diff --git a/.gitignore b/.gitignore new file mode 100644 index 0000000..3c04729 --- /dev/null +++ b/.gitignore @@ -0,0 +1,15 @@ +.venv/ +__pycache__/ +.pytest_cache/ +*.pyc + +data/marker_output/ +data/raw_papers/ +data/all_papers/ + +.vscode/ +.idea/ + +.DS_Store +*.egg-info/ +.ruff_cache/ \ No newline at end of file diff --git a/data/normalized_output/culti_mixtures.json b/data/normalized_output/culti_mixtures.json new file mode 100644 index 0000000..8b5825f --- /dev/null +++ b/data/normalized_output/culti_mixtures.json @@ -0,0 +1,8636 @@ +{ + "id": "betydoc:e6e642dc9125e108", + "source_pdf_identifier": "smoketest:culti_mixtures", + "metadata": { + "title": "
Felipe H. Barrios-Masias & Marita I. Cantwell & Louise E. Jackson
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", + "provenance": { + "marker_block_ids": [ + "/page/0/Text/4" + ], + "page_number": 0, + "bbox": { + "x0": 46.0234375, + "y0": 228.1025390625, + "x1": 345.7109375, + "y1": 237.2503662109375 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 46.0234375, + 228.1025390625 + ], + [ + 345.7109375, + 228.1025390625 + ], + [ + 345.7109375, + 237.2503662109375 + ], + [ + 46.0234375, + 237.2503662109375 + ] + ] + }, + "reading_order_index": 5, + "section_path": [ + "doc:13ea2b838ff20bae" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:abc45b737ff6dca6", + "text": "Abstract At an organic farm in California, managed biodiversity was manipulated by establishing a mustard cover crop (MCC) and fallow during winter, and after incorporation, tomato mixtures of one, three, and five cultivars were planted in the spring (1-cv, 3-cv, and 5-cv, respectively). It was hypothesized that cultivar mixtures may increase yields over a monoculture if disease pressure or nitrogen (N) availability is affected by the previous cover crop. The monoculture (1-cv) of the grower's preferred cultivar was compared with mixtures of it and other high-yielding cultivars in the region. Soil nitrogen, soil microbial biomass carbon (MBC), soil emissions of carbon dioxide (CO2) and nitrous oxide (N2O), crop nutrient uptake, biomass, fruit quality, intercepted photosynthetically active radiation (PAR), and disease symptoms were measured. The MCC reduced soil N leaching potential during winter and immobilized soil N early in the tomato season as suggested by higher soil MBC and CO2 emissions. Tomatoes had higher PAR, aboveground biomass, fruit yields, and harvest index in the winter fallow than in
", + "provenance": { + "marker_block_ids": [ + "/page/0/Text/5" + ], + "page_number": 0, + "bbox": { + "x0": 45.48828125, + "y0": 254.408203125, + "x1": 262.2965393066406, + "y1": 514.7747650146484 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 45.48828125, + 254.408203125 + ], + [ + 262.2965393066406, + 254.408203125 + ], + [ + 262.2965393066406, + 514.7747650146484 + ], + [ + 45.48828125, + 514.7747650146484 + ] + ] + }, + "reading_order_index": 6, + "section_path": [ + "doc:13ea2b838ff20bae" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:7696cdc1320ab554", + "text": "the fallow plots after transplanting. All cultivar mixtures had fairly similar yield and shoot biomass within fallow and MCC, probably explained by the low genetic diversity among California modern tomato cultivars. However, at mid-season (75 days after planting (DAP)), the 3-cv mixture had higher shoot and fruit biomass, by 46% and 63%, than the monoculture in the MCC, indicating some plasticity under lower N availability. In the fallow treatment, soil CO2 emissions were lower in the 3-cv mixture than the monoculture at 77 and 100 DAP. Tomatoes in the 3-cv mixture were redder than the monoculture. The 3-cv mixture thus had some minor advantages compared with the monoculture, but overall, there was little evidence of higher ecosystem functions from mixtures vs. monoculture. Further research on mixtures of processing tomatoes may only be warranted for conditions of higher environmental stress than occur in California organic farms or if specific genotypic traits become available such as for disease resistance or improved nutrient uptake.
", + "provenance": { + "marker_block_ids": [ + "/page/0/Text/6" + ], + "page_number": 0, + "bbox": { + "x0": 282.02734375, + "y0": 268.176513671875, + "x1": 501.44140625, + "y1": 527.2446746826172 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 282.02734375, + 268.176513671875 + ], + [ + 501.44140625, + 268.176513671875 + ], + [ + 501.44140625, + 527.2446746826172 + ], + [ + 282.02734375, + 527.2446746826172 + ] + ] + }, + "reading_order_index": 7, + "section_path": [ + "doc:13ea2b838ff20bae" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:a0411c4d33838981", + "text": "the winter MCC, likely due to higher N availability in
", + "provenance": { + "marker_block_ids": [ + "/page/0/Text/13" + ], + "page_number": 0, + "bbox": { + "x0": 284.8809509277344, + "y0": 255.76113891601562, + "x1": 500.3859558105469, + "y1": 265.7237243652344 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 284.8809509277344, + 255.76113891601562 + ], + [ + 500.3859558105469, + 255.76113891601562 + ], + [ + 500.3859558105469, + 265.7237243652344 + ], + [ + 284.8809509277344, + 265.7237243652344 + ] + ] + }, + "reading_order_index": 8, + "section_path": [ + "doc:13ea2b838ff20bae" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:b7dc55cc554c5301", + "text": "F. H. Barrios-Masias: L. E. Jackson (*) Department of Land, Air and Water Resources, University of California Davis, One Shields Avenue, Davis, CA 95616, USA e-mail: lejackson@ucdavis.edu
", + "provenance": { + "marker_block_ids": [ + "/page/0/Text/7" + ], + "page_number": 0, + "bbox": { + "x0": 46.55859375, + "y0": 541.3370513916016, + "x1": 209.24609375, + "y1": 604.5074920654297 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 46.55859375, + 541.3370513916016 + ], + [ + 209.24609375, + 541.3370513916016 + ], + [ + 209.24609375, + 604.5074920654297 + ], + [ + 46.55859375, + 604.5074920654297 + ] + ] + }, + "reading_order_index": 9, + "section_path": [ + "doc:13ea2b838ff20bae" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:8a27ffcaf09f0fe8", + "text": "M. I. Cantwell Department of Plant Sciences, University of California Davis, One Shields Avenue, Davis, CA 95616, USA
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", + "provenance": { + "marker_block_ids": [ + "/page/0/Text/9" + ], + "page_number": 0, + "bbox": { + "x0": 284.8815002441406, + "y0": 540.1850891113281, + "x1": 499.4519958496094, + "y1": 577.0198211669922 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 284.8815002441406, + 540.1850891113281 + ], + [ + 499.4519958496094, + 540.1850891113281 + ], + [ + 499.4519958496094, + 577.0198211669922 + ], + [ + 284.8815002441406, + 577.0198211669922 + ] + ] + }, + "reading_order_index": 11, + "section_path": [ + "doc:13ea2b838ff20bae" + ] + } + }, + { + "kind": "section", + "id": "doc:6e304a86ecb994f2", + "heading_text": "In organically managed agroecosystems, higher temporal and spatial biodiversity within production fields can be achieved by crop rotations, mosaic cropping,
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", + "provenance": { + "marker_block_ids": [ + "/page/1/Text/1" + ], + "page_number": 1, + "bbox": { + "x0": 45.48828125, + "y0": 56.8822021484375, + "x1": 262.76171875, + "y1": 216.28375244140625 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 45.48828125, + 56.8822021484375 + ], + [ + 262.76171875, + 56.8822021484375 + ], + [ + 262.76171875, + 216.28375244140625 + ], + [ + 45.48828125, + 216.28375244140625 + ] + ] + }, + "reading_order_index": 15, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:6e304a86ecb994f2" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:877baca8415ccc33", + "text": "Cultivar mixtures are a type of within-field diversification (Jensen 1952; de Vallavieille-Pope 2004). At present, their use has focused on disease management and yield. For example, wheat, barley, and rice are planted in intraspecific mixtures to prevent disease outbreaks and spread in the USA (WASS 2005), Germany (Finckh et al. 2000), and China (Meung et al. 2003). In a review of 100 studies of crop mixtures (mostly grains and legumes), yields were often slightly greater than the mean of the component cultivars (Smithson and Lenne 1996). Yield stability of crop mixtures can exceed that of their individual components across a range of soil types (Cowger and Weisz 2008). Nonetheless, farmers may be unwilling to risk lower yields in mixtures than in monocultures (Jensen 1952). It is often difficult to demonstrate that higher productivity occurs for mixtures than for the best-yielding monoculture, partly because so many different mixtures must be tested (Cardinale et al. 2006). Nevertheless, trait diversity in a mixture can improve the crop response to biotic or abiotic stress especially in low-input systems, where yields may be more susceptible to variation in resource availability (Newton et al. 2009).
", + "provenance": { + "marker_block_ids": [ + "/page/1/Text/2" + ], + "page_number": 1, + "bbox": { + "x0": 45.48828125, + "y0": 217.65234375, + "x1": 262.76171875, + "y1": 515.1617736816406 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 45.48828125, + 217.65234375 + ], + [ + 262.76171875, + 217.65234375 + ], + [ + 262.76171875, + 515.1617736816406 + ], + [ + 45.48828125, + 515.1617736816406 + ] + ] + }, + "reading_order_index": 16, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:6e304a86ecb994f2" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:66ae63f91bf3d5cf", + "text": "Cultivar selection for mixtures depends on plant characteristics such as agronomic compatibility (Lopez and Mundt 2000), genotypic diversity (Mundt 2002), high yields, and marketability. The usual number of genotypes in a blend, i.e., cultivar mixture, tends to be around three (Mundt 2002). Modern, highyielding cultivars can perform well in mixtures especially when intraspecific interactions among different cultivars within a species are low and harvest can occur simultaneously (Phillips and Wolfe 2005). Competition for dominance and niche complementarity among cultivars can start from early plant development.
", + "provenance": { + "marker_block_ids": [ + "/page/1/Text/3" + ], + "page_number": 1, + "bbox": { + "x0": 45.48828125, + "y0": 517.1044921875, + "x1": 262.76171875, + "y1": 664.8486328125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 45.48828125, + 517.1044921875 + ], + [ + 262.76171875, + 517.1044921875 + ], + [ + 262.76171875, + 664.8486328125 + ], + [ + 45.48828125, + 664.8486328125 + ] + ] + }, + "reading_order_index": 17, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:6e304a86ecb994f2" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:8518d726d3ef96cd", + "text": "A cultivar's response in a mixture depends on the composition of a particular mixture and the surrounding environment (Gallandt et al. 2001). Thus, a specific cultivar can perform differently in various mixtures than in monoculture, such as for harvest index (Brim and Schutz 1968).
", + "provenance": { + "marker_block_ids": [ + "/page/1/Text/4" + ], + "page_number": 1, + "bbox": { + "x0": 283.6328125, + "y0": 55.8544921875, + "x1": 500.4015808105469, + "y1": 129.137939453125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 283.6328125, + 55.8544921875 + ], + [ + 500.4015808105469, + 55.8544921875 + ], + [ + 500.4015808105469, + 129.137939453125 + ], + [ + 283.6328125, + 129.137939453125 + ] + ] + }, + "reading_order_index": 18, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:6e304a86ecb994f2" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:042ffc1692173b24", + "text": "Cover crops are another means for increasing the temporal diversity in communities. Some of the benefits of cover crops are the control of weeds and diseases, higher yields, reduction of run-off and soil erosion, increased water infiltration in the soil, and uptake and immobilization of nutrients that otherwise could be lost from the system (Dabney et al. 2001; Snapp et al. 2005; Smith et al. 2008; Wang et al. 2008). Brassica cover crops, in addition, have been reported to have biofumigation effects after incorporation in the soil that decrease disease incidence in subsequent crops (Brown and Morra 1997). Nutrient uptake by crops and soil N retention are affected by the nutrient release from cover crops, which varies temporally, and depends on the quality of the cover crop residues, e.g., C/N ratio (Wilke and Snapp 2008). Thus, the choice of a cover crop can affect ecosystem functions not only during their growth period, but also through the following cash crop season.
", + "provenance": { + "marker_block_ids": [ + "/page/1/Text/5" + ], + "page_number": 1, + "bbox": { + "x0": 283.09765625, + "y0": 129.7265625, + "x1": 500.37109375, + "y1": 378.19866943359375 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 283.09765625, + 129.7265625 + ], + [ + 500.37109375, + 129.7265625 + ], + [ + 500.37109375, + 378.19866943359375 + ], + [ + 283.09765625, + 378.19866943359375 + ] + ] + }, + "reading_order_index": 19, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:6e304a86ecb994f2" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:52fbc056d951b171", + "text": "The central question of this study was: what are the benefits of a cultivar mixture compared with a monoculture in an organic agroecosystem? We made the following hypothesis based on the literature reviewed above: tomato cultivar mixtures may increase crop trait diversity when compared with the grower's preferred cultivar monoculture, and thus favor higher yields, especially if problems with disease occur, and if soil N availability is affected by a previous cover crop. This hypothesis was tested at an organic farm, with a set of commercially important processing tomato cultivars that were grown after either winter cover crop or fallow treatments to alter nutrient availability during the summer tomato growing season.
", + "provenance": { + "marker_block_ids": [ + "/page/1/Text/6" + ], + "page_number": 1, + "bbox": { + "x0": 283.09765625, + "y0": 380.53125, + "x1": 500.37109375, + "y1": 565.03125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 283.09765625, + 380.53125 + ], + [ + 500.37109375, + 380.53125 + ], + [ + 500.37109375, + 565.03125 + ], + [ + 283.09765625, + 565.03125 + ] + ] + }, + "reading_order_index": 20, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:6e304a86ecb994f2" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:fb60f14c00640abe", + "text": "The specific objectives were to: (1) measure yield responses and nutrient uptake of a locally prevalent tomato cultivar, when grown in three different tomato communities, and after a winter cover crop vs. winter fallow treatment; and (2) assess the effects of temporal and spatial biodiversity (by the use of cover crop and cultivar mixtures) on nutrient availability and N losses, yields, tomato disease, and fruit quality.
", + "provenance": { + "marker_block_ids": [ + "/page/1/Text/7" + ], + "page_number": 1, + "bbox": { + "x0": 284.88348388671875, + "y0": 566.1123046875, + "x1": 502.51171875, + "y1": 664.6044998168945 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 284.88348388671875, + 566.1123046875 + ], + [ + 502.51171875, + 566.1123046875 + ], + [ + 502.51171875, + 664.6044998168945 + ], + [ + 284.88348388671875, + 664.6044998168945 + ] + ] + }, + "reading_order_index": 21, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:6e304a86ecb994f2" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:7924223559973fcf", + "text": "", + "provenance": { + "marker_block_ids": [ + "/page/2/Text/0" + ], + "page_number": 2, + "bbox": { + "x0": 46.77159881591797, + "y0": 33.873046875, + "x1": 500.335205078125, + "y1": 42.850341796875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 46.77159881591797, + 33.873046875 + ], + [ + 500.335205078125, + 33.873046875 + ], + [ + 500.335205078125, + 42.850341796875 + ], + [ + 46.77159881591797, + 42.850341796875 + ] + ] + }, + "reading_order_index": 22, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:6e304a86ecb994f2" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:71304258278b36dc", + "text": "The discussion considers factors that could improve the benefits that may be derived from cover crops and mixtures of cultivars on organic farms.
", + "provenance": { + "marker_block_ids": [ + "/page/2/Text/1" + ], + "page_number": 2, + "bbox": { + "x0": 46.0234375, + "y0": 56.5751953125, + "x1": 262.2265625, + "y1": 91.78912353515625 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 46.0234375, + 56.5751953125 + ], + [ + 262.2265625, + 56.5751953125 + ], + [ + 262.2265625, + 91.78912353515625 + ], + [ + 46.0234375, + 91.78912353515625 + ] + ] + }, + "reading_order_index": 23, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:6e304a86ecb994f2" + ] + } + } + ] + }, + { + "kind": "section", + "id": "doc:7f823801aa3c4086", + "heading_text": "Our study involved participatory research with Rominger Brothers Farms, on a 26.5 ha field that had been in organic production for 12 years in Yolo County, California. The main commodities are processing tomato (Lycopersicon esculentum Mill. = Solanum lycopersicum L.) and oats (Avena sativa L.) as hay. Fall/winter cover crops are grown in most years. Processing tomatoes are grown every year on alternating fields, following organic standards (California Certified Organic Farmers http://www.ccof. org/), and utilize conventional tillage. The entire farm is mapped as a Tehama silt loam, a fine-silty, mixed, superactive, thermic Typic Haploxeralfs (USDA-SCS 1972). Total rainfall from November 2005 to April 2006 was 839 mm with over 40% of rain concentrated between December 17 and January 5. Average minimum and maximum temperatures during Fall, 2005, and Winter, 2006, i.e., the cover crop period, fluctuated between 6.0°C and 17.6°C, respectively. During the tomato season, the minimum and maximum average temperatures were 15.4°C and 34.1°C, respectively, with a minimum of 8.9°C and a maximum of 42.2°C between mid-June and mid-September of 2006, and no rainfall occurred (CIMIS 2009).
", + "provenance": { + "marker_block_ids": [ + "/page/2/Text/4" + ], + "page_number": 2, + "bbox": { + "x0": 45.48828125, + "y0": 167.203125, + "x1": 262.76171875, + "y1": 477.8030090332031 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 45.48828125, + 167.203125 + ], + [ + 262.76171875, + 167.203125 + ], + [ + 262.76171875, + 477.8030090332031 + ], + [ + 45.48828125, + 477.8030090332031 + ] + ] + }, + "reading_order_index": 25, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:7f823801aa3c4086" + ] + } + } + ] + }, + { + "kind": "section", + "id": "doc:672191f9514962e8", + "heading_text": "The experiment was conducted on a 0.8-ha plot and received the same management as the rest of the field, e.g., irrigation and weeding. During Summer/Fall, 2005, the entire field was laser leveled, compost applied at a rate of 17 Mg per ha (C/N ratio of 9.7; composed of turkey manure and wine-grape solid residue), beds were prepared (1.52 m from furrow to furrow), and a mustard cover crop (MCC) (Brassica nigra [L.] Koch) was planted on November 3 with three planting lines per bed. A total of 16 plots, eight fallow and eight MCC plots (main plots), of 16 m long by 9 m wide (six beds per plot) were established
", + "provenance": { + "marker_block_ids": [ + "/page/2/Text/6" + ], + "page_number": 2, + "bbox": { + "x0": 46.0234375, + "y0": 517.6733245849609, + "x1": 262.2265625, + "y1": 664.6027297973633 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 46.0234375, + 517.6733245849609 + ], + [ + 262.2265625, + 517.6733245849609 + ], + [ + 262.2265625, + 664.6027297973633 + ], + [ + 46.0234375, + 664.6027297973633 + ] + ] + }, + "reading_order_index": 27, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:672191f9514962e8" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:b597ecc4b64b96f7", + "text": "in a randomized complete block design. The cover crop was mowed on April 26, 2006, and mustard residue was lightly incorporated in the top 10 cm of soil after 19 days, with sprinkler irrigation in between. Also the fallow fields were not tilled until this date. After cover crop incorporation, main plots were divided in three 5-m subplots (15 m total) along the 16 m length; a 0.5-m buffer strip from the main plot was left on each edge along the bed. Thus, a total of 48 subplots (5 m long by 9 m wide) were established in eight blocks with two main plots per block and three subplots per main plot. Each cultivar mixture (see below) was replicated eight times, once in every fallow and MCC main plot, for a total of 16 plots per mixture.
", + "provenance": { + "marker_block_ids": [ + "/page/2/Text/7" + ], + "page_number": 2, + "bbox": { + "x0": 284.703125, + "y0": 55.8544921875, + "x1": 503.046875, + "y1": 241.21917724609375 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 284.703125, + 55.8544921875 + ], + [ + 503.046875, + 55.8544921875 + ], + [ + 503.046875, + 241.21917724609375 + ], + [ + 284.703125, + 241.21917724609375 + ] + ] + }, + "reading_order_index": 28, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:672191f9514962e8" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:0fd2eeaff9c113b7", + "text": "The processing tomato cultivars used in this experiment were: \"AB-2\", \"CXD-179\", \"H-2601\", \"H-8892\", and \"Red Spring\". The cultivar mixtures (subplot treatments) consisted of the \"choice cultivar\" (AB-2) grown by the farmer in the entire field (1-cv); a mixture of the \"choice cultivar\" plus two more cultivars (CXD-179 and H-8892) used by the same farmer on his other fields (3-cv); and these three cultivars plus two more (H-2601 and Red Spring) that were currently used by organic growers in California for a total of five cultivars (5-cv). All cultivars had the following characteristics, based on discussions with growers and nursery managers: high yielding and marketable for processing, grown commercially with similar amounts and timing of inputs, mid-maturity varieties, i.e., ~125 days from planting to harvest, and fruit quality that met industry standards. Cultivars within mixtures were arranged in subsets depending on the mixture, and the subsets were repeated continuously through the bed. The three cultivar mixtures (1-cv, 3-cv, and 5-cv) were manually transplanted after a mechanical planter had marked the planting rows. A total of 5760 seedlings were transplanted on May 18 and 19 on two rows per bed with plants separated 50 cm within each row, i.e., four plants per linear m on a bed or 2.66 plants m−2 , the same density as used by the farmer. Between planting and harvest on September 7 and 8, field management included a mechanical weeding/cultivation, manual weeding, a sulfur application as a mite and disease preventive measure, and furrow irrigations at intervals of about 11 days for a total of nine irrigations of 88±22 mm event−1 (Smukler et al. 2011).
", + "provenance": { + "marker_block_ids": [ + "/page/2/Text/8" + ], + "page_number": 2, + "bbox": { + "x0": 284.8807373046875, + "y0": 240.71484375, + "x1": 502.51171875, + "y1": 664.6146926879883 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 284.8807373046875, + 240.71484375 + ], + [ + 502.51171875, + 240.71484375 + ], + [ + 502.51171875, + 664.6146926879883 + ], + [ + 284.8807373046875, + 664.6146926879883 + ] + ] + }, + "reading_order_index": 29, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:672191f9514962e8" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:d4422208f2d930d7", + "text": "", + "provenance": { + "marker_block_ids": [ + "/page/3/Text/0" + ], + "page_number": 3, + "bbox": { + "x0": 45.79178082191781, + "y0": 32.28280773143438, + "x1": 501.45753424657534, + "y1": 41.4404296875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 45.79178082191781, + 32.28280773143438 + ], + [ + 501.45753424657534, + 32.28280773143438 + ], + [ + 501.45753424657534, + 41.4404296875 + ], + [ + 45.79178082191781, + 41.4404296875 + ] + ] + }, + "reading_order_index": 30, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:672191f9514962e8" + ] + } + }, + { + "kind": "section", + "id": "doc:643a379bd16f169c", + "heading_text": "During the cover crop period, soil was sampled on January 19, 2006, and a week previous to incorporation on April 17 (-110 and -32 days after planting (DAP), respectively). During the tomato season, soil was sampled on May 25, July 17, and September 4 (7, 59, and 108 DAP, respectively). Sampling at 59 and 108 DAP was done on only three blocks (six main plots and 18 subplots total), due to time and labor limitations. Soil samples of about 500 g were taken from three depths (0-15, 15-30, and 30-60 cm), and were the composites of two cores per treatment. Wellmixed soil subsamples were measured for KClextractable nitrate (NO<sub>3</sub><sup>-</sup>) and ammonium (NH<sub>4</sub><sup>+</sup>) with colorimetric determination using modifications of Miranda et al. (2001) and Foster (1995). Potentially mineralizable N (PMN) was determined from 7-day incubated soil at 37°C under anaerobic conditions, followed by KCl extraction and NH<sub>4</sub><sup>+</sup>-N colorimetric determination (Waring and Bremner 1964). Microbial biomass carbon (MBC) was analyzed for the 0-15- and 15-30-cm depths using the fumigation extraction method, and total MBC was calculated by multiplying the flush of C by 2.64 (Vance et al. 1987). PMN and MBC were not determined for the January 19 sampling. Gravimetric soil moisture was determined at every sampling event.
