1cKErlXEfaszmpHQGvRxN6x0fEutqeU/NowgbrCi/DXIRSY+2GSPyZjsy+MS/++SWR2WmRR8+wU8b3RNe1YHufCYwg0aMXJBDZULE1iXys8es3FqS0FErpr98n/gtvU0l763QRIowgk3sG9oqoj0KA7QhgxafP9uHVrlgwymDc5mK4b16TMzcg9EFF3E4f7oZh3mRMzvCdR+EC6y+gok5yH8eKx4O7Z5fHyeETyujmUzIC2pstJmXWwC3r8HCiPYn/4oh10HkSpq+R/W3wSnYCsQ5j/5BQwqW6JKWc5Gt5OfjBHvlU/iba9ZEEqw0JjN/s19u0eolzZXaTgAzoBYBxe5w/5Mq2RWYe8mTqtHpzVc52WSDAmlU902WSc+D9dYUMgqf1L+oPuauxti5T71PMnzOvxRoNziM/X6uriJYYaotIKHMSrreYmAU1kfaBCgvJ+fUeEykmnrCCADdROoQtYgKqBL8lSuBjFnMsUisNw5fA85mYxZWCSfqjwKY8tRhqlnMlCf0jMnXXRWncvE+Lbs7rHOq9hCiqjQrNrE1YjPUAcDDhsxahY9YjfF5th/A8FMVjzsNgExBdX6LK1Y1lfBrKuP2A8iK6VM973vOY3ABSmB0QGRwez3/+87WLP0YC392H386TbHiAx8a1bYLx4Q9/eMttyBmQ7KGxBMRgVi7/RS960a6bVMNj17Ma2SFUEodJb045cTdj//79/JlkoFOGpAwfGh28YVftT/qkT6JaZLfblZxtTG9961t5nONgjNsNLDjRFMitUBhSD5DulOHnmUhBadFgZgbrC2yz8jqJRIC7dCJya9huB/SEqs8uSVMVOtIGQHqFohclk7VKBM4FO1YQ3oDSESCJIK7biIraXcNrojsAaWZsFKg+ER5jHjeETHb7IiD5De3GAeoIci0G9jMETC4xBDfIEfNxLFFox+K+Bzg3lbz4ja766uCLkIUZ4vwjq3RkcgznSQZ5ZZDZERCY8hcldyUkEV86sSQtbI4m1d7tio8KhnsdktR9jeEA+0g3cquOZgePZ9C42QXawwHCsHzz2HkxHJSPG6NMfcd4rW2BRA7dP+o5277nQEdvDHxoy1PtMwOKi+Arl1POGa4lveV88svAiad1AmLUCyrSAPnxzeuxoXuEJwZ1bJhQ0cP3RgsOILljvmOENaGJtL6xFQbQqu1ZdR+Ff6BzIC43Z/yylgqLAHJGs+Ky8Ssv5CmZj4l6ZnOGEMnphx1sxwoK5CsiwDSvq3QuDcFgs/BXwIJQhR4hrb8rf7tx1+lqTOYuwyBHpt2S9iG1J/DuWhH/yCFWvdtYs8xaQc1nA94OTkn9WJHFKax1pSUsWCLeRl1kflaS+x/R62ad9BicYCQbBrnlfa22+K28FJaNN9YOCLuiXL4VnDBfOmWr2kMbA80Gg26jyIWiQlDzJYrzsnk0kGocS/TQY/2ECGtctWyQS0URsPDA9VOTMUIlbV/IoRu4hCQ0YlKmsMSuyOPnxJuDEhM8AZxPiS+yBilK5YDFyyv6nujuAPoNmKDN2xhIiDGjt6SBDOaoPzMt8fqGrp+m6Mr3YVfNxDvM8oQ8JfyNRBTJnOvOcb1VWxYCOLBu4/gg6e+EgbLm9jvwYbdAiEeZo0/y/RgngJOFk7s1l+JRjnqAPUZpB+TYrfWk+th5kUpJxA8k2dhgMUBFUtQWoHdoWvx2TwpLbQkOhlzH4o2A64wrllbPAmaqHSd0yJAAMcGhFUQsuXM1ie6+X4JL+N4TWj7QFc0EnX4g8XSJnaY4zElurc+bZ7IPugG5vzkqfoJe4WCt9Dhrdimxz5cCRBGJGFWVDTUT+FJ+dI3dXoxws60FVQuO2Wkr+BS8yaGwB/GQhxalePqcdD/5Nt7uYhZ839PDNj9YQn3TpE0TNMCZHbzS+f5lxcbwPcwvqXLw0+PaHDBw3ou8/aUOeJZdjoEEDHnJ5R67Tsy+9mu/lm26hx56SF7ykpfwNshEoiWJ+67EQFIGhRNI4aM9CHl+N1w3DIQ9cMVwbIBbQsof5D1gQPcyCE0MAZeC272RrrFIUdZeF1yqyBnMg3A+GERWINWMgBTKhYDUQNpVfXjw/KgKSVndMJBAsbpqyQN9RVA5QhyJ90LXC/BB122zxUiry5qAoeIE4jIChMJmTK8U8jewALb1Pg2GLPmyIILJYoyKrZJrsbmkyaH5lXChhCWAQw/i2Mgl0/vZ7cDmRVgEFldT/UKwYYGt+IBKmEwlSeiGJ8JjHB/NqTYWYETdUdiJ+exQepmVwQb/RsV24DoRhpapmLpNHQmJQSP4/KFgYJyi4TiZ/WwytmOAPqoKPHx/9r1HKTDudgMfet4A5G6CQIecDD4x0QCA8D8kZiGTaXD8wvVAZenBgUQ8Ca58TaQDk9ZIRWkgRe4jr65Ekr+Yk87+Hrtf4Js1D5pcOmKLdV86B3sSrAPi64tXDySsmShCBbxI5UlCsAbCIkjSKhfUkgLdlrWbchQPATetM4PnBrLSnpXSiseOWmEDSSJU69CZdcHfYEJNmOLQ9WPwCrVRqoqqGl02uR1O3lM41m7UGMdxwkaodo583pUYlytZtM8T/tMH9Vziu7yxKaWlBXqC4fpDGAYJGYs+ecCzAy0mRSLtaV9acwXJb+Zl/qEzGrAhwQBky8m08xokktSbmkAjSIU5eq+SQtAp6rCcEKKmliJACahZLTq+mE+AHDq7BnTzyJec6onUQznw+veJ7FuQYH6Wnf72jQcl/JePcJ2HMBS6AChysYOA5NKtqWwtaWDKwBb+Tw0o2fZohk3YIAL/VluSjZqeM3TGoIQ6xG1M/QX3dBkSJmX4HcFGIL3MHhM1Jh9cn+EInlf4GxAMbs0tWeDvLEzQPXNlLjOeB/xxi3qte/9Rh23wcf3zEjzLxlpUGKRyhJUEn8rPDNUheDS0FHnRbCl3cX1DgoP7JbnuiHgXVpnkbN4AZUNPZu7d0OJOIHLg3YvSPDmrFIZeQsNozGHMayQ8zlaGRwPRF1gebHYkuuteudQBeDkgu/6CdUV7JtjEwnBEiGq0UKSojN8DVytmsuXlQ+lVc4T5ki4RqTo0ZPtRrMVjfMzZWosS+ypkpjwynmIghDbaFADByC3V0m6Zj3lN6XqlHiRBnt9rWFaEL7xZC73vvUfiT72NhTs1XzdumCFzkDjieNhdMhoF+ZVIqANf8mttfS+HzkEy2UHXL5CkNVnX40kbT0MZtx3gae12nDx5Ui51wAf5cg74nb3xjW+k/sXhw4fJL1tYWHjiEjMkRkiGfuVXfoWO3Rg4EOBEAU28EgOdL3xg/Bw7dmzgPtfOhBjJP/7jP1L2El21ffv2UYJzL1L5GGzN+0h80PUKCGFw3CWntMVqDzZPw3RjwXBQxr5UvGvbo0ocEAJAyVdAeQDnM4PV7GDi1O7xcfQRQUJkZqPgpSEoYIJkZHZishEDNRPJwdPM5JaVa6bnBx01rehqVZfYb6gt0YdnWLIZgUuPRFzAcbDpgMisnjv6fMeB0Co2IiqDKxLy4yu0ERKNeCxgNMTBG9cHA5sKpJrxP6XJMmIheKxLzBxkFpsqjhHJAgIZQnSUSwBCdxqwZZOijCz6VpGH/vlOORLZausY2CCCeb3YfWGRidTwRnBjxj5OX3jr/5NAfIYDklEV6REDwQmhYkhIcIFxrawoAINvGJhC+rm9oPwddohhRg59HQjVTMMsNxC/jYTGiPAIUpq+xKWYwTgSMiRcIMKzO1uBP2BPEvgFrcNzTBOxXqMviNDaJ7LvDv3OVB+tS1SBiWkgzUNmZJ133ByRmfsCSvarwh3mtSqLORNUFQFRqGJ26DU0Tg0EA5xtQ5p0bZVkHk7md5sIp9ds+NoN3zd4oOPv28vIHue4+bnL4c/NSuyEDLA2Qqp8blaK7/6YrN30XIofFJctWbJuFpI0CGnwkKDIuGId+wPzer0Wu6miZraQgb9ZozKBB6gQQgAjgKhHcU6CDopgpj6LHASIAlC2oKSINRBCSiEMp+10RJ74yzl2ff1bbpTkwiJl5ZNaXfJIqp55k3TnywxCwR3roeMHddnIAnGqTGqHTAtYqmLrXViWeLNGlABea1RxKYVWMxmTyzLGydIjUfMaDQlmNenEvub1fDUkxncAkvEIuGkzYZ5mVkhzyRmv1pDVxMhO2PiDG9FJ20WnbJvPmyruutcHwgL7klkB0CIA55l7lp13oC+Azlje4L5z6jNm5MCHOiyMbtw8RdPyYK0psrgiJSRz81PkbRVWwbNVf0/Hs3K8KnaiWl2J77hHLtegAia6e/ygBtE2sSyIvORX2hJ0ckT3ILYoNbrkgtHbL9E4ABcPFgGF1R7jFB/7KZA9gDQCXgzl5MAXH7EKFJSdHD7mM5Qaq0WLYdT2xnXX4NNHCkVBKRwsCOPzv+BWJldMpAin1QIzzhU6aIxTTNWaqtSW2PIjokBhiRwpIe79AvXKo6fa1TyeTsx2HGjyAAWH32imHDhwQN70pjfJiRMnaHs1ybjnnnvk8ccfJ8crOz73cz934kv1wQ9+kJoWGLACQx4xbuB+ULqgDH/q1CkaSkMA8ZZbbuHngK8zPJ6HBQknHbue1YAQ/sAP/AB/nFzkpeIpdxrgoe3ERXNEv3e9612X5T0pFe8UjAhD9Ky9rqbSqEZp4GYcAZecIYBw0CkmR4BM6GaCpE0f4yB8utGxOoXFxhYkvjYXQU3IuAD6PiEyoSVo+YIv7WkNMOGdg2NCRWzqVFs2jxckhyou/D/WUTUDPlwXbwQOhOKAUBtCwcw+HxdaTRSZjKLb0I4l75I5JIfs8PX4mSh/js85VSTMQ+Dd0unR3JLnxH6DaA3lKP3gfW8eJaJbQua4aqYCxlHIS3z+onbP3HNRHacPVUISPofB0xBMc6ONJktu+r43LpjIBOvZoMKu45b/x3HAMkFj2lVx4hHjuGTZYxx+vb0E48MBt7ttTODNbhlFT/oms6jg+4VZvVZGoHc8ARiCQmJ68zjmokJopa6+dDDu9axT2Z0B2dyTYDOQzgHwHALpzKKbjPkoErVCCddCCnhQrKEOSXWR0pKaREOopnwOtwWy70Ob0j5YosIXlc4eV64S5jjm7OozAimdhlmsFhuQ+HWmQd6Hpw7mrs4RfkZLxHld7LOn5wL3AcKY8mS29zkbe99uk5xhqOt2CouXmkCN+15choRvlOR3sr7B7y49FyHSsqBrYHEtlihn3QYoKULBbQrdtFi6JZ8BoF+DpDeghOYv6FTr3PXB/x3fOmdlGutG9zwoOVT3D+bSeUX/JLMGgVANREVhjJ44XtvhSIoXAU/TALB+86yUHzut0Enz7wourki+q9yaEIUuFB3ySPp1fVX5/0i8dleLVq2OxBcXle8QhhRxGMmP2mNXbCJI9ZjBBA0dmKpyktDZ5KuFsHYJqJZLoZC2a43jBOK7YxwtqJvinPOid8fbg0wwpwbVTy9hbo/6vuB4nXeb6GfCPuFPT5lJdv+9IKnvLcyxYHjsbTXugYXFhpSjhF5eAbo1WCeRzCIpwP7ZjSV/EdjqWHx0m8AhY6Jrc8EUCy/LcPYDZmWQwlLxt0FMsTfDcwz7cXN/nrYOgCkqSgb0AI/InNqxnORq+jchiYb6QcWCVgvGAUfMQhgkBWdinRfY302Yxu90xZutqBozkUJaSHZiaEjynNcZxDp4ntEhz/kSEh2kBYwUOolYhGJOvoQ1Jbwj7sD/VMJGXNSFQInCKPn76XHNjne+853yWZ/1WfIpn/Ip9AV7zWtew8TsjjvukP/9v/+3/L//9/+2ff7DDz8sX/AFX0APtCzvzPHHxnHMsuP06dPscL373e+WWRSrQOdcW6OWxZ/+6Z9uaQY56hZoXU5A8OjRozxmNIig6ohjArXqT/7kT/Z0Xi5pVl/phOzJHAgOAl/VlVQxThcIJC1OzEPLh7pg+bUuu0RJCYubClmwOoQkgkEPEjRX4TG4Ytv5n8Xk7qQSXakBqSPGqzGzAJ6Iyi+8cDoqkU+lRA8eQKpch0pZ+UKXErP5tR4hNVEEFT0l+TJ5Wlzl68aH9klvBupimoCy4gX4gO+rxC4CbKsGE9qG43CvUVGFruzxIfhNZsoalGQeL21VaETQhIWdm1wtT34aE7hsUoZAaGOTVXb/8EHlB6yt6zlxGxICAheMIOBG8ofKNjH423iHZX/bJj4gyDH8XMI9DYbp/nePm6BLNhL2tpux2wBluyRsu0qzk8F2oioIwnC+cU0g/BFFcuqrb5Xm4Viqj/qUIUfnllyLTY9KinGocFhuqqVIghL4WZ54K3npTeviGO3rsDuGqDg62JXqPYDDqFqednHVcw+vP/dAJI0DmiyXL2AuiZRObcrmJ82xqDD7gBLWGocK/D4ykSt4EpA/qRt8T3x2NXKbjudo1X8b+Mz4rLGpzHGYtHbKL7vUBOhyJFBXYuzUkbuEY89KfmPuw6IgOHmTTD/alW4V1XzXxUI3XuFMMJktQr3NrmNxWdcrytaBZ4ViQXaTdQUQzFdcK4ggFAsSPXCatwdrDYlzFclhmihNSucmEHgwN4d4zFIi7RlVDi1eQAdBub0YpY82dU3J8Kii5RUJpqrir9SoagjYF4oSWNOdkiI6ZLJZJ1QRwiSEKA6f3z2O4XVkCwx3hJps9r5hfiyTMxgSb2xKMDcjHoj34JYmOS00Gp+XZtROht+g5bDRIBc1b8mPcdWyPpADMN8dPtO2XLXdDOMba+c7l/qwAQLooLDsniFJgecXigZ6IIq+ALqj15PN68o0g06LkjgfK2s8R4Txhb7kz29K9LH7M1JCGhKE83PcH5D4XraRPY84ZiRijreNdRrcbSAeWh0mWkG9K7lSoBxbUCogMY9iKgqvjR6hjigo8Acvj0SSPC5AVrF/J+Lj+jbRcu5IBNn+609qcu4KrEjksOeiu2pFPRZ0jd+b8s8gyY/C9rp+F7xyQXzsN4WAisy8zaFbLOlzBWQtJmsHmoVtxBnGbaPpOgysr+JhFOrL8jpPxQFl9p/92Z+leOAUBN5svPKVr5TXvva1Oz7/O7/zO9mVgkQ9fsMcGvL7QO9NqooIHzNoU6Bb5rQz7rvvPlKzcN+b3/zmbZ8PD2Wo1DtbsWq1SlrVOA+0K5KY4cNvp2aCDPapMECeDVD9QrUGMrCQN6bRcq+/mIC/Qk6KwrnSRIUwRqgUacJD5UbrrAEnTViVW4icYAoJ6n2BC0II8De6EUz+FD7oOnNBD90zbIguOVNlMHT60OXKb5p4B5I+8Dmw2EFxam09hf35y+sS+jNUXYpgLmnH7aT+8TeDI1bNegNkYx+Kfdh4XZLkoIwYlpSlYgtYhOemtBKLzl9DVap6pbKE2AiQnDmYSaNJDgQrsnOA2kAApKdiITwm45Y4OEe6oXuGt7dg2gJsp+I4suPFcz0iKXMdvOFEbTghyxioXvbgeLcBcrbDMqpyvEPnzSm9peeQaolaEUdl/PB7mrL4vJLK1UMOnB55nlTOONivSPdoR6Tty+zBTSmEkaw3itKOffGDWOJmCHMoCaY6UtrXkPp6UerP7Ej+FIJbkdIiOr5qEQFzYXRPCutIuDzpVk1BrNmV+Xua1uVQmExhFZs7oLZ5KjhGbYURUTCko+I3SAAQBCCoZFBmPLr0s48xv81W8CcW/LiURGwU19DdPup6XkpnYXjs0AHe6+D3A+dvdVNycxDOyBFK6Lgl4AkWV9QKpH4gINQK3TMGkjNFCXMBId9QngtLRXLNCAV0hRWnoInHYL6aoAuSpsKaQWihLBdqB5Z+YFCIh0pjvt9JK1/A+6r6bXkpkuSDd434LMqpjU6dVgXEo4clmalIAJNdLJuwCWk02SFEMpqe10sYw4nUuPsmnZ9Zfqz7HyNaXZcA3Y+pql4v+LUVoCCIrLkgHjzS1jdF9s/3kzPyidGx7KaFDBS69tL1cqiFSxLVGfqMmoRZcgZF32pFPHD74p6Kypw6y8cDCg8EBm0A8NipMqGLWCdWn1VlVxfw2ny5TJiuj3242RqbeLEzejlHapytEHteK9yOa4W9ynXNkBgXS9ZN86S42JTOXFFjlESkuNhSP7CyeqxBPVJNz+Ed2NQOWaen8Qk4ayhMbGykXMXeQ4+KnwvFP3lc19BCKPGZcyLPuJ7JGYquLBrntbtFhV/UpC3Jh/k5O2IPn+IxBsePaAfOitAp19xxw03xUU+BJceghvRiCYlYiqVQ3wozv6rG01DGbQc6XaO6SgcOHJClpaUdTy+Sore97W2kLgHNh5+Xvexl9Cf+ju/4Drn99tsn6tq95z3vGRA0xN/wSgZEcdxweVCr1SKdKzvQQctqYVzxxOy7vuu7Bv5HpokPj6wSPLOnyiCm2WCMYU2JrcBOM0Ak1FBl81kdcgIWxoviIsQum8EdCRU04QyDBijc0RIydKAQKGYUh9KUABuFkXCZzHmodIGnAz5bLO25UHJo+SeAVQBWlpCcDrlfJHKs7hlZVkU58moajC4UNi4ki64qZf4gqXcOHt/tSrK2oV01VNAAGcxAQNit4v8RIT+jBqWml1UtLJi2qgg2k2pZOgeqEh+oSOFCTYMrJHpIygp5VcgqFMQ/cZS3MVkDn2xVPbZSLhoPJCEPihwNlyS68+m80TCGYYl8buax6QUYcdvAhzKVvwkCn1GVa/tny/MHlSJHdPnGjWGukHveqNtHDcD8HKwHFXDAdUj8x3Wq0LsGComAGSKIRtDbLHrSmlchBQS9uTN56R5ty3y5IY9dWJBcoSdBoSeFQleuP35OVlplaXZzsnYKWvoi83cE5JDh7860l3bMCuuRbB7LSfVsV/KbCjfL3X+GwVVuvSKdG9T8sXWoIu1ZVfabOhXLxgmfiCuof5EH51Q/EagXQglwbhHMoMLM7xuCSIMEYcPP8lCcWl2mC6lBZ78LOtKqYaexW/7ZMJz1cnXRtoNKDh/DJYy044SCS1cV63Cu2wtqm4DkCLyzgx/oSms+lNJSh1V3rkNYj1o9aZ2YleJmXXoXl9SzDBfZeJHOi5DdrXJBwuNHeP1a+yBtrjLdmJvsypptA7mMgFFa1xe8RMBiAQVnUWqo+OKC/GB+TuJzfUuWCFDri574J47pWtFGZ2Hx0oo1w+dvjNDQcFI2PCa9LTuQTPooglVK7Ax5iSnn2hqbHN4ncvqCctLwPYKCJNVbu2qJ4jqYVOhVg2cdo03B9fvXV0Z1x3jJHLtUql/3Aicgxe859jEcy9n+dURn0z96WLwpQPVCiaZLEi7V+DlnHgqlfrRAiXkUH9kFhaXAEzmc56bB79nlx7XC58I1wHeYsEZ0xNDlVH9QrHkUP6JtD2gKnuRW29KdLUj1/lUJTswQWVM+H5Mvh0JzNJ1TSG7dFKchNoJixMZm/zphj4UvHqCaJ49JguIt9mLEEe0efVfJ7zbLHf0MQAnZPnzyCOHlSOgZY2DO4HYWVjLKi0QuRBSn4Uvws+m+zFgIRuxQf356XLMD0EFoVQxzsW6//XYmNzsNQBVdpw3JGSy1kFRBIARdr0kGfIuRx4x67SNHjox9Hoyl4VkGShfeK+vD9thjjz2x4h9oHY4av/Vbv0Xy3FNl+GeXiHGGaWMyo2RXJ8Lh4G2sCiGZcN5l2KSwSCGRwl5GGIQ+hkbKVL0CkRqdsywsxxYiil/gsRYsGlSBXmjW1ucihq4A1qVSSJgWSb0bERfUcKPFCllvX0VyZ9fIdwjAeYAvDl4b5Ej8mNkmE0XclyERc+AxploFyXqBxK3xchAQpWOCdZGqVxYUREvL/Qrg8oqEjyTiH9ovjWceogIWPk9uraykeWw8gALh/aar5vMTE+bIc2bG1Txuw/umATaqmhYMODhLKmzheG023P3ub76MOxdZDhwnxgiD6MwYluAfHmO5GEP37xlGt12nbNzrGb/McWG0O6nnKV5ZlejFzyDUsHJWTc2hQoYuAwx06+BzUVUL3YZEvI2cPHL6gHhBLJ1GTvxcLLkwko+dOSTJckESGIz7iUzdHzIpCxoiZUDKpj0prKv8+MbJUGYf7BI2nP/o4zpXcVzzsxJVi9YVVYVHHAc6Y2rzoEI15GpSGQ9eODBUDaS4aNcRlWAknTY/BoRAcL/7zqEA4cQOMvL6ziR3z2Mv8NTh7u6ljnGvcyVl/Hs9Cc6vyhwNYsEP9WiZEDSBSPBk+Vk5KayrnHdxCQaOUKlVOHXx8TWJV9d0nuYKvGZRrTZ46LlQLUqAIjB/NKrSUtzI/B+xXJiXWmtOPaZY4Td7EcAqi6sx1/3whuvoIebmQ9JsslPhzMhTjlvsS/ToqdH80ZGneGe44fDf2ccNry+jfPh2M4Y7ZzAHxzrrWRGO3xXrMlOsCSqV7Y4kgPWB58vCRqAm4HiBjFIju25WrBtQQB3qzGb9zi6X8In73vBYsH/gGKFO6c4jOmQQdHEdc0C2TZkW/nkYS5+0X2bvRbIqkv+XOyU2H7Ts61+x70t2pHxK9bJT+xJPvxPYko4cUpg2ED21llr9zMFPxFQMHeoHa59D/eRAb+iRP9edDkl1IGrGuO4s5uLFIVZTq2XmYyQCIRupEi2jMY2+T4qucSblWE8xZ/C8ItQaTYk5K/KF305siXu5iXg5Cwf8vYnYBbFUL03e1JMPMNtBIZ2rbTztY7b9ANwPKup//ud/zg4ULLfe/e53y/d93/fR42yngWQI3C4kdi996Uvll37pl+iHBp/jrAfydgPey9/+7d/OHObFL34xb0Mug1xnHBxyWNUR8MXs+Nu//dttu207DS8Z59K2ywEII4zfnCDItTpw/MCKfvrsV0soOTVvBHcBKkwVrSbRuNaUFlOPMkIbdVFCy52kV1MuRHLEzhjuo5qi8rhUGMTUr+iZYrAQLErYDEloN5EKcNMseSLGmolZri8Jbt09Em1BUEeHoK4JlFeDYRoWTa1OsQqFpCajkJgmHoCk4BioXqX8L/7OiiFcxs2IPB98VlTb9i8QRrJ5yywVo3LrLfE3muqrM1XRzwgyOo7XBFRSjL3BmXj8gK1gU3bJmgvCXeXUjWyXc2hsSdSsk+KUIhlwWKJ6qSM9p8NwxL2MjDfXmDcb/Rx0IpxRKauwlqijMp4LpX7LvNpDUE1LVUchNY6kaPOYr5L5mMIndaNMGqH4tUDifZbE10LxO6roqMas6Fr07RvyNVXmK61EklvvsCNc+PBDejzYjHFMkPYOUXSYIuTGGZ/2SmpCWj8M4j06bhoYIOiG+hhMf5HwF85tiLcJczRw3bosOkhGqTG1ZuB3BNCsDFfCSZdnz++QhP7Y8zvifO/q8aOet9vnjnqtnSCNu/WW2mag2+Th+50PpX7DjGyc0LWncVg7roAXIikvriRSOdPhdx9rKHgl/umLDEJZEPJ8dszc3zw08+iCXxJGfqlO9cT2XE4VOvNYK7Qmhs4s55xNS8Imu1b4ArdssaeIA5hbA551flETEHTw19ZTTtJE/NFddjh3giOOS8pGeTIOP37SMZAoGgfT/U0+L9YIF1AbpC8VYJqu0gKAxTwHi8bIcM9G7h97/T5MMBzUFXMGiAq+BRRoZ6YlWlxOYczoekIi3+3L2MPrx8pcT2ApM/XnH+ivD04d9Aoc72Qfyif8koJMU1Opam50ZF78TfiHen3zZ8QqEAarqnw+Ch7wINOELaDvWWt/QcqnGtKZV74uEjbyzdtdSR56nJ83LUggEZyZVlGuGUO/IHah8FYs8aLCz2gEf9A8ajlXjBrglCTd/pJBaWBdTgcei/Wee3tMtEz68TEHbd8HH/WfTv22rK+vX1WaBy6OvO2bf06CQvGSXy9qt+Sjr/+Rq+5zXuqAiiKU1P/gD/6AHSp0oKIoov0VbguGFJSHx1ve8hZK1X/hF34hVds/+7M/W+6//352q/7sz/6MXLVRA97GWUoWXgNiHnh/DPd3pVIZaXJ9pcdlk7SBegqkI58qQ6EcgS4W3S7x9/5MReJSgZs55WOR4aNqTyC18lq8JhTdcn0OGYYlZZSId8G9u88lR65an5H4Tbs6hM1pp4EPhdITKsM9hR441SO+bkvJuGGjo0kgvHJc9So1e7YqF5ILJGEuGHUcLve4rI/OhBXh3Q6V1G7q50YQtFaQqcfOinfkoKy9YJ9UzuQlaJTFA6keG8kMIBRIzixxct5p+I1rRe8pO6UmqZu0O2rU6ipzbqNIOTBWoRvqoqXXBZt1pmuWBuz6wEvanLfAGi8Hr2dEJX0kfDKjUMmNFxswumUY3PiVt9A7OEOeBaCyMX16RGr7tcMFz7wyDFUhbANPqDXFjCEJK6x40pjxKZ2P/2EyjaA4v6GBOCBk8NXBBWvs96kuiiC6cVNJ9v3LOagL9TfmqbJyGBodVoXZzavmpXEoL2FTVU1xLEwacanQMekmhDkOGJOCYwJ+JOaCGWen1zr9rskgP9Gqs6lVAs6Xmf662we6auOu36UqLA6rjV6JsR0/8RLmJnk3K6sSHj4k/tEpKS2ZZ13Rl8IG/MvUd6ywAXsSQBDzqi6HYG+zlibFDLARILtOjDMS9o0PXFBur4PlosCD29AVw1rNH0JmE6oy4v+iFQgKKz3zd8RarebChOxhjVpcHvQaCwb9xkaOSSTjM4/dLrkblXgNd9fcY3bLNxt7/wgfNb/ZZBLA4BjfERQPc2WJYWyN79nsjBX/NPjmukKfS4PjjeKgXcF57eYNz4cVGtkNz1oWoANrHl0c7ViCx89LfP1NUjnTFu9f7+irLIOz5oSSqEZ55ZLKkcN9By0ZpnruVFW61+2X2omSFNZLUlhsUh4fBQYKI83kKAIGFUkMFo1RuKq1xEvykquFsvbMKiHkjGmiQOIeKBzAlZsqsrMZwXxHNxW0Adsv4T2KdRXiOO4YsacH6FCiqNbtSry2IT7My7GvZFEoXF+RgLlz6JAw5jeHgSQfxRF6t/VoOaHrtFFKnh7X7EB363d+53fkv/23/0bvYSgavuAFL5Cbb755oud/xmd8Rvr3TTfdRLVEJFLDidflMLa+qhMznLTsB0bD7fz58yS6/c//+T/lKTOwiPnA0DuPrUi888sSGMTQm5uinDOyMZVyVZw1u1mExqhQh2dwx9TY0iqPKVzRtfZd8pW+v6nDuYTOz3R3LKAECbmwCA8STc4wIOjBxyGAwSKO1wH+PxUZMclfbC5W2Uxvd5yaIU7TSIn3vXZ2xj0niQmjEUBpEPieOiszF5bEO7hPGjfNi9ctSmG5pd3IXEF860LynMJEEwIiPAFQ/TOVKEccRuUWgbhL4AhTtOtKWUCsECZ0gU0lK6mfhTFSrlsThexxu3OU+p/tcE6yAdXIivulCjtkgryRwdqY809TbswjCGU4oZcwlObBotSOqieUMyEvL6EYoB00CM0A1tiag6+TqoUW1hJpHBIpnEPXAj4/EPFImKzhbeYf6cjSc/JM0CrneuT3OI88CEBA4ZSd3kqJ36ke4MT4vkwXGGDg+4Zgo7jcM0ijwolhZE1YGgQfrIuM4w3XO+LV29oNxlzAdeT3IDfIVcRwQgSEQGnilmRktdMCR9aHCXPWuEgDIgbDHact3k0ZIZrtEroJFTYnHqO+v8Oy+ZN4q+1yoEuRqx2S4oW6rD57Rvbd3ZXSqQ3xVjZk/ZNPqlItlrxSQOEPbx3cFl/iDASNCZOrpLrPATGOelfaxYJ09pWpMIfrrh0ADUpbZaAYEs5j3Fc5n0hr1uad+SmF9V5qa8Lr7LpCmBZQ5GtBar3KzlkM/8dL4f1tJ9gz9P+4RCv7vd5OhXHg/bZ7zA5dQFoHbG7SB40JIwJtFC1npxl8o5PiHdgn3samJi8Ge+canPJy7TsynNBeKXgg57Tts/zfipg2h8Bh7kIxGPQEGIK3mhKdPEwIY7jakMgglqoA2tVuEdaFoKAJp9kFTMQFvsThOHi4Dnw3FnM9yT26KHNLZVUxLuXJHSO8e6PDjhhgweo75ktUCrl2uq6VytjnpD2jfF0Pgk1dK3BUysrZxnAUDvDEkTzheLBPsICXuXb2+aPlVRq0Y8+EuAqTs/0LyvMDFHZmWtVU0XkjCsbFQ4bucbZDUNQEmggwR+yZWAM476CgeXVDGTmeTh53HPAsw8/lGPMTNIj2Ymx9VSdmn/d5nzeQmEEFZf/+/fLyl79cnvGMZ8hTZrh2u2QqOEyoIsJq8Lnh6QWlISx06KAROsj2vCeJ+WwQfsdumHWpiLmGEVShT2xNlQLd+0HdA86rhidn1wb3ucQCyYHKRAPm5dfaKhCCNXFuSrHeGHgvKIah0kSsvck/4zM4iXAHMRklRT0ukM8GbDt1CIYTvQk2LVZqGw3x4Dfje1I6c168o4ekdus81foAySBmHpsLEE3g4EGymgZF2GSUE5Emt+788zwYz45vBI+uTOLlKoDOt8DNc1YKLZmLoP6Yk8SRju0zpsFN5vNtF0xtfwL2DmPck8cWVSzzacKfDpyzdkfO/OeuTL8fJuuaNCEhUwhiLDmQxF1HGI22VU3WCqtdmTrtycaJPDtsKqYDU+pY8jX1upl9KJL8WlfhNrgsU0jsMvwDnHdKNovkVjf70FMHpQKPDNeoWJDu4Rl+/5pHKxqMG3mdsJxax8RvDCbsgnqeBwv4ISqDoDNfTI2AB7qmJhDiChhMqrPJgb2e49Kk3bVsALqD2Eua0A1f/ysZsI76PxtgXeb3RRAbfuRBChBNVwsq9NFoU467+tdL0vjsF6qYkfN63D9HzhMgLQ5iG9ebWxIMPD4A7HlfgfOoXO9Jfq2jyTy6qyVAvhPJoUZWVANzrBv5uvIVMY+L52ra3cG6innmoN88cLvu4LKtrvfP1yQiKnuFlKYnbfzrj1tjhpUa087i0Htux1kbl6CpoJFakyQ186vrFMSfmZIYXZNlQ5zsX9AEDWsyhB5QDHTFL3ayRnPOrsTgZ4AYCb6jzg7E1CdjqDMeUEU2JFrd/VUWo8B7Ld/dFxBw/nzYm56skd2TnboyYNkKyYQhX0s6x2a5njb3a7GR3ydSKPqequRgAgkChcO1pgSdotQP+4SXRxALQfixGvI7RxSFS5TwPq7rhSlpyTavsaFq0gKVl9AbjoeLbjf4ifjbuH3JZk2TNHTAsoVQwkWVV8bbkbhhL3KCX27/RoJcuMrl8rHOXIbE7HK8xtU4AFsEZBFy9xcvXiTHLDuguDg8AFvEcwDpxN/bjb/8y7+U3QwoLA6bVD8Z0NFdJ2Y/+ZM/KR8XA5UoVNPhk4FFCUE9FDdaKj6RJg70KstLNJXXbplV3+ndAWKsddHIM8NwkMGmmXYCVgUsNd8Ti491LVzHwpGrTbggbe87PDaeDzx3N2eBNCJccNUyk8slZKnXjFW4MgnZrhTm9iJg4MaoAGPM61FoZH2DlerkzHmp1hoS75uV5okqK+vkpaFyCXUo4/O5aiiTDF5DYo64gSTFoc5aloDszk8KH7WOm0vcLDnjvfR6g8R/5jMNfYadPIbcY3bsZF3qec4EdWMr4dZxcAUCVkg7XWm8/FlS+dDjcuAtBemWwM/Bjy/FlVg6VfiF+UysUJnFNSh2FFKIyix/92KZOt2VwoU6SeHoQtNTB+R6z5N8Ka+dMIFyokj5fEu6M3kpLXZUkAbFA5vnPCaDoqbWCRj084EZek8axyrsvAHaSPuILroj6rsHGCSSLw+wGsh+W/BA7yIkYrR4UNgqOzIIHl1Cju4zAnOToeZ5zJ7DAQERI81nT2+SsXHIXPsslNTdRl+9UQnaiE72FRtX+PUh3BFOT1GcKIc1CwGa8RyhqOlM76EUx3lUOSLh4qYmassrqfgQuWbsnunrosMa1qakcyhHf7tcXbsB4NQgOe/Ml6jU2J5CEQfJGAzKFT6L/zEXc+fMMxFdMlbpE/EO7ec6S6l1ds8yRZns78zYlXfhqK7kLgRfRsnmj4IzponXUOFtVNdtuy7ayC4dFAvx23E18d1aWmFQzaKNnbtU+dQdU0ZIZeJzs5eRKkDqnucXwMEy9AsKOWtNiaYgLKRFp6ATS2l58P2z/nxP2siuISgUhBafeKhQQlisK4XHVyS/VOB8bu0r0G6kckbXREd5ADedfqKwrkGMEugaDB8/FN/A3aLPWC8vXrskiTQVgePiE0r0i8VGYV/sBdc5e32zyT6+v843LhsL2R6boG3tTMyBYME+i+869gDn2YbfKIzamizOM+3pcU0OCGwgyXrVq15FIY/t4IdugLvnHoekaZLnbDfAL4MAyRvf+EZ6oA2PSUyqn/TEDJVLyFvCZyA78IFw25PxIa7IYOISDQTvkIiFgTI6VB4CCiRP9Sbl5unRhUUSCxzUGWmSCIECqLuF9C9D2x8VJHSrQrT0qTZnBFdTiktJsQgKnCwvE4wM7BHBgQuiUfVDAIsfp+Q4zBVzKkfuNgtIBww9L6X6u50owbjXHFabGyMywOSs1dbFvVYXv9ORcpJIZ39ZoqKaecO2IGjAXw4VQDsHrtPIinnAhZwbCYJgVgCxydoXOgPb0zd1HZtMYsbbXRfVdVSNd+SUxUZAP3cK0K4Yidyd38z5H9wkrdPnkgp0gJDgm0JZ88U3cqOuv/gEjVZjqJbZ5k0PKr6HsFvsNXoS1BGYFdQBIgffv55WY1cBeYLR9JoITGwbbbU7QEDUKUpuo6FdYyRLIP/un5PmiRnxZ8oSuGprGxBE7UYTVpjhh5A3GHQlWO5JdbnGY49mStI4Upag09OOTCcgnyI1Mae8er9wQbEYvC6+QwZ1ZFXdXX8rbKRqn3g8AoesVx8PxnkOajFFLR3631NNznRe0hTZKt4cCEZ4MEnm++qgkSOuafa24fFEqcVdwuidPccORHD9CYlrdQluuk7ihx+TmXvWpXFySlU3837KiwEHKMD1NcsNirdYF4aDHKKu5DbaUsz70jionDOv4ksB87HeUyPrZky4FtQaewWf8vwhHgeJcAgL4ZSGSC5yksxW1b9rs07xAcw7wq0xJlgjd8XJHU7IdrEOD1t0jHvvcZ36nY5zVBdtJIeVNiXKy0Sxg3Of5tTmIYhgHoF7f+Xtf9ZxkvqXc2C9C4vp95LfcQb3yssO1hsSzZRNTTmR9kIoxSvVrb5Mw9nDcE3CD3hcVJiEt6Qn1ftWJZotUXHRs2KmU5hGcuY6ylB1bs2FNH5nYaTsq3E6BMXQNXMFT1Ix1L+OcQfWw5YKwGTX1IE5kiILEnI22SnLoFSy153rMNAKkEDH9zAo2jXqGF9N6SBUaOQTrvJ482kfs23Hn/7pnzIh+k//6T9NfEp///d/P/0bSd2ljh/4gR+Qt7/97fLbv/3b8lVf9VVUZzxz5oy8/vWvl1/4hV+QJ2PsOjEbJ+LYbrdJ5HvKDKgAhdatclwlLEZdNd6UIow4E/EQ8HW6EsCGq5CTaFrb/I5gy2QAax/4EqjylIoky4IoG+xb0IQsSAxmZbwz46MhUEwFK7AOGZRSkys7TvwPSAITMgSNWCTNbHKAC+W6ZZlK/LiE6hIrk1tee1RytlPQkdkMWamElHGzqYpa50QKnTmqUrKqDt5ZMRAfmhA4xxmpeyZr3FC0G0L/bBgQu/PKBM4qgFlII66D62Q6cRfnEWMJAo2zuSFF2yZlO56rKzVGdFxGJYIpLC8D+VSeD6AtkdQPgZOAzRscLlVPRGALvhmM13PnN7hh4oomXSQ1alRK+OBmXSW0US0v5CVeXNakA1CnzHeL8x2b7mNnJbl+Vvymmr2iS+xU0Aj0ZWfUZJdpWhZpUsfvkfILg25Pptab0puvEGIcVfKqjrqyJhHMUk0m3/2mjxGOwamGYYArgzmCIGdlVbxIoXTOyy8C/AZqbgg4yTmxAouJxaRCMUge0KkDVBTDJXKWnCk02biLOH5L3gDfc1Lj2wasVzpovIKvTVjY8grFC+LHz+h5efiUhAu3SmcmpGgH+GHOqBZrZHTrCQkfuwjMCY2mHefGL2knBiquYTknYSNg9R/JWa+Ul/wmLBPa0pmBWExCoRp05yJComGr0FWZ8dmKistA5AFJWbujwhbgwA4FnruBGG7pjI8TWBn+f8IEbZi3OqpbNnw824mE7CQMMupz6d6icEFeG8i2kl8GNEdosvUoZuVVkCl9M8e1HF2k2uL9eClQb3wmfq9D5TghCYCQSb0pyX74KyZSO1mSqYfq0pmu7B2i+kQNQ70wGTZDbcQPKBbnokQ6h6bS70+43JB4qqC0CyB6KJYTKv9yLpAegAhgA5RUIRVJGZMzJGYUxTE+meucdZoqpGSqx9lrlHqu5TP7KpJ0V9DK2NlkVZEJywSnDCMbvxCKaskYXpuUEHyuoe/kVTaehjJuP5AzQLRjr+OVr3wl4YrwQxtWxfz8z//8kVDI4QFp+z/6oz8iHetrv/ZrKXOPY4IX2hve8Ab5iq/4CrlqE7Pf+I3f4G+0DX/3d393QLcfXbJ/+Zd/eUpxzFAFipNePwDHgoGAFRs2AjEL2sgHw8BiiPOzFhNCQH8cJGMGsSNcAMlaRnmR5FjrUKR+XKg6YiPDMDNMz/2NZDFblTd4FWFWeIxb7KiANVpNceRmeynB104Bxji+zHavM4orhSDOYF8xkE9WlQWcySn28fziXEM6kJVB7WC6pIrJsUuwXEeMSbBx+HCojsPkBm+313GbQyZBSzeLLR9nRPX6ya66jqv+uiTV/Z3PkZ8AlTp4gLkIChwxBK/5ekxDXpiuctPnfDT/GszHVqRBLc6jg7bgfCHRcAGkk+SnChfk8GeZOC1/zjNl5qGmeOvwHDIoC891LyWhc+NGMQLfQ3f+8T5OaADk8Cgn4eMN6Z3YT2glk0SKeGgS7UHFzxH6w5z45TITNE2kfE30UBEGn6TbU/WzYLoPCbZzSI8+95lMetsp9dEI2SXyMHV30Fq8toPJ2hwiTMh5+GDu4FzBHLcT0vh3oGgy6js3igf6ZM+3SdUasbxNTam8duBL7r33SPD8W3h+AGGEJxPnVhRL+NDZ1A4jhadhTYAoB1UC85I7G0slmtFuqVmUgMfYnc7T2BYwtaCDayXSnULRocO1OlzapHACB9YFg4Rz7RmXHO8mcRqFChj33FHd0QnGdhDqUb5oO73WTsnZSFi0KyagQ4P1IW9dDnTRnA0JOpIt+NLhewi14oxK7uAbXLry4TA6AMMVW2kbE0oyP801AkWlItU5Y6m+8f19mHFWZfkqG9lCU7xR00IQ1iXwMQ+dFEGhLEqked0MvwflxzYV3QM2NYQ/ioFUT3dk7VYUOXWdR+GtM5OTXA1QRQij4DWxjkPcyVNPOysIx5ubhBRv6aqiSArYIa0tPEX3OPEt646543frntoyqACX5xkXsGfFaHftHfIBj+s8wWbfT4/LOr73e79Xfv3Xf11e+9rX7gmS+I53vGMLJ8xxxd71rndN9BpQcXSeZ4BGOnn8l73sZfKt3/qt8mSMiROzX/u1X0s7Zq973esG/AWQ9V533XW8/akyUPHzvdyAoA4hAw42YpVyBlwkExssMYECXEt6s5DbN3NoLIz1topyVCviAxpFRaEe2/oeVI5cdYgLkW1k2DDwGGxOUKizkZX3VsU4S954kJkAIOsbkwYDfT6Le8yexnbQxO2Cld0EGiM4NazMIQhzcC+ci6mymnwbVj7tchJLH0qQ2VS5IaEK6PhorlPhNhYXePumIsbXcgqOFjSkm3VvwJ9nFMzncvu+XfIYOhbw91LRk1wo7VsOS2cW/lFmYhp4Uj7fk+aBkNwydBtgAMzz6KYQuHsGs0XCrBVRq4DjXEAdDwEurtvCXH+OFwuy9pJDUn0M0spt8SoVmXqsJSEga0zKuqaCOVgtZ4drZtpU81TkJd5QDlKqtoYkqNtTQQhTQcVjXIdlgF+DgAZGqp2OBNWKfu8uLKaVXXTHAqiToQsAHpR56vjwp8HxZDtbme8ab0cBIW8dMZPg5/cXapNUfs1J4pcscTRrDTzPwUoLEQVOkBhmiy1PpeQMI9rcFP/mE+KfusAk2T+7Ikm1RG5XsLLG89dbXx/wpuIwxTxcN66DgLm22xIiicNnNyhdAquTapEw29x6JMWlQNZuKSliPUQirN1irtHOU9L5H0L0YZSCYPbvSda1YdXL4dfLIgsmSd4mGJdqcbKdJ9q4+wY6aEA72GfKQnvTtdWsYxLP+LvbJUF7nc/Z9892xpGUIVlEUYcKroDPQt5fxF9vSPKi28T76IN9QYqrgWM2ZgwIDOHzEKovUrrnnNRedEwKp2oS+j69WEm7cKJYgcjKs8oy+wBgiYChq5IpOmedmYBFDKJ/usr75PPAnW/3PU5HxRgphN+ESZwNC4+LNiQm7pHdHynWqWu1QwDxOURTdHXddNBHx5FHh/ZqHk9DGbeMYcEOdLXe9KY3yW233SY515TYQbzjzjvvTP++5557qAyfbRS9+c1vlqNHj8okA0nZI488QlVINJcArXzJS17CTtpwJ+6qS8xw4BiveMUreLLgE/DxMkaZiRJmCFgdqreo3MPvhkEAoI45chbAkaByXA3Ye9t2EMBXyloxbDS1+ouFFL8p6Y6Fz9r/LjlD0Dk8sp5bDFQUXpcqXwmqTCP4Xumfk3ndDDx3p4RrEojOXsYIFUFwPQD3ojHyxRWJTxxSg+9GlxwjbLDA0RNrbzwVbr6EliKBUx6BBvAZYRYM183gk1y3zYk6ZJTahpKykUavkwYSl4vkPu61x71m1r8M8Je1puRWRDZvmaYoQpQXqR8JCVtEAsXAxfekMx1K0Iql9Pimcs+KgNCg2xiIt6hdECQXLmDAdwTJD85t7/g+aR4qMgCC1D5N0juh1J5/SKoPradQ3D4xPFMxtfPkjH5hsMpCSZYfCP4R+EEu4URRwzpqadBoyop4PT/nMehihwvJ/CaSPCOhFwsSHj2sQcjikkTG+0SwnvKNhscQJHjgcXg/JF7LnviHD+rnA7wHc9Q6O+zOUm0yR6g0EmZwVNnRG5Oc6fwbUlO8lgbOy+mLXFeRpHm4voCKonCAZNiSsoEOQebzOo8x8HtZAMB8mK7qeUBQt1aTYHFVAsxzCwjn6zOy9pwZzuVSMzJFRpXI5/VutdRSxNT8tu06b/edHYcQGLU2jypu7aTauO1p3eU6P+Y19DAme50BeGOWy9z0VciJhUaFBLu1lgVGQr+UPjCSW7n3D9DnldmeSsNwfL/AK6xqYY979WaHgjFQW6YvKTpCDjIrV/9gdxeS/qH5rc1NSX69K72pAgVw8uc3qDpJiXwgCVo9iYpV6U7b+kkTdvWabC74kqsFEjRgKTE0B11xGPtirx9GutolXwrUFqconSJ9rKCKMUytwICYj+Uzjs+bPtYeku3OAdV0NY+noYyjxTuy4wu+4At2fV6f//znc3/HzygT6VKpJL/5m7850WsBvnjHHXfIv/t3/05+6Id+SD7ncz6HHbxutyu/+qu/KtcExwwkuY+XMcwJGFaxwg+r9wisllfEg7hBLxRvo0m1wLhSkF4lJ14px44ZoVEIDJzCHHDubhMip8kgdtYVchwXdOXYWbMErH+AST8ho0pSxucsa4ib/SwpBGgP28y45GE4qNgDgX0v78+AKYkJhwK+Xo4e1K4ZeEFMcJVjwsQMpwaBNqCOkGcnrt3OF1/bKriOX+YCfRO9oJqVCX4wgEaQP1RFz/qYTZyUbVdFn/S5O41tCOzkD2B+odNgHV5AcUEGBx8P8vfg4iCBQrEhB0VFzLdEZPNEUfJrRQY14FcG61AYtXNHuIkF0GbUyy47zNo3W5Ivh/Saos9Yuyft/WWFRiJAsjnuuBNbuhP8Zaa7eEyW9+q6ZrjOToWz3qBJcfa8OdihvpZ+X6jwNxwsAMIIHorxHtz3dc/Vc+Mq4djjcxfIr0qO7uddUHIlbAgVaffw+SpNtRGseEsKdU6PLwPP6hcHhpKza6VrlsTSu7iY/stk++YbJXn4FOGEQbUq8W03SLBSF1lbl97i0uDTnT+WuzaYh2sbChudqqQCP8nyat80fm5Kyue7UjuWk/xaIAHOu/NTSv2ZMibLe4AWus829rYxhbNtr9t2xzC05l5qUuZeY9hzcSeI4xaPPkOhsBsCnrXb91DMxHB+gWZi3CdRX3pxDzxQVfozaxoUjABZxToO9EQbfNiuJOWCJiBIVqb1+05oM5IP8pqubj7TqAQt7PQkf2qV63E8PyWytCo5x2VfXWex7OB7C7L2jKrJ3+s+B2uUsAHpfJiw++K3FW2C68NzZHY0jFGc0mZ233ccM3QlrTNKPlpGFdpBvt1w6AVXeEn5c9t0bZ8e197IinfsdTzyyCPc99Htev/730/LriyCD0KEWVTfduO7v/u707///b//9zSp/tCHPkSe2XOf+1y5ahOz7/me75Gf+ZmfkUqlwr+3G09Whnm5h24q29yXCcSJ68YkgGkioI34G1XuzbrknZqRI8FCqACVeVTwIbd/YB9VFlmZRWAISA64JeiUIfBCQQhy4CDIU3DAZLszkEZ0I9LKUv8gBzZGleHObtxjOBOXklQNQ292EUDsNSlM5f4BPT27KMmR/RJeWJfWDQv02XKQDSRjJDs7URYE75BVz3pVud8Q/bCOJaGR7u2ylgVZufOs0uFug6Htgq+dFMFGcVZ28T6K5w806UfBwCX3hBZBwS6iqXd3pqDmq+BgmHKdX8pJ5WxHVp5dldJSJH4nkfJqXQRefk69KyNggTnvNmbv4gq/F5TEz4UU6YCsvd/JwEt5gBoMpka+Q58H1Vl2VyAMg+8KoMV5ExaAMbFdJ3ZTEEwigCDfYUQBweTXR3GJKPqQqdJecrJjx45jiVbWCG3G+Y+O7ldILmw3MtYN5E5GBbXpgLExeXtD13KgY2tB77WWnGUGk9f7HqGZMwQaKLF/apFdsO0k1lN/RscjxbqK+Y3HWxEiHRdXpEChoGlp7ctJ0MpLgK67W1+xBvOPEZ3I4W7WJOd4J/6tu23ce4x6zPA6epk7paM6btt5n+30XF5XM2mmd6DBg1Me6nBnRt/k0j5XkOmYkXKgYQ+Eo8hjPL2kaz4UCLtdaV0/L+2ZUKb+/g7llOfz0hsho31NjKVVrn+Yyz7OASDUELM5fojFMq/dEf+hs1J/xa3kl8UFFcaBCXsMEVoUN3NWjDQON6+R82XNo5gXU8xJlVI7KoiEorOjeUQZ5UbnvZYteGS7sm4/d0iLcVztawUR8DSUcaIBD7P77lPPwFtvvXWL6vvwgDAHxrDv2V4GhD++5Eu+RApAvtlr4wfcNdz31V/91XJVJma3334723oYH/7why/ZN+CaGsOVzTHcqhRC0B2S0uZz+p2wdBhRPT6/KD4kbp0YBaqJFASwqpF7LrzRkLQRWmOcFmxyuM26E7wt40s20MHJBnLDVdpsAjAJ6XwSAY/djOFzO4IrMwCnGREEoXNJGwI8rlKRbjWQoOWRK4WkggkWXwty777OYaeCl75PxiQaxGOnqsnbLMHGJtPOdMuG4WRZqNmo8zNOAGCnx+809hp8U8oaCVlCcRl0jNo3zEhxqUMoLro14CbUritJEV44qHoXC9Kr5qRXCqR6pie1I6EUNtTclGahJjlPUQsonrnk1wIjwnabHYn2TzNx7kHKGaIMkNZ3vALnXzZB59F1r5icu2pwG9fYV8EQM852JtIp5ySdUwaPdMnXdh2Oyzicbxk8EXHsQacr0U1HOc/8B09LfMMxGsdH5TyZoexawLtvsyaxCYIMcxvT7objYV3DyRmuK7vhTqUNwSGLI87EdvRzEBi6c+ofAcS5S9W9eHVN1evAIwRnEPOdyRnWhBlVq0N3vWE8mGwSn75BfEkQ7Ikg4ZO81/DasZuC2i4D2wGj6iGY4ZakbAiRMU4hMvUBLZfNTBhmz7mUkzQg9jDi9Xc1nO8WBtYG+N9VCuwAdSuhhEggUBzBcUQxlWZLsE/A3orvZNZ76xobSCjxfQAE28N3Ik4kALIHnFasw+goQyxhH5Sk1WzdB3IXtY/IOmZQPUZnkX6hxiEmRs+uPfYPxCIOhYC1FtQOt+67wpZZ+QwkZem1DEYmYiOLnNm5frWvaU8nZtsOqCe++tWvpmy+s9oKgoCJEmTrh2GPo8YDDzxAJN8og+of//EfnwjK+Jmf+ZlbksHNzU3ed9UmZln4IlRQPq7GNhtef9FQvoojOzv+ykD1HYGgGTGqPLbyFmhu22gqjh33W/Wcr1Gq9KF2BqVgFQqeOuaV5DydHBaefwNuMKqKmdnUBoxIh7lo48YOyem2zxsOILbjaYx4rSycZtxiDQEAdC+pzoZmGIyPmVD1ky5IcGP47cz5yZgrqwSvqYlB3cqdf3cfqoIkLiuMbEDpbBRmPnN8A7+3S8p2G3zsplKf7TZiHsIrjIpZxrebqkr1/lWJqkUJAfFpdSWeL8vUw3VJ7n9EvCPKt8qttSXKq2EvpJVxW+/YPgnva2pVHHMQctQIfq2DzKTWZbroYkyVpTdfkrDRk840yrTImgF3NF4Cumq43ruAbJJ76CAM1hEk3MaSar2vD2PUcz3EIXqihhVMOLdNtj948IwkRw9IdMsJngMmx+1I4Y04H7EWbuidSPNV6xDZGEjOstDGbLHlag9mhgbOS3jDdVp8OnV2UKVyzGBCVyhKfPrcIKcQ0Oe1NZG1NQnm57Rj0+5I4XxdRRHyIQs3XEO6pdQWYccxihM2KYRx+L5LKXJN8rwxj5mIjzYJl45Fj3j710XRxAXopnwbra5LMDPN6z0u8U7fZxdzWCGTHV0HiuqvxmKdj6KQL1Jr9GX0u11Cq1GQYsKYCfSQ4GyxTLgGhjtmF4/wu4GiBTrwUCTFHMclKEfiNwFV7CcUVGkMFc4IM3aF8xtfzDwhBRBsKyyjiMI1FgU5vC8goixW5xX+3zX/xqFYYNdwxfT5fRGqp8e1N77xG7+RjZ+/+7u/k0/6pE/ibf/2b/9G4+lv/uZvZsK23fid3/kdKifu27dPDh06NNA0wt+TJGaIfUY1m06fPj1RYnhVcMy+7uu+jvKWUzAAHHLP/vZv/3b5vd/7PXlKjh0qp9xE0gXGhDeyCw2CMKvAMmi14JFqZKWS+FbNj7ttSWo13QTAbXEJniV2/uyMYvQBs6nVU/luYuGzcIC0K5Dhk7nungUp4zbMXVVoxz1nVLK23f8TJGmDXIfBpIjnslaX0IKtytvukca/e6YUlqEgmJHMZ9KGBDrzftmkzCViVBN04hPmM4dNxbqVajas1xrXJYVQbVflHRUYPxHdmW0S5xQWiyQUc2NxmdXO9o1zUjxdIw8hj3lbKkqM1wBXa2ZKvEZHCoue9GbyEoc56VZ88Zsd6bHDUZQEwZUzOwfPwJS2UsgtoHvTBQkb8NPxpXS2pkExRFlwjaCiaJ5ju+34MOAziFRaxQW0xoIHJ7s/mEQ/gUal4+aBmU5DPCWYnZbegprdopPD4APqrqGvZvU4R0jmjAcz8DpbChkTKDhexYNdleVVzqlJAuM0ELUiGRI0J8OdqoVagMrkbG2dIk4smM1NEeLm15pqT+K6RDup2G6XEO3lfO/l8cNd+EsUAZmER5b5Z+i9BguaA/uQu914Z1kZe+556MBkO77Zz7eb44cABuDJlhCkBSLbA7DGoHjHjg869OBXAYp3/ynt3vF99Rj4XbsGk7JxgwgTEzIKDx6QAx9I5MLn9iRpgJ+NDrI+DklatwT/T+UEJ5HytJ0arjCBNZsSrPOEkxttw1kAOfVG64xuV4DYCa7Yn3PWYQPm/ir2mH5a/GP7gYTsLW95C6Xp3fiMz/gMJlzoYu00fvZnf1Ze85rXyA/+4A/u+tq84AUvSAVEPv3TP13CjG0QunfgsU1yDFdFYvaHf/iHdMMeTsyazSbxmE+lxGxbNapRidq2XTV9jA9Vu4wiHPx7nAy/YuE1AXMKcq6bBSEP3BYtLkswP6vkdcAQWJFCYGZt/2xgxph0yJiTHk6j4SfuMw9AoCaBdg53xEZ1gMac34Hjm+A52fvcZp/tEiAxUJU++HB1WP2EIhXFQHDYgUc+U//zOF8zfBsT3bgZvJnZMhIDBG2AL1pyxqe5jd4gpQPnZLvPcandsb2OUZA2U7NLPweC4NkZfubSY+sq6oHNGwI3hCR6BkNscTED9C6o4XxNS2shRzhiuH+B5y5e29AgC3MZHV4EPFBQLJeYcCFJqx8tUH6/8siG9KYLTNBgfApuWHxxUQPydltFOYaT8Z3OGcVhFB6FJJyvs51R8xM1st+ToaIDCzo4Z4B4RRGFGqMpKIwCSpQhMgPOiCTDjKg5nHx0NChONCzaMHAceqNc7YMcwT0MJmUooJiIAARVFU0QpkE2ujRUduUbaYc93MSc6bEzN3FCc7nh3duNoe/wwDGMfPhkXYhxptTbeaFli4FZpMYwTFjPw5CgR7Z7n4VH5koKsyMCYeiz7mK9JAIlU9RkR4zPT2yth/qgWtM4Cw+dJ72BJIyUA3RtFxauXa7ZqGHnEsJI7RkUbBGTgFcmEpg7D2sYhP97Ehd1DQrgHYZziHOEa2QCKWozo+IqTMhQBAMseJSnqkHJB+bQqPVpm/nH/7PCT1fjeBrKuO1YWFgY2ZWamZmZSPl9dXVVvuiLvmhPlwYG1Bgf+chHmAxmvZmdBdh//s//Wa7qxAxYUHwJ8APsZRGQgEx2+Q//8A87EvautTGK2LwdlG6HF+NjyGPBAuVuNyltBhAaHgyqKprBZn/jiqS3uCzhCXBRcn3vF8ksgEPvud3nSx83/Bkm5SwMb5ajOBUTji2S89tswq4qO5ycuc8F2eXgzgdFTh6RXLsr3YWKBv5QAgR/L6vGyPcxNTYMBPM4l85rBdfMqbRZJZBdIXRetlO43Cn4faI7F0PvheQVST7mEzgfwXOfKbK8rvDDbJDCxEhVzcBt8qEEihfA5js9Jbn1loSbHVl79qwEN03L9IfOij8/K/HKmhr/wgh83wIhu14ckLsBPlr5XEc3/FJOFTNxfg1SAJgNlRRd0Jx+HzOiNhOcu70G9VdkTHDM7Io73ujpCxIWC9K9+Yju8Eh4kaDhFEHNEl3IDN80aWcgmSPKyGMDoGsgOdvrGO5yjDQwRuIOOBcCdCQE5ZJEyysDj9kWgj3qccO3X84xCXQ5s6aPXJ8m4bulD936/JH7IN9zvBLalufY+2btCNQ3To3YCWHGPB4+55PMWUOmKIrdvA0xYsCCFQ4cNGDVgfcyQRAUMeKi+idCgAuJJta8VluC2VkeGwqpQLk8JUama3nwL+4TSW6V5U/owXaSLTN0y8KmmH8ZEjbrljk4I4yfAe13CB2gEnJ2PjGwbwK+brYn23ITt4mtJp5/T49rbvzYj/0YBQX/+I//mFBEjPPnz8v3f//3y3/7b/9tx+cjKfvHf/xH+ZZv+ZZdv/dP/MRP8DcSsC/90i9NxT+uhjFxYgajNdf2u+WWW7bcj9t/6qd+Sp4qQ/kIg1XDLWTUSROPcXCMzAbDAGIYKrFNpyk6fVaCw4fSZEJVp2B4rK+5HcdspJJWpoI19vhHvNbA59ouYBnxeYY7cwOJlfFBRh1jWgGlZL2eD914+9K6zmsunitL7tSyePPK18MmQ+n7lDs2/B4qwZ7aDhjnLCu4QpuEWmf3n3scXHOvY7v3Hk6sxz3OOi0cj52VmMpaXfERoJjROcMjJGSQjc7nuJEjkKX6FjgZnSqhibO3t2XzWfPSeNYhKT+4Ih6huFBeM+8vdHgxX0tF6R2aleaBvBRXutKZ1QUxgGI/veewweeYoCBAVhEcS8IzHaFrLqmY4FgJZ8a5BnkeegXg8z1wVpL9cypYgCo01EVLOQaXXhOdShM3QBBkQijDXbPs2GoIPAJSvF0H/EkYNHm+gga/jheJ+c4ucbbDk0UUGEdx1/vAk3UeR629o9ahPXT2svMoFZoaeq9+cXFEEjeGd4tCEfjC6NLjuzBKKXWnAUN4vjTg05YY8NoBcj5T1Y4ZkM3wGDW4ImTyoR5IhVo8Ds8FnxO+oxCLgTroE5mUPQFzxgmtQOBk9uG2dKsF2bwlUqPp0JNeyZPCBsSzVKmXyBPnTYZhaAauMyjmYS9m58x1Js3CYjv+tY3sHNkp8bpWkjKci7QIfImv81Qcv/3bvy0PPvggzZ3xg/H4448zSVpcXJTXv/716WMhPDg8IGmPBO69732vPOc5z9liUP0d3/EdOx4DfNDwXseOHeP/kN//kz/5E3nWs54l3/RN3yRXdWIGARB0y/Ah/uIv/kLm5+cH2n6QlzxyBJVdeUrK5e+oDjQp6Xp4o5wksB91l0seMMidsIoVFsdMoOU2zKyKICGOQ8IkYz/juGPcBic+8vmT3DeUpI1LLp3qJb2laM69NWBzny94/z0i+/fRgyuB+TE6X8O+V9nfjtCM3+SdxEpYdt0zSjr3dle9nuRxexmT8F22mV+EJyIBMHgOE6jQki9AHFFBSjtm3gBcyS+WGbQk9aZuznMztIKYbnekcet+qT9jQcrnLuh5gzANXg/QMlwzdNCaHSmshRIHHvlpQSeRsGGbGLzn5qfFW69JsDBPSXkGeCbBf01VTMed/7GwZ3R0PZX8h9CPM8le2ZCgV03V5BInX40gkjyO2OBE8YABq3vdLXygTNI1UvF0tx2K7GPd57tMA3MGXYthRcDLPQbMkE0QZrjDQ3gkpMGt2DCJcNGTAlseddse0Aujbs/8M/6+nd9g67Fl5h74wsH0VN/PKgtpnOj1Tc3YJWRuzcf6tg6ebNU800zoCT9QhCyXJQZPFkUkSOVTtTav0NaMyfkVH1cCAjtiZNURC2c2ZGp+QcoXfVl9hicRqMEFkW7F49rslI0hkkNVR3oG9tcafje8Qp9/llGIHqYspLz5jJ/kxOika2k8DWWcCE641/G//tf/IgTxne98J3+Gm0WTJGZf/uVfzgTsq77qq9itg5fZs5/9bHnDG97A/ycREHnSEjO4YmOAEHf8+HHxHezr431sR07eLpnJbuS73LDdYto7c1bCA/sHJd8nhNUMLHo7VVUn4PMMcGYuAc44+LIjlJrwt4OloDoHDpOR/EdV3FwCG641pLu/qh0zwDGc+IfzZIktGXOiH0hwQQg38jKFI1BBheTwOCnncefmSoxx13Y7nkvmWFIrhqza2DNvkviOe/odCnAH0DGDuImD4JrICTxxnJgNeAQoCDBwXlyWEiCMtxyXjc96tsx86LzEU2UJltclXl7R6zRbkaUXzEj1TFeCrnEiA1RnAwkBlzY+VYgAoFulvDNl+knQ9/k6+nGGvPuutrHT9zrzvRuA4mJ+AYKJoAfBIaCfGJB6rwu7Zc5jD0a57JxZt42Bp1N9dceQvl2mE70NsX5AuGEUN/FyfPZdDCdSMFal73KPUbDszP9UDRwnCDIOXeDuu5yJ627P8aT70TZFugEbFrfOZs2FHRzRfMPUqiIQj2iG0dDz9P2H5hk7x7Q1MPPwCQtOvM+4wlklZBYwXdce/FMaTJsJveNGAQGA4hHWHIxOR3qnzj4xCfXwZ3oC3xPXInrgYZmBQvS+GamcLUrjUE7qh3yJcSnZYfQGYIxpsutoF1T3jVO7HzWRHiFpP5yIZT738LzbKTnja1wF1OGnx96GgxPudTzyyCOXfOrvvvtueclLXsK/3/jGN7Lz9u53vzuFSF7VidmwsVuj0WDLESZs2fFkOWU/aWM3kL5xnae9BD42wMMhJj/rkzYi8BoIukYlZ8PHkz1md/t2YwTscFfJSzaxG3Hc6TBpcT4NzzOYmz7WNv1MFY5BAzoPMDdOKhS0YLXPdRUopQy5X1NfRMLmfMqY7MUpuRlJya6SsivZLbvEobASJXDT7DUySXaXqDnBDeBXLJHzgr6QApKA4ORxlds3SeSEwZPH/4NHz8vM+ox0js9LdyqU2ifOSn7zhHSmPMnVE8nXYomKvkQlX3x4jkI5sxTQzBR/B019LYiBJOW8eLNllbC+/1HxD+ynOIh2UK7O88uxi/nvVF35r/seUxbfpwcX5yfmLDhoONflQirvLknBVOYiTWBzluAhObPvVhbii5GVMx8rVT2K27PT5xqGqF2t1+YSx4CP4U4wQfe4Ufdf0kHsMlG+DO8/nJRlX3vYOoSKebjPcaa5PvcRG2MhyZljxZrr1qFtRamGjxG/oayIghE6/66D5tQ50f3BXoC1DMWNtq/wRSRlYSAJfLvqbek9flqesDEuUb7Sxb3M9UMSGmzUJH/isOSXEgnaMxQG4f24lDmFUrOY6ZK07OXAGlVIuN86jvIwHSR9zx0+2yQd2Ku9o/a0KuP249SpUyyQXCqMsNPpMEm78cYbB9QVJxnwaHb8sn/6p3+Sz/3cz+Xfz3jGM+TcObVbeaLHrlsZwGJ+9md/NlUZb7vtNkpOZn8+LseopGKbbtXI2/e4+KJ6mxpMZypY+itjmDxiY90itDHqOPd6bLvplA0f78DL9GEQrtqfwifMjJgcAIOdoLvTf9kMTBGcJfiw0IsM3R9X7TYeGSp8gN3htS1JYwei11NYi4M57bZCfSU21d12IEccB0142fHSz+pXqxLUWnxtds9c1RpJgEt2jdTtAqTk4pLCGKeqqVEpyPKqKtqV5OwFyV2sSViPpHwB5qQJkzKqNzYtcUbxtaiwmea8L625gBVad1wg5yNZc9wG/9jh9Dj86Wp/Po9J7K+ZMcDLsWIDvOFWVrUAYXzHZH1T4VnNjnjtrngtXKtEpJBT3z1YaeAa0L8tN3j9tyvIbJegjTrW7c71bmDO1/oYVZAa9fc1nqAOzAmbSwNGwfaYLQbBhLt1B7iP/G3FteHX3fJ8PC/72AnnE4uVuZwmZQ4VYZB/mpRj4KWyyRoEnUoFTcraPUmWlgek/J/Q8SSuZ+CbJfc9It6FZZl6cEMKG4l0pnzxukN8KSBJHKcHa5I7l6AaYAytM8OKjGPHhN+VXUFnn2wo4+X4eQoOwAidT7KDEb7//e+XH/3RH5Wf/umf3vH5aBB9/dd/vZTLZeYjaBZhwLoL6vGTDDzvda97nbzrXe+St771ralE/tmzZ6ka+WSMXX/zv+u7vkvW1tbkfe97n5RKJXnzm99MCf2bb75Z/uZv/kY+rseTWCFmErHLMVCx7N84+PuSDmpy8YDdVMdSJShnBg1FPwSjVLbsV7MHgk9AVFpqmMwEDI8BNA4/zqcM0AskFPzJJCfolO2kvLj9h9v5MZM+f9xrTcp1cwOBCFT+VteUy4QRxfSB48ZpQX2aDDvbAMcLQAIHSBcSMgdrRBAGCJ752OA58QOPqGpjI5JcLZaglTDJas8G0przpXEwkPa0T5J52FZTcBLIkcQt1yVc0p9goyke4JCnzkh8fpHHBjNxehUN816uxSQtkzz1uU4eRRBU1EOhtbTMePSUdjrrbc5njwUHMwjH96CQV186iLW45CzzPgMCOZlkbKTA0V7P4zg44NU4LnW+ZAsfoxK1yzkXJ1mf97pGuMeMeNy2nQk3b1Po+GAhwHVsh+HmI18qYwQ+dm/b4XPongYYpSEqkDxYosYEDcgASyLYdQYEz4lV4HK1upIsrVDw6EpyGnf4EFu7rU/ge8ftlsTrm+S2Tv/bYzJ317rEeZxTdM587dSz+GO+cMbnS1E7uNau2+k+j43h23aaG25tGpX4Pz2u7TEKRvie97yH/K4/+IM/2PH5P/zDPyx33HGHvOMd7xhQikeC92d/9mcTHcMv/uIvUmTk5S9/uXzZl32ZPO95z+PtyGfcsT3RY9ff+Le97W3yq7/6q/LiF7+YPDNAG7/yK79SfumXfkl+/ud/Xj6ux264VZdxsSUHg++n/Kux/mvbBPgD/jPZzf9yHefwZj3ivbdThMzCWJycMW93UESTdx9Iytx7EZYYi9doK1wF3bFaQ5LNmopTZJ+Lv13ilu0qjjr2Sc/NpQank3Qft7tWw9cawbrJ/mNDpdAEzEFRTXZV60yC4KreTnqcAb8F8UiOaMp68ID4M9N6uIDTmZoZz+m9j0jxfF3yax3Jb0aSa8T0LyutxDJ1uiflxUjymwmTMb+TSK4WSW6jw4TDQ0cO9gZIqFGhhRk7fPyQWx7YJ/7C3EDyMbx5X1VjN98l85iDChxEB6KNTfrCYV7i/Ednzkl06rTE5y4oTNcFRCb9zeQM3TOXnA13b4bm85aEzD3uUsZuuuZPxBhe1y73sW3H4bqc62j296TIjN3CrwduGvQmyz7WzZvsejsAm7V5NipAH0BKDF+PLO/SDJ7HPX/kZyUKoteXwnewOwysc1A2haE9hHQKgSTFkPBgSsOvrukadjWNyz1Xt0GpuPuQnCXonm1sin/6olQeWBMf3DynZAx0ShaV4gaNpAeh0/bPwLXeqdg5ak0a4HVeA0UfB2W8HD+TDsThn/AJn0BUGyysILBx3333DTym1WrJq1/9anaEIJ4Bv64LFy4MPAbdp1e96lXsRuF1IGHfy4i9YCAheuELX0goIBQSJ0mmLieM8K//+q/lta99LQ2qAYnMdsEeeuihiY4BCdnS0hJ/sj7MgFKik/ZkjF1/2+v1eupXBgM4QBsxkOmOkrP8uBm73Qx3E2zvEEgEMzNaafz/t3cm0FIUVx+veQv7quxGUaKiuICBSFCDcYm4xIiaRBMXzKcYt2jcJSoiiBhJ1JiDGk3EGE1ijFs0Cu5RlLjgrmDU4A4iyL48eO/1d/63u/pV11R198z0zPTM3N85A29meq3uqa5b997/bcQAzJOTNxlomuFoCjMwLlsIORgz6gDANrj2Z1RljhTtwlVOlCIoxvBMtItncEESmYp6ewWjYeiRVwIy8EpcvB+yJ//Wj73UD4eEHs40yFHDMj2BEwzyITRBBpZ2vyH0sa59B9/TRjL6Hdp7YUrNlGtGqlw9urv3HtQC6d7s5g6QPvpcNH74pej4wTLR9a2losvCtaJxTTN50jp/vIZCZjp+uUk0NCGvAQqayFXb6F4zGOGyLARUJBFyJGfFkXPVva3YvT5ITBWFHBOF8G7yFRfdnL96Mt4weBJr17nXlDwD3mw2XsgfbNfo1km0DeLD7mPVENBfkjAjp1ShvHF+GyavlvToF+t+iWrfMGztmk+IZFzPvra97NIK2YaY/p38O2t55TisfbyiIKz3v36IbwzoeeCVkCDjAZ4yNXwd/yFEGvlkUr0RIiCYaMJ+0zDBEyc9osigNAoiIFrRxyA0/f1FbrkZTwXa95YB2b6eYRYIA43KHw+JrMm6h+TyaZr0SVEoI9QJYXRBQh6heTB+DjjgABq7S84++2zx4IMPirvvvpuWR9jeEUccEahNDKMMuVvwYCEqDkaXKoSBnC4ss88++1CRZkTTnXTSSWL27Nmxj7XQMMIvv/zSWD8Z56oaalHU19dnFbRGfbNy1WbOWfxj8ODBZH3joOHygwsQf6Nx+/fvL6oGMpxiLCMxJTCHPTTDOl1TCKB8b9iulPGV/5OqlKeUpT7kpCiGWpxZfhd6fEUO0VRz3fTaOIEaS+7CbepevkiCVg/N+5yMif593baQs3wwEjyxCoqB90Q+ZOidr/BkSsQu9WBfTdiP6X2IIzGMAb70MsGoRdhby/KVbmFjDEy8vDoKT1TvDxhljgwTctyyBQgDQr0yDPy9EEa3QHerqyjYtYs7+4ywySVf+oYFlBYbt9nCDSNqcM+r3RdrSDETqoOtHdu5CmqeQiaBAQBU0j5b5BnnCFXyljO1XRqNswTQVQFb1qyhsr4ZPxwL4Vpu106iIJB3h1fTu/bW8CzdCxPHaDH1Y8Vud8+Dkq3CmmdOV5xjLsf9VOj+8slF1f7O6n9j9jHmzbsF4oOeS88jpgtD6Puje7Y+vuAP1SbzDDCU2+jbi/ovCsODQYHDQAmVRhyDO3EHIw31yjIIb0d/JkMzy0WxcjVzMNKpv1iz1g1LX7Va1GPy7csG4aDUipwc8/KB/SLSmDz1Co0HhFtynVCwLVMJBlmRWLVqVeA9vE16YWSkF6nAoIKBMW/ePDF69GixcuVK8cc//pFENlD+CsycOVPsuOOOZMx961vfIkXCd955h7xYffv2FcOGDRNTpkwRF154oZg0aRKVyMKYf5ttthG/+c1vaBtYf86cOeLaa68VY8aMiR1GePjhh4vp06eLcePG5RxGOGLECPGvf/2LcsqANMb+8Ic/iFGjRsU6BngKzzvvPPHEE0+IJUuWUFkwFRipqTfMzjrrLN/FCKlLWLiIB8WFytWNWfGEGEuBQY7NaxTW8di2F6NDo4Eb5d5oDzzlWP2BTKFevVzIcVtGNSfVONP8+36cuneOdV8b4OYYUL6YW+ySwiClkUbbzA6NUOWc1XCakiPbP8d2Cwtl9UNJ/DBP97/6zXu2PVzxAdTMOnVyZz5le6kdlmcEUCgkPDfIJ4DRhdwm5KyRJLXrxYRHC/kKUnIfEwcZHMuHi1wPKLxrmJXdrCvlLtStWi/qlqygbTkdUEC5wa3Z5XmEGrbqQCIYzYuXiIZem5EHjQZsBon4qkIZ0AYGsaj7tHYdzfpRSCoGlTCiZRI+VEVxTWCsbaij0gYyLNWI2ndFGST6ssoxWfvHqP4vBn4dJL3IsX9YMY879g5TYOTn4t0zefcLJCuqQt225Ten90Xu/66RRTX76PuQ+nTyXveUS/1cyIixUuuaNaIOfdn6DXSv1zd7IkXobzB469ldtDTWi/q1bm4s1cWUBZGRs9zgKTk2lSmkUf3tFGXzmdiGtq/Q6+Vb169d77YhiQ61o1BzikCRAmR4zkbsUxJ4xqr9QtyJ6zT8LkuoyohSVSoYg8NQCgOGGJC1h2GgwYuGPCwJQgdR4Hnu3LlkmOF/RMHBKJPA2Dr11FPF22+/TUJ/WEbdhlwGnrO4yDBCGJyqx+rkk0+mEMoorrzySnHQQQeREYkwy9/+9rf0N7x8el0zGyeccAKFbaJQNZxLuXjaUmOYIZ9MMnz4cPHRRx+JBQsW0EXt1auXqBridIy20Bjbd2H7sBl4+rKmfZgOjTpJr7imPmOpbVfKzIceXyHEWN+kEKkeq/rwMOUrqPkMvucMM6UYjEr5VD8xOfvaZOemlUmNq0D8NqJQVrtHNFBWgIxVbxnZtmgz6R2jFby/tdkkd2cZ13vW0urWHsKAqKlJ1KFjhYHQqZPIILwFghVeeB2FP8ri4KtX00RCHTxrMNLwgiGBAcHSFW7OlBcaSZDaWjtS4KQwVK/4sGpYV63XTA81I8+RZ5xhRhtFefGFFDpAu3RwPY2UqI9m3FhHMvwydzDuvmIfl26kqf8nOZiShYdleK6y3YAHrdruAdt9bZvQy6f/Vge+Bg9WcFBt375cRh/8y1pnfg007zkk11GPX3rJApNKEb9tv9yJF7JNedjoJxD6DEGd5StFPQyKDo2ipXsn0fDVWiGgcIrnRbeu1M+1fLFElA11/JBv9IqyXlbtOS3KxDgGUO4BN0rF9Ygh1zWD6wKhKKQReDnaMpJC9VYG9m88RG+MklGEY9Tz19vD9j6tJKWo6LTJy3fr5uZyA91bptPa2kqG0p577klFk6X6IRwpPXq4udoSGGH4Ti6jGmXye/ld2DIwstavX0/igHHAhCKMKnjbZFTe1ltvHWtd5JYhjBIKjDAk4elDzps0LOOA/SKUEl7BtJCzYaYDqxYNUSqamprEyJEjSYnl1VdfDTTmG2+8QbG1L730kujduze5Ny+44ILCdqh2jHGMJtsD04Y+cAlbRj2mKOQMo5o07c0+qmGDYTNlAa9aIYNc2+Ag8GAIl0I2zdL6gzKLhwiyv+Sh6dSJcp98g0zuGx2XZyxkeRUtBmBRCfOUyu9jbUaG/igzzCZjxatRRuGM8H41NIiWFStIOt9d1jt/PydNzUk0tAkV5251Z0/hkenbxysK7Rpuvuqf561RvTb4jAxpWq7ONcQ6dRTOZj3c0CJ8D5Ww3pu7dYfqu4k65MVBPl5RcfMHi+UMQSoWhvvQH+B6vwVZAsGVtW7XllsDowxeA/QBMHRpmQbhtDT4M+FJGkwB9JnwOH1qjvuSHpRso8FQJ6sQymnsm0Lbbd/b/s51XxF9TtZkmaV91OeO7z3zf6NeQepANIdWs8ybSKhr597rsiZa2LlBOMeveYl1UVKipYXCtqmfwcTQxo2ioWcP0bxVH5FxOoo6KJ1uanFFotJAVI4h8Nop0L5eu8jnqknNMPDcsxnGyu/U72MwmbOmlYSf6vv18RV5/dQJeBy9Z0SYwIefL+5PJIdEGTEEjDLVMIsC42EoH0qjJ20gFwzj9Ntvv52MSGmoHX/88eJ3v/tdLK8ZapfdcssteR8DvJB6+GJFGGbnnHNO7A1CsbGYwNAaMGAAGWYqsNKR4AjXKmJf33zzTfF///d/NCuQS6G6AHEHD1FesbD1bHHXphnmXGfLMFO4qdn1LLSogzjFO+XvqyWRPIJQDLN/WfVxLOchj6ltUTckJiwkU4a8QCAB4XNUD0quL2dqtb/LGgaXy30W04jVw0GNYUAyhBF5SF27tnkWEY6IzhL/ywRv7z0G9i1r1pKHRuY2+qD4NGZTkWwMzxe8WqQU2N4V8vASw+s6dnCTy+XgGsW98XdDo2hdv1xkYFg3NIhWFKzu3k1kenQjGWvkgbjS/RlXobGlRTR/uSxrkF4R6J7wPAYkqhGCa0j5frjuEE6R18/LBXFa2mr4tRVJzri1+lRlPa1GVc7HF3eiSR9QBk8s3r6UZdVrrxbtDuy30ImmtAwcbWHyYeGj+bSrdi1tHniXtgkhuraeV0z1yJgML3+Qbvg9+N6aVs/Lq3rhIn7r6j0MlUEIGDnNGwKeYvKmfb5I1A/e1l1n8ZfZfVqxyTM6pS1fXAvpzTRar7NRFEzxcpuKz6vXha5DazPlcLei35X1Lf1SCV4NULltHcWQVMuyBJ7jCfSLaSGJUMZ8OOOMM8RDDz0knnnmGb+AM+jXrx+JeqDsleo1Q64VvpPLoJ6YilRtVJfRlRzxHoZjXG8ZbAuEHEKIBF49MGfOHHHmmWeKc889V9x4442h68OIQ2qVLtKxbNky+ixOfth1110nLrroIl8vo2IMM3im4lDs2MxHHnmEXJX33HMP/a2CPDfcbJC7hJsWai9wccJQzNswC+sY4nQWUZ2sbviZDME4IUBhxyJrUEnjy1+uPjIXoG02SxQvNMO4qJrULzvx8HwRPfxFbkcODJqXLRP16IRooFpiT1gxyOUhrgxupKFONXyU3AHfI0YS0969IRUY9dwyb7CPGltyAOOHJXkzqlTDBiFB8FJie6gj16WzaIVRBgPN89DVQQ1TCTlSQ0qdFqgyug94XD+xzC34moExh1nZxkbaT8VfR2DKqcjTSPPVGdH2JAbiXTOA693i+AaxOzByVehosCoHZ2oItHy45TOgN3nJDMfshzQFDMYEBmTqoFP/uxDKNViMGsBHfRdn25GH0DbJ429au2buINsVmqH+xssp8xUW9WgMbbIt29vpqgwHJtFyOWbv3oJxZqP53fcD/ViqsISUZk2yul/E+r35i6shper6tglaGX3jle6Aim/rsq/8/huCQ/5ytv36IaptYxKZb0hfq9egovv37LDOvLcTe1GHvFD33XcfydlDoEMFKUiNjY0kdgGZfABBP+RZScEM/D916lQSw5BGD1QTYXQNGTLEX+bhhx8ObBvLxBXdABjL/+Mf/6BcM8nBBx9Mht2PfvSjSMPM5ulCZB3sgDgcddRRVKganjd46NA2Kl999ZVIpWEmK3OXE1ji48ePp7oFJvcmYkqhOKNeDCQiQvVl+fLlWVKY6gXEK0v1hjofQ+2UJDsLbaYq8JlpubgGnPe/9I7JEBCpjhTo0LX9qR2xv4yhw847FMkw+2oKswh870rOBfblewhMD6a2ld2Hf6B9wxPYTfLQRSPuDH7cQaDl4a0a4e4gyRU+8QffnvFFD1VSLPO8YjB8yOui7ccb6FN+l9y1NpjBdxmsKzs5b18IK0Woo58z5rR3w4bUUBlVbEV/uGueHLcmW8TMalJhc8VENxpy9UwpuaIUWuQVf6WZa/nwkhNn8JBBgVOGnKqTGL5x5oaWFWQk6dcwZHDZJgrR5m1xCQ7eEjN+8zWsyn0P5TIZGAhbDonOiLNPta6Y9pyQfUqWqqL3vy8eoU2w2fLTsvLSZAi+l4sUOLeY5xHX2CprQemYmPKt/faRy8gwRTnZRWJgQSNLXpMsYzfMOFPaXU7YklEmw929ibmAVL5lwrft+JVlsV5WqCuTCwhfhOLiAw88QLXMZE5Y9+7dyeDB/yeeeCJ5qyAIAmMLhhwMKgh/AESfwQA77rjjqEYxtnHJJZfQtmVe2ymnnEI1xBDFhug01DhGkWioJMYFBpGepwZgDOI7G9dff73vDIICI2qxSeAlg5cQgiZxgMcsbRScY1YKYBVDOQU3AuQxP/zww6xlcOPoMwNqsqLNMEMxvssvvzz5g87Bm2ENt5HvTYaRYR96OEAgjANhanAvy7we1WjRHgpZioRxz7NQD2LW4opny/Dg8Aeieky8ehzy4YKBKkI6PaVAI4pxUBLihmqEeEON906YYIoE3rMNTW59K2/gTg9TvCjEpIHkkX0DinIHgg9Qp9necdLhrd/Q5kWXYiIkqd/qetSg4AhVL+xr9WoKj8l1xtooXmG5B1KPbZY7wuBU83t8OXJFSZOMa31mUc0twW9D9SaQTHZI/lIYORo8VtEh9a2USDcdRy77U9s3TR6zfI3eXL1/Nu9snOMLmaSiXFF1Uss0gRdHcVc5Dz1/WPXkBoSacolcqZR+wITSjlmTq6b+XV3Vm7zyf0OB4s