", + "provenance": { + "marker_block_ids": [ + "/page/3/Text/2" + ], + "page_number": 3, + "bbox": { + "x0": 44.953125, + "y0": 78.556640625, + "x1": 263.49041095890414, + "y1": 414.404296875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 44.953125, + 78.556640625 + ], + [ + 263.49041095890414, + 78.556640625 + ], + [ + 263.49041095890414, + 414.404296875 + ], + [ + 44.953125, + 414.404296875 + ] + ] + }, + "reading_order_index": 32, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:672191f9514962e8", + "doc:643a379bd16f169c" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:51620a15b265e36c", + "text": "Carbon dioxide () and nitrous oxide () gas emissions were sampled after three irrigation events of the tomato crop at 28, 77, and 100 DAP using closed, capped chambers for 30 min (Rolston 1986). Chambers were placed on the bed shoulder between the furrow and each individual cultivar of the mixture treatment. This location aimed to capture gas emissions from zones of high root and microbial activity during rapid changes in soil moisture after an irrigation event. Air samples were taken immediately after placing the chamber (0 min) and at 30 min after with air-tight glass syringes. Gas samples were stored in vacutainers for <1 week. N<sub>2</sub>O concentrations were analyzed on a gas chromatograph (HP 6890, Hewlett Packard, Palo Alto, CA), and CO<sub>2</sub> concentrations were determined using a GC with a thermal conductivity detector (HP 5890, Hewlett Packard, Palo Alto, CA). Air and 1 and 7 cm soil depth temperatures were recorded with a digital thermometer (Fisher Scientific Inc., USA).
", + "provenance": { + "marker_block_ids": [ + "/page/3/Text/3" + ], + "page_number": 3, + "bbox": { + "x0": 45.79178082191781, + "y0": 417.42421159715155, + "x1": 264.3671875, + "y1": 665.9296875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 45.79178082191781, + 417.42421159715155 + ], + [ + 264.3671875, + 417.42421159715155 + ], + [ + 264.3671875, + 665.9296875 + ], + [ + 45.79178082191781, + 665.9296875 + ] + ] + }, + "reading_order_index": 33, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:672191f9514962e8", + "doc:643a379bd16f169c" + ] + } + } + ] + }, + { + "kind": "section", + "id": "doc:dc0bf4fa384713aa", + "heading_text": "Cover crop aboveground biomass was sampled in both MCC and fallow treatments at -32 DAP. Three subplots of 60 by 50 cm were sampled in each main plot (MCC or fallow). The biomass of all three MCC planting rows was included by sampling 60 cm across the bed top. Biomass was separated into mustard, volunteer oats, and weeds, and a composite sample was made from the three subplots. Plants were rinsed and oven dried at 60°C.
", + "provenance": { + "marker_block_ids": [ + "/page/3/Text/6" + ], + "page_number": 3, + "bbox": { + "x0": 283.09765625, + "y0": 254.0478515625, + "x1": 502.20821917808223, + "y1": 362.8740234375 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 283.09765625, + 254.0478515625 + ], + [ + 502.20821917808223, + 254.0478515625 + ], + [ + 502.20821917808223, + 362.8740234375 + ], + [ + 283.09765625, + 362.8740234375 + ] + ] + }, + "reading_order_index": 35, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:672191f9514962e8", + "doc:dc0bf4fa384713aa" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:822fadd71ffa7e08", + "text": "Tomatoes were sampled three times during the growing season at 39, 75, and 111 DAP. For the first two samplings, a set of either three (in the 1-cv and 3-cv) or five (in the 5-cv) plants per subplot were sampled. The \"choice cultivar\" (AB-2) within each mixture was always sampled individually. The other cultivars were sampled as a composite mixture. For the first two samplings, only four blocks were sampled, but all eight blocks were included at the time of harvest. At harvest, sampling was done on two beds per subplot along a 2.25 m strip (nine plants for the 1-cv and 3-cv mixtures), or 2.50 m strip (ten plants for the 5-cv mixture) for a total of 18 or 20 plants per subplot, respectively. Plants were clipped at the soil surface, sorted into vegetative and reproductive structures, and subsamples were oven dried at 60° C, weighed, and ground for nutrient analyses. For vield evaluation, fruits from each cultivar were recorded as total fruit and also sorted into only machine harvestable fruits. All plant samples were processed at the DANR Analytical Laboratory, UC Davis, for total N using a Nitrogen Gas Analyzer (LECO FP-528, St. Joseph, MI), and total K and P by 2% acetic acid extraction and microwave acid
", + "provenance": { + "marker_block_ids": [ + "/page/3/Text/7" + ], + "page_number": 3, + "bbox": { + "x0": 282.5625, + "y0": 367.1230925737538, + "x1": 502.20821917808223, + "y1": 663.767578125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 282.5625, + 367.1230925737538 + ], + [ + 502.20821917808223, + 367.1230925737538 + ], + [ + 502.20821917808223, + 663.767578125 + ], + [ + 282.5625, + 663.767578125 + ] + ] + }, + "reading_order_index": 36, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:672191f9514962e8", + "doc:dc0bf4fa384713aa" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:d4f5cf3664e51d3d", + "text": "", + "provenance": { + "marker_block_ids": [ + "/page/4/Text/0" + ], + "page_number": 4, + "bbox": { + "x0": 46.54246575342466, + "y0": 33.03357070193286, + "x1": 500.7068493150685, + "y1": 40.541200406917596 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 46.54246575342466, + 33.03357070193286 + ], + [ + 500.7068493150685, + 33.03357070193286 + ], + [ + 500.7068493150685, + 40.541200406917596 + ], + [ + 46.54246575342466, + 40.541200406917596 + ] + ] + }, + "reading_order_index": 37, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:672191f9514962e8", + "doc:dc0bf4fa384713aa" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:749c632377e8067b", + "text": "digestion, respectively, and quantitative determination by atomic absorption spectrometry or inductively coupled plasma-atomic emission spectrometry (Meyer and Keliher 1992).
", + "provenance": { + "marker_block_ids": [ + "/page/4/Text/1" + ], + "page_number": 4, + "bbox": { + "x0": 45.79178082191781, + "y0": 54.7734375, + "x1": 263.49041095890414, + "y1": 102.33984375 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 45.79178082191781, + 54.7734375 + ], + [ + 263.49041095890414, + 54.7734375 + ], + [ + 263.49041095890414, + 102.33984375 + ], + [ + 45.79178082191781, + 102.33984375 + ] + ] + }, + "reading_order_index": 38, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:672191f9514962e8", + "doc:dc0bf4fa384713aa" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:bda2d59e6b7adb9c", + "text": "Canopy light interception was measured at 35, 69, and 95 DAP using a portable-tube solarimeter with sensors for photosynthetically active radiation (PAR; AccuPAR-80, v. 4.5, Decagon Devices, Inc. Pullman, Washington). Measurements were taken at canopy intervals of 12.5 cm for the first sampling and 25 cm for the last two samplings. The bed length sampled was 1.25 m (i.e., five plants) in the 1-cv and 5-cv mixtures and 1.50 m (i.e., six plants) for the 3-cv mixture to include equal representation of all cultivars in a mixture.
", + "provenance": { + "marker_block_ids": [ + "/page/4/Text/2" + ], + "page_number": 4, + "bbox": { + "x0": 45.48828125, + "y0": 105.5830078125, + "x1": 263.49041095890414, + "y1": 237.99186164801628 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 45.48828125, + 105.5830078125 + ], + [ + 263.49041095890414, + 105.5830078125 + ], + [ + 263.49041095890414, + 237.99186164801628 + ], + [ + 45.48828125, + 237.99186164801628 + ] + ] + }, + "reading_order_index": 39, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:672191f9514962e8", + "doc:dc0bf4fa384713aa" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:cf7f765f038d8824", + "text": "Disease evaluation for Sclerotium rolfsii Sacc. (Southern blight), a major problem in the entire field, consisted of individual assessment of plants in relation to disease symptoms at 74 DAP and harvest (111 DAP). Plants were scored on a scale from 1 to 5, where 1 was 0% of the individual plant affected, 2 (25%), 3 (50%), 4 (75%), and 5 (100% or dead).
", + "provenance": { + "marker_block_ids": [ + "/page/4/Text/3" + ], + "page_number": 4, + "bbox": { + "x0": 45.79178082191781, + "y0": 241.7958984375, + "x1": 263.49041095890414, + "y1": 326.5818921668362 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 45.79178082191781, + 241.7958984375 + ], + [ + 263.49041095890414, + 241.7958984375 + ], + [ + 263.49041095890414, + 326.5818921668362 + ], + [ + 45.79178082191781, + 326.5818921668362 + ] + ] + }, + "reading_order_index": 40, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:672191f9514962e8", + "doc:dc0bf4fa384713aa" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:d7d33838c4d2fb2a", + "text": "Postharvest quality and fruit composition were evaluated at 105 DAP by collecting a total of 25-50 fruits per cultivar from at least six plants within a mixture. Fruits were stored at 10°C for 6 days, sorted, washed, weighed, and selected for evaluations (12 fruits per rep×4 reps). From each cultivar within a mixture, 12 fruits of marketable quality (no serious defects and no decay) and weights between 40 and 80 g were evaluated for fruit color, firmness, soluble solids (SS), titratable acidity, and pH (Mitcham et al. 2003). Fruit color was determined as color values with a reflectance colorimeter (Minolta CR300 color meter) and expressed as hue angle (hue decreases as fruit develops red color). Firmness was tested with a nondestructive tomato firmness device (Qualitest durometer) with values expressed as percent of maximum force (13 Newtons). SS were determined from samples frozen at -20°C, which were partially thawed, blended, filtered and measured on a digital refractometer. Titratable acidity (TA) was determined from 10-mL juice, titrated with 0.1 N NaOH, and pH was read directly on a pH meter.
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", + "provenance": { + "marker_block_ids": [ + "/page/4/Text/6" + ], + "page_number": 4, + "bbox": { + "x0": 45.48828125, + "y0": 640.3447265625, + "x1": 263.49041095890414, + "y1": 662.9237029501526 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 45.48828125, + 640.3447265625 + ], + [ + 263.49041095890414, + 640.3447265625 + ], + [ + 263.49041095890414, + 662.9237029501526 + ], + [ + 45.48828125, + 662.9237029501526 + ] + ] + }, + "reading_order_index": 43, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:672191f9514962e8", + "doc:2fc6a9f39db7a3c4" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:8ac6b1c8ca6a789f", + "text": "Analysis of variance (ANOVA) was performed using the GLM procedure of SAS, Version 9.1 (SAS Institute, Cary, NC). The error term used for main plots, i.e., fallow and MCC treatments, was specified as \"e = main plot block\". Shapiro–Wilk W test for normal distribution and Levene's test for homogeneity of variance were used to test that data fulfilled the ANOVA assumptions. Data was transformed as necessary when assumptions were not met. Tukey–Kramer HSD test was used to determine significant differences among treatments at P < 0.05.
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", + "provenance": { + "marker_block_ids": [ + "/page/4/Text/9" + ], + "page_number": 4, + "bbox": { + "x0": 284.16796875, + "y0": 242.15625, + "x1": 484.9424657534247, + "y1": 251.50559511698881 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 284.16796875, + 242.15625 + ], + [ + 484.9424657534247, + 242.15625 + ], + [ + 484.9424657534247, + 251.50559511698881 + ], + [ + 284.16796875, + 251.50559511698881 + ] + ] + }, + "reading_order_index": 46, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:672191f9514962e8", + "doc:00289c83ee2b66d7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:17b2aea069fcf970", + "text": "Available inorganic N as NH<sub>4</sub><sup>+</sup>-N and NO<sub>3</sub><sup>-</sup>-N differed between the fallow and MCC treatments, with greatest differences between treatments after cover crop incorporation and tomato transplanting (Fig. 1a). The pool was <1 g N m<sup>-2</sup> (0–60-cm depth) during the winter period, and increased in the spring and summer to >3 g N m<sup>-2</sup>, with mean values as high as 5.4 g N m<sup>-2</sup> in the mid-tomato season. This high value corresponds to pools of 2.2, 1.8, and 1.4 g N m<sup>-2</sup> at 0–15-, 15–30-, and 30–60-cm depths, respectively. More specifically, the winter MCC decreased NO<sub>3</sub>-N prior to cover crop incorporation and at 7 DAP. Ammonium was highest in the winter (2.5 g N m<sup>-2</sup>), and then decreased to approximately 1 g N m<sup>-2</sup> prior to cover crop incorporation and after tomato transplanting. At 7 DAP, soil NH<sub>4</sub>+N was slightly higher for the MCC treatment, and later remained in the same range for both fallow and MCC treatments.
", + "provenance": { + "marker_block_ids": [ + "/page/4/Text/10" + ], + "page_number": 4, + "bbox": { + "x0": 283.758904109589, + "y0": 266.66015625, + "x1": 502.51171875, + "y1": 500.16796875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 283.758904109589, + 266.66015625 + ], + [ + 502.51171875, + 266.66015625 + ], + [ + 502.51171875, + 500.16796875 + ], + [ + 283.758904109589, + 500.16796875 + ] + ] + }, + "reading_order_index": 47, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:672191f9514962e8", + "doc:00289c83ee2b66d7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:c4799e1884b4e60d", + "text": "Soil MBC during the tomato growing season was generally higher in the MCC treatment (Fig. 1b). In the 0–15-cm soil layer, MBC values fluctuated more than at the 15–30-cm depth (data not shown). Results are presented as the composite values for both depths. Differences were found at 7 DAP, with >20% increase in MBC for the MCC treatment, but not later in the season. Potentially mineralizable N decreased with time from 8.8 g N m<sup>-2</sup> before cover crop incorporation (–32 DAP) to 4.1 g N m<sup>-2</sup> by tomato harvest (108 DAP), but was not different between fallow and MCC treatments on any date (data not shown). Soil CO<sub>2</sub> and N<sub>2</sub>O emissions were higher early in the
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+ }, + { + "kind": "paragraph", + "id": "doc:c2110674fcb683e6", + "text": "tomato season (28 DAP) than at mid-season (77 DAP) and before harvest (100 DAP) (Fig. 2). The MCC treatment had higher emissions than the fallow at 28 DAP (139.9 and 222.5 mg -C m<sup>-2</sup> h<sup>-1</sup> for fallow and MCC treatments, respectively; P<0.05).
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", + "provenance": { + "marker_block_ids": [ + "/page/5/Text/5" + ], + "page_number": 5, + "bbox": { + "x0": 45.79178082191781, + "y0": 352.7841796875, + "x1": 263.49041095890414, + "y1": 477.4658203125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 45.79178082191781, + 352.7841796875 + ], + [ + 263.49041095890414, + 352.7841796875 + ], + [ + 263.49041095890414, + 477.4658203125 + ], + [ + 45.79178082191781, + 477.4658203125 + ] + ] + }, + "reading_order_index": 53, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:672191f9514962e8", + "doc:00289c83ee2b66d7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:9e061ec72c3f18b6", + "text": "The tomatoes in the fallow treatment intercepted more PAR on all three sampling dates during the tomato growing season (Table 1). Harvestable fruit and total fruit biomass at 111 DAP were higher in the fallow treatment by 44% and 39%, respectively (Table 1). Shoot biomass was similar in both treatments, but harvest index was significantly higher for the fallow treatment. Plant nutrient content (N, P and K) were similar on all dates, but at harvest, N tended to be higher (P<0.10) for the winter fallow treatment (fallow, 11.5 g N m<sup>-2</sup> and MCC, 9.6 g N m<sup>-2</sup>), and P content of non-harvestable fruit tended also to be higher (fallow, 0.6 g P m<sup>-2</sup> and MCC, 0.5 g P m<sup>-2</sup>; P<0.10). Plants lost to S. rolfsii Sacc. were not different between main plots with a survival rate of 89% for
", + "provenance": { + "marker_block_ids": [ + "/page/5/Text/6" + ], + "page_number": 5, + "bbox": { + "x0": 45.04109589041096, + "y0": 479.267578125, + "x1": 263.49041095890414, + "y1": 662.9237029501526 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 45.04109589041096, + 479.267578125 + ], + [ + 263.49041095890414, + 479.267578125 + ], + [ + 263.49041095890414, + 662.9237029501526 + ], + [ + 45.04109589041096, + 662.9237029501526 + ] + ] + }, + "reading_order_index": 54, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:672191f9514962e8", + "doc:00289c83ee2b66d7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:8a5c995c4d6af896", + "text": "fallow and 83% for the MCC (data not shown). Fruit were redder in the fallow treatment than the MCC (fallow, 38.9 hue and MCC, 39.8 hue; P<0.05), and fruit firmness tended to be higher in the MCC (fallow, 75.2% and MCC, 77.2%; P=0.06). Fruit weight, % SS, pH, and TA were similar between tomatoes grown in fallow and MCC treatments (data not shown).
", + "provenance": { + "marker_block_ids": [ + "/page/5/Text/7" + ], + "page_number": 5, + "bbox": { + "x0": 283.6328125, + "y0": 290.8037109375, + "x1": 502.20821917808223, + "y1": 387.3936927772126 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 283.6328125, + 290.8037109375 + ], + [ + 502.20821917808223, + 290.8037109375 + ], + [ + 502.20821917808223, + 387.3936927772126 + ], + [ + 283.6328125, + 387.3936927772126 + ] + ] + }, + "reading_order_index": 55, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:672191f9514962e8", + "doc:00289c83ee2b66d7" + ] + } + } + ] + }, + { + "kind": "section", + "id": "doc:3de9261c67d28a87", + "heading_text": "Soil NO<sub>3</sub><sup>-</sup>- and NH<sub>4</sub><sup>+</sup>-N, potentially mineralizable N and MBC did not differ among cultivar mixtures (data not shown). Soil gas emissions of the cultivar mixtures were not different, but there were main plot × subplot interactions (Fig. 2). Within the fallow treatment, CO<sub>2</sub> emissions were higher in the monoculture than in the 3-cv mixture in the last two spot samplings (77 and 100 DAP). N<sub>2</sub>O emissions were higher before harvest (100 DAP) in the 5-cv mixture, but were quite low overall.
", + "provenance": { + "marker_block_ids": [ + "/page/5/Text/9" + ], + "page_number": 5, + "bbox": { + "x0": 283.09765625, + "y0": 428.6856561546287, + "x1": 502.20821917808223, + "y1": 550.3092573753815 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 283.09765625, + 428.6856561546287 + ], + [ + 502.20821917808223, + 428.6856561546287 + ], + [ + 502.20821917808223, + 550.3092573753815 + ], + [ + 283.09765625, + 550.3092573753815 + ] + ] + }, + "reading_order_index": 57, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:672191f9514962e8", + "doc:3de9261c67d28a87" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:d23ba51b0347fc1a", + "text": "At harvest, vegetative growth and yields were similar for the three cultivar mixtures within each of the two winter treatments. Separate analyses by main plot were performed due to main plot*subplot interactions. Within the fallow treatment, cultivar mixtures had similar PAR interception and biomass production (Fig. 3). Within the MCC, some differences were observed. At 39 DAP, biomass in the MCC monoculture was higher than the MCC 5-cv
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At 75 DAP, shoot and fruit biomass for the MCC 3-cv mixture were 46% and 63% higher than the MCC monoculture, but there were no differences by harvest (Fig. 3). Canopy PAR interception for the
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|---|---|---|---|
| Fallow mean ± SE | Mustard mean ± SE | ||
| 35 | PAR intercepted (%) | 20±1.0 a | 15±0.9 b |
| 69 | PAR intercepted (%) | 46±1.0 a | 39±1.3 b |
| 95 | PAR intercepted (%) | 47±1.2 a | 43±1.3 b |
| 39 | Shoot biomass (g m-2) | 54±4.7 | |
| 75 | Shoot biomass (g m-2) | ||
| 111 | Shoot biomass (g m-2) | 294±9.3 | |
| 75 | Total fruit (g m-2) | 122±12.5 | |
| 111 | Total fruit (g m-2) | 352±15.4 a | 252±15.1 b |
| 111 | Harvestable fruit (g m-2) | 234±14.7 a | 162±15.6 b |
| 111 | Aboveground N (g N m-2) | 12±0.4 | |
| 111 | Harvest index | a | 0.30±0.01 b |
Data show the mean standard error for all cultivar mixture treatments, since no differences were observed amongst them. Means followed by different letters are significantly different at P < 0.05. n = 24, except on DAP 39 and 75 when n = 12
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+ }, + { + "kind": "paragraph", + "id": "doc:7c42215c2971f2f1", + "text": "cultivar mixtures. The fruit in the 3-cv mixture were redder than those in the monoculture (1-cv, 40.3 hue; 3-cv, 38.5 hue; and 5-cv, 39.4 hue). The average fruit weight in the monoculture was higher than fruit in both mixtures (1-cv, 63.4 g; 3-cv, 49.5 g; and 5-cv, 50.2 g). Fruit firmness, % SS, pH, and TA were not different between the mixtures (data not shown).
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A9mr0SgArU8Jf8jxY/wDXrP8A+yVl1qeEv+R4sf8Ar1n/APZKAPU6KKKAOf8AG/8AyJupf7i/+hCugrn/ABv/AMibqX+4v/oQroKACuH8M6+bPSZrcaPq0+zUL397Bbhkb/SpTwd1dxXP+DP+Reb/AK/77/0qloA1NTllTRryWCKR5hbuyRquWLbTgAeua8l0dbfwv4e0u68RfDe1itIljWfU5FhknRyf9Y8e3cOT65FeualbTXumXNtb3T2s0sbLHPH96NiOGH0rhb/Q/HHiLRk8O6udJismKLd6hDK7yTopB+VCoCscDOT60ALotjZeJfiL4ou9TtobxLIQWlqk6B1RGTcxAPHJ71a+G/8AoZ8RaLGT9k03VJIrZSc7I2AbaPYEmnXfh/XtD8S3WseGI7G4ivoY47m0u5Wj2ugwrqwBzxwRWr4O8PT+H9MuPt08c+o3ty93dyRghDI3Zc84AAFAHRUUUUAFFFFABRRRQBFcwi4tZoC20SIUz6ZGKz/DWiL4c8OWWjpOZ1tY9gkK7S3JPT8a1aKACiiigDj/ABJrnhrUND1a01iC6ms7aZba4VbZyQ55BTAycY+8K87W68GSlIdQ8QeNNR09CCLG6SVomx0DYQFh+Neo+NNdvNB0WJ9Ohikv7u5jtLfzs7FdzgM2OwrAvbL4g6Dp02rt4pstU+zRmaWxl05YUZQMsFkU5zjOM0Ad3ZywzWNvLbrtgeNWjXbtwpHAx247VPVXTL5NT0mz1CNSiXUCTKp6gMobH61aoAKKK5TU/F18uvXGjaDoT6tdWiK90zXKwRxbuVXcQcsRzjFAHV0Vxn/CwoW8I3Osppk/2y2uhZy6e8gV1nLBdm7p3BzWho2t+I77UBBqfhGTTLYqSbhtQhmAPYbVOeaAOjrn/B//ACC77/sK3/8A6UyV0Fc/4P8A+QXff9hW/wD/AEpkoA6Ciio5Z4oFDTSpGpOAXYAfrQBJRWbqGrJBYyy2LWl1cqBshe6WIPz/AHuccZ7VheGPGV5rs9x9t0uz0+2hllgMv9pLKWkjfaQF2jgkHnPb3oA6+mTCUwSCAosu07C4JUNjjIBGRn3rj/iFqMZ8LhLTUNkkl3boTbXBRypkAIBUg9K4T7M//QQ1X/wZXH/xdAHd6Dqfi298T6lp9/PohtdNkjSUwWsqvLvjD/LmQhcZA5Brs6+e9NgY65rI+26iMSRcrfzAn92OpD5P41Y1kXFpot7cQalqqSxQO6N/aU/BAyD9+gD3yud1Dx34Y0rUJLC+1iCG6jOGiYNkHGew962f7Rsf+fy3/wC/q/41y+v31o3jTwiwuoCqzXW4iQYH7hutAHXQyx3EEc0TBo5FDqw7gjINPqt/aNj/AM/lv/39X/GrCsGUMpBUjIIPBFAC0UUUAFYHjn/kQPEX/YMuf/RbVv1geOf+RA8Rf9gy5/8ARbUAfGVFFFABXufh/wD5F7T/APrgn8q8Mr3Pw/8A8i9p/wD1wT+VAGlRRRQB3fw7/wCRcm/6/Zv/AEKusrk/h3/yLk3/AF+zf+hV1lABXP6T/wAjh4i+lt/6Aa6Cuf0n/kcPEX0tv/QDQB0FFFFABRRRQB8efEj/AJKR4g/6/Hrlq6n4kf8AJSPEH/X49ctQAV6R8Mf+PLUP+uifyNeb16R8Mf8Ajy1D/ron8jQB3tFFFAGp4H/5KFJ/2Cn/APRqV6nXlngf/koUn/YKf/0alep0AFc/r/8AyH/Cv/YSl/8ASS4roK5/X/8AkP8AhX/sJS/+klxQB0FFFFABRRRQAUUUUAFFFFABRRRQA2SRYonkf7qKWP0FePW8+p33w+1e80XS9F0zw7cpcSs17NJPPL97cx7BiRxknHFexkAjBGRXJR/DTwpHcvL/AGczRO5f7M1xIYAx6kR7tufwoAsfD4lvh7oBJJP2KPr9Kr+KL3X01S3tbC+sdG03yjJPql2Ek+fOBGqFhzjkk1uaJodh4d0xNO02N47VCSqPK0m3PYFiTj2rh/E2hX3/AAsD+2bnwz/wkmmtaLDbw74z9mkB5OyQgc+tAFIeKLzWvCHjjS72+stRbTbVlS/sxtSdWQnoCQCMY4OKbY33jfR/AFh4hS5002NpZxyNpZtzuaEKOfNz9/HOMYptp4b8SK/jKKTw/DbLrNiPsq2s8flRsEKiI8j5ueuMdeanePxteeC4vB8nhsQXD2yWsuom6jMCxYALYB3FscY9aAPS7C8j1DTra9hz5VxEkqZ64YAj+dWKrafZpp2mWtjGSY7aFIVJ7hQAP5UzVyV0W/IJBFvIQR/umgC5RXkng7x5d6d8P9NnPh3VL7T7SHbd6gjLhSCdxVSdzgdz04NeqWV7b6jYwXtrIJLeeMSRuP4lIyDQBPRRRQAUUUUAcJ8Zf+SUa3/2w/8AR8dfJ1fWPxl/5JRrf/bD/wBHx18nUAFFFFAHvmnf8gy0/wCuKf8AoIqzVbTv+QZaf9cU/wDQRVmgArrfhd/yCta/7Csn/oqKuSrrfhd/yCta/wCwrJ/6KioA7qiiigDn7P8A5KDrH/YLsv8A0bdV0Fc/Z/8AJQdY/wCwXZf+jbqugoAKKKKACvkr4v8A/JVNc/34v/RSV9a18lfF/wD5Kprn+/F/6KSgDiKKKKAPQfhh9/U/pH/7NXoled/DD7+p/SP/ANmr0SgArU8Jf8jxY/8AXrP/AOyVl1qeEv8AkeLH/r1n/wDZKAPU6KKKAOf8b/8AIm6l/uL/AOhCugrn/G//ACJupf7i/wDoQroKACuf8Gf8i83/AF/33/pVLXQVz/gz/kXm/wCv++/9KpaAOgoqpqmoQ6TpV3qNxnybaFpXA6kKM8Vwc/jDxfp2gweKNQ07SRosnlyPaxPJ9piicgBtx+UnkHGBQB6PRXGanr/iW68Uy6R4ag0h0gtI7iaTUGlXlywAGwHsM810ejHWDp4/txbFb3ccixZzHt7ffAOaANCiiigAooooAKKKKACiiigAooooA4XxH4G13xFJdRyeMpobCWQPHajT4m8rByuHyGyD0PWql78PfE+o6Y2nXfxCvZbVhtZDYR5cejMDkj2J5r0WigCCytzaWFvbFw5hiWMsECBsADO0cD6DpU9FFABXGaprM6a/d6R4S0m1m1h1R7+9lUJDBkfKZCBudsdF9K7OuVv/AIceFdT1K41C706Vrq5bfK63s6bjjHRXA/SgDCvfBdnZeHbXSb/xHJb32oaqt3LeiMBri4znag6L0GOvSn+VfeEfHehafba3qWo2eqiVJ7bUJ/PaMou4SKx5A7EdK6BPAfhtNEm0caezWUsglZJLiR2DjoyszFlP0IqTRfBmi6FfNfW0U8t6yeX9purh5pAn90FicD6UAW9R0q9vbkS2/iDUbBNoHk28duy59f3kTHP44qh4IjeHQrmKSd53TU75WlkChnIuZOTtAGT7AD2rpK5/wf8A8gu+/wCwrf8A/pTJQB0FeM/tE/8AIv6N/wBfT/8AoFezV4z+0T/yL+jf9fT/APoFAHzzRRRQBqeG/wDkZtM/6+U/nXt7oJI2Rs7WBBwcH8xXiHhv/kZtM/6+U/nXuNAGXa+HtOs7v7VAk6zZyWNzI27jAyC2Dx60viP/AJFvUf8Ar3f+VadZniL/AJFzUf8Ar3f+VAHsf/CK+Hf+gDpf/gHH/hXNa74c0OPxj4UiTRtOWOWa5EiLaoA4EDEZGOcHmu8rldW8HXGq63Bqf/CS6pbSWzs9tHEkO2Esu1sZjJORnrnrQBp/8Ir4d/6AOl/+Acf+FVvAv/Ig+H/+wfB/6AK3YUaOGNHkaRlUAu2MsQOpxxk+1YXgb/kQfD//AGD4P/QBQB0FFFFABWB45/5EDxF/2DLn/wBFtW/WB45/5EDxF/2DLn/0W1AHxlRRRQAV7n4f/wCRe0//AK4J/KvDK9z8P/8AIvaf/wBcE/lQBpUUUUAd38O/+Rcm/wCv2b/0Kusrk/h3/wAi5N/1+zf+hV1lABXP6T/yOHiL6W3/AKAa6Cuf0n/kcPEX0tv/AEA0AdBRRRQAUUUUAfHnxI/5KR4g/wCvx65aup+JH/JSPEH/AF+PXLUAFekfDH/jy1D/AK6J/I15vXpHwx/48tQ/66J/I0Ad7RRRQBqeB/8AkoUn/YKf/wBGpXqdeWeB/wDkoUn/AGCn/wDRqV6nQAVz+v8A/If8K/8AYSl/9JLiugrn9f8A+Q/4V/7CUv8A6SXFAHQUUUUAFFFFABRRRQAUUUUAFFFFAHhXxd+IXinwx4zTT9H1T7Lam0jkKeRG/wAxLZOWUnsK831L4o+NNXsza3evTGIsGPkxxwtkf7SKD+tdF8e/+Sip/wBeMX/oT15dQB0uk/ELxbokskllrt2GkUK3nETDHsJAwH4V2fgz4veKp/FthFrOpzXmnsX86CK0i3N8jYxtUHrg9e1eT10Hgn/kb7D6v/6A1AH0lefETTrmzlhit9btpHUqs0VqhZD6jcSM/UGuZ8MeOZ4tRvptT1TxBfwwXTxRQGygClNq4L7VB3Ak9DjpVScTGBxAyLLj5DIpKg+4BFZelafqdlcztcXNpJFPK0zrHCytuIA4JY8cCgD01PiVo7TRRvZ6pEJZEiDvbYUFmCjPPTJFdLrH/IEv/wDr2k/9BNeN3zBY7dmIAF3bkk9v3yV7R/aNj/z+W/8A39X/ABoA8k8M+PNBsfhLDpU0rLqi2bQJY+W3mTM+dpUY+YNkHNei+CNMuNG8E6Pp92CLiC2USKf4SeSPwzisi9+Imk2uu/YH0bVJrpd/lyx26MrqpwWVt/3eR+Yrrf7Rsf8An8t/+/q/40AWaKajrIgdGDKRkEHINOoAKKKKAOE+Mv8AySjW/wDth/6Pjr5Or6x+Mv8AySjW/wDth/6Pjr5OoAKKKKAPfNO/5Blp/wBcU/8AQRVmq2nf8gy0/wCuKf8AoIqzQAV1vwu/5BWtf9hWT/0VFXJV1vwu/wCQVrX/AGFZP/RUVAHdUUUUAc/Z/wDJQdY/7Bdl/wCjbqugrn7P/koOsf8AYLsv/Rt1XQUAFFFFABXyV8X/APkqmuf78X/opK+ta+Svi/8A8lU1z/fi/wDRSUAcRRRRQB6D8MPv6n9I/wD2avRK87+GH39T+kf/ALNXolABWp4S/wCR4sf+vWf/ANkrLrU8Jf8AI8WP/XrP/wCyUAep0UUUAc/43/5E3Uv9xf8A0IV0Fc/43/5E3Uv9xf8A0IV0FABXD+GdGv7rSZpofEup2cbX97iCGK2KJ/pMo4LxM3vyT1ruK5/wZ/yLzf8AX/ff+lUtAGpqOoW+j6Tc6heSEQWsRkkfHJAHP4151FcxeOfs954l17TbHSC6zQ6NDdJufBypnfOSe+0cV6ZdWtve20ltdwRT28g2vFKgdWHoQeDWP/whPhMHI8MaL/4ARf8AxNAHM3WheBvEPjHVzqheXUIY4hLBczGONUC/K8YBGRjvzj2qz8L7iWTSdUgS5lutMtdRlh0+eRy5aEYwAx6gHIBrpNU8L6Drbxvqej2V28Q2o0sKkqPTPp7Vo21tBZ20dvawRwQRjakcShVUegA4FAEtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVxfxGurg2WkaNbzyW/wDa+oR2kssbbWERyWAPbIGKy5NHs/Avjrw8mho9tY6sZbW6thIzIzBdyvgk/N70AekVz/g//kF33/YVv/8A0pkq3qPiTSNJuRb316kMxUNtKseD34HtXMeFfGPh+DTr1JdSjVjqd64GxujXEjA9PQg0Ad5XjP7RP/Iv6N/19P8A+gV6N/wm/hz/AKCkf/fD/wCFeU/HTW9O1vQ9Kj025+0vHcszhEbgbfcUAeE0VJ9nn/54yf8AfJo+zz/88ZP++TQBoeG/+Rm0z/r5T+de414doebTXrC4nR0ijnRnYoeBmvWf+Ep0X/n9/wDIT/4UAbFZniL/AJFzUf8Ar3f+VRf8JTov/P7/AOQn/wAKz9c8R6Vc6HfQw3W6R4WVVEb8nH0oA+j6K5H/AIWf4M/6Dcf/AH5k/wDiaP8AhZ/gz/oNx/8AfmT/AOJoA66uf8Df8iD4f/7B8H/oAqj/AMLP8Gf9BuP/AL8yf/E1S8HeLtBs/BeiW1xqCRzRWMKOhRsqQgBHSgDu6K5//hN/Dn/QUj/74f8Awpn/AAnnhfzvJ/tiDzdu7ZtbdjpnGOlAHR1geOf+RA8Rf9gy5/8ARbUn/Cb+HP8AoKR/98P/AIVi+MPF2g3ngrXba31BJJptPnjjQI2WYxsAOnrQB8m0VJ9nn/54yf8AfJo+zz/88ZP++TQBHXufh/8A5F7T/wDrgn8q8Q+zz/8APGT/AL5NetaL4j0m30SyhlutsiQqrL5b8ED6UAdPRWP/AMJTov8Az+/+Qn/wo/4SnRf+f3/yE/8AhQB6n8O/+Rcm/wCv2b/0Kusry7wX4+8MaXoktve6osMpupJArQycqxyDwvpXR/8ACz/Bn/Qbj/78yf8AxNAHXVz+k/8AI4eIvpbf+gGqP/Cz/Bn/AEG4/wDvzJ/8TWdovjbw7L4k127TUlME32cRuY3AYqhBxkdqAO/orn/+E38Of9BSP/vh/wDCkbx14ZQAvq0SgkAEqw5PAHSgDoaK5/8A4Tfw5/0FI/8Avh/8KP8AhN/Dn/QUj/74f/CgD5c+JH/JSPEH/X49ctXT+PnF9491u6tleSCW6ZkcIcMPWuc+zz/88ZP++TQBHXpHwx/48tQ/66J/I1539nn/AOeMn/fJrufAOqWmlW16l9K0LO6lQY2ORg+goA9IorH/AOEp0X/n9/8AIT/4Uf8ACU6L/wA/v/kJ/wDCgDrPA/8AyUKT/sFP/wCjUr1OvD/CfjLQNP8AGr3l1qAitzpzxBzE+NxkQ44X0Br0L/hZ/gz/AKDcf/fmT/4mgDrq5/X/APkP+Ff+wlL/AOklxVH/AIWf4M/6Dcf/AH5k/wDiaytS8e+GNR17w4bTVUkFvfSSykRSDYv2aZcnK/3mUfjQB6HRXP8A/Cb+HP8AoKR/98P/AIUf8Jv4c/6Ckf8A3w/+FAHQUVBZ3ltqFnDeWcyT28yB45EOVYHuKnoAKKKKACiiigAorAPjfw2HdRq0DbWKEoGYZBweQMHkGk/4Tfw5/wBBSP8A74f/AAoA8E+Pf/JRU/68Yv8A0J68ur0n403tvrPjpLrT3NxB9jjTeqHGQzZHI9686+zz/wDPGT/vk0AR10Hgn/kb7D6v/wCgNWH9nn/54yf98mtnwrKuneJLO6uw0UCFtzshwMqRQB7RRWL/AMJboX/P+v8A37f/AAo/4S3Qv+f9f+/b/wCFAGlexRzRRRSoskb3EKsjjIYGRcgjuK9Z/wCEV8O/9AHS/wDwDj/wrw+bxXojeTtvlO2eJj+7boJFJ7egNesf8LP8Gf8AQbj/AO/Mn/xNAGHf+Gr/AP4S2K+tfAuiSWFvFNAIzcRp525kKyFfKwCAh45+8efXtP8AhFfDv/QB0v8A8A4/8Kx/+Fn+DP8AoNx/9+ZP/iaP+Fn+DP8AoNx/9+ZP/iaALngaNIvB9jHGioiGVVVRgACV8ACuirg/CHjDQLfwvaRzaiiPmRtrRvnBkYjt6EVuf8Jv4c/6Ckf/AHw/+FAHQUVzo8deGS7INXhLqAWUK2Rnpnj2NO/4Tfw5/wBBSP8A74f/AAoAxPjL/wAko1v/ALYf+j46+Tq+m/ir4m0fVfhtq9lY3qz3Mnk7I1RsnEyE9vQE180fZ5/+eMn/AHyaAI6Kk+zz/wDPGT/vk0fZ5v8AnjJ/3yaAPeNO/wCQZaf9cU/9BFWa5+x8TaPHp9sj3mGWJQR5b8HA9qsf8JTov/P7/wCQn/woA2K634Xf8grWv+wrJ/6Kirzr/hKdF/5/f/IT/wCFdH8P/HfhrSdO1WO+1NYXl1F5UDRSHchjjAPC+oP5UAeuUVyP/Cz/AAZ/0G4/+/Mn/wATR/ws/wAGf9BuP/vzJ/8AE0AXrP8A5KDrH/YLsv8A0bdV0Fef6b438OXHjPVb2LU0a2ewtIlk8twC6yXBYcjsHX866D/hN/Dn/QUj/wC+H/woA6Ciucl8eeF4IzJLrEEaDqzqwA/HFP8A+E38Of8AQUj/AO+H/wAKAOgr5K+L/wDyVTXP9+L/ANFJX0r/AMJv4c/6Ckf/AHw/+FfM3xRmTU/iPq95Z7preVoykiocHESA9vUGgDjKKk+zz/8APGT/AL5NH2ef/njJ/wB8mgDvfhh9/U/pH/7NXoleY+AdRtdJe/8At0jQ+YE2bkY5xuz0HvXbf8JTov8Az+/+Qn/woA2K1PCX/I8WP/XrP/7JXJ/8JTov/P7/AOQn/wAKv+HPGOgWXiy0u7jUBHAkEyM5ifgnbjt7GgD3CiuR/wCFn+DP+g3H/wB+ZP8A4mj/AIWf4M/6Dcf/AH5k/wDiaAL3jf8A5E3Uv9xf/QhXQV5z4q+IfhXUfDN7aWmrLLcSqqoghkyTuH+zXTf8Jv4c/wCgpH/3w/8AhQB0Fc/4M/5F5v8Ar/vv/SqWj/hN/Dn/AEFI/wDvh/8ACsPwj4x8PwaCUl1KNWN7eOBsbo1zKwPT0INAHeUVkeJtVfSPCep6pBgvb2ryx/ULx+uK821DwxBoPw7t/F9rNOPEcEUV9NfNMxaYsQXVgTgqQSMY7UAewUVFazC5tIZwMCRFfH1GaloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDl/HOh32r6ZZ3Olqj6lpt3HeW8bttEhXqme2QTzWXb22teKvGGk6pqOiy6Tp+krI6R3EqNJNM428BScKB3PWu8ooAKzND02XS7O4hldHaW9ubgFM4CyTO4H1AYZrTooAKKKKACiuV1Px5Y6fqlzp9vpmrapNaAG6On2wkWDIyAxJHOOcDJqW48d6HD4es9ajlmuYb1xHbQ28RaaZ/7gT1GDnPTFAHS0VgaF4tstcvZ7D7JfafqEKCRrS/h8uQoeAwwSCM+hqTxX4ki8KaIdSmtZbkeakQiiIDFmOB14oA26K4iX4hyadtl1zwvrGl2RYK13IqSRx54BfYxIHviutu9RtrLSptSllX7LFCZmcHIKgZyPwoAtUVz3g7xdZ+MtIe/tYJrcxymKSGbG9TgEZx6gg1lN8QLqbVdSsdN8LanqA0+4NvLLC8YXcOe7A0AdtRWD4a8V2niVbuOO2urO9s3EdzaXSBZIiRkdCQQexreoAKzDpsv/CUDVN6eULI2+3ndu3hs/TFadFABRRRQAUVg674oXQbiKFtF1q/8xN2/T7Jp1XnGCR0PtVLSfH+n6tqVzYf2ZrFlPbW5uZRfWhh2oO/J79voaAOrorjdO+I1rqj232bw74lMNwVEdwdNbysHo27ONvfNdhI4jidyMhQTQA6iuBsPiTeanp6ajZ+DNansmziWExNkAkHC7snoa6rQPEGn+JdLTUNOkZoixRlddrxuOqsOxFAGpRXLQePNNn8dy+FFimFxGp/fnHls4UMUHuAc1J4n8Xf8I7qGm2EWlXWo3WoeZ5UVuyg/IAT94jsf0oA6WiuQsfHgfWbXS9X0LUtHnvCVtnulUxysOdu5ScH2rr6ACszXdNl1WxhgidEaO8tbgl842xTpIR9SEIHvWnRQAUUUUAFFYereLdI0bUdP0+e4El5fXKW0cETKzqW/iYZ4UevvWlf6jZaXatc391DbQqCS8rhRx9aALVFZmga7aeI9Bt9YsxIlrcBinmgBsBiuTgn0qtZ+LNJ1HxNNoNlOLi6gtvtEjxMrRqNwXaSD97kHGOlAG5RTZHEcTuRkKCa4Ow+JN5qenpqNn4M1qeybOJYTE2QCQcLuyehoA76isvQPEGn+JdLTUNOkZoixRlddrxuOqsOxFZUHjzTZ/HcvhRYphcRqf35x5bOFDFB7gHNAHU0VzXifxd/wjuoabYRaVdajdah5nlRW7KD8gBP3iOx/Sqtj48D6za6Xq+halo894Sts90qmOVhzt3KTg+1AHX0UUUAZnh7TZdI0G0sJnR5IVKsyZweSeM/WtOiigAooooAKKKKAMzw9psukaFa2Ezo8kQYFkzg5Ynv9a06KKACiiuQvviLptpd3kMGmaxfw2LlLq6srXzIYWH3gWJBOO+AcUAdfRXO6j410fT9JsNQRp7xdQwLOG0iMktwSM/KvHbrnGKl0HxXZa/cXNotte2N9bANLZ30Plyqp6NjJBB9QTQBu0VheK/E0fhXTIbx7Oa7aa4S2jhhIDFmzjrx2rGb4hmwkiOveG9W0i1kcJ9rmVHiQngbyrHaPfFAHbUVS1TVLbSNGutUuG/0a3haZivcAZ4+tZ/hLxTa+L9EGpWsMsGJGikhmxvjZexx+B/GgDdorhk+IV3d3l/DpvhPVL6OyuXtpJoXiCl164BYGt3w14os/E9tcPBDcWtzay+Tc2t0m2SF/Qjn86ANyiiigDMttNlh8SajqbOhiuba3hVRncDG0pJPt+8H5GtOiigAoorndb8XJol/9kbQtevTsD+bY2DTR89tw7+1AHRUVyOn/ABD0y/j1Z2sNVs/7Kg8+5W8tfKZRjIABPUgdDinaX48h1a8treLw74khW4I23E+mskQB5BLZwB70AdZRVbUb1NO0y6vpFZ0t4XlZV6kKCcD8q4u1+I95c6dFqY8Ga42nyIJRNF5ch2eoUNk0Ad7RVHR9Ysde0qDUtOnE1rOuUYDB9wR2IPasTw94803xH4i1PRrWKZJbEnEj42zgMVYp7AjFAHU0VyeueNZNK8RpodnoV7qd21t9pItmQYTdt/iI7/zp+i+NotT1o6LfaVf6TqRiM0UN2q4lQdSrKSDigDqaKKKAMzxBpsur6JPYwuiSSFCGfOBhw3b6Vp0UUAFFFYcvi3SE8TWXh+O4E9/dLIwWFlYRBBk7+cjODigDcorM13xBpnhzTZr7UrqOGOJC4QsA747KCeSelWLPUbe80i21MHyreeBJwZSF2qygjPOBwfWgC3RWLovinS/EGpanZabKZzpzIksykGNiwJwpB5xgg1d1jUo9G0a91KWNpI7WFpmRerBRnAoAu0VwkXxGuzYR6lN4N1xdPeMS/aIxHJhCM7tobOMc12GmanZ6xpkGo2E6zWs6b45B3H9DQBborlvC/jvTfFeqalYWcU0b2TcNJjEybiu9fbIqLV/G8un+JpNCstAv9Tuo7dbhzbugAVjj+IjvQB11FcxoPjOHV9Xl0e70y+0rU0i84W94oHmJnG5WUkHmunoAKzNA02XSdLNrM6O5ubibKZxiSZ5AOe4DAfWtOigChrWmJrOh32mSNtS6geIt6ZGM153PZeLtX8J23gq60JrfAjt7rUzOhhMKEfMgB3FiAOMcV6nRQAyKNYYUiQYVFCgewp9FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcpcwzy2eot4In0mO+kun+2yXCu480DB+6eGHHXI9q4TQbO5fw94dv8ASbLz9Q0LULmK6sJbhQ1w5yJGjY4BPOQPwruL7wKsmp3l9peu6ppBvm33UVo6bJGxjcAynax9RTpPh9pI0Ox06zlu7OSxmNxb3kUgMyyn7zkkENuzzkc0Ac1aX2rar8ZdLuLzSn0xE0yYCCSVXkKZ+8+0kAFjwM9jWv8AFr/kTYv+whbf+jBW3oPhaHRby61Ce+utR1O6UJLd3RXdsHRVCgBV9gKm8T+G7TxVo50y8nuYIjIkoktmCuGU5GCQR19qAG+MHtk8Gay15t+z/Ypd27p904/XFebaxqF1D8KfCnh94Lu4u9UjiWaG2jLzG3TDPhe524FdifhvZXLxjVdd1/VrdHD/AGW+vA0TEdNyqq5/Gts+HLJvFEWvs8zXMNqbWGIkeVGpOSVGM5PTr0oA4DwvrS2nxTuYU0jU9KsNatlMcV/beTmeIYO0ZIOVpPDZ8VjxP4x/4R9NFaD+1m8w6g8obdtHTYCMYr0DXPDdnr0+mz3Es8M2nXIuYJIGAYMOoOQflPcU7R/D1pol5qlzbSTu+pXJuZhIwIViMYXAGBx3zQBl+EvDWoaVfarrGtXVvPqupuhlFqpWKNUGFVc8n6muqoooAKKKKACiiigDO17WINA0G91W4/1drEZCP7x7D8TgfjXLaTod1H4C1K5vLiGLWtagea5uLhtqxs64RSeyqCBiuk8ReH7TxNpX9nXss6W5lSRhCwBbachTkHjI5q3qWm2mraXcadeRCS1uIzHInTINAHnV4viv4feHLDUZNft9RsbTyYJ7AWaRqIyQn7tx8xIyOvX9K9Luf+PSb/cb+VchD8O4i9pFqOvatqWn2bq8FlcyJ5YK/d3kKC+O2TXZSIJI2Q5wwIOKAOM+Ev8AyTXS/wDtr/6MasjwxqdvpGo/ELVwQNMt7zzAR90yKnz4+pwK0bP4X29hZLZWvinxPDZrnEEd6iKATkjiMEdTWtP4F0aXwovhuFZ7XTg6u6wON0pDbjuZgc5I570AePtqN3ZeGNO1g+HteTV7XUjqtxeyWREDK5+cb8527MDp2ruPGl1e3njPwPdaCbOS4mS4kgN2zCIgxg8lQT0r0W6sbe806awmQG3miMTIP7pGMflWBY+BtOsX0Blu76VtDSRLUyuh3K4xh8KM4HTGPxoAy/8AhG/FOva/pV74muNIis9Mm+0RQacJGMkmMAszgYA9q7uiigAooooAKKKKAPO/Hukabb6/4V1GDT7WK+m12AS3KQqJHHPVgMnoPyrs9a0nTdWsHj1LT7W8SNWdFuIVkCtjqMg4NR6zoFrrkumyXMkyHT7tLyLymA3OucBsg8c9sfWtORBJGyHOGBBxQBxvwrRH+F+jxsoKFJVKkcEea/FUdI0vT9I+M13b6bY21nCdDVjHbxLGpPnDnAA5rr/D+h23hvQ7bSLN5nt7cMEaYgucsWOSAB1J7U1NAtU8UyeIRJN9re0FmU3Dy9gbdnGM5z7/AIUAaFz/AMek3+438q4/4S/8k10v/tr/AOjGrs5EEkbIc4YEHFcNZ/C+3sLJbK18U+J4bNc4gjvURQCckcRgjqaAM7wxqdvpGo/ELVwQNMt7zzAR90yKnz4+pwK4ZtRu7Lwxp2sHw9ryava6kdVuL2SyIgZXPzjfnO3ZgdO1ewT+BdGl8KL4bhWe104OrusDjdKQ247mYHOSOe9bt1Y295p01hMgNvNEYmQf3SMY/KgDzrxpdXt54z8D3WgmzkuJkuJIDdswiIMYPJUE9K0v+Eb8U69r+lXvia40iKz0yb7RFBpwkYySYwCzOBgD2rUsfA2nWL6Ay3d9K2hpIlqZXQ7lcYw+FGcDpjH4109ABRRRQAUUUUAFFFFABRRRQAUUUUAFcTqVpeXPhm4TwDcaRHBO05uGlDMWkP3tpBwGznOQa7auMn+Hqefd/wBm+INX0yzvZGluLS1kTYWb7xUlSUz3waAOV0mKWXQ/Bev+H9PNx/Zkc1u+my3CiVwfldkY4DEEE9uDV7R7zVdT+M4ur3TW05V0cj7O8ivIE8wYL7cgEnOBnoK6e78CaZJpel2dhLcabJpRJsrm2YeZGSMNncCGB75HNW/D/hiDQpru7e8ub/Ubwj7ReXRBdgOigAAKo9AKAMH4pf8AII0T/sNWv/oRrX+IL2yfD/XTd7fK+xuPm/vEfL+OcVZ8T+GbXxVpsVld3N3bLFOlwktq6q6uucckEd/SshfhxYzTwvquta5rEULiRbbULsPFuHQlVVc496AOT8S6hcL4J8H+HJrW9u572OCW9t7SLzJjBGFZht9zgfgat+DdaFv8S9Wsv7L1HTLPWYxdW8N/b+SxlQYfaMkEEc/hXeJ4ds08UyeITJO921sLVEYjy4kBydoxkEnryaTV/DdnrOpaVqE0s8NzpkxmgeFgM5GCrZBypHUcUAee+ED4uF74n/sCPQ2tv7auNxv3lD7uOmwEYxiuy8H+Gr3RH1PUNWuobnVdUnE1wbdSsSYGFVc84A7mtLQ/D1poB1D7JJO/267e7l81gcO2MgYA4475+ta1ABRRRQAUUUUAFYni7Xh4a8M3mpBd8yKEgj/vyscIPzIrbrJ13w9aeIRYreSTqlndJdIkbAB3XoGyDkc9sUAc1P4Tnt/hneaR9st49U1FN11d3T4V5nI3ZP8A46B9Kq3tx4o8EzaPPfa5Fq2n3N1HZTWxs0hMW/gNGV5IGOhzXa65otl4h0ifTL9Ga3mAzsbaykHIYHsQRmsGz8Bouo2d3quu6pq4sW32sN26bI27MQqjcw9TQBseKP8AkU9Y/wCvKb/0A1Q+H3Hw80HPT7FH/Kt2/s49R065spmZYriJonKHBAYYOM9+a42D4YW0FgmnjxR4nNiieWLb7aqoU/u/KgOPxoA5vQtc/wCEf+H/AIu1O05hfVbhNOVf4mYhV2+vzH9KxrXUB4au/B96mg65YLYA2eo3N7Z+XHIsp5O7J/jJPNerXHgvSJrPR7KNJLey0qdZ4LaEgI7L035BJ5JPUc1f17RLTxHol1pN9v8As9yu1jGQGXnIIJB5BHpQBwetnW/+FyxnQF05rr+xfm+3s4TZ5vbYCc9K2dL8NeILvxdb+IvE1zp3mWcDw2ltp4coN/3mZn5Jx2rZtPC1naa9BrIubuW7hsBYAyMpDIDnccKPmz36e1blABRRRQAUUUUAFed6npGm6Z8XPCslhp9rayXEd60zQQqhkPl9WIHJ5PX1r0Ssq80C1vvEOm61LJMLnT1lWJVYbGEi4O4YyfbBFAGR8RNI02+8G6tdXen2txc29lKYZZYVZ4jtJ+UkZH4Vf8O21ve+BdItrqCOeCTToFeKVQysPLXgg8EVo6tpsOsaRd6bcNIsN1E0TtGQGAYYOMgjP4U/T7KPTdNtbCFnaK2hSFC5BYqoAGcd+KAOJ8DWNpp3jnxta2NtDbW6TWuyKFAiL+7Y8AcCt/xz/wAiHr3/AF4y/wDoJq3p2gWumazquqQyTNPqbRtMrsCqlFKjbgZHB7k1Z1XTYdY0m7024aRYbqJoXaM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+ }, + { + "kind": "paragraph", + "id": "doc:42a2a9fba29cfd83", + "text": "these concepts requires an understanding of the specific traits that enhance complementarity, the complexity of plant–plant and plant–soil interactions, and the potential benefits under fluctuating environmental conditions.