5eCKlqWPnbbWtrW7459b8NmMBrCop4xLjHzCkV7rMpy3teoSStyhgH6WVSvVBSEh/jaABJ+7q6OvKYwTEBJ8YNN9wQCBFEGCRUGGGwde7cmeTsJ0+e7C+D8TaMMNREgxoiwiVhJMWVygfYNpQlkWPWoYM71li/fj2NycM8bzh+aRsgdQnHK4FzRpbwigPOK22U1TBDXCc8WmHMnz+fwhdXr14tJkyYkPgxYJtqDh08ZrokaV6EzdzbvrctG+dzixoZxYFLsQXE0ge8Y/aHu1UgRB8M+qejPSRND0yrRyf7vTEBWZ8B1gkJ36AHepyEbosRWNSHer7bzmGApRvaGS/h3s3t8Ga8MbPt/Q91Mno4ogA3RCNgoMkwOT1HyQAG+fWQu1+3ngwwWgcz6y2trgAFvG6eIAXCEkmcxStSHTi/KG+i+WRFxRMVwqzlZpFXWR3YwrOI3zswiN6o+5C1zdoGcC3Fm2zQ929YRg2dzhLgMUQGhO4vbP+FkOQ9lq/BaIq4KPQ4VGzXR/FouWjeEUXUweZxsU76qZ4wTawqcIwx7qOsdcoVfpoLIc8widEYk79lJY/c3ZznidYiQrLy+WTuHhWmN+f8qfls/hhDelJRccDLGVbrzJlEtQwn5IZS47kDmw7PCWy3oa1UQsWSsCpjrEVjhD3CCJoxYwa9bAwcODArVFEHxl/cVCcTMOhgyMGokzXMXn/9dTq+sELVKG4NUNz63nvvtTpe4oAQzjCgOF9ThhmS+6QFb2PQoEHkIkWooi4NCu/ZMcccQ1XJbYmIarKiCVOBvpKEqBX4MDU92PQHJjpPCiPBjJb0LCgPKXf56Dy6UM+Zb6h5eV5RISZqm0TMplrXsRl8IQ9e8hiis4fHJmR2Me4xpoKI4zN5ywLhK36Okafmh9A3T1VLlZvGMq0rV+X8kIR8O4l84GGvxnujkCvuKeQ5yWNDWCSdixI6pxxzZF2qUlKKAZ7NM64MTKW4hZ97I+8HKvCqbcsLEZK16ciLphhsbUa6EkZYyIC2ECMpYGDmuE6lekfy8YCp6+VKnP3oYZBycO+VJggNI7dEIfieGOXZE8gnM5ybv6zXPnWNbq5s4BhzPe9KMNI0gmG/2d5EfxlT6K9aw9I34NqMIloEbhn5d71b/sSd8FGVTpXr7j1HaIxRX09iUKrQmO16GsF5eWMUGQqpl8Bgqg9I+L/33nukEYGyW+DHP/4xjevjCIioaVbSIM1V6wLetbB1KqLAdJJA0h6vKBBPesUVV/jvP//8c7Ky77rrLpLOB3B7XnzxxVQ4TybvIRERNREKsabzIskwqjAvkKl4tIWsEDF9RtJklNn2pS6jDIis9dDMB29PXtY8Z4HjM3j2AuGHEcYZvDjWczAcYzUQVGl08z1cg8yb6ZaDInivcNqeESVnW8moxQO3tTnXHVNIHMIU62EQQ0wEBZBxzVauJuOgrmsXt56ZF3rn3qcb7ZLwSTyoCx2UFXNgZzKG1N+2IUwsy8OlFOOlZSjECOFKbn05ut4Bj7gW/mwaUJWLsPDtOF7zqOuUpgF6vsZZqVCMXl35NTtvSEHx1gTzxyJEJpR1fa+wtz/XAICXJ6VtVSQiDeGwdQN5X155AuojvL6gEX2sMllDfT4mWV1vVpvHTBpn7qQt8I1BqO/q10XrT7Ke+SRIpOUoex68SieD2zeJR1YV3+LQjIB+RL7cfvvtYvr06WTgge23316cf/75lB8XB93jBxsCn0E4EAIo5aAicsx0V6JM9IOKipQB/clPfkJxqUhqvPDCC6l2A9ykMha17ETF3dsMqwjPTdvsZXaukZ+DBfEPhJWZFOz0emf68WihDNawRdu5ms7H34XZ46f/nRjKMeHBTrOuUZ69tGMbtBqQgxkq8AwBDhhnMoRE8aZRTSv5YKb6Px3ccNg8vRKux221qKMJE89zS7VuGl1DjeoJbWobwMHDq8/60ky9J6mfdOhYsTxCxQpvC/NK+7kkLW70i8whU8KSXOXG4HmoSnlts+FFPE9Tv+YJFsnjCZyjrW9UzkHdjvFvE2kb1OdzPDn0AXmhesu0MLqAQJR27Op3+iRclmFH96gWdWFSAVTvD9XDrh5nDueTmusf81j0Z2Z2NESjL+ijLxd4pvoTPYrwFp4DnvS9O66QgkBa7q/X7vhMesvkdUAoY9u1DE9n8HPbMplATcvAspVOGUIZKw04WiCRDwVIWctMAtn8MGA8XXrppVQaQJXbhx7F0qVLKf8tChlCqUfjoSwXDL4jjjhClJqKMMziAKUZ5KJBNQZyoL169RITJ07MXyq/GBgemmrYofpZ1GyR6knKNmiCXiwghR4CcsHKw0mdKTfmdYR0sPr55DrTZZp9tYpWFAIe7gjhoppOMQYwYYPCCkC/Fv4sJNT40M50Db1cMnXwoxVolgOiTH07CgWl7WzcFNtIonyzrl3dnCfPW0Pqj+3rySjD35RX4E0iAJpIUBQDfbXApAZTAU9vMC8zFSTltfIMNVPeluqFlPeAWpC+qO1i6T+M+W014NUumLD8HVvfHfe3pIaW2vpn9VliCEWXYbe6YIXv2Y0dVhnsu0OFYUzbMHme04DBEA3NKzP9duSz3wtR99MXZPipup7puUqeK4Q9K0awNM60aAm/9AoiUPA8wLNApj40tvcm+yz5wvK9F65Iue9MTXLbbbeJn/3sZyTYsfnmmwdCCjOZTKRhhiLUEDtBQWrJ97//fSqXNWnSpFiGmQ1E27300kuiHFSkYYaYUFOC46677iqeffZZUUnYZsD8h19IJ62un2WcqR2xHGQ1b8r2fhhml/WClfox+IafxfMQmhOk5SsEztXSJrY2swqU2FekGT0kKSsnU3mz6jExhp7qkuRU5woP5DaPBeXhwXjDwxU5HR07uPkDeAjX1Qln3bqcje+W1atJFbSuZw+/OLSaY0ZevPUbqJA0hduBdu28EBpvYFek0EEaHErhi7QYaOqkgB6+l2sele7JkGXJvMkYNWcItacCXolc9pMHwb7MEqYYtv9yX6ckiPKMmr7PYbIs0WO0TKTJSR0bqkBN2/0X0pdb+uVAbpS74eD/ldif69En2vEZQ/6zJpbavqcJWJmDJ3/f+n0hryE+Vn/npM7ojQO8WpPuchmRQfijMkaweSupyL1qMMttK897955xozUqXXkxbaqMlQS8XXCgQIQPKpG5smjRIrHHHntkfY7P8F0c/BJZHrjvsS4Mu+22206Ug4o0zCoSQ9iOLf46KuQna9YxoMBk2J+Wr5LlOTMsowoLZJ2HCbVjjjNo171zYXXULNsMPKxkqA2FXsQcyKXtAV0IISGvftK4XpMKL3wEj5UUwJEFMWGgZRxR160LCX/Qat27iebPPqf7Ryp36ZMHWXmP6nFAXGTDBpHp0tl9376dcFatIYNMFit1YBx27OAraEZez4QIJJzTB0ox23LeJ/o1zSV/Kub29fYtpRJaaF+hD77LfS2SJGY4ne/5UPtyoK9r+u3n6hkLI8LoizTKNCl9PULDJAFvmyQJiIFI1D4t7HzTeP9E3N/GEESPQJsp9wb66Kx6Yqa20crDqGHtzialjAo8GXXq8m5kBbxd9DzwvJ+0DS9c3s81U47bz2/GJGlInaqqoQwFpisJ1Co7+uij8zLKwLbbbku10375y18KFehPxDWqevTokSX+AeMM6ux/+9vfRDlgw6yURIRShBkh2ZvSCkUaZzLVnI26wMylKqMferxSIMI2mxtYNiYWL6DN+ArfVPZDKRIpciHj5qtpwGfAGH6U8QozY6Yb+V3Q+8BMqZdzJuu+4bO67t1E66o1FOKCkETympHh5IU9yppDMpfJm0nN8ppiBhZGGQwxhDD23lxkenR3DTLkmZESZGtbOD11ljKUpvjGgju49MI2pVqlKoaRxnskn2MzTRCplOo8c/VspLH98yVmCKEfIiYsXiKTcVbMdsuKnrBHK2QZDbrHz99kdj2uwDaNz5r63HIvK3xiLWsZbTIsEKKoqiLqE78w1vzoAFfcKcsjp0zMUphiBh4uhKGibT0vu9/ve/UtlQLxBEVFaBEa3jnQhJ6p/iRTc0AT4u6776bSWflw+eWXi6OOOooKSsscs+eee0488cQTZLDFQVV2BDASIUoIo69BeoxLDBtmpcI025hLnpN1s+EeJ/jAA4nVcpued8BYN0rdvQx3suV65TObbXgom7xk/jmo52ZSjVNy6eJAKoNSvr1aclQsbe97y6Qamm+MaoMhqidW7xtlMi/R9VhtIqXG5o8/bQuLUfbnJ/h765E3zZsA8EMQyQDcKJwvlrrLwOhbsxaSTKhZ4YbMrF7jFkZGAjpm0DwDGsdFk7VSrKWYhrQcOBg8ALkWv06MMG+I7hXJJZQryZy9aqXY7RPTQFND1rIMIz1kLM728wl7jPEssoaky2gKxWufZYRZctQCofG262HyLEe1bZru/TDPp99GLZ46bkj+tXd/BNINlG34fZjSB8hnapYYF12repFRJ8u8QtT+MdAkVkOW4EibKIh2HiaDLE3XIWE4lDGcadOmie9973ti1qxZYpdddvEV1VVxjzBQIPuFF14gkb/777+fPttxxx3Fiy++KHbbbTcRh7333jvWcocccggV0O7fv3+s5QuBDbNSoT9UrJ2vRsjD02SUGffrJ0y7HTLlkGGmDOEOUqkxLOxFrmMzzgwD9VwGsPqDxiabHMhBkeemDEizQvUi9kkzh5ZBeMViCHsNfu0+nN0cBK+YKD6TBaW9OmbkKevcSbSsXOluz8sbaHvYylpEyj3hKXq5RUIzbWIe3vHIhzVtA4aYFB1B7tqmTSLTuRMVpKb6Ochzo9la3JveYIP2rYQaJu1FiwiBovuvXIMI9braBnH5TjJU8cCoatrC0Af7A2fPA9L2WQ7nlev5hoUzBjzy2TlnAaPS83rZJuKynm0yZ0n29SbV3lyvWxqvc8ikWsAg96IIsryRIRE5WUawatjr3kwvV9wfP2AZxeulKmgib1v1jnk7IrEo9Zls9ZKl/DoUBKsyRhpmKCQNoQ2gi3/EAWJ/d9xxhyg28MqtL5FQDRtmpSTEKMtFxCLrgaSFJqkGjh+uUB+ceaSHPHKIVNn4XIwzk6EpBwdx8kYMWNczzQJHGKxZhWmV/fuGo7cdvw1M+6o0ItpXJs7jnP2HM4UseoVC8TdCDju0pwLRgXUVQRo/bFEaatSe3owsGVJuToKq+OjfOzDgsAw8Yliv2TMG27dzPWeefD5yzRD2SPvHPeyFLwUHbwmGOYYYZXoNoJIY83HChU2/Bds9oP9W8/GaVDu2eyANBpvsg/XCu97f0pttHACbvE35nE/ExI/8TC0ebRN6yfauaQXODeen5kP6UQCm/j7Xcyv39Q3LHTM8g7Pyq6O2bVnG+sxVn+dScIXmAZAHgUm3NkOMSqrAkxe2v3L/dphU8pvf/Ebceuut4oQTTsh7Gy0tLeK+++4T8+fPp/dDhgwRhx12WNnCEJOgco+8EjHldqgenwijLKC6qNWH8Qe/lnwcYwKx+sCTs2ZhgzXFa+XPpukx7GGD5KhBoG3fIfkJbQ8rqQYpjdGQfWCWOVAYUwnxq3QMbSgTrv3Yfs/QkCGK/j2D2lfwjDU0klEmE8hVlU9XJhlt7BYcVRW9MriHM5Bqdo07Ms7Ia+YNGmXNNBhdCFXsvrlrlDV4Rg+8t1gHBlrnju57Cq/c1LYfeU7K9XIHqubwV79NCm1WKR/tz0gXX7EwdNu20MY465smiMJ+m6bfXq0MtNR2Lffg3TueTB3qC4b8FmwhY8U4dkt/o/5vumcC/a/SH0feh7ZcrEKvTbmvq4I1MsVDDT0MLOu1iSx5ora7LQol+6NguR19fUTa+JNxUSie/axolxqBQxnDad++vZ8blg9vv/02yeMvXrzY97r96le/ohyxBx98UOy8886iEqnNX0sa0BNzbbPhxlXbZsr0vBuTcWHM3/I6WzVWPLDfsFl3dV1pzNk6f9s5RQ0ao9bVBpeBc4l6sHnL6m2V9ZBLszch5vGpAyCa2VQMMfcB73q95MO8DjlfntGNcEIZekihjkp+g7zXyHDzcg5cIxfy+3VCYF3sS4ZI4nq1tJAcPkIkaZ+Llwixdm2bcQYPGfaN9anYqZu/QOuTly1oIKgiHWqb+MfsefX88MkkrqnqnSgXqsdL/S3o723r2n6L+jbV35jedlHtmObfTo6YBr/lBDmysu/C/3gGqP2ZUR69GBjus6i+17BC8H/t+eY/a5S8prz3FedYUnB91edYTpNMXnv5xrkSpi89i3qb+c9CNWRSndwyeUhlLUqlf/V2ElgW92lsr161qzIm8apCzjrrLKpFli8nnXQS1Sz79NNPxSuvvEKvTz75hEpnpaqGcY6wx6xU6AOiuOFHCrpQhn0ZGTqmFJ9WOmxVSU++J1RvW1RHqnfYUd6mMK+XYXtZ35m2Z1nPz2UIM/60XAd/m2kqGJLvLLDqPZXXxXElt6XwiW+kwQhqbXVruymdP2qOofZYQ5/ewkHIId0Xji+nrBsn/n1DD24Z0uqpX0L+fv0Gd0C5YoWo77W5t5M2JTFS/sLfkO3HPmSxUxh4+Nsz1MiA9OrsyJlbN8Qxe5AWyDmk41XUyvJo17aBrxoSK0qPIR/EuIwtpMjW94T8poyoAg66iJB+bLrXpFI8b3rualpQ288PIXdV9GiCxVQSJUlMIZFRnkUt3N03FEz9t8k4kP/L+y7peygF96Ie9WEMabSvnDU5a8zbtkyiZo0tTB5KNeeMJgAaRKbZnRgI7CtwvUpXfoOpLCDS8eSTT4qHHnqIDCxd/OPee+8NXf+1114TL7/8sujZs6f/Gf6eOnWq+OY3vykqFTbMyhUSE/a9ROsUbTNoMpQvuIwXziAND0PogzlXLYeRphqiEDbYtRlhBkPNeI4xtx1YN45hGdiMm3cmjZlcBUyKQo7nIPE9Ylr9IzXkj3LMoKbleVxJCMbLMXPXh7HWUbRCOdFxqF5N2w7aFBjb3iuH1dymyEUSyygYXZcRDX16kbhH85KlomHLAUKgE4YxiNBG5JX17CoyLZiNbRSiGQ905KB5YVHYFg3koNjozQR7M7fUDurxyNl15b5pu9flbHLMNjY1u6dqqSqklW3gEcfDbPvcFhamL2Mh8HszGAqWlbK9cWketMVoh7JhMLqRg+WoOaSlaFvdsJKhdPqxRoQpqpOK7mbD++A2Q0BOQqb8XrIRkrMXZZQF68FlG1y2tAZ3eS38W3n+txmEwfBTowASTV54E35eqHzw9Mo0gZUCOJQxuobYEUcckXf7br/99uKLL74go05lyZIlJHdfqbBhVgryeUAaOjf5f8BzpsSVy33JB5pMFA92sEEvhz4jF5AmjnuccXLHcvGemdYJ+d43ROKEUpo2pSozShn5XI3UUhNilLW90WW1PVVOmS+F/6lsQL0rd+wly0ImX3pY/RAiZRCvzlarg3N/H1QOTLkf4Y3Ddtatdz11HTuI1i+XuWGKXbsIgWNobRGZtU3C6drRXa8O4jS4Jzf54ZF0h9Ix1YlMi5t7JouU1rXv0KYKKQ1FVbDGO/6AgaZOLOTx+6RQHT8/rwKJEz4dMXmi9x/WviPKex3lFZfv02gAp9Agp3uT1BqLPMFkMe5NSoKBPlsTtQh8ZvMIm54TfmSI11+n3dCPwPTbMmJok6iwR2Oov9efy2gCKYSVZeB5uYD+RK+sXVZnCIlW11MnB2sRVmUMZebMmQWrOp555pli0qRJ4lvf+hZ99p///EdMnjyZcs1WrVrlL9utWzer2uIee+yRJRbS3Nwsnn/+eTF69Gh6jyLWm222mSgFGYck1BgJLmT37t3Fd8RhogFFeBNr6RhheracM9/bEZHHpXvX5ABc65TVwaTdC1eC8IM4M/Zx1pd/x10vbHtyG5X4gDeEoukKbnRPePLalCPQrp1oWbtO1EOqHt4tr8g0cs+o8LQMjVFVFU35IIaBgW8kestQ/hqMJxhcza7QCBlcMM6wDDxo8IjV1wmnEQ/+VpFpanZz0Fo99UbZXcHQ27jJ3YYsZlpf11YIlZZpC+vRjzNQyyeJNpftXu3kMshSDPmC+pNKCXtMI6VqO+2+yMrLs+xfD4EzeYd0YRN/s/VtBoIqdpJliKb9Nxrxm7KqMBueU6Y2VPtlfwJWnVDytoM2RB9N8vfq7pQoEnqPiTT04V5fjEgLWhfhszLnXT/eIrV7s7NJPC0eECtXrrQOvMs5jhx14GTR0Nih4O01b9og5s6amLrzLJR9992XwhXhOdPbb+zYsRTmGAaKQevy+tKkUd/jb6g3mqivrxeLFi0Sffr0CXy+bNky+sy2XjFhj1m5O179wWnowGRIommWOtDpKsV/pZfDGNqg5FHFnu0vRuda6PYi8hhyohINsahwUULJnyOkYldjUOrYe6DSfYVwR9WgD8kHNM7S6gMHRaggA5EPb2YqI7w6N3g1uLXMZC4bdanoYGVIVl29EO08I7PZWweTDBgkkPHpeIO0VpGBgUde0GDpCHkMiV5naXxoUt6powSD0+xBdYgnOxeDody/y0o2DMtwzMYwRg2TAWHKpwrcO2GTm4FJvpbwNII0XccYEx3ZohyK6mKuRpkeYSPXkzavzN8NbiR4vLK+lBpKbupb9bDlGoRDGcN5+umnxUatODnYsGGDePbZZ0UUTz31lCgUabjpwDDr3LmzKAdsmKUF24PD0nFbwxy0sJAwpaWsB6DsYGNK6xaNXPaldv6FhEyEhXClHD2cTn3f5jHS2kd6l6igtCeiUd+OCkljOYQz6rLXuqqn96X5mBRRCFJzJJn8jb6RRjltyEWDkQbjCx6xpo2uND4GBzg+aXBhVqx9O28wAM8Y8tLQmdYJB+cFhx5EQ1QFSmzHq7ejhnAWBbr/sgdKqaIEkypZeSRxjMG4Rk8uhmWxrkMlGmhluCdD86IMx2Py6ATfeyHVnlcm8HzScqOs0Q4B722Kf6cR2MoKZAmmmFcO9tveRJwUgzK1mxrWT8s2ep4y8pi5YY3BPNMYfWya+8mkkSqWSWyninjjjTf8v9955x2Su5e0tLSIWbNmiS222CJyO3vvvXes/Z122mmUh9arVy//M5nbBqMMddQg3a8eA44RIY7lgA2zMoSXZaF7GYyLWLxcId4LN/Qje/YwkCwtwxv1B1apOk5L3kDs/VsewMbvqg1DfqEpl8DPFZPx/jC81m/wBUBgCJFaIwwo2pYnfqLlIBoHW4oxHyzFoFxXrw6aAxEQymlzDbMMjC05UwXDDfXLOrR1jnSsCFOU28XxguVuXpmDfcOIo/NwjThSkJTKkVJm21TTKWHUcKuyi8YUiyR/V3p/qBteUVEGtjykpI5PP1Z9//6fhkmvtFGKgXBEHljc/VuNOmlIKGIXgdzpmJ7XWGJVpSTL25dDu+TibVbURfUIHKh3IkcX/WSg/I63HoW9qwYh+mz0u/hbHZfE7ffS0O5MWRk2bBgZRHghnFGnY8eOBcno69xxxx3ivPPOCxhmCDWVHrOuXbvSPiXt2rWjnLXx48eLcsCGWZmTtOPMBNtmwfzC0BZVwqxCpKpMvpKLljry7bhNg71qfQhEeFbVsBU8bKXRRfcACkvL7708LKOssrKtKHUwNZdNqha2GWrevrywRmyrdfVqUSdl8xGaKGPF8TegXDT0UA2