", + "provenance": { + "marker_block_ids": [ + "/page/8/Text/3" + ], + "page_number": 8, + "bbox": { + "x0": 46.55859375, + "y0": 380.1708984375, + "x1": 262.2408142089844, + "y1": 440.0528259277344 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 46.55859375, + 380.1708984375 + ], + [ + 262.2408142089844, + 380.1708984375 + ], + [ + 262.2408142089844, + 440.0528259277344 + ], + [ + 46.55859375, + 440.0528259277344 + ] + ] + }, + "reading_order_index": 81, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:24813af84dbf539d" + ] + } + } + ] + }, + { + "kind": "section", + "id": "doc:e1d74915b9d19555", + "heading_text": "The lack of significant differences between the mixtures and the monoculture in crop performance and resource utilization may be the result of reduced genetic diversity in California modern tomato cultivars. Processing tomatoes are specifically bred for a compact canopy and determinate growth to facilitate mechanical harvest, and improved varieties usually result from crosses of already existing varieties (Tanksley and McCouch 1997; Jones et al. 2007). Thus, a narrow genetic diversity may have limited the potential for niche differentiation and complementarity that could have given mixtures an advantage over the monoculture.
", + "provenance": { + "marker_block_ids": [ + "/page/8/Text/5" + ], + "page_number": 8, + "bbox": { + "x0": 44.953125, + "y0": 479.92315673828125, + "x1": 263.296875, + "y1": 639.3247451782227 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 44.953125, + 479.92315673828125 + ], + [ + 263.296875, + 479.92315673828125 + ], + [ + 263.296875, + 639.3247451782227 + ], + [ + 44.953125, + 639.3247451782227 + ] + ] + }, + "reading_order_index": 83, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:e1d74915b9d19555" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:9d569d0ce083dbbf", + "text": "Commercial cultivars are developed for their performance in monocultures but not for their
", + "provenance": { + "marker_block_ids": [ + "/page/8/Text/6" + ], + "page_number": 8, + "bbox": { + "x0": 46.0234375, + "y0": 640.705078125, + "x1": 262.2265625, + "y1": 664.2123184204102 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 46.0234375, + 640.705078125 + ], + [ + 262.2265625, + 640.705078125 + ], + [ + 262.2265625, + 664.2123184204102 + ], + [ + 46.0234375, + 664.2123184204102 + ] + ] + }, + "reading_order_index": 84, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:e1d74915b9d19555" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:8cee6e5b2662ef08", + "text": "agronomic response in cultivar mixtures (Worster and Mundt 2007; Newton et al. 2009). Testing the best performing mixture becomes challenging because of the large number of possible combinations that a group of cultivars can generate. In this study, the five cultivars would have generated 26 different combinations. The mixtures were assembled from currently used cultivars with high agronomic compatibility, but with no prior knowledge of the cultivars' performance in mixtures. Similarly, for wheat mixtures assembled based on cultivar characteristics and monoculture performance, yields never exceeded the highest yielding monoculture even under N limitation at an organic farm, even though component cultivars differed in early seasonal vigor, height, leaf area index, and time to maturity (Kaut et al. 2009). Some studies have found that different spatial arrangements of agricultural crops in mixtures (wheat and clover) also have an effect on biomass productivity (Worster and Mundt 2007), but it is unlikely that it would have occurred here due to the similarity of the cultivars used.
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", + "provenance": { + "marker_block_ids": [ + "/page/8/Text/8" + ], + "page_number": 8, + "bbox": { + "x0": 283.09765625, + "y0": 640.3447265625, + "x1": 500.37109375, + "y1": 664.2073440551758 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 283.09765625, + 640.3447265625 + ], + [ + 500.37109375, + 640.3447265625 + ], + [ + 500.37109375, + 664.2073440551758 + ], + [ + 283.09765625, + 664.2073440551758 + ] + ] + }, + "reading_order_index": 86, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:e1d74915b9d19555" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:fbc016049d996d7c", + "text": "", + "provenance": { + "marker_block_ids": [ + "/page/9/Text/0" + ], + "page_number": 9, + "bbox": { + "x0": 46.77159881591797, + "y0": 32.7919921875, + "x1": 500.90625, + "y1": 42.850341796875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 46.77159881591797, + 32.7919921875 + ], + [ + 500.90625, + 32.7919921875 + ], + [ + 500.90625, + 42.850341796875 + ], + [ + 46.77159881591797, + 42.850341796875 + ] + ] + }, + "reading_order_index": 87, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:e1d74915b9d19555" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:63ebde8bf94f3644", + "text": "ture (Schmid et al. 2008). Choosing an overyielding monoculture rather than a cultivar mixture also depends on a grower's decision to either: (1) achieve the highest yield under higher risk, given that some resource deficiency or disease may occur; (2) secure a more stable yield in a fluctuating environmental situation, e.g., drought or heatwaves; or (3) assure high yields under conditions of consistently low environmental stress (Ceccarelli 1996; Phillips and Wolfe 2005; Kaut et al. 2009). For instance, mixtures with traits related to different flowering times in maize secured yields from terminal drought (Tilahun 1995). Cultivar diversity can increase yield stability by different cultivar response to stress conditions (Cowger and Weisz 2008; Newton et al. 2009). The tomato cultivars used in this study, however, were bred for high yields under the high-input, low-risk conditions of conventional, irrigated agriculture in California's Central Valley. Thus, traits that confer stress tolerance may be largely absent in all of the cultivars. One exception might be the differential response when N availability was limited due to delayed cover crop incorporation. The higher aboveground biomass of the MCC 3-cv mixture at 75 DAP may be the type of desired response in environments where nutrient source and temporal availability fluctuate, although it did not translate into higher productivity by harvest. In this case, the choice cultivar temporarily had higher biomass in the mixture than in the monoculture, suggesting that reduced competition may have allowed rapid exploitation of the limited soil N, generating a positive growth response. This suggests that research on competition and trait complementarity among components/cultivars in mixtures may reap benefits compared with exclusively focusing on overyielding monocultures in low-input systems (Vandermeer et al. 2002; Jackson et al. 2007).
", + "provenance": { + "marker_block_ids": [ + "/page/9/Text/1" + ], + "page_number": 9, + "bbox": { + "x0": 44.953125, + "y0": 56.8822021484375, + "x1": 263.296875, + "y1": 541.96875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 44.953125, + 56.8822021484375 + ], + [ + 263.296875, + 56.8822021484375 + ], + [ + 263.296875, + 541.96875 + ], + [ + 44.953125, + 541.96875 + ] + ] + }, + "reading_order_index": 88, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:e1d74915b9d19555" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:37eb5b29a372f169", + "text": "All mixtures were equally affected by S. rolfsii, a soilborne pathogen for which no specific resistance has been reported from any of these cultivars. In fact, mixtures may be more conducive to suppression of airborne pathogens than soil pathogens, because innoculum is more pervasive due to long-term presence in the soil, and to continuous root-soil pathogen contact from the onset of crop establishment (Mundt 2002; de Vallavieille-Pope 2004; Newton et al. 2009).
", + "provenance": { + "marker_block_ids": [ + "/page/9/Text/2" + ], + "page_number": 9, + "bbox": { + "x0": 46.771636962890625, + "y0": 537.64453125, + "x1": 263.296875, + "y1": 664.6007766723633 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 46.771636962890625, + 537.64453125 + ], + [ + 263.296875, + 537.64453125 + ], + [ + 263.296875, + 664.6007766723633 + ], + [ + 46.771636962890625, + 664.6007766723633 + ] + ] + }, + "reading_order_index": 89, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:e1d74915b9d19555" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:cf685ba3ff9ceb75", + "text": "The University of California statewide processing tomato variety trials conducted on conventionally managed farms show that monocultures of the five cultivars used in this study can vary in yield depending on location and year (UCCE 2009). For instance, the 'choice cultivar' was better yielding than two of the other four cultivars used in this study in 2007, yielded the same as two of these cultivars in 2006, and it yielded less than two of these cultivars for the year 2005, based on an average of at least five locations. Within years, cultivar yields varied by as much as 65%, but as low as 35%, depending on location. Thus, no single cultivar excelled across the range of environmental conditions for California processing tomatoes under conventional, high-input, irrigated agriculture. Overall, the cultivars appear to vary somewhat in response to annual variation in weather, local soils, or slight differences in management, but apparently not enough to generate differences in these mixtures.
", + "provenance": { + "marker_block_ids": [ + "/page/9/Text/4" + ], + "page_number": 9, + "bbox": { + "x0": 283.09765625, + "y0": 281.044921875, + "x1": 500.37109375, + "y1": 527.63818359375 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 283.09765625, + 281.044921875 + ], + [ + 500.37109375, + 281.044921875 + ], + [ + 500.37109375, + 527.63818359375 + ], + [ + 283.09765625, + 527.63818359375 + ] + ] + }, + "reading_order_index": 90, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:e1d74915b9d19555" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:162c4fb910ef8263", + "text": "In theory, stability of yields is higher when plants have complementary traits (Tilman et al. 2002). Greater productivity and more efficient resource use by a diverse plant community can occur due to high niche differentiation, which tends to increase with the number of plant taxa present (Loreau et al. 2001; Tilman et al. 2001). Canopy architecture, timing of fruit set, and above- and belowground allocation patterns can increase niche differentiation (Cowger and Weisz 2008). While not observed here, there is still the possibility that an advantage of tomato
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", + "provenance": { + "marker_block_ids": [ + "/page/10/Text/1" + ], + "page_number": 10, + "bbox": { + "x0": 45.04109589041096, + "y0": 55.494140625, + "x1": 264.241095890411, + "y1": 114.591796875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 45.04109589041096, + 55.494140625 + ], + [ + 264.241095890411, + 55.494140625 + ], + [ + 264.241095890411, + 114.591796875 + ], + [ + 45.04109589041096, + 114.591796875 + ] + ] + }, + "reading_order_index": 93, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:e1d74915b9d19555" + ] + } + }, + { + "kind": "section", + "id": "doc:313761478bf7e0eb", + "heading_text": "The cover crop during the winter in this Mediterranean climate effectively reduced the potential for NO<sub>3</sub><sup>-</sup>-N leaching up until the time of incorporation. Late rains in the spring forced the grower to delay the incorporation of the MCC, and the maturity of the plants was the most likely reason for increased soil N immobilization potential, as suggested by higher MBC and CO<sub>2</sub> emissions from the soil (Wyland et al. 1995).
", + "provenance": { + "marker_block_ids": [ + "/page/10/Text/3" + ], + "page_number": 10, + "bbox": { + "x0": 45.04109589041096, + "y0": 154.951171875, + "x1": 263.49041095890414, + "y1": 251.525390625 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 45.04109589041096, + 154.951171875 + ], + [ + 263.49041095890414, + 154.951171875 + ], + [ + 263.49041095890414, + 251.525390625 + ], + [ + 45.04109589041096, + 251.525390625 + ] + ] + }, + "reading_order_index": 95, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:e1d74915b9d19555", + "doc:313761478bf7e0eb" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:cdbeb39fb7d2b03a", + "text": "The tomato crop performed better under winter fallow, likely due to higher N availability early in the tomato growing season. Early timing of N release from a cover crop was more important for corn yield, which has early N demand, compared with wheat for which N demand may be later (Smith et al. 2008). Negative effects of cover crops on N availability for the succeeding crop are often related to higher C/N ratio (Wyland et al. 1995; Thorup-Kristensen et al. 2003; Berntsen et al. 2006; DuPont et al. 2009); a delay of 3 weeks in the incorporation of a nonleguminous cover crop can increase the C/N ratio by as much as 50% (Vaughan and Evanylo 1998). Organic tomato yields decreased with delayed incorporation of a grass-legume cover crop, while legumes alone as a cover crop with a lower C/N ratio, did not affect yields (Madden et al. 2004).
", + "provenance": { + "marker_block_ids": [ + "/page/10/Text/4" + ], + "page_number": 10, + "bbox": { + "x0": 45.04109589041096, + "y0": 254.408203125, + "x1": 263.49041095890414, + "y1": 463.412109375 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 45.04109589041096, + 254.408203125 + ], + [ + 263.49041095890414, + 254.408203125 + ], + [ + 263.49041095890414, + 463.412109375 + ], + [ + 45.04109589041096, + 463.412109375 + ] + ] + }, + "reading_order_index": 96, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:e1d74915b9d19555", + "doc:313761478bf7e0eb" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:6cb587d3ce6f72ef", + "text": "Despite these problems that occurred in an unusually wet spring, cover crops must still be considered as a key element for organic vegetable production (Martini et al. 2004; Lenzi et al. 2009). Practices to deal with large amounts of cover crop biomass include earlier mowing followed by immediate incorporation, which would have allowed decomposition to occur earlier in the year. Also, it may have been advantageous to delay tomato planting to match cover crop N release with crop N demand.
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", + "provenance": { + "marker_block_ids": [ + "/page/10/Text/7" + ], + "page_number": 10, + "bbox": { + "x0": 282.02734375, + "y0": 55.494140625, + "x1": 502.20821917808223, + "y1": 189.94303153611395 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 282.02734375, + 55.494140625 + ], + [ + 502.20821917808223, + 55.494140625 + ], + [ + 502.20821917808223, + 189.94303153611395 + ], + [ + 282.02734375, + 189.94303153611395 + ] + ] + }, + "reading_order_index": 99, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:e1d74915b9d19555", + "doc:313761478bf7e0eb" + ] + } + } + ] + }, + { + "kind": "section", + "id": "doc:96bff80af96d3394", + "heading_text": "Increased harvest quality benefits growers because of price premium incentives that processors establish in relation to color, pH and %SS. Among the mixtures, fruit were redder (lower hue value) in the 3-cv mixture, and this suggests that harvest quality can be improved. Cultivar traits, light exposure, and temperatures all affect tomato color (McCollum 1954; Dumas et al. 2003). Light exposure was measured as PAR interception, but no differences were found between mixtures. Tomatoes in the fallow treatment, however, had higher intercepted PAR and fruit were redder. Reduced canopy shading exposes fruits to direct sunlight, and fruit may reach temperatures above 32°C, which reduces color development (McCollum 1954; Dumas et al. 2003).