+6qLTgIEAJca6+6SC1g4ZYpTnYBoYlDhfMPVCIHHbIkx4Qx9IRg0uI7yrgeXkfWJaXz+2XM4nSQwRB205wPaw38BnpSLMgC3HMRS6KQqHzlaBVA2PKCKFakpNzGgPY8RCWJ9j8H7J/Fo/X8/bt1paQeaKBUphSKVPWcZE9slK+RTr/qv5ORwFi38YWbhwIRlEgwYNIsl8FIRWjaI+ffpQ7ldil8EgpSGFR7BviId0Qg68EOLDDz8U999/v9hxxx0DhlwpYcOsHOgDFVvHZRhsy5BDdSCsdriqwZYVn6+FObqHYinKHHZMSXWyhYQe6sdiCmmsxodBjNBNvcaPzD2E6AcZZTIXkR6yXl4A3kMMxLu/TKExxnwFVebaz1dQC1i7dWwyCIFBDlYGdcncdVqXLiPDi7xnXToLZ+Vq93hQu0zOXmEQgLBEKEVC1RHhj14HSt4xdTDmCZdk9AFDWsNw04b6u1GNJD1PRDfE1H4sbLtx96/uQz8u9X/976QJ60fIe6NMcOEnRYXM3d9Aamqfaf1+3iqkUbvRBKWsaAaFKSQ/dt0u2SfJEMWYOZ6p8W7G8JS1LWoQRYlpkJkX0aJu5PEoE3mu98yNNiCjTB0oe5EWob/FWjbIPHDVkiiNmsLp84IYOHAg/d/qCXUhnPHjjz/Oyjf7/ve/X/RjefXVV8Xtt98uTjnlFLFixQrylKGe2tKlS8U111wjTj31VFFq2DArhFzyHuQy6kAml05LC8PIegiq8uZSec94yMqMW5jXzHZsSXa0hc6o2QaL+nfVRIT3QRpMejmFQBgQvvfyvihEEfcKlvc6ReOASRtAyCT0wHunlWZb3feeYUSD+oy7L8Rwq8nl9fWu3P26dSKzerVrMMJQw8B2zVrKE6O6ZQid8ZZtEwvxBES878lIk0aZJwyC88kSL6nW+yIucc8/Tiihyaum7yNsO3EnUQq5ZoVce904Vbep9p/SW9bS9reppmLZSisoJS5oUiTpUFtDaGfW91r7ZdXciutVlcuq/RoZwhUaVZGD4W4zZLWFsrfrTazo0TJZ5628R2i7XNafyJP79frZVqj2mrZj2F6Acrc5kyrP2eGHH075XAhr1BUVW0qQFgDD7LrrrqO///GPf4i+ffvSZ/fcc4+YOHFiWQyzGi4wkQByJjlHAyv2OlEDHBk6pgs9eHLoAe9InNBI1dNSiple06Anzjphn9dwpy9LIQApeKGGo9Csp7zOsnabFwJEYh9+zbs2407ZeHBnyiy83C+kluHpggGGWmWBew/3IwpJezOvtC/ktbXv4OY3wIOGcMSmJgpzbFm1mvLgIOWP//E5tl/fo4frMUNe3Lp1dNwk608H49Xv29Tsfl6mQXDFYjKwTF4x0+BW34a6rK2/M3nj9OMp9Les71+ei36d9H7P1AbqNvV9+H+2TQRkKeTZBhmm40kK9dz1NkgCbzsmr5evyKk8p3RPfFA4Int947bVdiwkOkLv40pNDvd3pLiHyautfabmCeNZYBobUMgiIhjQR3uTuzSOwPKdO4pMO1fxtgUTZ2qNS29d67GFva9mYGgk9apCUINs6623poLQCCV86623qK7YiBEjSLGxFKxbt45yzMCjjz5KoiCQ4Yfn7KOPPhLlgD1m5SSOEaF7lQIPE00RST4ApdiBrryoPM/88DPP+xa7sGWS6DPSubSHbVu1gGFwrOcDBGboYaDJMEYl7JUMNWU2XyZ+u/eJUrvMM94C94UeZgsPXFMTSdVTfTHptdUGo63r17ufkyokCku72yNPm/RyaesgRMnNi2gO1EaT50Rgmah7thQDgkofdETNflvC+ozfmd7bvE8qcX/HYcZe2Do2I9NkrJmMmqxNKv0mfmNyQCuNkrD+Lcx7Y1s+j3tM7ReKiR7ubDQolEkd/ztL/237TasKjW7NzpwOsvzPipj3VrHOhfpTTKB5yryZjh2Eg8k5r9QIyo7Ude7Upoi7foNohTFm6J8LMo6rHJbLD2fu3LlUqwy5XLgXkVe21157+YWj4bkqNttuuy3llMFzN3v2bHH22WfT5zAWy1UzrkZGsikl144sLHxNfe95JOqgcKfOEGt1zYwS+aUqLt12EPGNsmJjm00vJybPhBaGalLrUsNa6SNPkVEt0koeKhn6quYPeMupcvm4lygXzPtcHVTRy8vpIk9X04Y2NUR1xtabocXnpNDo7ds/TgyyGhrdlz6b63mAsW16rV/vG2X+uWny/n5bMfndZ+rftt9FVPvavFO2EEF9wKq/cpnsiXvMYfsweYpNyyvlGNTfXWB/Mt+zkNDLQu5nk/esmBg8Urraq2/UKqH3oVL7Cn4ZjAImEf2+r9R9vum+j0FW35ZHxInfd2MCbeNG91mBotKo54R+vr3b18NQc5DXu2qNaF25yo1CsAksMUweIFRReqtgnH3++ed+Dtq7774baxuod3bssceKUaNGic8++4w++/Of/yzmzJnjL4PvbUYWwhWh2AjP3ciRI2k70nu22267leW6pmgEWkUUY3CvdX5ZoR7SmwYvgifAEFhXfyhHhD0UHUtoXEHtlsc5SCM2ckBULkJmRK2eTV0aWV3e83yRsQUvlxwkeWGvCCv0B5m4n/CQRogiPFp+7ZqgUS+Xz5Lt1wwvmbfgG2hSeMRbXxpdZLipoiRhvyeE3uCYTeE+tvu9Uinm4FHvD9S/9faLCkHUtxs3lCmO4WA7HvUe0UO45O87KoxR/TuOkWb7LOQc1DzP4GZKGFKX1G8h5H6UkuyB9waPmmlZI7a2tHwXiQzztoSdppWs/j6Hcw9M1KnGMYwz5OxK+Xzk8jY1Ud4ujDd4yiiagsnjgiX4qkJ23nln8frrr9PfMIquvvpq8dxzz4nJkyeTYmMUyAMbM2YMSd3Du9aECV8hxMqVK8WVV17pL3fjjTdaFRZ/8IMfkPDIyy+/TPXTJPvtt5+49tprRTlgwyxpiunWVwax1llbz0tBnbAXdiBjwU2esLIVkw4beJXQaxVQUFPbMk1eM0vIS5YBri6vecfoY+WhDGAo+cvIbXpeKD9PUXq2oIoIgQ1dllo/Nr0NtRldkwGXld+on4vtXvGWx3no3rmkifR0lII4hmqSmPKtovJJor5LyljW7h1j4V3DJIKfE6kubzNK9femviGf8zBECaS+zEJc1N+6IU9M97ZLj5e1Tqe6zTDjLJ9DVcqEeAcnqh5vbKBP6pEhhtyxZcvdvs7L1ZVY61gyoaC0S1KvauSSSy7xlRlhjEEM5Nvf/rZ4+OGHxfXXXx+5/hVXXCFuuukmccstt5CSomTPPfcUr7zySuzj6NevH3nHEE4p2X333cUOO+wgygHnmBWLMsddtz2wlP8jHjypGxyUIrzR9tA37bfc4ZaGnDI5sFEHOwEBEN0wosFQWw6ivl16q+Zu4c5Zs9bNASOjbGP2INUWcqWHpXnvXXUwi0fPVAdK/d9wvFmfh3gZCwrHqsVcCtM9kot3w9RmSfyONGPful1tosfmYc7arn7clns5qXOoWPTfmiF8Mat/ipLTzyd6wRaBEYGfC+sraVoUR9V9JH3dkuyv4u5SqTXpl9bxzqtljRsarh+bL/SR1P3P1Dzwdqm5XgsWLBBfffWV6Nmzp6/MGAbCHUePHp31OYpHQ/q+UqmBKaISYQqlSVvHZTmewIxlGo45ziC8HKTAKDPNXKr5GqHeANUzJY0khA0qXlaStIfsPeqIyVwzvNq1iYfEbhPbIFnxXgS/zp5VN4Wd2QZ21pCoAsNjfa9q2n7T5ciLCTv/uB7PXNrQFnaYi8Fo8uqG7c8UqhnmtbWFOMbxKur7StP9FQfLOdpUGvXcslByaYs41yruftRr4l3H1HjM5f9J3CdqCLrpN6r0fVn9X6Xdp+WiNcFXjbDZZpvFMsqkp+v999/P+hz5ZXFCIdNKika9FUzc3IM0kEtSfDkptnGb1utjuVY2YyTLmJECL5a2CwyIVE+CfPAir8CrFVbf2ZWnrx/QlyTrs8IYTccbhT4Dqw3a1Pf6cfqewCivhzrorTbPRjGPJRdjolT9h82o0//Xc8hMYZj6/zajUd+mim17+rJy8sGU32YzJtN0n+VCzH46ssaZqU2LcBxZq+my7/o1UQWxinGNTBMBaVGSTNtkVIXBoYzFZfz48eKss84SL7zwAhlzEA+58847ScyjHPXHkoJDGYsUzpFad7/poZe2Y9TbLcl2NG0rjSFqiofMFgKUZby0fRH83HtvnaVW1pUCHUj2rmtoEM769UJ4NWt8b1uUZyLq/teMs7ilGrK8uto5GyWz03RNi9HfxLl3TWF5+vuI61R2AyLqPHP9PN91bX2H6Tht96RcLir8Lo3PD52oyZ8Q8Q/DQmU9X6PnqCQ7bk3/RGIxn8kMkycXXXQR5ahBqAP1yBDW2L59ezLMfv7zn1dsu7JhVmzjLK2keRCgDuoTNsrcAYJS/03uL00YHsKm2WaTdHIgoV2GK4YZPXpbewVGCU/sg4y1sEGmTpzrphgFJoGAtsUs3rGwmdx8Z9wriVx+G1EDqrDwpCiDr1gTJmn36Id5MvIYwAbyK9McLmbycEWuEtLv6J+Z/i4FcSY2iv2MVPth/bjKPXmYxnuxEkhKUTFl6f9pIZPJiIsvvlicf/75FNK4Zs0aMWTIENGlSxdRybBhlhRRs59pJ23HW4zBSS7GRSkxPJD1GWa1/o9KIARQl0JWwg71wVHge2/fsvaZKmtPYh/FvDcMEwTqOenetLbV6uJ5fJKg3JMW+QzKcm0T2/Lq58VsB5uxqB5HWtENMZsXLfBR9n2dVcA9jZ79sPvHukqM/OVS3GNR6Pe6elyl2G+UUcZUHlBTTEJRsUpVGZOiXbt2ZJBVC/yLTwrZsXJMdvJU64NJffiHGGXy7yivmXGAp6wfNYPtKzGqRnEhA5N8rpsh7DJLYlvdvh7SVwzKOVCMk38Stn6c7QPFY2pdz2Q8JdHu+j71a2ozUtLYL9ieAd57eS+b5OGNRlnUNUkLMY2uQM3IkHYqWz6V+rfeDxZzUiLsfFPoQbWWN2EYpmDYY8akm3J7K4qFJVTTlmMV5imT78PWz9o+5KE9D5lxoCS9i4W0f76hqL5xFu5pCOyj2si33W2hZqb7TW27sLyzOHmFxfKW2Y6jEvoEpX0D9QINx271KlWC18QywWQi1CMYXNAc3lpKD1Yp0L1ltt9kvn1pkSikflwtkYGmTALOriS2wVQObJgx5SXsYZOiB1HimB7A+gBNG+SoQhl6kVa5bJQMtbp8IJQx7DjzIYkBtD4o09qgau8NEOfcwkIVw0KyTAZOmHEUZuCV8jdaidfbP2bPMFNyPrOX0dDD2tJknNmM5Kj7zMvzlfUWrQP8chonxd6+6Tekfyf/LuVxMcnDoYxMHqSop2dqjrgCEdWCOtiIOneDUSb/zwrrs+SweAsVZjAVI1Qt33W9wZnRKKu2e6UUIVr5biup8NFc1y+nYVLgvrPCFU0GtP47UUPo0mSUxbkPbOGn3u83yrMf6qFNW1vExdTv6+/l+dnyzhiGqXoq6hf/r3/9S4wcOVJ07NiRKoOPHTs28P3HH38sDjnkENGpUyfRp08fUmpphrIck04MHpGqRn3I5jk4jiU7rYaa6O0at52TzGtB2GShOQm2WXnTeya7bWy5Snqenmk503pJ592E5ZWloW8o9DxVT5keShp2fiZDLS2YzsM26aR5zwKTSrY2MG3D9HklYfJk6+cV5u1mKopMa3IvpnaomFDGe+65h4rJXXnllWLfffclg+utt97yv29paSGjDJXAn3/+ebFo0SJx/PHHi8bGRlqHqQCqOXQxzmAzYnY0dJY5IsxHV2nMOoa4eT6lzkmo5vuhWJgGdLqHwzYING1HXz/K0xv3mpmOLyzEK9ftp40IQ8z/fdsmU9I+UM8l+sF039nuW5Vy5Z0VQpTRGXY+lXB+jB0OZWSq1TCDEYbq3tOnTxcnnnii/7kqj/noo4+Kd955Rzz++OOib9++YtiwYWLKlCniwgsvFJMmTSI5TRNNTU30kqxatarIZ1Pj2B401f7wMYWsyM9Nyyi5GHJAZzTKbNvU2jNgGKlhMnGo9mtTiYQN2ExGmD7ozdWA0icVTOtGeUri7Ef93/RdpZDjgDpLcdXU5mkml9Bo24SB/j6OZzxiQqqsmCZAosh1eYZhqo6U9/Yur7zyivjss89EXV2d2G233UT//v3FQQcdFPCYzZ07V+yyyy5klEnGjBlDhtbbb79t3fa0adNE9+7d/deWW25Z9POpWcIGdLUYtmkz1vy3beqJodszfRfmAeGHfuWTi9cqzu8rakAY5sEy7TPqOKM8dJWOKbxPnRBRJkaspSBMRlm1/HbDQmuTaOs0wEYW4yT4YmqGlPRg4fzvf/+j/+H5uuSSS8RDDz1EOWbf+c53xFdffUXfLV68OGCUAfke39mYMGGCWLlypf/65JNPinouNUvUDH+1YhrM6n9HDGCz5OHjPPBNy8XJaUkDUQMsrx6SfFUt+V4r9TqbPFiqF83U1vq9o36vGhdhHoE4xx21TCUPbHPImYI32/obVydTKqUdbEa3LSTTdG65nqu+DZNRHHWcldA3VhLcliLjOIm9mNqhrL3QRRddJDKZTOhrwYIForXV7XAvvvhiceSRR4rhw4eLmTNn0vd33313QcfQvn170a1bt8CLKQKVMqgoFmGGmG1Q6w02aEbdNjCLO7jVZ+zTjOZR0I0xfzDrvaqWXK6TyTOTyzYtxkCW4ZtUaF3ckMe036sqNuNWXybqt6gbE+Vsg6QH17kYYEnvO8pQq4S+Me3E6YMYhklvjtm5554rTjjhhNBlBg0aREIeek4ZDCp8ByVGANGPF198MbDuF1984X/HVBmV0PHrM8T6Z1HHr8yoFzxwTXtbRSELXtcCUfeG6fso72kYIdsKFCA3LZOkQWXLh6sUwnKgwpbJdZulJNf7UF1HvZ665zVsMirOvsOON2wSTA8RrYTnSCWhtn/cqJBqhsU/mEozzHr37k2vKOAhgyH27rvvir322os+27Rpk/jwww/FwIED6f2oUaPE1KlTxZIlS0gqHzz22GPkAVMNOqZKSFsnbxp82QaZNuMsatDC1AZxBqem+80UIha2fZu3Jq4XIxcPQ5gxacunqkSizlO+N12rSjNIczH4w4xT3SBP6tj0ftYWSskkix7mXMsgAjGJZuBIxpqiIp6CMK5OOeUUcdlll5H6Igy0U089lb774Q9/SP8fcMABZIAdd9xx4vXXXxezZ8+mfLTTTz+djDqGKRpqWJJpZjjMu2GbXdThh1ztYbsnosIRcx3g6uFHESFfWQqCcYjpHfaXrdT7PcpzqV+fOKGNlY7aN5oMcJsBV8j+4myXc8qKRzXexxXEM888Iw499FAxYMAASvm5//77A987jiMmTpxIQnqoC7z//vuL9957L7AM9BuOOeYYGn/36NGDFNHXrFkTWOaNN94Q3/72t0WHDh1IOO/qq68uyflVOxVhmAFI5R999NFkeH3zm98UH330kXjyySdJBATU19eTKAj+h/fs2GOPpTpmkydPLvehM9VI2GA21wGWzYgzzbAztUOceyhurlau+wsLb5QlHJI0NKO8fJWOydBVz7lazxvEFd8wtUM+/Z6pLza9GKZKxT/Wrl0rhg4dKmbMmGH8HgbU9ddfL2666SbxwgsviM6dO5OK+YYNG/xlYJRB0RyRZxhbw9g7+eST/e+heA6HCKLW5s2bR2N0CPTdfPPNBbQYAzIOTGcmcLNBNv874jDRkGnklmGiiRMaYwpbzNV448EEY7rnTANc0/1i+0xfN9f7MG5OXKG/gUr63XN+TfVcZya1NDubxNPiAVLUTpNwmxxH7jvsItFQX3jEVnNLk3jytavyOk94zO677z4xduxYeo8hPzxp0Hg477zz6DNsFyrmt912GzlA5s+fTxFoL730khgxYgQtM2vWLHHwwQeLTz/9lNa/8cYbSZAPqueyTjAE/eCdg2gfkz88Dc8w+ZKrcloliwAw5UENdTV5AnRva5jnKeSz2OGJcberHr+eR1UNOT76Odi8P+ydyT10m6MDGMZq8KmvpqamnFtq4cKFZEwhfFECI3LkyJFUDxjgf4QvSqMMYHnUEoaHTS4zevRo3ygD8Loh1Wj58uV8BQuADTOGyZdcBpaFDkJ5sFJ72DxN8jtTrlLYMurnGnmFJ8a9J6OOoRLvbd3gqmQjs1ToRrqNUrdlJd5/TGWpMibxEoLyuGBEyde0adNyPiRZ19dU91d+h/+liJ6koaFBbLbZZoFl8qkdzKRclZFhKj68plTGmUnBjqkObNc0TLwg6n6wKQDqBlGYRycpz5ZqXJrU8vh+rm6qwUPKMPmAWz6T0HaEEJ988kkglJGF7aoTnipiaotqGSTwLG91Y1L2jAqNsykb2tQaTWF4uYTb5iJOonuXbEI3TLrJ5zrZ7r+0UOnPAqZmgFGmvvIxzGRdX1nnV4L38jv8j9JTKs3NzaTUqC5j2oa6DyY/UtpTMkyRqPSHsC20jalcwrxlUZLeUeF0ttwn3QAzTVjY9lsMmXG+nyuDQtQ4+RozNUa5VBnD2GabbchweuKJJ/zPkK+G3DEomgP8v2LFClJblEAFvbW1lXLR5DJQakRNYQkUHAcPHuyrpTP5wYYZw1QauogCUz6KdQ10qW/5WUh9sdjbjbNuWJhhUrLmTG3ABhlTqyScYxYX1Bt77bXX6CUFP/D3xx9/TCqNv/jFL8QVV1wh/vnPf4o333yTSktBaVEqN+64447iwAMPFOPHjxcvvviieO6558QZZ5xBio1YDvzkJz8h4Q/UN4Os/l133SV++9vfinPOOacIDVlbcI4Zw1R6/pG6HHvTqmPQGeW5isorMy0XJnOv3zu5qowyTDXB/ShTwbz88stin3328d9LY2ncuHEkiX/BBRdQrTPUJYNnbK+99iI5fBSKltx5551kjO23336kxnjkkUdS7TMJxEceffRRcfrpp4vhw4eLXr16UdFqtdYZkx9cx0yD65gxBVOILH4u2w/LG2Jq616KqqmV730Rtq5NMp7vQYZhSkDa65jtN+S8xOqYPfHOr1N3nkxxYI8ZwyRJKTxXtu3ygLi6UO8hUwhi3OtdzPvQVFeNDTSGYZi8whDNfW1yOWZM+mHDjGGSJJdQsCT3x2Fl6aNQ4zyseHGprneuyow8OcAwDMMwecOGGcNUAzwgTh/55GnFNbp0JUW+/kwcOHeKYSq2jhlTG7BhxjAMUy5MYa9RnrJi5zBWG2yMtMH3C8OUrutJSOo+Sbl8Jv2wYcYwDFNO4oajcu5WYe3LMAzDMCmHDTOGYZg0YJLIN33GHiCGYZj0w+IfTB6wYcYwDFNscjWmwrxo7AFiGIZJP60O4hCT2Q5TM7BhxjAMU2zCijvL96bl2AhjGIZhmJqBDTOGYZhSwwYYwzBMdcOhjEwesGHGMAxTqvBFzg9jGIapERIqMI3tMDVDiaqUMgzD1BimMEQOTWQYhmEYxgJ7zBiGYQohzAvGHjKGYZjahEMZmTxgw4xhGKYQwrxg7CFjGIapTUhNkVUZmdzgUMY4RBV+ZRimcPh3xjAMwzBMDcMeszjwrDfD1NbvjEMQGYZh0oXaL9NEHt6L9IJjTeK5lqZnI1N02DBjGIYpxYPQVquMYRiGiUbtO5MyeooJ55gxecCGWdzQqrR3AAxTi1SSZ6tSjpNhGIZhmLLAhlkYPJBimHQbY/wbZRiGYdIIi38wecCqFgzDVBZsjDEMwzAMU4Wwx4xhmPRQSaGJDMMwDGODc8yYPGDDLE3woJSpddgoYxiGYaoBKmOWgGxkmpUnmcRhwyzNg1IWH2EYhmEYhmGYmoANs7TBwgYMwzAMwzCVDYcyMtUs/vHf//5XHHbYYaJXr16iW7duYq+99hJPPfVUYJmPP/5YHHLIIaJTp06iT58+4vzzzxfNzc2i4rxmqqeMYRiGYRiGqSxaW5N7MTVDxVgA3/ve98jIevLJJ8W8efPE0KFD6bPFixfT9y0tLWSUbdy4UTz//PPiT3/6k7jtttvExIkTRcXBeTYMwzAMwzAMU1NUhGG2dOlS8d5774mLLrpI7LrrrmK77bYTV111lVi3bp146623aJlHH31UvPPOO+KOO+4Qw4YNEwcddJCYMmWKmDFjBhlrDMMwDMMwDFPSUMYkXkzNUBGG2eabby4GDx4sbr/9drF27VrynP3+97+ncMXhw4fTMnPnzhW77LKL6Nu3r7/emDFjxKpVq8Tbb79t3XZTUxMto74YhmEYhmEYJm/YMGOqVfwjk8mIxx9/XIwdO1Z07dpV1NXVkVE2a9Ys0bNnT1oGIY2qUQbkexnuaGLatGni8ssvFzUHS/MzDMMwDMMwTGooq8cMoYkwusJeCxYsEI7jiNNPP52MsWeffVa8+OKLZKQdeuihYtGiRQUdw4QJE8TKlSv91yeffCJqAs5jYxiGYRiGKQ6tTnIvpmYoq8fs3HPPFSeccELoMoMGDSLBj4ceekgsX76cFBnBDTfcIB577DES+YCB169fPzLYVL744gv6H9/ZaN++Pb0YhmEYhmEYJgkcp5VeSWyHqR3Kapj17t2bXlFA5AMghFEF71s9GdFRo0aJqVOniiVLlpBnDcBwgyE3ZMiQohw/wzAMwzAMwzBMzYh/wOhCLtm4cePE66+/TjXNUKNs4cKFJJEPDjjgADLAjjvuOFpm9uzZ4pJLLqEQSPaIMQzDMAzDMCUV/0gijJFVGWuKijDMUFQaQh9r1qwR++67rxgxYoSYM2eOeOCBB6ieGaivr6dwR/wPQ+7YY48Vxx9/vJg8eXK5D59hGIZhGIapJViVkalWVUYAYwxesDAGDhwoHn744ZIdE8MwDMMwDMMwTE0ZZgzDMAzDMAxTEUADIZOAcAeLf9QUbJgxDMMwDMMwTJJQblgCUvecY1ZTVESOGcMwDMMwDMMwTDXDHjOGYRiGYRiGSRCntVU4CYQych2z2oINM4ZhGIZhGIZJEg5lZPKAQxkZhmEYhmEYhmHKDHvMGIZhGIZhGCZJUBw6w+IfTG6wYcYwDMMwDMMwiYcyJiGXn4Bxx1QMHMrIMAzDMAzDMAxTZthjxjAMwzAMwzAJ4rQ6wkkglNFhj1lNwYYZwzAMwzAMwySJ05pQKGMC22AqBg5lZBiGYRiGYZgqYcaMGWLrrbcWHTp0ECNHjhQvvvhiuQ+JiQkbZgzDMAzDMAyTdChjQq9cuOuuu8Q555wjLrvsMvHKK6+IoUOHijFjxoglS5bw9a0A2DBjGIZhGIZhmCRBCGJSrxy45pprxPjx48VPf/pTMWTIEHHTTTeJTp06iVtvvZWvbwXAOWaWJMtmsUkIVihlGIZhGIZJHTROS7E4RlLjSHmeq1atCnzevn17eqls3LhRzJs3T0yYMMH/rK6uTuy///5i7ty5hR8MU3TYMNNYvXo1/T9HPFz81mcYhmEYhmEKGrd17949NS3Yrl070a9fPzFncXLjyC5duogtt9wy8BlCFSdNmhT4bOnSpaKlpUX07ds38DneL1iwILHjYYoHG2YaAwYMEJ988ono2rWryGQyopLB7Ap+yDifbt26lftwqgZuV27bSoPvWW7XSoLvV27XOMBTBqMM47Y0AcGNhQsXkvcqyXPVx6S6t4ypDtgw04DL92tf+5qoJmCUsWHG7VpJ8D3L7VpJ8P3K7VpJVNP9miZPmW6c4VVqevXqJerr68UXX3wR+Bzv4cVj0g+LfzAMwzAMwzBMhYMwyuHDh4snnnjC/6y1tZXejxo1qqzHxsSDPWYMwzAMwzAMUwVAKn/cuHFixIgRYvfddxfXXXedWLt2Lak0MumHDbMqBvHHSA7lOGRu10qB71lu10qC71du10qC79fa4KijjhJffvmlmDhxoli8eLEYNmyYmDVrVpYgCJNOMk5adUYZhmEYhmEYhmFqBM4xYxiGYRiGYRiGKTNsmDEMwzAMwzAMw5QZNswYhmEYhmEYhmHKDBtmDMMwDMMwDMMwZYYNsyph6tSpYo899hCdOnUSPXr0MC6DqvH6629/+1tgmaefflp84xvfIPWmbbfdVtx2222ilonTrh9//LE45JBDaJk+ffqI888/XzQ3NweW4XYNZ+utt866N6+66qrAMm+88Yb49re/TUU7t9xyS3H11VcXfH1rgRkzZlD7ot1GjhwpXnzxxXIfUkUxadKkrHtzhx128L/fsGGDOP3008Xmm28uunTpIo488sis4q6MEM8884w49NBDxYABA6gN77///kCzQIcMKnL9+/cXHTt2FPvvv7947733Ast89dVX4phjjqHiyOiPTzzxRLFmzZqabt6odj3hhBOy7t8DDzwwsAy3K8OkBzbMqoSNGzeKH/7wh+LUU08NXW7mzJli0aJF/mvs2LH+dwsXLiQDY5999hGvvfaa+MUvfiFOOukkMXv2bFGrRLVrS0sLtRmWe/7558Wf/vQnMmYxwJBwu8Zj8uTJgXvz5z//uf/dqlWrxAEHHCAGDhwo5s2bJ6ZPn04D5ptvvrnga1zN3HXXXVTTBmUzXnnlFTF06FAxZswYsWTJknIfWkWx0047Be7NOXPm+N+dffbZ4sEHHxR33323+Pe//y0+//xzccQRR5T1eNMI6ijh/sNEgQlMtFx//fXipptuEi+88ILo3Lkz3aswfCUwyt5++23x2GOPiYceeoiMkpNPPlnUMlHtCmCIqffvX//618D33K4MkyIgl89UDzNnznS6d+9u/A6X+7777rOue8EFFzg77bRT4LOjjjrKGTNmjFPr2Nr14Ycfdurq6pzFixf7n914441Ot27dnKamJnrP7RrNwIEDnWuvvdb6/Q033OD07NnTb1Nw4YUXOoMHD875WtYSu+++u3P66af771taWpwBAwY406ZNK+txVRKXXXaZM3ToUON3K1ascBobG527777b/2z+/PnU186dO7eER1lZ6M+i1tZWp1+/fs706dMDbdu+fXvnr3/9K71/5513aL2XXnrJX+aRRx5xMpmM89lnn5X4DNKJ6Rk/btw457DDDrOuw+3KMOmCPWY1BkJuevXqRdXgb731VgofkcydO5fCR1QwY4nPGTNom1122SVQuBFtBg8PZna5XeOD0EWEg+22227kEVPDQdHOo0ePFu3atQu087vvviuWL1/Ot6cBeHHhXVR/03V1dfSef9O5gZA6hIoNGjSIvAsIXwZo302bNgXaGGGOW221FbdxDiCqAIVw1Xbs3r07hd7KexX/I3xxxIgR/jJYHvc0PGyMHYTSI8x+8ODBFP2xbNky/ztuV4ZJFw3lPgCmtKFi++67L+VCPfroo+K0006j+PwzzzyTvseDUa8Mj/cwMtavX09x/0wQW5vJ77hd44F7ELmNm222GYWETpgwgUJurrnmGr8Nt9lmG2s79+zZk29NjaVLl1Koren+XLBgAbdXTGAcIDwZg1rck5dffjnlOr711lt072GyQM8/RRvL3z8TjWwr072q9qMwLlQaGhqoz+C2FqFhjAitRf/5wQcfiF/+8pfioIMOIoOsvr6e25VhUgYbZinmoosuEr/61a9Cl5k/f34gET2MSy+91P8bXgnEpsMzIQ2zWiHpdmUKb2fkQUl23XVXGuz+7Gc/E9OmTSMhGoYpFxjEqvcmDDXkOv7973/nySom9Rx99NH+34juwD389a9/nbxo++23X1mPjWGYbNgwSzHnnnsuKSqFgdCafMEAY8qUKaKpqYkGv/369ctSE8N7KGBVk7csyXZFm+kqd7IN8Z38vxbaNcl2xr2JUMYPP/yQPBW2NlTbmQmCkGXMiJvajdssf+Ad23777cX7778vvvvd71LI6IoVKwJeM27j3JD3I9oNqoxqOw4bNsxfRhetQR8BRUG+n+ODPhd9A+5fGGbcrgyTLtgwSzG9e/emV7GA8iJCwKRHYtSoUeLhhx8OLAP1K3xeTSTZrmgbSOpjwCDDbNBmMLqGDBlSU+2aZDvj3kTuiGxTtNXFF19M+TyNjY1+G8Jo4zBGM/A6Dh8+XDzxxBO++mprayu9P+OMM/K8qgzCvxESdtxxx1H74n5Em0ImHyDvETlo1f77ThKE2cFAQDtKQwwh9Mgdk4q4aE8YwMjrQ7uDJ598ku5pTOQw8fj0008px0wawNyuDJMyyq0+wiTDRx995Lz66qvO5Zdf7nTp0oX+xmv16tX0/T//+U/nlltucd58803nvffeI5W7Tp06ORMnTvS38b///Y8+O//880lZbMaMGU59fb0za9asmr1MUe3a3Nzs7Lzzzs4BBxzgvPbaa9RWvXv3diZMmOBvg9s1nOeff54UGdF+H3zwgXPHHXdQGx5//PEBhba+ffs6xx13nPPWW285f/vb3+he/f3vf1+0a18NoJ2gbHfbbbeR+trJJ5/s9OjRI6AiyoRz7rnnOk8//bSzcOFC57nnnnP2339/p1evXs6SJUvo+1NOOcXZaqutnCeffNJ5+eWXnVGjRtGLCYI+U/afGHpcc8019Df6WHDVVVfRvfnAAw84b7zxBikJbrPNNs769ev9bRx44IHObrvt5rzwwgvOnDlznO2228758Y9/XNNNHdau+O68884jhVDcv48//rjzjW98g9ptw4YN/ja4XRkmPbBhViVAEhedsv566qmnfFnhYcOGkXHRuXNnkn++6aabSD5bBctjuXbt2jmDBg0imfhaJqpdwYcffugcdNBBTseOHWnAhoHcpk2bAtvhdrUzb948Z+TIkVSOoEOHDs6OO+7oXHnllYGBA3j99dedvfbaiwyNLbbYggZyTDS/+93vyHDAbxry+f/5z3+42XIAJUP69+9P7Yf7Du/ff/99/3sYDqeddhqVc8BkweGHH+4sWrSI21gDfaCpL0UfKyXzL730UpqAwW98v/32c959993ANpYtW0aGGJ5jKEny05/+1J8kq1XC2nXdunU0aYiJLpR1QFmS8ePHZ03McLsyTHrI4J9ye+0YhmEYhmEYhmFqGa5jxjAMwzAMwzAMU2bYMGMYhmEYhmEYhikzbJgxDMMwDMMwDMOUGTbMGIZhGIZhGIZhygwbZgzDMAzDMAzDMGWGDTOGYRiGYRiGYZgyw4YZwzAMwzAMwzBMmWHDjGEYhmEYhmEYpsywYcYwTKr4zne+I37xi19U1X5POOEEMXbs2IK2sfXWW4tMJkOvFStWWJe77bbbRI8ePQraFxN+LeV1uP/++7mpGIZhmMRgw4xhGEYIce+994opU6YEDKHrrrsuVW0zefJksWjRItG9e/dyH0rV8/TTTxuN4N/+9rd0DRiGYRgmaRoS3yLDMEwFstlmm4m007VrV9GvXz+RBjZt2iQaGxtFrQGjmA1jhmEYphiwx4xhmFSzfPlycfzxx4uePXuKTp06iYMOOki89957WaF7s2fPFjvuuKPo0qWLOPDAAwNejebmZnHmmWfScptvvrm48MILxbhx4wLhhWooI/7+6KOPxNlnn+2HrYFJkyaJYcOGBY4PXjV41yQtLS3inHPO8fd1wQUXCMdxAuu0traKadOmiW222UZ07NhRDB06VPzjH//Iq31w/ltttRW1zeGHHy6WLVuWtcwDDzwgvvGNb4gOHTqIQYMGicsvv5zaRLJgwQKx11570fdDhgwRjz/+eCBU78MPP6T3d911l9h7771puTvvvJO++8Mf/kDtjs922GEHccMNNwT2/cknn4gf/ehH1B4wfg877DDanuqZ2n333UXnzp1pmT333JPaPg5R53XNNdeIXXbZhba95ZZbitNOO02sWbPG/x77OfTQQ+newjI77bSTePjhh+n49tlnH1oG3+HcEcLIMAzDMMWEDTOGYVINBsQvv/yy+Oc//ynmzp1LRs7BBx9MHhvJunXrxK9//Wvx5z//WTzzzDPi448/Fuedd57//a9+9SsyJGbOnCmee+45sWrVqtD8IIQ1fu1rX/NDB3MJXfvNb35DxtKtt94q5syZI7766itx3333BZaBUXb77beLm266Sbz99ttkAB577LHi3//+d05t88ILL4gTTzxRnHHGGeK1114jY+KKK64ILPPss8+SYXvWWWeJd955R/z+97+n45s6dapvSMJAhWGH7d18883i4osvNu7voosuou3Mnz9fjBkzhtp04sSJtC18duWVV4pLL71U/OlPf6LlcY2wHDx9OA60vTScN27cSEYU9g1j74033qDre/LJJ/uGcBhR5wXq6urE9ddfT22MY3ryySfJUJacfvrpoqmpie6ZN998k+4THB+MuHvuuYeWeffdd+n6I4SRYRiGYYqKwzAMkyL23ntv56yzzqK///vf/8LV5Dz33HP+90uXLnU6duzo/P3vf6f3M2fOpGXef/99f5kZM2Y4ffv29d/j7+nTp/vvm5ubna222so57LDDjPsFAwcOdK699trAsV122WXO0KFDA59hGSwr6d+/v3P11Vf77zdt2uR87Wtf8/e1YcMGp1OnTs7zzz8f2M6JJ57o/PjHP7a2i+l4sPzBBx8c+Oyoo45yunfv7r/fb7/9nCuvvDKwzJ///Gc6TvDII484DQ0NzqJFi/zvH3vsMWrT++67j94vXLiQ3l933XWB7Xz96193/vKXvwQ+mzJlijNq1Ch/P4MHD3ZaW1v975uamuj6zZ4921m2bBlt9+mnn3ZyJeq8TNx9993O5ptv7r/fZZddnEmTJhmXfeqpp+jYli9fbvxebR+GYRiGSQLOMWMYJrXAC9PQ0CBGjhzpf4bwwMGDB9N3Enh7vv71r/vv+/fvL5YsWUJ/r1y5UnzxxRcULiepr68Xw4cPp5DCJMG+4F1RjxfHP2LECD+c8f333ycP33e/+93AuvAg7bbbbjntD22A8EWVUaNGiVmzZvnvX3/9dfJUqZ4keMk2bNhAxwGPEDxEau6a2lYqOA/J2rVrxQcffEAeu/Hjx/ufwwsmc7Cwb5wvPGYq2DfWPeCAA8gjCq8a2mP//fensEdcvyiizgv3BEIy4Z1EqCa8pDg29XuEt5566qni0UcfpX0feeSRYtddd43cN8MwDMMUAzbMGIapeHQRCoTC6XldSYDQOH27akhlHGSO07/+9S+xxRZbBL5r3759AkeZvT/kXh1xxBFZ3yE3KxeQh6VuF9xyyy0BQ1QavnIZGMAyH02ld+/e9D/CS2EgwZhEDtsll1wiHnvsMfGtb32roPNCntj3vvc9MrxgvCG/DaGlMCRhBMMwO+mkk8goxLWAcQYjDqGoP//5z3NqF4ZhGIZJAjbMGIZJLRCVgJcDuU977LEHfQZxC3h5IFIRB3hv+vbtK1566SUxevRo37PyyiuvZAl5qLRr146W042JxYsXk3Em86CQ26XuC94eHK/cF45/3rx5JFIBcNwwwJAHh9yqQtsH+1L5z3/+E3iP/aK9tt12W+M24H2EQAe8imgngLaKAssOGDBA/O9//xPHHHOMcRnsG8ZWnz59RLdu3azbgqcQrwkTJpDH7y9/+UukYRZ1XmhzeERhaMGgBn//+9+zloO38JRTTqEX9g9DE4YZrj/Q7wGGYRiGKRZsmDEMk1q22247UvFDqBzEHRASBwEKeJrweVww0IY3BIN4KAf+7ne/I7XHMJEJKC1CFOLoo48mQ6pXr16k1vjll1+Kq6++WvzgBz8gL88jjzwSMDogRnHVVVfRsWNfUAZUa2HhHCBMAsEPGA5QQ0QIJMLysB2oRcYFniaoGEL4BO0BZUo1jBFAnAOeIyg34phhpCAM8K233iKhEIQQIgwU+8V5rV69mrxWIEqEAx4rHAMMUgh6QEgDQi1oWyhTwmCbPn06HRuEVCCoAiVEiKtAhAPeRoiNfP/73ycjD4YWFDch6hFF1HnhWmP7uNZQXkT7QmxFBSqcUPncfvvt6ZifeuopMnbBwIED6fwfeughEpuBeiaEQRiGYRimaCSSqcYwDJMQugjHV1995Rx33HEkaAHRiDFjxpAoiATiH6rYBYAog9q9QYDjjDPOcLp16+b07NnTufDCC50f/vCHztFHH23d79y5c51dd93Vad++fWBbN954o7Pllls6nTt3do4//nhn6tSpAfEP7Avbwb569OjhnHPOObScKjQCMQwIaUAYo7Gx0enduzed17///e+cxD/AH//4RxIXQdsceuihzq9//eus9pg1a5azxx570DI4rt133925+eab/e/nz5/v7Lnnnk67du2cHXbYwXnwwQfpnLGeKv7x6quvZu3/zjvvdIYNG0brom1Hjx7t3Hvvvf73EBXB+ffq1YvactCgQc748eOdlStXOosXL3bGjh1Lgh1YH+c4ceJEp6WlxdoOuZzXNddcQ9uW983tt98eEPTAPQEBExwXrgHuM4jLSCZPnuz069fPyWQyzrhx4wL7ZvEPhmEYJmky+Kd4Zh/DMEz6gKcKnhEITUyZMkVUAvDgwcMja60VE3iX4MmDcIcqqsK0AW8ayiCotfAYhmEYphC4jhnDMFUPwueQO/Tf//6X6lVBEGLhwoXiJz/5iagkUBgb4XQIfUwSGBgQ3IBgBpQMUUsMIZJslGWDXDQOaWQYhmGKAXvMGIapeiBugVwx5B8hSGDnnXemPDAp0FEpxqVUgBw0aJAvaJEEKHaNvCwIkiCXDtLxEM1AaYJysdNOO9E5m0C+oU1wpNigDAOk9wGEXlSlSoZhGIYpBDbMGIZhmFQboiZFSL02GsMwDMNUOmyYMQzDMAzDMAzDlBnOMWMYhmEYhmEYhikzbJgxDMMwDMMwDMOUGTbMGIZhGIZhGIZhygwbZgzDMAzDMAzDMGWGDTOGYRiGYRiGYZgyw4YZwzAMwzAMwzBMmWHDjGEYhmEYhmEYRpSX/wcqtkLtPLFY7gAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "import fsspec\n", "import xarray as xr\n", @@ -117,7 +146,7 @@ ], "metadata": { "kernelspec": { - "display_name": ".venv", + "display_name": "PlanetaryComputerExamples", "language": "python", "name": "python3" }, @@ -131,7 +160,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.13.11" + "version": "3.13.2" } }, "nbformat": 4, diff --git a/datasets/met-office/met-office-uk-deterministic-height.ipynb