", + "provenance": { + "marker_block_ids": [ + "/page/10/Text/9" + ], + "page_number": 10, + "bbox": { + "x0": 283.09765625, + "y0": 229.5439453125, + "x1": 502.20821917808223, + "y1": 413.67039674465923 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 283.09765625, + 229.5439453125 + ], + [ + 502.20821917808223, + 229.5439453125 + ], + [ + 502.20821917808223, + 413.67039674465923 + ], + [ + 283.09765625, + 413.67039674465923 + ] + ] + }, + "reading_order_index": 101, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:e1d74915b9d19555", + "doc:96bff80af96d3394" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:495657945006a8f1", + "text": "Processing tomato cultivars differ in their final red color as they ripen from a pink to a red color (Garcia and Barrett 2006). Slightly different ripening times among tomato cultivars might cause a response in either direction, leading potentially to higher, more constant, or lower quality depending on the ratio of different components in a mixture. Mixtures of varieties that can be held in the field with high quality fruit would be advantageous for growers who are constrained in time by a contract with a processing facility.
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", + "provenance": { + "marker_block_ids": [ + "/page/11/Text/1" + ], + "page_number": 11, + "bbox": { + "x0": 46.55859375, + "y0": 55.494140625, + "x1": 262.2726745605469, + "y1": 129.14892578125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 46.55859375, + 55.494140625 + ], + [ + 262.2726745605469, + 55.494140625 + ], + [ + 262.2726745605469, + 129.14892578125 + ], + [ + 46.55859375, + 129.14892578125 + ] + ] + }, + "reading_order_index": 106, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:e1d74915b9d19555", + "doc:687c11091fd72ee2" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:afffd9b5b2bfff58", + "text": "Acknowledgments We thank Bruce Rominger from Rominger Brothers Farms for his help and willingness to conduct this research, Sean Smukler for his support and field data collection, and the USDA CSREES Organic Agriculture Research and Education Initiative Award 04-51106-02242 for funding.
", + "provenance": { + "marker_block_ids": [ + "/page/11/Text/2" + ], + "page_number": 11, + "bbox": { + "x0": 46.0234375, + "y0": 145.9423828125, + "x1": 262.2813720703125, + "y1": 196.54534912109375 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 46.0234375, + 145.9423828125 + ], + [ + 262.2813720703125, + 145.9423828125 + ], + [ + 262.2813720703125, + 196.54534912109375 + ], + [ + 46.0234375, + 196.54534912109375 + ] + ] + }, + "reading_order_index": 107, + "section_path": [ + "doc:13ea2b838ff20bae", + "doc:e1d74915b9d19555", + "doc:687c11091fd72ee2" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:60ad787357cb9ae4", + "text": "Open Access This article is distributed under the terms of the Creative Commons Attribution Noncommercial License which permits any noncommercial use, distribution, and reproduction in any medium, provided the original author(s) and source are credited.
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"page_header", + "id": "doc:eb932c182d59efd8", + "provenance": { + "marker_block_ids": [ + "/page/1/PageHeader/0" + ], + "page_number": 1, + "bbox": { + "x0": 36.75, + "y0": 111.0, + "x1": 133.5, + "y1": 120.0 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 36.75, + 111.0 + ], + [ + 133.5, + 111.0 + ], + [ + 133.5, + 120.0 + ], + [ + 36.75, + 120.0 + ] + ] + }, + "reading_order_index": 10, + "section_path": [] + }, + "raw_text": "" + }, + { + "kind": "section", + "id": "doc:0f61f92551d7e815", + "heading_text": "S.M. Smukler, A.T. O'Geen, and L.E. Jackson
", + "provenance": { + "marker_block_ids": [ + "/page/1/Text/2" + ], + "page_number": 1, + "bbox": { + "x0": 35.25, + "y0": 243.0, + "x1": 192.75, + "y1": 251.5693359375 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 35.25, + 243.0 + ], + [ + 192.75, + 243.0 + ], + [ + 192.75, + 251.5693359375 + ], + [ + 35.25, + 251.5693359375 + ] + ] + }, + "reading_order_index": 12, + "section_path": [ + "doc:0f61f92551d7e815" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:edec3f4da1030df5", + "text": "Abstract: The effectiveness of best management practices (BMPs) designed primarily to protect surface water quality was assessed on a farm certified for organic tomato production to consider potential environmental quality and production tradeoffs. The BMPs included winter cover crops typically used in organic farming to cycle nutrients and reduce stormwater runoff; tailwater ponds designed to capture runoff; and tailwater return systems, which recycle runoff back to the field. The study took place at a 44 ha (108 ac) farm in Yolo County, California, over a two-year period. Monitoring throughout the winter rainy season showed cover crops successfully reduced runoff and loads of several constituents during the storm events, when compared to fallow. Total discharge was reduced by 44%, total suspended solids was reduced by 83%, ammonium was reduced by 33%, and dissolved organic carbon (DOC) was reduced by 58%. Estimates of leaching losses of DOC in the cover cropped fields, however, were 70% higher than the fallow fields in the winter rainy season and were 30% higher than the fallow fields in the summer irrigation season. During the summer irrigation season, the tailwater pond alone was highly effective in reducing losses of total suspended solids and volatile suspended solids to the neighboring riparian zone by 97% and 89%, respectively. The tailwater pond had no effect on dissolved reactive phosphorous and actually increased concentrations of nitrate-nitrogen (NO<sub>3</sub>-N) in effluent by 40% and DOC by 20%. As was expected, the NO,-N leaching measured by anion exchange resin bags and nitrous oxide emissions measured by static closed chambers was higher for the tailwater pond than the fallow field. Despite these differences, losses via NO, -N leaching and nitrous oxide emissions accounted for only 24.7 and 0.48 kg N ha<sup>-1</sup> y<sup>-1</sup> (22.0 and 0.40 lb N ac<sup>-1</sup>), respectively, for the entire farm, even including ponds and ditches. When field and plot values were extrapolated to the entire tomato production area to understand the relative potential tradeoffs, results indicate that BMPs could be implemented without an impact on tomato marketable yields; the tailwater pond's higher nitrous oxide emissions would not significantly increase the overall emissions for tomato production given its relatively small size; and using tailwater ponds in combination with cover crops would decrease total suspended solids (TSS) losses compared to cover crops alone, with only minor increases in NO<sub>3</sub>-N and DOC losses. Adding a tailwater return system to this combination of BMPs could help minimize these NO<sub>3</sub>-N and DOC losses. Use of cover crops with a tailwater pond and tailwater return system are a combination of BMPS that can thus be recommended for organic production when considering multiple environmental outcomes.
", + "provenance": { + "marker_block_ids": [ + "/page/1/Text/3" + ], + "page_number": 1, + "bbox": { + "x0": 32.9765625, + "y0": 268.3916015625, + "x1": 381.75, + "y1": 618.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 32.9765625, + 268.3916015625 + ], + [ + 381.75, + 268.3916015625 + ], + [ + 381.75, + 618.75 + ], + [ + 32.9765625, + 618.75 + ] + ] + }, + "reading_order_index": 13, + "section_path": [ + "doc:0f61f92551d7e815" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:e7cc3ba05659a19b", + "text": "Key words: best management practices—cover crops—nutrient cycling—organic farming—tailwater pond—tradeoffs
", + "provenance": { + "marker_block_ids": [ + "/page/1/Text/4" + ], + "page_number": 1, + "bbox": { + "x0": 35.25, + "y0": 631.5, + "x1": 379.5, + "y1": 652.62744140625 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 35.25, + 631.5 + ], + [ + 379.5, + 631.5 + ], + [ + 379.5, + 652.62744140625 + ], + [ + 35.25, + 652.62744140625 + ] + ] + }, + "reading_order_index": 14, + "section_path": [ + "doc:0f61f92551d7e815" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:cc6ae9f7c43f98be", + "text": "Farmers who aim to produce food and fiber with fewer environmental impacts need a better understanding of the potential tradeoffs among management
", + "provenance": { + "marker_block_ids": [ + "/page/1/Text/5" + ], + "page_number": 1, + "bbox": { + "x0": 34.154296875, + "y0": 675.1845703125, + "x1": 204.0, + "y1": 719.5341796875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 34.154296875, + 675.1845703125 + ], + [ + 204.0, + 675.1845703125 + ], + [ + 204.0, + 719.5341796875 + ], + [ + 34.154296875, + 719.5341796875 + ] + ] + }, + "reading_order_index": 15, + "section_path": [ + "doc:0f61f92551d7e815" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:c956a15ece3889c1", + "text": "options (Jordan et al. 2007). California has begun regulating nonpoint source pollution through mandatory runoff monitoring established by the Irrigated Lands
", + "provenance": { + "marker_block_ids": [ + "/page/1/Text/6" + ], + "page_number": 1, + "bbox": { + "x0": 212.25, + "y0": 675.1845703125, + "x1": 381.0, + "y1": 719.5341796875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 212.25, + 675.1845703125 + ], + [ + 381.0, + 675.1845703125 + ], + [ + 381.0, + 719.5341796875 + ], + [ + 212.25, + 719.5341796875 + ] + ] + }, + "reading_order_index": 16, + "section_path": [ + "doc:0f61f92551d7e815" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:f316b3033e0e4d95", + "text": "Regulatory Program. The monitoring is designed to identify at-risk watersheds and implement best management practices (BMPs), which synchronize the availability of nutrients with crop demand, prevent their movement off farm, or capture and recycle them. In California's Mediterranean-type climate, runoff commonly occurs during the heavy winter rains of the cool nonproduction season and during irrigation operations in the hot dry summer production season. In furrow-irrigated vegetable production, surface runoff can exceed 50% of applied water if poorly managed (Bjorneberg et al. 2002). Best management practices have been mainly designed and implemented for high-input conventional farms but are also important for the rapidly expanding organic vegetable production sector. It is unclear, however, if current BMPs designed to protect water quality will perform in the context of California's even more recent environmental mandate, AB32, to reduce greenhouse gas emissions.
", + "provenance": { + "marker_block_ids": [ + "/page/1/Text/7" + ], + "page_number": 1, + "bbox": { + "x0": 389.830078125, + "y0": 90.9931640625, + "x1": 560.25, + "y1": 346.3857421875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 389.830078125, + 90.9931640625 + ], + [ + 560.25, + 90.9931640625 + ], + [ + 560.25, + 346.3857421875 + ], + [ + 389.830078125, + 346.3857421875 + ] + ] + }, + "reading_order_index": 17, + "section_path": [ + "doc:0f61f92551d7e815" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:39b9c16742e953ef", + "text": "Organic systems are limited to nonsynthetic inputs (e.g., compost, manures, and cover crops) and require mechanical cultivation for weed control, and thus, can be especially sensitive to asynchronous nutrient availability, leading to crop yield reduction and sediment and nutrient losses (Berry et al. 2002; Watson et al. 2002; Willson et al. 2001). Nitrogen losses via surface runoff and leaching can be relatively low in organic systems (Sileika and Guzys 2003; Aronsson et al. 2007), but phosphorus losses can be a concern when the use of manures for meeting nitrogen (N) crop demands results in soil phosphorus that exceeds crop demand (Nelson and Janke 2007). Sediment losses are also a concern given that chemical control of weeds is not an option to reduce erosion risk in organic systems (Shipitalo and Edwards 1998).
", + "provenance": { + "marker_block_ids": [ + "/page/1/Text/8" + ], + "page_number": 1, + "bbox": { + "x0": 389.830078125, + "y0": 345.0, + "x1": 560.25, + "y1": 552.8408203125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 389.830078125, + 345.0 + ], + [ + 560.25, + 345.0 + ], + [ + 560.25, + 552.8408203125 + ], + [ + 389.830078125, + 552.8408203125 + ] + ] + }, + "reading_order_index": 18, + "section_path": [ + "doc:0f61f92551d7e815" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:946498861102cee4", + "text": "Winter cover crops, annual or perennial plantings grown during California's rainy season, are a key nutrient cycling management tool for organic production and are a recommended BMP for protecting water-
", + "provenance": { + "marker_block_ids": [ + "/page/1/Text/9" + ], + "page_number": 1, + "bbox": { + "x0": 390.4189453125, + "y0": 554.3701171875, + "x1": 558.75, + "y1": 608.25 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 390.4189453125, + 554.3701171875 + ], + [ + 558.75, + 554.3701171875 + ], + [ + 558.75, + 608.25 + ], + [ + 390.4189453125, + 608.25 + ] + ] + }, + "reading_order_index": 19, + "section_path": [ + "doc:0f61f92551d7e815" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:624173098d8e7eab", + "text": "Sean M. Smukler is an assistant professor in the faculty of Land and Food Systems at the University of British Columbia, Vancouver, British Columbia. Anthony T. O'Geen is a soil resource specialist and Louise E. Jackson is a professor and specialist in Cooperative Extension in the Department of Land, Air and Water Resources, University of California, Davis, California.
", + "provenance": { + "marker_block_ids": [ + "/page/1/Text/10" + ], + "page_number": 1, + "bbox": { + "x0": 395.71875, + "y0": 631.5, + "x1": 552.75, + "y1": 707.68212890625 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 395.71875, + 631.5 + ], + [ + 552.75, + 631.5 + ], + [ + 552.75, + 707.68212890625 + ], + [ + 395.71875, + 707.68212890625 + ] + ] + }, + "reading_order_index": 20, + "section_path": [ + "doc:0f61f92551d7e815" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:4ba0e550aef9ccf8", + "text": "ways for any type of agricultural production system. Winter cover crops have been shown to decrease N leaching (Jackson et al. 1993; Tonitto et al. 2006; Wyland et al. 1996), increase soil organic matter (Kong et al. 2005; Lee and Phillips 1993), provide subsequent crops with residue-derived nutrients (Tonitto et al. 2006), and effectively reduce erosion (Dabney 1998; Mutchler and Mcdowell 1990) and stormwater runoff (Joyce et al. 2002).
", + "provenance": { + "marker_block_ids": [ + "/page/2/Text/0" + ], + "page_number": 2, + "bbox": { + "x0": 43.5, + "y0": 90.61083984375, + "x1": 213.0, + "y1": 200.25 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 43.5, + 90.61083984375 + ], + [ + 213.0, + 90.61083984375 + ], + [ + 213.0, + 200.25 + ], + [ + 43.5, + 200.25 + ] + ] + }, + "reading_order_index": 21, + "section_path": [ + "doc:0f61f92551d7e815" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:e4de7f3f55ad145a", + "text": "Winter cover crops may, however, result in some unintended environmental impacts or even reduce short-term agricultural productivity, but these tradeoffs have not been adequately evaluated. For example, higher soil C and N availability from cover crops may increase soil carbon dioxide (CO<sub>2</sub>) and nitrous oxide (N<sub>2</sub>O) emissions (Baggs et al. 2000; Johnson et al. 2005). These emissions, without significant concomitant C sequestration, could make organic farming a net contributor to global warming (Jackson et al. 2004; Sarkodie-Addo et al. 2003). Increased C availability may also contribute to dissolved organic carbon (DOC) in surface runoff and leachate, causing problems for drinking water treatment. Should winter rains extend into the spring, direct seeding into the winter cover crop or winter cover crop incorporation can be delayed. Delay of seeding or incorporation can result in reduced yields of the subsequent summer crop (Clark et al. 1999) and large quantities of undecomposed residue that can affect summer furrow irrigation. While cover crops may increase soil infiltration and water holding capacity (Dabney et al. 2001), additional BMPs may be required to ensure that runoff leaving organic farm fields is not negatively impacting adjacent waterways.
", + "provenance": { + "marker_block_ids": [ + "/page/2/Text/1" + ], + "page_number": 2, + "bbox": { + "x0": 43.5, + "y0": 201.75, + "x1": 213.0, + "y1": 531.0 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 43.5, + 201.75 + ], + [ + 213.0, + 201.75 + ], + [ + 213.0, + 531.0 + ], + [ + 43.5, + 531.0 + ] + ] + }, + "reading_order_index": 22, + "section_path": [ + "doc:0f61f92551d7e815" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:cbcaedd00499a757", + "text": "Tailwater ponds, another BMP recommended for agriculture, may be an effective compliment to winter cover crops to reduce soil and nutrient losses (Hartz 2006). Smallscale ponds can be combined with pumping systems that return tailwater (i.e., effluent) to the field for irrigation purposes. By recycling effluent, tailwater return systems can reduce runoff loses to the environment and improve irrigation efficiency, thus reducing costs (Schwankl et al. 2007). The effectiveness of tailwater ponds and tailwater return systems to protect water quality in the context of California agriculture is largely assumed (Schwankl et al. 2007) and, for organic farms, is virtually unknown.
", + "provenance": { + "marker_block_ids": [ + "/page/2/Text/2" + ], + "page_number": 2, + "bbox": { + "x0": 43.5, + "y0": 530.666015625, + "x1": 213.0, + "y1": 707.25 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 43.5, + 530.666015625 + ], + [ + 213.0, + 530.666015625 + ], + [ + 213.0, + 707.25 + ], + [ + 43.5, + 707.25 + ] + ] + }, + "reading_order_index": 23, + "section_path": [ + "doc:0f61f92551d7e815" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:7a1711b7fc32e1e3", + "text": "Beyond the impact on water quality, potential environmental tradeoffs need to be better understood before tailwater return systems are constructed on a wide scale. High water content and anaerobiosis (Harrison and Matson 2003; Harrison et al. 2005; Johnson et al. 2005) in soils in and around the ponds may result in a substantial increase in a farm's N<sub>2</sub>O production. Tailwater ponds may also lead to downward seepage of nutrients, which can contaminate groundwater, depending on a pond's management (e.g., improper sealing). Installation of the ponds also requires land to be taken out of production, reducing the overall yield of a farm.
", + "provenance": { + "marker_block_ids": [ + "/page/2/Text/3" + ], + "page_number": 2, + "bbox": { + "x0": 221.25, + "y0": 90.9931640625, + "x1": 390.75, + "y1": 255.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 221.25, + 90.9931640625 + ], + [ + 390.75, + 90.9931640625 + ], + [ + 390.75, + 255.75 + ], + [ + 221.25, + 255.75 + ] + ] + }, + "reading_order_index": 24, + "section_path": [ + "doc:0f61f92551d7e815" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:71265e716b1ce2dd", + "text": "Many of these potential tradeoffs result from ecological processes that occur at various scales over varying time periods, making accurate assessment challenging. To evaluate tradeoffs, it is therefore necessary to select indicators of these processes that can be monitored in a way that can capture spatial and temporal variation effectively (DeFries et al. 2004; Dale and Polasky 2007). The specific objectives of this study were to (1) quantify and monitor the magnitude, timing, and pathway of nutrient losses from organic processing tomato (Solanum lycopersicum) production in California's Central Valley; (2) evaluate the effectiveness of cover crops, tailwater ponds, and tailwater return systems to minimize these losses; and (3) assess the relative environmental quality and agricultural production tradeoffs and potential synergies that should be considered when implementing these BMPs.
", + "provenance": { + "marker_block_ids": [ + "/page/2/Text/4" + ], + "page_number": 2, + "bbox": { + "x0": 220.236328125, + "y0": 257.6865234375, + "x1": 390.75, + "y1": 486.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 220.236328125, + 257.6865234375 + ], + [ + 390.75, + 257.6865234375 + ], + [ + 390.75, + 486.75 + ], + [ + 220.236328125, + 486.75 + ] + ] + }, + "reading_order_index": 25, + "section_path": [ + "doc:0f61f92551d7e815" + ] + } + }, + { + "kind": "section", + "id": "doc:f6282d4bd15d7b80", + "heading_text": "Site Description. The 44 ha (108 ac) farm, located at the western edge of the Sacramento Valley (figure 1) has been in organic tomato (Solanum lycopersicum L.) production since 1993 and relies mainly on cover crops and compost for nutrient inputs (table 1). The farm is located on an alluvial fan along the riparian corridor of Chickahominy Slough, on a Tehama silt loam, (fine-silty, mixed, superactive, thermic Typic Haploxeralfs) (Andrews 1972).
", + "provenance": { + "marker_block_ids": [ + "/page/2/Text/6" + ], + "page_number": 2, + "bbox": { + "x0": 219.6474609375, + "y0": 510.75, + "x1": 390.75, + "y1": 631.98193359375 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 219.6474609375, + 510.75 + ], + [ + 390.75, + 510.75 + ], + [ + 390.75, + 631.98193359375 + ], + [ + 219.6474609375, + 631.98193359375 + ] + ] + }, + "reading_order_index": 27, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:f6282d4bd15d7b80" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:24c3b929f542949e", + "text": "The farm is divided into two fields: North Field is 26.5 ha (65.5 ac), and South Field is 14.7 ha (36.3 ac). These fields are in an alternate year rotation between oat (Avena sativa) production and processing tomatoes (figure 2). The fields have a slope of 1% to 1.5%. Irrigation and winter runoff drain into a network of ditches that occupy 0.02 ha
", + "provenance": { + "marker_block_ids": [ + "/page/2/Text/7" + ], + "page_number": 2, + "bbox": { + "x0": 222.0, + "y0": 631.5, + "x1": 390.0, + "y1": 718.76953125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 222.0, + 631.5 + ], + [ + 390.0, + 631.5 + ], + [ + 390.0, + 718.76953125 + ], + [ + 222.0, + 718.76953125 + ] + ] + }, + "reading_order_index": 28, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:f6282d4bd15d7b80" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:d0c93c43b0a2c688", + "text": "(0.05 ac) at the eastern end of the farm and then drain into tailwater ponds that occupy 0.06 ha (0.15 ac), where a pump returns the water to the top of the field to be mixed with either pumped groundwater or water delivered through California's aqueduct system and reused for crop irrigation.
", + "provenance": { + "marker_block_ids": [ + "/page/2/Text/8" + ], + "page_number": 2, + "bbox": { + "x0": 399.0, + "y0": 92.25, + "x1": 568.5, + "y1": 168.60498046875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 399.0, + 92.25 + ], + [ + 568.5, + 92.25 + ], + [ + 568.5, + 168.60498046875 + ], + [ + 399.0, + 168.60498046875 + ] + ] + }, + "reading_order_index": 29, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:f6282d4bd15d7b80" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:49c1ee4140964d5e", + "text": "The Mediterranean-type climate has hot, dry, nearly rainless summers and cool, wet winters, typically with several larger storm events that can be >20 mm d<sup>-1</sup> (>0.79 in day<sup>-1</sup>). Thus, the results of this two-year experiment are reported by two seasons, either Irrigated (April through October) or Rainfed (November through March). The average minimum and maximum air temperatures between the beginning of the experiment in March of 2005 and its end in April of 2007, were 8.7°C and 23.6°C (47.6°F and 74.8°F), respectively. In the first year of the experiment (April 2005 to March 2006), rainfall was unusually high (863 mm [34.0 in]), and in the following year (April 2006 to March 2007), rainfall was unusually low with 213 mm (8.4 in), compared to average precipitation (508 mm [20.0 in]) for the previous five years. In fact, no runoff was recorded during the wet season of the second year (Rainfed Y2).
", + "provenance": { + "marker_block_ids": [ + "/page/2/Text/9" + ], + "page_number": 2, + "bbox": { + "x0": 399.251953125, + "y0": 168.22265625, + "x1": 569.25, + "y1": 409.8515625 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 399.251953125, + 168.22265625 + ], + [ + 569.25, + 168.22265625 + ], + [ + 569.25, + 409.8515625 + ], + [ + 399.251953125, + 409.8515625 + ] + ] + }, + "reading_order_index": 30, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:f6282d4bd15d7b80" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:508f50f38a03dd85", + "text": "The experiment began in April of 2005, when a tomato crop was planted on the South Field (figure 2). At that time, the North Field was still in oats, planted the previous fall. After the tomatoes were harvested in the fall of 2005, the South Field was planted in oats, and the grower divided the North Field into sections to compare a mustard cover crop (Brassica nigra [L.] Koch) with winter fallow. In the spring of 2006, the mustard cover crop was mowed, incorporated by discing, and a tomato crop was planted across the entire North Field. In June 2006, the oats in the South Field were harvested and a summer cowpea (Vigna unguiculata [L.] Walp. ssp. unguiculata) cover crop was planted for only a month and then was incorporated by discing.
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", + "provenance": { + "marker_block_ids": [ + "/page/2/Text/11" + ], + "page_number": 2, + "bbox": { + "x0": 399.0, + "y0": 609.75, + "x1": 568.5, + "y1": 721.828125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 399.0, + 609.75 + ], + [ + 568.5, + 609.75 + ], + [ + 568.5, + 721.828125 + ], + [ + 399.0, + 721.828125 + ] + ] + }, + "reading_order_index": 32, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:f6282d4bd15d7b80" + ] + } + } + ] + }, + { + "kind": "section", + "id": "doc:1b9896803fcc1fb7", + "heading_text": "Location of the farm site, map of the farm, tailwater pond configuration and runoff sampling points. During Irrigated Y1, sampling took place at (1) the main irrigation pipe and (2) tomato field discharge point using automated samplers of the South Field, and grab samples were taken at (3) the discharge point for the sediment trap of the South Field. During the Rainfed Y1 and Irrigated Y2 seasons, automated samplers collected discharge at (4) the exit point of the fallow section of the North Field, which was divided (dotted line) in two; (5) the exit point of the mustard cover crop section of the North Field; (6) the exit point for North Field discharge into the sediment pond; and subsequently, (7) the exit point of the tailwater pond, where the irrigation effluent is pumped back to the west end (top) of the North Field.
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|---|---|---|---|---|---|---|---|
| Input | (Mg ha-1) | (kg ha-1) | (kg ha-1) | C:N ratio | (kg ha-1) | (kg ha-1) | (kg ha-1) |
| Compost | 15 | 2,892.3 | 297.9 | 9.7 | 27.7 | 34.8 | 264.3 |
| Fallow (weeds) | 1.7 | 712.1 | 12.8 | 55.8 | _ | 4.1 | 22.6 |
| Mustard cover crop | 5.2 | 2,236.0 | 46.4 | 48.2 | _ | 11.4 | 75.5 |
Notes: C = carbon. N = nitrogen. -N = nitrate-nitrogen. P = phosphorus. K = potassium. — = no data.
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", + "provenance": { + "marker_block_ids": [ + "/page/3/Text/6" + ], + "page_number": 3, + "bbox": { + "x0": 34.154296875, + "y0": 554.3701171875, + "x1": 204.0, + "y1": 718.0048828125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 34.154296875, + 554.3701171875 + ], + [ + 204.0, + 554.3701171875 + ], + [ + 204.0, + 718.0048828125 + ], + [ + 34.154296875, + 718.0048828125 + ] + ] + }, + "reading_order_index": 39, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:4e43c6ce64235acf", + "text": "mass were weighed in the field (fresh weight) and then were subsampled and dried at 60°C (140°F), before being ground and analyzed for total N, phosphorus, and potassium (K) at the University of California Agriculture and Natural Resources Analytical Laboratory. The nutrient content of the mustard cover crop treatment was measured just before incorporation in March of 2006 (table 1).
", + "provenance": { + "marker_block_ids": [ + "/page/3/Text/7" + ], + "page_number": 3, + "bbox": { + "x0": 212.5810546875, + "y0": 552.8408203125, + "x1": 381.75, + "y1": 652.5 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 212.5810546875, + 552.8408203125 + ], + [ + 381.75, + 552.8408203125 + ], + [ + 381.75, + 652.5 + ], + [ + 212.5810546875, + 652.5 + ] + ] + }, + "reading_order_index": 40, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:a264e93a30b45436", + "text": "The quantities of nutrients added to the fields through the incorporation of compost were estimated using the farmer's records of application rates and analysis of piles within a week of application. Compost piles were sampled randomly before incorporation and
", + "provenance": { + "marker_block_ids": [ + "/page/3/Text/8" + ], + "page_number": 3, + "bbox": { + "x0": 210.814453125, + "y0": 653.39208984375, + "x1": 381.75, + "y1": 719.25 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 210.814453125, + 653.39208984375 + ], + [ + 381.75, + 653.39208984375 + ], + [ + 381.75, + 718.5 + ], + [ + 210.814453125, + 719.25 + ] + ] + }, + "reading_order_index": 41, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:cba244fbbbbe399e", + "text": "were analyzed for N, phosphorus, and K. Bulk density of the compost was measured using the core method (Blake and Hartge 1986). Compost for the 2005 crop was applied before the experiment started and was not analyzed.
", + "provenance": { + "marker_block_ids": [ + "/page/3/Text/9" + ], + "page_number": 3, + "bbox": { + "x0": 390.4189453125, + "y0": 419.7919921875, + "x1": 558.75, + "y1": 486.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 390.4189453125, + 419.7919921875 + ], + [ + 558.75, + 419.7919921875 + ], + [ + 558.75, + 486.75 + ], + [ + 390.4189453125, + 486.75 + ] + ] + }, + "reading_order_index": 42, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:117cc8671bd9872b", + "text": "Surface runoff and tailwater were monitored at the field scale (>10 ha [>24.7 ac]) at catchment points (figure 1), while leachate and emissions of CO, and N2O were monitored using a stratified random sampling approach at the plot level (16 m<sup>2</sup> [172 ft<sup>2</sup>]). During the first season (Irrigated Y1), irrigation influent and field discharge were continuously monitored on the South Field using ISCO 6700 (Teledyne Technologies, Lincoln, Nebraska) autosamplers fitted with low-profile area velocity flow meters. The autosamplers collected a 250 mL (8.5 oz) subsample every 4 h, whenever there was at least 5 cm (2 in) of water present in the channel or pipe, and composited subsamples daily.
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", + "provenance": { + "marker_block_ids": [ + "/page/3/Text/11" + ], + "page_number": 3, + "bbox": { + "x0": 389.830078125, + "y0": 665.244140625, + "x1": 558.75, + "y1": 718.5 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 389.830078125, + 665.244140625 + ], + [ + 558.75, + 665.244140625 + ], + [ + 558.75, + 718.5 + ], + [ + 389.830078125, + 718.5 + ] + ] + }, + "reading_order_index": 44, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:22ac535c928b4269", + "text": "Total monthly precipitation and irrigation and daily mean temperatures by season for the two-year experiment. The cool wet winters and warm dry summers shown here are typical of California's Mediterranean-type climate. The first rainfed season (Rainfed Y1) was an unusually wet winter, and the second rainfed season (Rainfed Y2) was an unusually dry winter. Corresponding timelines of the crop rotations for the North Field and South Field are illustrated below. The North Field was divided into two sections following oats in the fall of the first year. Irrigated Y1 and Irrigated Y2 refer to the irrigated crop growing seasons of both years.
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+ }, + { + "kind": "paragraph", + "id": "doc:5f219f4c96cb64c8", + "text": "into the main tailwater pond (figure 1). In the first year, only the sediment trap was sampled as the effluent water exiting from the tailwater pond on the South Field was removed by subsurface pumping at the bottom of the pond, making it impossible to monitor. Effluent from the South Field sediment trap was sampled daily by hand (grab samples).
", + "provenance": { + "marker_block_ids": [ + "/page/4/Text/3" + ], + "page_number": 4, + "bbox": { + "x0": 43.5, + "y0": 543.6650390625, + "x1": 213.0, + "y1": 630.8349609375 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 43.5, + 543.6650390625 + ], + [ + 213.0, + 543.6650390625 + ], + [ + 213.0, + 630.8349609375 + ], + [ + 43.5, + 630.8349609375 + ] + ] + }, + "reading_order_index": 47, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:1410f9ec9b230ed4", + "text": "Each year autosamplers were positioned to collect runoff from the different fields and crop mixes (figure 1). Irrigation influent to the fields was monitored with daily grab samples, and irrigation flow rates were calculated using records of hourly pump use and mean flow rates for the pump system, as determined with autosamplers. Influent into
", + "provenance": { + "marker_block_ids": [ + "/page/4/Text/4" + ], + "page_number": 4, + "bbox": { + "x0": 43.5, + "y0": 631.5, + "x1": 211.5, + "y1": 719.91650390625 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 43.5, + 631.5 + ], + [ + 211.5, + 631.5 + ], + [ + 211.5, + 719.91650390625 + ], + [ + 43.5, + 719.91650390625 + ] + ] + }, + "reading_order_index": 48, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:465fdba794038721", + "text": "the tailwater pond (water discharged from the field) was calculated from a weighted average of the flow from the autosampler in the two sections (tomatoes/mustard and tomatoes/fallow). The remaining field area was not part of the cover crop trial. Discharge from this area was diverted from the experiment via an additional ditch and was excluded from runoff calculations.
", + "provenance": { + "marker_block_ids": [ + "/page/4/Text/5" + ], + "page_number": 4, + "bbox": { + "x0": 222.0, + "y0": 542.900390625, + "x1": 390.0, + "y1": 640.5 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 222.0, + 542.900390625 + ], + [ + 390.0, + 542.900390625 + ], + [ + 390.0, + 640.5 + ], + [ + 222.0, + 640.5 + ] + ] + }, + "reading_order_index": 49, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:6daee578fdaf994d", + "text": "Plots were selected in March of each year to monitor changes in soil properties, soil solution, soil CO<sub>2</sub> and N<sub>2</sub>O emissions, and yields. Plots were stratified randomly in a geographic information system within the boundaries of the North Field, South Field, drainage ditches, and tailwater pond (figure
", + "provenance": { + "marker_block_ids": [ + "/page/4/Text/6" + ], + "page_number": 4, + "bbox": { + "x0": 222.0, + "y0": 642.75, + "x1": 390.0, + "y1": 719.25 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 222.0, + 642.75 + ], + [ + 390.0, + 642.75 + ], + [ + 390.0, + 719.25 + ], + [ + 222.0, + 719.15185546875 + ] + ] + }, + "reading_order_index": 50, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:aa312fb48a424f91", + "text": "1). At the beginning of the experiment, six plots were established in each of the large sampling sites (North Field and South Field), and three were established in the smaller sites (drainage ditches and tailwater ponds). These plots were abandoned in irrigated year 2 (Irrigated Y2), and plots were rerandomized within each sampling site—this time including the new sites in the North Field, which was divided into the mustard cover crop and winter fallow treatments, each with three sampling plots. Thus in Irrigated Y2, three plots occurred in each site: North Field tomatoes/mustard, North Field tomatoes/ fallow, South Field, North Field drainage ditches, and North Field tailwater pond.
", + "provenance": { + "marker_block_ids": [ + "/page/4/Text/7" + ], + "page_number": 4, + "bbox": { + "x0": 399.251953125, + "y0": 91.7578125, + "x1": 568.5, + "y1": 266.25 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 399.251953125, + 91.7578125 + ], + [ + 568.5, + 91.7578125 + ], + [ + 568.5, + 266.25 + ], + [ + 399.251953125, + 266.25 + ] + ] + }, + "reading_order_index": 51, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:d0558db02006c375", + "text": "At the beginning of each of the four sampling seasons (figure 2), three soil cores (6.3 cm [2.48 in] diameter) were taken at random in each plot every 15 cm (5.9 in) to a depth of 75 cm (29.5 in), composited, and put on ice for analysis of ammonium (NH,+-N) and nitrate-nitrogen (NO3-N) (see below for laboratory analysis methods). Soil from the 0 to 15 and 15 to 30 cm (0 to 5.9 and 5.9 to 11.8 in) depths was analyzed for an additional suite of soil properties (see below for laboratory analysis methods). Bulk density was determined at 0 to 6, 9 to 15, and 18 to 24 cm (0 to 2.36, 3.54 to 5.91, and 7.1 to 9.5 in) depths, using rings of 345 cm<sup>3</sup> (21.1 in<sup>3</sup>) volume to remove intact soil cores (Blake and Hartge 1986).
", + "provenance": { + "marker_block_ids": [ + "/page/4/Text/8" + ], + "page_number": 4, + "bbox": { + "x0": 399.251953125, + "y0": 268.3916015625, + "x1": 568.5, + "y1": 453.4365234375 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 399.251953125, + 268.3916015625 + ], + [ + 568.5, + 268.3916015625 + ], + [ + 568.5, + 453.4365234375 + ], + [ + 399.251953125, + 453.4365234375 + ] + ] + }, + "reading_order_index": 52, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:f65471c52877681a", + "text": "Soil solute leaching was assessed for all sites in two ways: ceramic cup suction lysimeters (Soil Moisture Equipment Corp; Zoarelli et al. 2007) and anion exchange resin bags for cumulative NO3-N losses (Wyland and Jackson 1993). After sampling for soil inorganic N at the beginning of each of the four sampling seasons, 7.6 cm (3.0 in) diameter resin bags were buried at 75 cm (29.5 in). Resin bags were placed within a 1 cm (0.39 in) deep polyvinyl chloride ring of the same inner opening diameter designed to protect the bag and facilitate collection and then were packed into a shelf dug into the side of augured hole. Resin bags were collected at the end of each season and were extracted with 2 molar potassium chloride, which was analyzed for NO<sub>3</sub>-N. Resin (AG 1-X8) was assumed to recover 84.7% of the cumulated NO<sub>3</sub>-N losses up to a threshold of 3.7 g (Wyland and Jackson 1993) or a maximum of 95 kg NO<sub>2</sub>-N ha<sup>-1</sup> (84.6 lb NO<sub>2</sub>-N ac<sup>-1</sup>) for the size of resin bag used in this study.
", + "provenance": { + "marker_block_ids": [ + "/page/4/Text/9" + ], + "page_number": 4, + "bbox": { + "x0": 398.6630859375, + "y0": 454.201171875, + "x1": 568.5, + "y1": 720.298828125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 398.6630859375, + 454.201171875 + ], + [ + 568.5, + 454.201171875 + ], + [ + 568.5, + 720.298828125 + ], + [ + 398.6630859375, + 720.298828125 + ] + ] + }, + "reading_order_index": 53, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:f8d58a8aac17d619", + "text": "Lysimeters were installed to 30 and 60 cm (11.8 and 23.6 in) depths to capture the variability in movement of soil water given the potential asynchrony of irrigation or rainfall and sampling. A vacuum of 75 kPa (0.74 atm) was applied to the lysimeters and was sampled weekly during summer irrigation and winter rainfed seasons.
", + "provenance": { + "marker_block_ids": [ + "/page/5/Text/0" + ], + "page_number": 5, + "bbox": { + "x0": 33.5654296875, + "y0": 92.25, + "x1": 202.5, + "y1": 177.78076171875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 33.5654296875, + 92.25 + ], + [ + 202.5, + 92.25 + ], + [ + 202.5, + 177.78076171875 + ], + [ + 33.5654296875, + 177.78076171875 + ] + ] + }, + "reading_order_index": 54, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:2b80bcc083bbb917", + "text": "Cumulative leaching past the 30 and 60 cm (11.8 and 23.6 in) lysimeters was estimated by multiplying observed concentrations of analyzed constituents by calculated soil solution deep percolation (DP) for each sampling period, using the simplified one-dimensional water balance equation:
", + "provenance": { + "marker_block_ids": [ + "/page/5/Text/1" + ], + "page_number": 5, + "bbox": { + "x0": 34.154296875, + "y0": 180.75, + "x1": 203.25, + "y1": 255.77490234375 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 34.154296875, + 180.75 + ], + [ + 203.25, + 180.75 + ], + [ + 203.25, + 255.77490234375 + ], + [ + 34.154296875, + 255.77490234375 + ] + ] + }, + "reading_order_index": 55, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "equation", + "id": "doc:7ee718baeb6d9cbf", + "provenance": { + "marker_block_ids": [ + "/page/5/Equation/2" + ], + "page_number": 5, + "bbox": { + "x0": 33.5654296875, + "y0": 267.75, + "x1": 202.5, + "y1": 277.94970703125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 33.5654296875, + 267.75 + ], + [ + 202.5, + 267.75 + ], + [ + 202.5, + 277.94970703125 + ], + [ + 33.5654296875, + 277.94970703125 + ] + ] + }, + "reading_order_index": 56, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + }, + "raw_math": "", + "equation_number": null + }, + { + "kind": "paragraph", + "id": "doc:f092639d1f89c330", + "text": "where P = precipitation (mm); I = water applied by irrigation (mm); IR = water exiting the field as irrigation runoff; ETc = crop evapotranspiration (mm); VR = variation of soil water reserve, based on gravimetric soil moisture measurements (mm); and DP = deep percolation (mm) (Wagenet 1986). Daily irrigation, runoff, and precipitation data were collected using the autosamplers. The ETc was modeled using the Basic Irrigation Scheduling (BIS) model for each crop (Snyder et al. 2007) using the crop coefficient (Kc) and reference evapotranspiration (ETo). The ETo was calculated using the modified Penman-Monteith method (Allen et al. 1998), and climate data was acquired from a nearby weather station (California Irrigation Management Information System [CIMIS]). Values for Kc were determined using the BIS model. The VR was calculated from the change in gravimetric soil moisture between sampling periods. The water balance for drainage ditches was calculated using the differences in flow rates from the autosamplers that monitored the irrigation water exiting the different field sections. Calculations assumed similar ETc to the fields given that narrow ditches (<20 cm [<7.9 in] wide) were bordered by tomatoes on one side and weeds on the other.
", + "provenance": { + "marker_block_ids": [ + "/page/5/Text/3" + ], + "page_number": 5, + "bbox": { + "x0": 33.5654296875, + "y0": 288.2724609375, + "x1": 204.0, + "y1": 618.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 33.5654296875, + 288.2724609375 + ], + [ + 204.0, + 288.2724609375 + ], + [ + 204.0, + 618.75 + ], + [ + 33.5654296875, + 618.75 + ] + ] + }, + "reading_order_index": 57, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:0217422f627c17dc", + "text": "Annual soil emissions of carbon dioxide-carbon (-C) and nitrous oxide-nitrogen (-N) were estimated from gas samples taken randomly from the surface of beds between tomato plants and in ditches and tailwater ponds within each plot when water was not present, or if present, within 6 cm of water's edge. Gaseous emissions were measured one day each month. Gas samples of
", + "provenance": { + "marker_block_ids": [ + "/page/5/Text/4" + ], + "page_number": 5, + "bbox": { + "x0": 34.7431640625, + "y0": 620.51220703125, + "x1": 204.0, + "y1": 719.15185546875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 34.7431640625, + 620.51220703125 + ], + [ + 204.0, + 620.51220703125 + ], + [ + 204.0, + 719.15185546875 + ], + [ + 34.7431640625, + 719.15185546875 + ] + ] + }, + "reading_order_index": 58, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:fd6ae8b7cc4045fa", + "text": "CO2-C and N2O-N were collected using cylindrical vented static chambers 12.3 cm (4.84 in) in diameter and 11.0 cm (4.3 in) tall with a total interior volume of 1,307 cm3 (79.8 in3) (Hutchinson and Livingston 1993). At the same time, CO<sub>2</sub>-C was also monitored using a LI-COR 8100-102 portable survey chamber 10 cm (3.94 in) in diameter (LI-COR Biosciences, Lincoln, Nebraska), which was placed within 30 cm (11.8 in) of the static chambers. LI-COR 8100 samples were taken and analyzed at three-minute intervals. The instrument has a measurement range of 0 to 3,000 ppm and reported accuracy reading of 1.5% (LI-COR Biosciences, Lincoln, Nebraska). Polyvinyl chloride collars for the static chambers were pounded into the soil surface between 6 to 24 h before sampling and then were removed to avoid disturbance by farming operations. Nitrous oxide from vacutainers was analyzed on a gas chromatograph with a radioisotope nickel-63 (63Ni) electron capture detector (HP 6890, Hewlett Packard, Palo Alto, California). Concentrations of CO<sub>2</sub>-C were determined from vacutainer samples using a gas chromatograph with a thermal conductivity detector (HP 5890, Hewlett Packard, Palo Alto, California).
", + "provenance": { + "marker_block_ids": [ + "/page/5/Text/5" + ], + "page_number": 5, + "bbox": { + "x0": 212.25, + "y0": 91.7578125, + "x1": 381.75, + "y1": 412.91015625 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 212.25, + 91.7578125 + ], + [ + 381.75, + 91.7578125 + ], + [ + 381.75, + 412.91015625 + ], + [ + 212.25, + 412.91015625 + ] + ] + }, + "reading_order_index": 59, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:dbf2a5119c40d502", + "text": "Laboratory Analysis. Within 24 h, soil samples were homogenized in the laboratory on ice and were analyzed for gravimetric moisture and potassium chloride-extractable NO, -N and NH, +-N colorimetrically (Foster 1995; Miranda et al. 2001). Soils sampled at the beginning of each year were air dried for further analysis. Electrical conductivity (EC) (Rhoades 1982) and pH were determined with a 1:1 ratio of soil to deionized water (USSL 1954). Air-dried soil samples and oven-dried plant samples were analyzed for total C and N using a dynamic flash combustion system coupled with a gas chromatograph (Department Agriculture and Natural Resources Analytical Lab 2007). Soils were also analyzed for Olsen phosphorus (Olsen and Sommers 1982) and soil texture by laser diffraction (Eshel et al. 2004).
", + "provenance": { + "marker_block_ids": [ + "/page/5/Text/6" + ], + "page_number": 5, + "bbox": { + "x0": 213.0, + "y0": 408.322265625, + "x1": 381.0, + "y1": 619.365234375 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 213.0, + 408.322265625 + ], + [ + 381.0, + 408.322265625 + ], + [ + 381.0, + 619.365234375 + ], + [ + 213.0, + 619.365234375 + ] + ] + }, + "reading_order_index": 60, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:f1733bbf24fb1892", + "text": "All water samples were immediately put on ice and were transported back to the laboratory for filtering after each irrigation or rain event. Unfiltered samples were analyzed for EC and pH. For runoff samples, to ensure thorough mixing of suspended solids, 50 mL (1.7 oz) was pipetted from the sample while it was being vortexed and then the 50 mL was suction filtered through preweighed
", + "provenance": { + "marker_block_ids": [ + "/page/5/Text/7" + ], + "page_number": 5, + "bbox": { + "x0": 213.0, + "y0": 620.89453125, + "x1": 381.75, + "y1": 718.76953125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 213.0, + 620.89453125 + ], + [ + 381.75, + 620.89453125 + ], + [ + 381.75, + 718.76953125 + ], + [ + 213.0, + 718.76953125 + ] + ] + }, + "reading_order_index": 61, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:2348b1610ac99a59", + "text": "pore-size glass fiber filters, which were weighed and dried at 60°C (140°F). Filtered samples were frozen for temporary storage. Total suspended solids (TSS) were calculated from differences in prefilter and postfilter dry weights (Clesceri et al. 1998). Dried filters were then subsampled (cut in half), reweighed, placed in crucibles and ignited in a muffle furnace at 550°C (1,022°F) for 30 minutes. Volatile suspended solids were calculated from the difference in pre- and postignition of the dried half-filter weights. Water samples were analyzed for NO<sub>3</sub>-N and NH<sub>4</sub>+-N dissolved reactive phosphate (DRP) colorimetrically (Murphy and Riley 1958), and DOC on a Dohrmann Phoenix 8000 UV-persulfate oxidation analyzer (Tekmar-Dohrmann, Cincinnati, Ohio).