b/datasets/met-office/met-office-uk-deterministic-height.ipynb index f248922..28eb133 100644 --- a/datasets/met-office/met-office-uk-deterministic-height.ipynb +++ b/datasets/met-office/met-office-uk-deterministic-height.ipynb @@ -18,7 +18,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 13, "id": "4bafd899", "metadata": {}, "outputs": [], @@ -42,25 +42,25 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 14, "id": "8f95ecac", "metadata": {}, "outputs": [], "source": [ "collections = [\"met-office-uk-deterministic-height\"]\n", "asset_id = \"wind_speed_on_height_levels\"\n", - "datacube_extension_filters = {\n", + "forecast_extension_filters = {\n", " \"op\": \"and\",\n", " \"args\": [\n", " {\n", " \"op\": \"=\",\n", - " \"args\": [ { \"property\": \"forecast:reference_datetime\" }, \"2025-12-05T18:00:00Z\" ]\n", + " \"args\": [\n", + " {\"property\": \"forecast:reference_datetime\"},\n", + " \"2026-01-21T15:00:00Z\",\n", + " ],\n", " },\n", - " {\n", - " \"op\": \"=\",\n", - " \"args\": [ { \"property\": \"forecast:horizon\" }, \"PT0032H00M\" ]\n", - " }\n", - " ]\n", + " {\"op\": \"=\", \"args\": [{\"property\": \"forecast:horizon\"}, \"PT0072H00M\"]},\n", + " ],\n", "}" ] }, @@ -74,15 +74,13 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 15, "id": "edb71afa", "metadata": {}, "outputs": [], "source": [ "search = catalog.search(\n", - " collections=collections,\n", - " filter_lang= \"cql2-json\",\n", - " filter=datacube_extension_filters\n", + " collections=collections, filter_lang=\"cql2-json\", filter=forecast_extension_filters\n", ")\n", "\n", "items = search.item_collection()\n", @@ -99,10 +97,45 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 16, "id": "45613dda", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/yp/d6xvrkd943dgvqg5s9cpymc40000gn/T/ipykernel_62252/3941445104.py:5: FutureWarning: In a future version, xarray will not decode the variable 'forecast_period' into a timedelta64 dtype based on the presence of a timedelta-like 'units' attribute by default. Instead it will rely on the presence of a timedelta64 'dtype' attribute, which is now xarray's default way of encoding timedelta64 values.\n", + "To continue decoding into a timedelta64 dtype, either set `decode_timedelta=True` when opening this dataset, or add the attribute `dtype='timedelta64[ns]'` to this variable on disk.\n", + "To opt-in to future behavior, set `decode_timedelta=False`.\n", + " example_netcdf = xr.open_dataset(fsspec.open(asset_url, expand=True).open())\n" + ] + }, + { + "data": { + "text/plain": [ + "(array([ 9484810., 13163555., 16411390., 13364060., 2963926., 661696.,\n", + " 293995., 141227., 69532., 47249.]),\n", + " array([ 0. , 4.78125, 9.5625 , 14.34375, 19.125 , 23.90625,\n", + " 28.6875 , 33.46875, 38.25 , 43.03125, 47.8125 ]),\n", + " )" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "import fsspec\n", "import xarray as xr\n", @@ -116,7 +149,7 @@ ], "metadata": { "kernelspec": { - "display_name": ".venv", + "display_name": "PlanetaryComputerExamples", "language": "python", "name": "python3" }, @@ -130,7 +163,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.13.11" + "version": "3.13.2" } }, "nbformat": 4, diff --git a/datasets/met-office/met-office-uk-deterministic-near-surface.ipynb b/datasets/met-office/met-office-uk-deterministic-near-surface.ipynb index 84fbcaa..7255278 100644 --- a/datasets/met-office/met-office-uk-deterministic-near-surface.ipynb +++ b/datasets/met-office/met-office-uk-deterministic-near-surface.ipynb @@ -18,7 +18,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "id": "4bafd899", "metadata": {}, "outputs": [], @@ -49,18 +49,18 @@ "source": [ "collections = [\"met-office-uk-deterministic-near-surface\"]\n", "asset_id = \"temperature_at_surface\"\n", - "datacube_extension_filters = {\n", + "forecast_extension_filters = {\n", " \"op\": \"and\",\n", " \"args\": [\n", " {\n", " \"op\": \"=\",\n", - " \"args\": [ { \"property\": \"forecast:reference_datetime\" }, \"2025-12-05T18:00:00Z\" ]\n", + " \"args\": [\n", + " {\"property\": \"forecast:reference_datetime\"},\n", + " \"2026-01-21T09:00:00Z\",\n", + " ],\n", " },\n", - " {\n", - " \"op\": \"=\",\n", - " \"args\": [ { \"property\": \"forecast:horizon\" }, \"PT0001H00M\" ]\n", - " }\n", - " ]\n", + " {\"op\": \"=\", \"args\": [{\"property\": \"forecast:horizon\"}, \"PT0054H00M\"]},\n", + " ],\n", "}" ] }, @@ -77,16 +77,27 @@ "execution_count": null, "id": "edb71afa", "metadata": {}, - "outputs": [], + "outputs": [ + { + "ename": "StopIteration", + "evalue": "", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mStopIteration\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[19]\u001b[39m\u001b[32m, line 6\u001b[39m\n\u001b[32m 1\u001b[39m search = catalog.search(\n\u001b[32m 2\u001b[39m collections=collections,\n\u001b[32m 3\u001b[39m datetime=\u001b[33m\"\u001b[39m\u001b[33m2026-01-21T09:00:00Z\u001b[39m\u001b[33m\"\u001b[39m,\n\u001b[32m 4\u001b[39m )\n\u001b[32m----> \u001b[39m\u001b[32m6\u001b[39m asset_url = \u001b[38;5;28;43mnext\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43mitem\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mfor\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mitem\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;129;43;01min\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43msearch\u001b[49m\u001b[43m.\u001b[49m\u001b[43mitems\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mif\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mitem\u001b[49m\u001b[43m.\u001b[49m\u001b[43mproperties\u001b[49m\u001b[43m[\u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mforecast:horizon\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m \u001b[49m\u001b[43m==\u001b[49m\u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mPT0054H00M\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m)\u001b[49m.assets[asset_id].href\n", + "\u001b[31mStopIteration\u001b[39m: " + ] + } + ], "source": [ "search = catalog.search(\n", " collections=collections,\n", - " filter_lang= \"cql2-json\",\n", - " filter=datacube_extension_filters\n", + " filter_lang=\"cql2-json\",\n", + " filter=forecast_extension_filters,\n", ")\n", "\n", - "items = search.item_collection()\n", - "asset_url = items.items[0].assets[asset_id].href" + "asset_url = next(search.items()).assets[asset_id].href" ] }, { @@ -116,7 +127,7 @@ ], "metadata": { "kernelspec": { - "display_name": ".venv", + "display_name": "PlanetaryComputerExamples", "language": "python", "name": "python3" }, @@ -130,7 +141,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.13.11" + "version": "3.13.2" } }, "nbformat": 4, diff --git a/datasets/met-office/met-office-uk-deterministic-pressure.ipynb b/datasets/met-office/met-office-uk-deterministic-pressure.ipynb index 17d5ee7..a927064 100644 --- a/datasets/met-office/met-office-uk-deterministic-pressure.ipynb +++ b/datasets/met-office/met-office-uk-deterministic-pressure.ipynb @@ -49,18 +49,18 @@ "source": [ "collections = [\"met-office-uk-deterministic-pressure\"]\n", "asset_id = \"wet_bulb_potential_temperature_on_pressure_levels\"\n", - "datacube_extension_filters = {\n", + "forecast_extension_filters = {\n", " \"op\": \"and\",\n", " \"args\": [\n", " {\n", " \"op\": \"=\",\n", - " \"args\": [ { \"property\": \"forecast:reference_datetime\" }, \"2026-01-14T12:00:00Z\" ]\n", + " \"args\": [\n", + " {\"property\": \"forecast:reference_datetime\"},\n", + " \"2026-01-14T12:00:00Z\",\n", + " ],\n", " },\n", - " {\n", - " \"op\": \"=\",\n", - " \"args\": [ { \"property\": \"forecast:horizon\" }, \"PT0052H00M\" ]\n", - " }\n", - " ]\n", + " {\"op\": \"=\", \"args\": [{\"property\": \"forecast:horizon\"}, \"PT0052H00M\"]},\n", + " ],\n", "}" ] }, @@ -80,9 +80,7 @@ "outputs": [], "source": [ "search = catalog.search(\n", - " collections=collections,\n", - " filter_lang= \"cql2-json\",\n", - " filter=datacube_extension_filters\n", + " collections=collections, filter_lang=\"cql2-json\", filter=forecast_extension_filters\n", ")\n", "\n", "items = search.item_collection()\n", @@ -135,4 +133,4 @@ }, "nbformat": 4, "nbformat_minor": 5 -} +} \ No newline at end of file diff --git a/datasets/met-office/met-office-uk-deterministic-whole-atmosphere.ipynb b/datasets/met-office/met-office-uk-deterministic-whole-atmosphere.ipynb index f8bde1f..daa7142 100644 --- a/datasets/met-office/met-office-uk-deterministic-whole-atmosphere.ipynb +++ b/datasets/met-office/met-office-uk-deterministic-whole-atmosphere.ipynb @@ -49,18 +49,18 @@ "source": [ "collections = [\"met-office-uk-deterministic-whole-atmosphere\"]\n", "asset_id = \"lightning_flash_accumulation-PT01H\"\n", - "datacube_extension_filters = {\n", + "forecast_extension_filters = {\n", " \"op\": \"and\",\n", " \"args\": [\n", " {\n", " \"op\": \"=\",\n", - " \"args\": [ { \"property\": \"forecast:reference_datetime\" }, \"2025-12-05T18:00:00Z\" ]\n", + " \"args\": [\n", + " {\"property\": \"forecast:reference_datetime\"},\n", + " \"2025-12-05T18:00:00Z\",\n", + " ],\n", " },\n", - " {\n", - " \"op\": \"=\",\n", - " \"args\": [ { \"property\": \"forecast:horizon\" }, \"PT0037H00M\" ]\n", - " }\n", - " ]\n", + " {\"op\": \"=\", \"args\": [{\"property\": \"forecast:horizon\"}, \"PT0037H00M\"]},\n", + " ],\n", "}" ] }, @@ -80,9 +80,7 @@ "outputs": [], "source": [ "search = catalog.search(\n", - " collections=collections,\n", - " filter_lang= \"cql2-json\",\n", - " filter=datacube_extension_filters\n", + " collections=collections, filter_lang=\"cql2-json\", filter=forecast_extension_filters\n", ")\n", "\n", "items = search.item_collection()\n", @@ -136,4 +134,4 @@ }, "nbformat": 4, "nbformat_minor": 5 -} +} \ No newline at end of file