", + "provenance": { + "marker_block_ids": [ + "/page/5/Text/8" + ], + "page_number": 5, + "bbox": { + "x0": 389.830078125, + "y0": 91.5, + "x1": 558.75, + "y1": 299.25 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 389.830078125, + 91.5 + ], + [ + 558.75, + 91.5 + ], + [ + 558.75, + 299.25 + ], + [ + 389.830078125, + 299.25 + ] + ] + }, + "reading_order_index": 62, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:74969f3eb0eeea3c", + "text": "Daily loads of constituents in runoff samples were calculated for influent and discharge from either composited autosampler samples or grab samples using a flow-weighted average. Thus, mean concentrations for each day were multiplied by the total flow for the day and were divided by the area of discharge. Daily loads were summed for the duration of each irrigation or storm event.
", + "provenance": { + "marker_block_ids": [ + "/page/5/Text/9" + ], + "page_number": 5, + "bbox": { + "x0": 389.830078125, + "y0": 301.5, + "x1": 559.5, + "y1": 398.25 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 389.830078125, + 301.5 + ], + [ + 559.5, + 301.5 + ], + [ + 559.5, + 398.25 + ], + [ + 389.830078125, + 398.25 + ] + ] + }, + "reading_order_index": 63, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:9a1d454efc422a7d", + "text": "Management Tradeoff Analysis: To estimate the relative benefits, tradeoffs, and identify potential synergies of implementing BMPs for organic processing tomatoes, plot and field data for production and environmental indicators were extrapolated to the entire area of the farm that was in tomato production during rainfed year one (Rainfed Y1) and Irrigated Y2. Tomato production using a winter fallow (tomatoes/fallow) was contrasted with BMP options that include winter cover crops, winter cover crops and tailwater ponds, or winter cover crops, tailwater ponds, and a tailwater return system. Mean results for marketable tomato yield, TSS, NO<sub>3</sub>-N, DRP, DOC leaching and/ or runoff loads, and N2O and CO2 soil emissions for the North Field, ditches and tailwater pond were multiplied by their respective areas, summed for the two seasons, and divided by their total summed areas. This produced a per hectare annual rate for each indicator. The N2O-N was converted to CO<sub>2</sub> equivalents using a conversion factor that takes into account emissions of N<sub>2</sub>O are 298 times greater than equal emissions of CO2 over 100-year time period (Forster et al. 2007).
", + "provenance": { + "marker_block_ids": [ + "/page/5/Text/10" + ], + "page_number": 5, + "bbox": { + "x0": 390.75, + "y0": 400.5, + "x1": 559.423828125, + "y1": 711.8876953125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 390.75, + 400.5 + ], + [ + 559.423828125, + 400.5 + ], + [ + 559.423828125, + 711.8876953125 + ], + [ + 390.75, + 711.8876953125 + ] + ] + }, + "reading_order_index": 64, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "table", + "id": "doc:03a4c4be1e488c37", + "provenance": { + "marker_block_ids": [ + "/page/6/Table/1" + ], + "page_number": 6, + "bbox": { + "x0": 41.974453125, + "y0": 96.8848974609375, + "x1": 565.736484375, + "y1": 236.8724267578125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 41.974453125, + 96.8848974609375 + ], + [ + 565.736484375, + 96.8848974609375 + ], + [ + 565.736484375, + 236.8724267578125 + ], + [ + 41.974453125, + 236.8724267578125 + ] + ] + }, + "reading_order_index": 65, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + }, + "caption": { + "label": null, + "text": "Table 2Soil properties taken at the o to 15 cm and 15 to 30 cm depth for each of the sampling areas for the 2005 and 2006 seasons. Means and standard errors of two years of sampling are shown (sample size = 3 to 6 per site).
", + "trailing_notes": null, + "provenance": { + "marker_block_ids": [ + "/page/6/Caption/0", + "/page/6/TableGroup/282" + ], + "page_number": 6, + "bbox": { + "x0": 52.998046875, + "y0": 63.75, + "x1": 546.75, + "y1": 93.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 52.998046875, + 63.75 + ], + [ + 546.75, + 63.75 + ], + [ + 546.75, + 93.75 + ], + [ + 52.998046875, + 93.75 + ] + ] + }, + "reading_order_index": 66, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + "raw_html": "| Site | Depth (cm) | Bulk density (g cm-3) | рН | EC (µS cm-1) | Total N (Mg ha-1) | Total C (Mg ha-1) | Olsen-P (mg kg-1) | Sand (g kg-1) | Silt (g kg-1) | Clay (g kg-1) |
|---|---|---|---|---|---|---|---|---|---|---|
| South field | 0 to 15 | 1.2 ± 0.0 | 7.2 ± 0.0 | 138.4 ± 18.5 | 2.5 ± 0.1 | 21.9 ± 1.3 | 33.7 ± 3.6 | 148.6 ± 39.3 | 707.0 ± 21.7 | 144.5 ± 20.5 |
| 15 to 30 | 144.7 ± 8.5 | 20.5 ± 1.1 | 28.3 ± 4.5 | 140.6 ± 48.4 | 670.9 ± 29.5 | 188.4 ± 21.0 | ||||
| North field | 0 to 15 | 1.3 ± 0.0 | 120.2 ± 7.9 | 2.5 ± 0.1 | 22.4 ± 1.0 | 31.4 ± 1.2 | 119.0 ± 31.8 | 726.3 ± 23.5 | 154.7 ± 16.6 | |
| 15 to 30 | 1.4 ± 0.0 | 123.4 ± 8.3 | 2.6 ± 0.1 | 20.2 ± 0.6 | 28.9 ± 2.3 | 92.3 ± 29.6 | 741.6 ± 31.5 | 166.1 ± 17.8 | ||
| Tailwater pond | 0 to 15 | 1.2 ± 0.1 | 148.4 ± 11.1 | 2.3 ± 0.2 | 19.7 ± 2.2 | 28.6 ± 5.1 | 80.9 ± 39.8 | 753.6 ± 23.4 | 165.5 ± 25.4 | |
| 15 to 30 | 1.2 ± 0.1 | 163.5 ± 22.3 | 2.2 ± 0.2 | 17.8 ± 2.3 | 26.5 ± 6.0 | 58.8 ± 28.0 | 753.0 ± 13.3 | 188.3 ± 30.5 | ||
| Ditches | 0 to 15 | 1.3 ± 0.0 | 133.7 ± 10.5 | 20.9 ± 2.0 | 44.9 ± 6.4 | 131.5 ± 40.5 | 700.1 ± 28.1 | 168.4 ± 12.9 | ||
| 15 to 30 | 1.5 ± 0.1 | 130.0 ± 16.3 | 19.3 ± 1.6 | 38.0 ± 6.5 | 200.5 ± 70.4 | 665.2 ± 58.0 | 134.3 ± 12.9 |
Statistical Analysis. Concentrations and corre
", + "provenance": { + "marker_block_ids": [ + "/page/6/Text/2" + ], + "page_number": 6, + "bbox": { + "x0": 50.642578125, + "y0": 239.3349609375, + "x1": 242.61328125, + "y1": 266.25 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 50.642578125, + 239.3349609375 + ], + [ + 242.61328125, + 239.3349609375 + ], + [ + 242.61328125, + 266.25 + ], + [ + 50.642578125, + 266.25 + ] + ] + }, + "reading_order_index": 67, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:a07584727ebaa62f", + "text": "loads from water sampling were log transformed and checked for assumptions of normality with the Shapiro-Wilk test and equality of variance with the Levene test using the open source statistical package R version 2.11.1. (Helsel and Hirsch 1993). Means of each rainfall or irrigation event were considered replications and were compared through the entire season for each constituent. If assumptions of normality were met, a paired t-test was performed for either equal or unequal variances to test for treatment differences for concentration and load of each constituent for each season (Helsel and Hirsch 1993). For constituents that did not meet assumptions of normality and equality of variance, a Wilcoxon signed-rank test was used to test for treatment differences (Helsel and Hirsch 1993).
", + "provenance": { + "marker_block_ids": [ + "/page/6/Text/3" + ], + "page_number": 6, + "bbox": { + "x0": 43.5, + "y0": 259.2158203125, + "x1": 213.0, + "y1": 475.5 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 43.5, + 259.2158203125 + ], + [ + 213.0, + 259.2158203125 + ], + [ + 213.0, + 475.5 + ], + [ + 43.5, + 475.5 + ] + ] + }, + "reading_order_index": 68, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:db14eb0114699ad9", + "text": "To account for the differences in relative size of the fields, ditches, and tailwater ponds and distances between plots, a mixed model analysis of variance (ANOVA) was employed that incorporated a spatial covariance structure (Casanoves et al. 2005). The ANOVA tests that were significant were followed by Tukey's Honestly Significant Post Hoc Test (Zar 1974). Briefly, the mixed linear models were run after checking assumptions using the proc mixed statement in SAS version 9.3.1 (SAS Institute, Cary, North Carolina) combined with a power correlation function (POW model), which enables X,Y global positioning system coordinates to be used as a covariate. The POW model uses a onedimensional isotropic (same in all directions) power covariance, based in this case, on geographic information system coordinates and assumes no correlation between plots and homogeneous residual variances (Self and Liang 1987; Wolfinger 1993). The power
", + "provenance": { + "marker_block_ids": [ + "/page/6/Text/4" + ], + "page_number": 6, + "bbox": { + "x0": 42.3984375, + "y0": 476.3759765625, + "x1": 213.0, + "y1": 717.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 42.3984375, + 476.3759765625 + ], + [ + 213.0, + 476.3759765625 + ], + [ + 213.0, + 717.75 + ], + [ + 42.3984375, + 717.75 + ] + ] + }, + "reading_order_index": 69, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:bac385531795ce84", + "text": "correlation model is represented as , where and are the distances between plot i and plot j in the x and y directions and and are the unknown correlation parameters in the x and y directions (Casanoves et al. 2005). The degrees of freedom were adjusted as suggested by Kenward and Roger (1997). This methodology has been utilized and tested against other spatial and nonspatial models in agricultural systems and has been shown to be an effective means of dealing with spatial covariance (Bajwa and Mozaffari 2007; Bajwa and Vories 2007; Casanoves et al. 2005; Goncalves et al. 2007). The model, however, is unable to simultaneously account for repeated measurements; therefore, means were compared for each site without adjustment for variation over time.
", + "provenance": { + "marker_block_ids": [ + "/page/6/Text/5" + ], + "page_number": 6, + "bbox": { + "x0": 220.236328125, + "y0": 256.5, + "x1": 390.75, + "y1": 453.0 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 220.236328125, + 256.921875 + ], + [ + 390.75, + 256.5 + ], + [ + 390.75, + 453.0 + ], + [ + 220.236328125, + 453.0 + ] + ] + }, + "reading_order_index": 70, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:1b9896803fcc1fb7" + ] + } + } + ] + }, + { + "kind": "section", + "id": "doc:65b06eb5d3029adb", + "heading_text": "Soil Properties. Soil properties of the four locations were similar across the farm sampling sites (table 2). All soils had a silt loam texture, total carbon (C) ranged from 19.7 to 22.4 Mg ha<sup>-1</sup> (8.7 to 10.0 tn ac<sup>-1</sup>), and pH ranged from 7.2 to 7.4 at 0 to 15 cm (0 to 5.9 in) depth (table 2). The consistency of soil properties between sites indicates that a similar soil type occurred across the farm. Thus soil properties likely did not confound the analysis of the environmental outcomes of the BMPs.
", + "provenance": { + "marker_block_ids": [ + "/page/6/Text/7" + ], + "page_number": 6, + "bbox": { + "x0": 219.6474609375, + "y0": 475.99365234375, + "x1": 390.0, + "y1": 606.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 219.6474609375, + 475.99365234375 + ], + [ + 390.0, + 475.99365234375 + ], + [ + 390.0, + 606.75 + ], + [ + 219.6474609375, + 606.75 + ] + ] + }, + "reading_order_index": 72, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:65b06eb5d3029adb" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:a31690ea12ca7507", + "text": "Runoff. Winter cover cropping improved the water quality of stormwater runoff during Rainfed Y1, but in rainfed year two (Rainfed Y2), no runoff was detected due to low rainfall. Compared to the fallow, water quality constituents in winter runoff (Rainfed Y1) were lower in cover cropped fields: 44% lower for EC and 80% lower for TSS (mg L<sup>-1</sup> [ppm]) (table 3). Phosphorus as DRP (mg L<sup>-1</sup> [ppm]), however, was 86%
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", + "provenance": { + "marker_block_ids": [ + "/page/6/Text/9" + ], + "page_number": 6, + "bbox": { + "x0": 399.0, + "y0": 258.0, + "x1": 569.25, + "y1": 354.0 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 399.0, + 258.0 + ], + [ + 569.25, + 258.0 + ], + [ + 569.25, + 354.0 + ], + [ + 399.0, + 354.0 + ] + ] + }, + "reading_order_index": 74, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:65b06eb5d3029adb" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:4c1f38f7b9c630db", + "text": "Sediment and nutrient loads were calculated for the stormwater runoff based on mean discharge for the five winter storm events (table 4). In Rainfed Y1, total discharge loads (kg ha<sup>-1</sup> [lb ac<sup>-1</sup>]) were lower for cover cropped than fallow fields: 83% lower for TSS, 33% lower for NH<sub>4</sub><sup>+</sup>-N, and 58% for DOC. Despite the large quantity of C in the cover crop biomass, there was no increase in DOC in runoff in either winter storm events or in the subsequent irrigation. Low DOC in runoff following the cover crop indicates gradual decomposition and possibly leaching losses.
", + "provenance": { + "marker_block_ids": [ + "/page/6/Text/10" + ], + "page_number": 6, + "bbox": { + "x0": 399.75, + "y0": 356.25, + "x1": 568.5, + "y1": 498.16845703125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 399.75, + 356.25 + ], + [ + 568.5, + 356.25 + ], + [ + 568.5, + 498.16845703125 + ], + [ + 399.75, + 498.16845703125 + ] + ] + }, + "reading_order_index": 75, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:65b06eb5d3029adb" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:1a4c7d2475814b19", + "text": "During Irrigated Y1, a total of 944 mm (37.2 in) of water (figure 2) was applied on the entire farm in 10 events, 35% of which discharged into the sediment trap (tomatoes discharge) (table 4). In Irrigated Y2, a mean total of 799 mm (31.5 in) of water was applied (figure 2) to the two North Field sections in 9 events, 25% of which discharged from the field section that had a prior mustard cover crop during the winter (tomatoes/ mustard) and 42% discharging from the field section that had been fallow (tomatoes/fallow). Mean irrigation discharge rates for the tomatoes/mustard and tomatoes/fallow rotations were not statistically different. Nor were there any differences in the concentrations or loads of measured constituents, except for pH, which was significantly higher in the discharge from the tomatoes/mustard field during the summer season.
", + "provenance": { + "marker_block_ids": [ + "/page/6/Text/11" + ], + "page_number": 6, + "bbox": { + "x0": 399.251953125, + "y0": 498.55078125, + "x1": 568.5, + "y1": 718.76953125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 399.251953125, + 498.55078125 + ], + [ + 568.5, + 498.55078125 + ], + [ + 568.5, + 718.76953125 + ], + [ + 399.251953125, + 718.76953125 + ] + ] + }, + "reading_order_index": 76, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:65b06eb5d3029adb" + ] + } + } + ] + }, + { + "kind": "section", + "id": "doc:4f0569a2a9e2d507", + "heading_text": "Mean concentration and standard errors of constituents analyzed from influent and discharge effluent from entire fields and paired sections of the North Field (F = fallow and M = mustard cover crop) during the two-year study by season. Means are given for the total number (n) of either irrigation or rainfall events. Discharge was not detected (ND) during the rainfed season in the second year due to unusually low precipitation. Measured constituents are pH, electrical conductivity (EC), total suspended solids (TSS), volatile suspended solids (VSS), nitrate (), ammonium (), dissolved reactive phosphorus (DRP), and dissolved organic carbon (DOC).
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|---|---|---|---|---|---|---|---|---|---|---|
| Irrigated Y1 | Irrigation influent | 10 | 7.9 ± 0.1 | 795.9 ± 46.2 | 0.04 ± 0.01 | 0.015 ± 0.00 | 1.7 ± 0.3 | 0.1 ± 0.0 | 2.3 ± 0.5 | |
| (South Field) | Tomatoes discharge | 10 | 834.6 ± 33.8 | 7.27 ± 1.03 | 0.254 ± 0.05 | 1.6 ± 0.2 | ||||
| Rainfed Y1 | Fallow storm discharge | 5 | 6.7 ± 0.0 | 115.1 ± 33.6** | 0.07 ± 0.01* | 0.002 ± 0.00 | 0.1 ± 0.0 | 0.1 ± 0.0 | 0.2 ± 0.0† | 7.4 ± 0.0 |
| (North Field) | Mustard storm discharge | 5 | 64.5 ± 16.7** | 0.01 ± 0.00* | 0.4 ± 0.1† | |||||
| Irrigated Y2 | Irrigation influent | 9 | 7.9 ± 0.1 | 600.0 ± 18.2 | 0.02 ± 0.01 | 0.017 ± 0.00 | 1.8 ± 0.3 | 0.1 ± 0.0 | 0.0 ± 0.0 | 1.9 ± 0.4 |
| (North Field) | Tomatoes (F) discharge | 9 | 8.1 ± 0.1* | 644.0 ± 22.7 | 10.90 ± 3.85 | 0.259 ± 0.09 | ||||
| Tomatoes (M) discharge | 9 | 8.3 ± 0.0* | 611.4 ± 29.8 | |||||||
| Rainfed Y2 | Oats discharge | 0 | ND | ND | ND | ND | ND | ND | ND | ND |
| (South/North) | Fallow discharge | 0 | ND | ND | ND | ND | ND | ND | ND | ND |
Note: Significant difference were calculated using a paired t-test.
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|---|---|---|---|---|---|---|---|---|
| Irrigated Y1 (South Field) | orone , | orone , | ovone , | ovoiic y | orone , | ovone , | - Overley | |
| Irrigation influent | 10 | 94.4 ± 15.7 | 408.4 ± 161.3 | 13.9 ± 3.0 | 1.7 ± 0.4 | 92.8 ± 37.0 | 22.4 ± 6.2 | 1.9 ± 0.7 |
| Tomatoes discharge | 10 | 33.2 ± 6.3 | 2,384.6 ± 81.0 | 81.5 ± 17.4 | 28.0 ± 14.4 | 70.0 ± 20.0 | ||
| Rainfed Y1 (North Field) | ||||||||
| Fallow discharge | 5 | 9.6 ± 3.3 | 5.0 ± 1.3* | 0.2 ± 0.1 | 0.01 ± 0.01 | 8.3 ± 3.2* | 22.3 ± 7.6 | 0.7 ± 0.2** |
| Mustard discharge | 5 | 5.4 ± 1.8 | 0.9 ± 0.4* | 0.01 ± 0.04 | 5.6 ± 2.7* | 19.7 ± 5.3 | 0.3 ± .1** | |
| Tailwater pond discharge | 5 | ND | ND | ND | ND | ND | ND | ND |
| Irrigated Y2 (North Field) | ||||||||
| Irrigation influent | 9 | 88.8 ± 22.0 | 14.4 ± 7.9 | 19.0 ± 9.0 | 1.8 ± 0.5 | 35.2 ± 14.6 | 35.4 ± 14.9 | 1.5 ± 0.4 |
| Tomatoes (F) discharge | 9 | 37.9 ± 9.4 | 2,440.5 ± 849.2 | 93.6 ± 36.8 | 22.6 ± 8.0 | 118.4 ± 42.0 | ||
| Tomatoes (M) discharge | 9 | 23.1 ± 3.1 | 902.3 ± 211.1 | 68.1 ± 39.1 | 16.3 ± 5.3 | 60.8 ± 10.5 | ||
| Tailwater pond influent | 9 | 1,046.1 ± 443.2** | 51.8 ± 23.1** | 21.1 ± 9.0 | 134.4 ± 49.6 | |||
| Tailwater pond discharge | 9 | 32.3 ± 6.7 | 30.7 ± 11.3** | 4.4 ± 2.3** | 50.9 ± 30.8 | 117.3 ± 32.2 | 1.4 ± 0.4 | |
| Rainfed Y2 (South/North Fie | ld) | |||||||
| Oats discharge | 0 | ND | ND | ND | ND | ND | ND | ND |
| Fallow discharge | 0 | ND | ND | ND | ND | ND | ND | ND |
| Tailwater pond discharge | 0 | ND | ND | ND | ND | ND | ND | ND |
Note: Significant difference were calculated using a paired t-test.
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", + "attached_object_id": "doc:c2ebdd5876e9115c" + } + ] + }, + { + "kind": "section", + "id": "doc:4df228a9220e31ea", + "heading_text": "A sediment trap was monitored in 2005 (Irrigated Y1) and a tailwater pond was monitored in 2006 (Irrigated Y2) for influent (discharge from the agricultural fields) and effluent (water leaving ponds) concentrations: (a and b) pH, (c and d) total suspended solids (TSS), (e and f) volatile suspended solids (VSS), (g and h) nitrate (N0-N), and (i and j) dissolved organic carbon (DOC). In 2005, only the sediment trap was sampled, as discharge from the South Field tailwater pond was inaccessible due to its transfer through a subsurface pump to the top of the field. Means and standard errors of constituents with significant differences (paired t-test) are shown (*p < 0.01, **p < 0.001).
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UUAFFFFABVbUv+QXd/wDXF/8A0E1ZqtqX/ILu/wDri/8A6CaAMzwX/wAiL4e/7Blt/wCilrcrD8F/8iL4e/7Blt/6KWtygArD8H/8itZf8D/9DatysPwf/wAitZf8D/8AQ2oA3KKKKACiiigDDn/5Huw/7Blz/wCjYK3Kw5/+R7sP+wZc/wDo2CtygAryn4631xFoGmafFKYoL262zsDwQAMA+2Tn8K9WrmPHuiaJrnheeLXbkWlrCfNW6yAYmHAI9euMd80AeSfFFxDF4a8D6XdvcxwxpuJYMXZjtTOPbOPYin33hmH4cfEjwqukXk8j3RVbhJGBJywVugHynJ49q2PD/gDwv4GFv4w1XxELyzQCS0P2fy1JYfKcZJY46Dik8JW/h3xf8UrvxEuuNcyRt5tpYzKyuOOuW4wDnAHTjpQM9oooooEFFFFABRRRQBxms69rl/4mk8OeGPskU1tEs17eXSl1i3fdRVHVj15p/hzxDqw8Q3PhrxIlt/aMcIuLe4tgRHcRZwTg9GB61U8KH7P8SfGVtNxPK8E8YPVo9mMj2zRqeLj4zaEsPL22nTvPjsrcLn8aAOw1PUrXSNOmv72Qx28Iy7BSx9BgDknNcn4a8WatrXja+sLyxNjYpZJcW8Eq/vcFsBn9CR/D2rtioYYIBHXmuJsf+Szat/2CIf8A0M0AdvRRTJvN8iTyNnm7Ts3527scZx2zQBzuuf8AI6+Ff9+6/wDRNdLXCTnxB/wnXhj+1xpgj3XWz7IZCf8AUnOd34V3dABRRRQAUUUUAFFFFAHKfEr/AJJ7q3+7H/6MWvLa9S+JX/JPdW/3Y/8A0YteW00AUUUUxBRRRQAUUUUAFWNH/wCRu8Pf9f4/9FvVerGj/wDI3eHv+v8AH/ot6QHutFFFIYUUVwPiy/1xPGVvYafrc1hatp5mZI4Iny4kxnLqT0P6UAd9RXmfmeJv+htvf/AS2/8AjdHmeJv+htvf/AS2/wDjdOwHplc749/5EDX/APrwm/8AQTXK+Z4m/wChtvf/AAEtv/jdZHih/EJ8K6oJ/E93PD9mffE1tAA4xyCQgIz7GlYD1+D/AI94/wDdH8qkrzCKTxN5Kf8AFW3g+Uf8ult/8bp/meJv+htvf/AS2/8AjdFgPTKK8z8zxN/0Nt7/AOAlt/8AG6PM8Tf9Dbe/+Alt/wDG6dgPTKK4zwLf6tdahrtvqeqyX62skKQmSGNCoKbj9xRnJPf0+tdnSAKKKKACiiigAooooA5pv+SnR/8AYGf/ANHLXS1zTf8AJTo/+wM//o5a6WgAooooAK84+Nmo3Vh4CMds7ILq4SGVlOPkwSR+OBXo9YvizSNK1vw1eWetOsVlt3vMWC+URyGBPTFAHivxAuItC+Hvhvwpp189yLhRcyneCSDyBx/DuY4HtVfxD4Rj+HN14T1PT7yf+0ppFM6MwxuG3O0AdOSMHNb3h/4Z+FtESDxfe+JVvdHgPnRE2/lqxB4zyS3PYAZNLY/8Ix8QPiumqf267xQhHt7CdHUyOo6KW4C5GcDk88UDPbRyAaKKKBBRRRQByPiPxBqx8QW3hvw4lt/aMkJuJ7i5BMdvFnAOB1YnpUOjeINc0/xRH4c8T/ZJZrmIzWV7aqUWXb95GU9GHXioNOP2b4z6yk/DXWmwvb57qpwwH40eLh9o+Ingu3h5uI5p5nx1EYQAk+1AHa3l3BYWc13dSCOCFC8jkZ2qBkniuJ0nxnqer+Prew+wtaaRPZPcQeemJZsMAHI6qDzgdcc13ZUMCGAIPUGuJvP+S0aZ/wBgeX/0ZQB29FFYupHxN9sP9lLpBtdox9qMgfPf7oxigCp4C/5FOP8A6/Lz/wBKZa6WuX+Hnm/8IZb+ds837Vd79mdu77TLnGe1dRQAUUUUAFFFFABRRRQB4v4x/wCShat/1xt//QTWVWr4x/5KFq3/AFxt/wD0E1lU0IKKKKYBRRRQAUUUUAFei/Cv/kVbn/sI3H/oVedV6L8K/wDkVbn/ALCNx/6FSY0dxRRRSAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqtqX/ILu/8Ari//AKCas1W1L/kF3f8A1xf/ANBNAGZ4L/5EXw9/2DLb/wBFLW5WH4L/AORF8Pf9gy2/9FLW5QAVh+D/APkVrL/gf/obVuVh+D/+RWsv+B/+htQBuUUUUAFFFFAGHP8A8j3Yf9gy5/8ARsFblYc//I92H/YMuf8A0bBW5QAV5J8eZZRoejwFmWzkuz55X2HH82r1uuG+Keq6Rp3huGLXNKl1CwuZvLfyW2vEcEhwfX8RQB5Z8QrzTtb1Hw14R8MXCXFhboqIYpN43uQOvcgflk1o+IdB0nwj8UPCdr4dHl3O+MXKLIWJywGTknBIzkVf+H6/CzT9VTULHVbhb8ZESasyp5WfQhQue3U13Gm/D7Ro/Gt14vWc3M1w3mQIMeXGSMFgR94nnn3oGdpRRRQIKKKKACiiigDnfEPg+1128g1CO8vNN1OBSiXlm+1yp/hbIww9qk8O+FLTw81zcLcXV7f3RH2i8u33yOB0GewHoK3qKAOZtPBdvY6Bd6Ra6vq8K3Nwbg3KXAEyE4yFYLwvy9MdzWSvwttkvnvl8V+KRdugjacX672UcgE7M49q7yigCCytvsVjBbefNceUgTzZ23SPjux7mp6KKAOa1z/kdfCv+/df+ia6Wua1z/kdfCv+/df+ia6WgAooooAKKKKACiiigDlPiV/yT3Vv92P/ANGLXltepfEr/knurf7sf/oxa8tpoAooopiCiiigAooooAKsaP8A8jd4e/6/x/6Leq9WNH/5G7w9/wBf4/8ARb0gPdaKKKQwrz/xP/yUG2/7BTf+jRXoFef+J/8AkoNt/wBgpv8A0aKAG0UUVQgrH8V/8ilq3/XrJ/6Ca2Kw/FtxDH4X1SN5o1ka1fClgCeD2oA2Yv8AUp/uin1Ba3EM8S+TNHJhRnYwOPyqegAooooAt+BP+Q34m/67wf8AooV29cR4E/5Dfib/AK7wf+ihXb1IwooooAKKKKACiiigDmm/5KdH/wBgZ/8A0ctdLXNN/wAlOj/7Az/+jlrpaACiiigArzT45TXEXgFVhLCOS7jWbH93BIz+IFel1yfxG1TT9K8ITyarpjajYyyLFNCjbSAf4gfUY9vrQB43471TSW8J+GvCvhq5W5iwJpljk3nzGAAB9DkscdqteOPC+leC7vwkukfu9Z3oZ9shLOwK4YjPGWyOKv8AgiP4UQazDqMOo3sN3G26KDVWVUjbscgbTj3avQv+EB0TVfG6+MTci6OEaKKMgx71GA5I+9249qBnajoM9aKKKBBRRRQBg+I/Cln4iNtM89zZ31qSbe8tH2Sx56jPcH0qLw/4PtdDvZtRmvbzUtTmQRtd3sm5wg/hUAYUV0dFAHO23g+2s4tZS31PVI31WTzZJVnAeE5P+qO35evfNYrfC22a+S+bxX4pN2iGNZzfrvCk5Kg7M49q7yigCnpdh/Zmmw2ZvLq88oEefdyb5X5z8zYGauUUUAc14C/5FOP/AK/Lz/0plrpa5rwF/wAinH/1+Xn/AKUy10tABRRRQAUUUUAFFFFAHi/jH/koWrf9cbf/ANBNZVavjH/koWrf9cbf/wBBNZVNCCiiimAUUUUAFFFFABXovwr/AORVuf8AsI3H/oVedV6L8K/+RVuf+wjcf+hUmNHcUUUUgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKral/wAgu7/64v8A+gmrNVtS/wCQXd/9cX/9BNAGZ4L/AORF8Pf9gy2/9FLW5WH4L/5EXw9/2DLb/wBFLW5QAVh+D/8AkVrL/gf/AKG1blYfg/8A5Fay/wCB/wDobUAblFFFABRRRQBhz/8AI92H/YMuf/RsFblYc/8AyPdh/wBgy5/9GwVuUAFZWv6/o/h6w+0a1dx29tIdg3qW3nHQAAk1q1geKvB+meMba2ttUM/k28vmhYnC7jjGCcdOe2KAPFfF/i/4b6l5gsPCsk9welxEfsgz6/LnP4rVX4Z6L4tTxVYXdhZ6pa6P9oVp9zlI2jzznOA/4CvdtG8F+G9A2nTdHtYZF6SlN8n/AH02T+tbtAwooooEFFFFABRRRQAUUUUAFFFFABRRRQBzWuf8jr4V/wB+6/8ARNdLXNa5/wAjr4V/37r/ANE10tABRRRQAUUUUAFFFFAHKfEr/knurf7sf/oxa8tr1L4lf8k91b/dj/8ARi15bTQBRRRTEFFFFABRRRQAVY0f/kbvD3/X+P8A0W9V6saP/wAjd4e/6/x/6LekB7rRRRSGFef+J/8AkoNt/wBgpv8A0aK9Arz/AMT/APJQbb/sFN/6NFADaKKKoQVTu9J02/kEl5p9rcOBtDTQq5x6ZI6c1cooAq2mm2Nhu+x2Vtbb8BvJiVM46ZwKtUUUAFFFFAFvwJ/yG/E3/XeD/wBFCu3riPAn/Ib8Tf8AXeD/ANFCu3qRhRRRQAUUUUAFFFFAHNN/yU6P/sDP/wCjlrpa5pv+SnR/9gZ//Ry10tABRRRQAVQ1nWdN0LTnvdVuktrUEKXcEgk9sDk1frF8T+GLHxbpI03UWmW3EqynyWCkkZ4yQeOaAPG/GHjT4Z6j5gt/DD31wek8K/ZAT67hyfxWua8F6N4qn8Q2t54fsNVtLA3CM7CRlTy8jILnaG4zX0Bo3gPwvoG1rDRrZZV6SyL5j/8AfTZI/CujoGFFFFAgooooAKKKKACiiigAooooA5rwF/yKcf8A1+Xn/pTLXS1zXgL/AJFOP/r8vP8A0plrpaACiiigAooooAKKKKAPF/GP/JQtW/642/8A6Cayq1fGP/JQtW/642//AKCayqaEFFFFMAooooAKKKKACvRfhX/yKtz/ANhG4/8AQq86r0X4V/8AIq3P/YRuP/QqTGjuKKKKQBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFVtS/wC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+ }, + { + "kind": "paragraph", + "id": "doc:18c490a1fadbcd52", + "text": "Sediment concentrations (figure 3) and loads (table 4) in the irrigation water discharging from the fields were effectively reduced by the sediment trap in irrigated Y1 and tailwater pond in irrigated Y2. Removal efficiencies by just the sediment trap for TSS and volatile suspended solids (VSS) on the South Field in Irrigated Y1 were 71% and 54%, respectively. Even greater reductions resulted from the tailwater pond in the North Field in Irrigated Y2, 97% and 89%, respectively. The total outflow (tailwater pond discharge table 4) load of TSS (kg ha<sup>-1</sup> [lb ac<sup>-1</sup>]) was on average 35-fold lower than inflow loads (tailwater pond influent table 4) for the nine irrigation events, a reduction for the entire season of 9.4 Mg ha<sup>-1</sup> (4.1 tn ac<sup>-1</sup>). Loads for VSS were on average 12-fold lower than the influent (i.e., a total of 431 kg ha<sup>-1</sup> [384 lb ac<sup>-1</sup>] difference for the season).
", + "provenance": { + "marker_block_ids": [ + "/page/8/Text/3" + ], + "page_number": 8, + "bbox": { + "x0": 399.0, + "y0": 91.7578125, + "x1": 567.75, + "y1": 310.5 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 399.0, + 91.7578125 + ], + [ + 567.75, + 91.7578125 + ], + [ + 567.75, + 310.5 + ], + [ + 399.0, + 310.5 + ] + ] + }, + "reading_order_index": 91, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:4df228a9220e31ea" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:ac9905d6f5b9097b", + "text": "These sediment losses via runoff were relatively high on this farm even though the amount of irrigation discharge was not. Irrigation runoff was only, on average, 34% of the applied irrigation. This was considerably lower than found in a comprehensive study of 49 furrow-irrigated farms on silt loam soils in Idaho, where discharge ranged from 43% to 53% of the total applied irrigation (Berg and Carter 1980). Although the Idaho farms were on similar slopes (1% to 2%), sediment losses averaged only 5 Mg ha<sup>-1</sup> season<sup>-1</sup> (2.2 tn ac<sup>-1</sup> season<sup>-1</sup>), more than four times lower than observed here (24 Mg ha<sup>-1</sup> [10.7 tn ] in the first irrigation seasons). In the Idaho study, losses increased to 37 Mg ha<sup>-1</sup> (16.5 tn ac<sup>-1</sup>) on slopes of 2.5% and up to 141 Mg (62.8 tn ) on 4% slopes. Differences in tillage practices, soil type, the amount of surface residue, or higher irrigation inflow rates could explain the disparity in sediment losses between these studies. Much greater inflow rates, for example, were likely required to move water down the long furrow lengths (390 to 790 m [1,280 to 2,592 ft]) of this farm compared to the shorter furrow lengths 132 to 313 m (433 to 1,026 ft) of the farms observed in the Idaho study.
", + "provenance": { + "marker_block_ids": [ + "/page/8/Text/4" + ], + "page_number": 8, + "bbox": { + "x0": 399.0, + "y0": 311.9765625, + "x1": 567.75, + "y1": 618.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 399.0, + 311.9765625 + ], + [ + 567.75, + 311.9765625 + ], + [ + 567.75, + 618.75 + ], + [ + 399.0, + 618.75 + ] + ] + }, + "reading_order_index": 92, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:4df228a9220e31ea" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:adec210a2efcf5d3", + "text": "Given the substantial loads due to the irrigation practices on this farm, large quantities of sediment would have been lost to the neighboring waterways despite the use of winter cover crops. Sediment loads in irrigation runoff were orders of magnitude higher than those of winter runoff. These results suggest that a tailwater pond would be a critical BMP addition to protect water quality.
", + "provenance": { + "marker_block_ids": [ + "/page/8/Text/5" + ], + "page_number": 8, + "bbox": { + "x0": 399.251953125, + "y0": 620.89453125, + "x1": 567.75, + "y1": 718.76953125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 399.251953125, + 620.89453125 + ], + [ + 567.75, + 620.89453125 + ], + [ + 567.75, + 718.76953125 + ], + [ + 399.251953125, + 718.76953125 + ] + ] + }, + "reading_order_index": 93, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:4df228a9220e31ea" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:b2dfd2d2d49243cb", + "text": "The tailwater pond alone, however, did not completely prevent nutrient runoff into the nearby waterways. Comparing the water quality indicators in irrigation discharged from the field to water exiting the tailwater pond, we observed no differences in EC, -N, or DRP. In fact, -N and DOC concentrations actually increased by 40% and 20%, respectively. This increase in NO<sub>3</sub>-N is somewhat surprising given that N removal rates from polluted water are thought, in principle, to be proportional to concentration (Kadlec and Knight 1996). It is possible that this might be a result of mineralization and nitrification of organic N deposited in the pond, given the low concentrations of NO<sub>3</sub>-N in the irrigation runoff. Summer NO -N losses via runoff were only 8.1 and 3.3 kg (7.2 and 2.9 lb ) for tomatoes grown following winter fallow and mustard cover crops, respectively, compared to, for example, a heavily manured grazed dairy pasture with annual losses of 92 kg NO<sub>3</sub>-N ha<sup>-1</sup> (81.9 lb NO<sub>3</sub>-N ac<sup>-1</sup>) (Tanner et al. 2005). Overall NO<sub>3</sub>-N concentrations in runoff were far lower (<2.2 mg NO, -N L<sup>-1</sup> [ppm NO, -N]) than the World Health Organization drinking water standard of 10 mg NO<sub>3</sub>--N L<sup>-1</sup> (ppm NO<sub>3</sub>--N) (Yamamura et al. 2004). Removal rates for NO<sub>3</sub>-N in constructed wetlands can be as high as 44%, but these rates have been associated with much higher concentrations in effluent from dairy pastures (Tanner et al. 2005). The design of the tailwater pond (Kadlec 2005) and its effects on denitrification, sedimentation (Saunders and Kalff 2001), and hydraulic efficiency, may have limited the potential for microbial and plant N immobilization, due to short residence times in these ponds and their small sizes (0.2% of the field's watershed area). Hydraulic residence time, the average time that water remains in the pond, expressed as mean volume divided by mean outflow rate in the tailwater pond was less than two days, whereas recommended hydraulic residence times are as long as 12 days for treatment wetlands (Davis 1994). Submergent and emergent vegetation can also contribute to increased removal rates of some constituents in other types of ponds (Kadlec 2005), but the ruderal plant species along the bottom and the edge of these tailwater ponds were not adapted to long-term inundation.
", + "provenance": { + "marker_block_ids": [ + "/page/9/Text/0" + ], + "page_number": 9, + "bbox": { + "x0": 34.7431640625, + "y0": 87.169921875, + "x1": 203.25, + "y1": 684.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 34.7431640625, + 87.169921875 + ], + [ + 203.25, + 87.169921875 + ], + [ + 203.25, + 684.75 + ], + [ + 34.7431640625, + 684.75 + ] + ] + }, + "reading_order_index": 94, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:4df228a9220e31ea" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:aa10f805c3571928", + "text": "Concentrations of DRP in the effluent were also not reduced by detention in the tailwater pond. In tailwater ponds, phospho-
", + "provenance": { + "marker_block_ids": [ + "/page/9/Text/1" + ], + "page_number": 9, + "bbox": { + "x0": 35.25, + "y0": 687.0, + "x1": 202.5703125, + "y1": 719.91650390625 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 35.25, + 687.0 + ], + [ + 202.5703125, + 687.0 + ], + [ + 202.5703125, + 719.91650390625 + ], + [ + 35.25, + 719.91650390625 + ] + ] + }, + "reading_order_index": 95, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:4df228a9220e31ea" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:6b46a5cf4e740b7f", + "text": "rus that is sorbed to crystalline and poorly crystalline iron hydroxides may be released at low redox potentials (Bjorneberg et al. 2002). In fact, Tanner et al. (2005) found that DRP increased by 70% after flowing through a constructed treatment pond. Although we did not measure total phosphorus, if we assume that eroded sediments contain approximately 0.1% total phosphorus (Bjorneberg et al. 2002), the tailwater pond could have trapped as much as 24 kg phosphorus ha<sup>-1</sup> (21.4 lb phosphorus ac<sup>-1</sup>) during a single irrigation season given the mass of TSS that was retained.
", + "provenance": { + "marker_block_ids": [ + "/page/9/Text/2" + ], + "page_number": 9, + "bbox": { + "x0": 212.25, + "y0": 91.37548828125, + "x1": 381.0, + "y1": 243.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 212.25, + 91.37548828125 + ], + [ + 381.0, + 91.37548828125 + ], + [ + 381.0, + 243.75 + ], + [ + 212.25, + 243.75 + ] + ] + }, + "reading_order_index": 96, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:4df228a9220e31ea" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:18937d689899cbfa", + "text": "Without a tailwater return system, improving the effectiveness of a tailwater pond through increased detention time or greater plant cover may require tough decisions as to which pollutants should be managed. The short detention time may not have been long enough to adequately decrease NO, -N and DRP, but it appears to have been sufficient for microbes to break down and dissolve particulate C into solution, thereby increasing the DOC concentration in the effluent. Increasing the retention times by expanding the size of the tailwater pond or slowing the flow through baffles may reduce eutrophication. But it may not decrease DOC, which can cause toxic byproducts during the municipal drinking water treatment process used in this region (Fujii et al. 1998). Additionally increasing the size of the pond requires added investment and reduces the area of tomato production.
", + "provenance": { + "marker_block_ids": [ + "/page/9/Text/3" + ], + "page_number": 9, + "bbox": { + "x0": 212.25, + "y0": 243.9228515625, + "x1": 381.75, + "y1": 476.25 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 212.25, + 243.9228515625 + ], + [ + 381.75, + 243.9228515625 + ], + [ + 381.75, + 476.25 + ], + [ + 212.25, + 476.25 + ] + ] + }, + "reading_order_index": 97, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:4df228a9220e31ea" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:d9e9c220acca1722", + "text": "Leaching of Nitrate. Leaching of NO<sub>3</sub>-N, as measured by the anion exchange resin bags was similar (approximately 24.7 kg NO, -N ha-1 [22 lb NO, -N ac-1]) for the fields, ditches, and tailwater ponds in Rainfed Y1 (figure 4). There were no differences observed between the winter cover crop and fallow fields. Interestingly, in the Rainfed Y2 season, despite the low rainfall, NO3-N in the resin bags was two-fold higher in the tailwater pond and three-fold higher in ditches than in the fields. The higher NO<sub>2</sub>-N leaching during the drier Rainfed Y2 season in these areas that accumulate water was likely due to slightly higher moisture content and enhanced nitrification compared to the fields, particularly during the warm fall and spring (Burger and Jackson 2003; Stark and Firestone 1995). In addition, there was little to no nutrient removal via runoff, and absence of anaerobic conditions would have
", + "provenance": { + "marker_block_ids": [ + "/page/9/Text/4" + ], + "page_number": 9, + "bbox": { + "x0": 212.25, + "y0": 477.75, + "x1": 381.75, + "y1": 708.064453125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 212.25, + 477.75 + ], + [ + 381.75, + 477.75 + ], + [ + 381.75, + 708.064453125 + ], + [ + 212.25, + 708.064453125 + ] + ] + }, + "reading_order_index": 98, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:4df228a9220e31ea" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:eea2098431a5e04f", + "text": "limited denitrification, causing inorganic N to accumulate in the surface soil.
", + "provenance": { + "marker_block_ids": [ + "/page/9/Text/5" + ], + "page_number": 9, + "bbox": { + "x0": 390.75, + "y0": 92.14013671875, + "x1": 559.423828125, + "y1": 111.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 390.75, + 92.14013671875 + ], + [ + 559.423828125, + 92.14013671875 + ], + [ + 559.423828125, + 111.75 + ], + [ + 390.75, + 111.75 + ] + ] + }, + "reading_order_index": 99, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:4df228a9220e31ea" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:aa29de8b944d7491", + "text": "Significant differences in NO<sub>3</sub>-N concentrations in lysimeters varied among fields, ditches, and the tailwater pond by season and by depth (table 5), but differences in cumulative losses were found only in Rainfed Y1 (figure 4). Estimated DP, used to calculate cumulative leaching losses, was 157 mm (6.2 in) during the Irrigated Y1 season with tomatoes. During the Rainfed Y1 season, DP ranged from 92 to 112 mm (3.62 to 4.41 in). In the Irrigated Y2 season, DP ranged from 169 mm (6.7 in) for the tomatoes/fallow compared to 326 mm (12.8 in) for the tomatoes/mustard treatment. No DP could be estimated for the Rainfed Y2 season due to low rainfall. Estimates of NO<sub>3</sub>-N leaching using lysimeter concentrations and the water balance method were lower than those obtained using the anion exchange resin bags, especially during the Irrigated Y1 season (figure 4). Others however, have shown the opposite, with higher values in lysimeters than resin bags (Wyland et al. 1996). Accurately assessing soil solute chemistry is often dependent on matching the methodology with the soil type (Siemens and Kaupenjohann 2004). Here, the collection schedule did not always match with the irrigation schedule, and some wet-dry cycles were inadvertently missed, probably underestimating cumulative losses using the lysimeter method. Furthermore, cumulative losses calculated based on estimates of water percolation are subject to error if the return to field capacity is not correctly identified (Webster et al. 1993).
", + "provenance": { + "marker_block_ids": [ + "/page/9/Text/6" + ], + "page_number": 9, + "bbox": { + "x0": 389.830078125, + "y0": 114.0, + "x1": 558.75, + "y1": 509.255859375 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 389.830078125, + 114.0 + ], + [ + 558.75, + 114.0 + ], + [ + 558.75, + 509.255859375 + ], + [ + 389.830078125, + 509.255859375 + ] + ] + }, + "reading_order_index": 100, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:4df228a9220e31ea" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:1c5fb7c917ac1860", + "text": "Leaching of Other Constituents. In soil solution collected in the lysimeters, pH and EC were very similar and consistent among treatments throughout the two years. The only difference was higher EC values in soil solution for lysimeters at 30 cm (12 in) in the tomato field and ditches, compared to the tailwater pond in the Irrigated Y1 season (table 5).
", + "provenance": { + "marker_block_ids": [ + "/page/9/Text/7" + ], + "page_number": 9, + "bbox": { + "x0": 390.75, + "y0": 510.75, + "x1": 559.5, + "y1": 607.5 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 390.75, + 510.75 + ], + [ + 559.5, + 510.75 + ], + [ + 559.5, + 607.5 + ], + [ + 390.75, + 607.5 + ] + ] + }, + "reading_order_index": 101, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:4df228a9220e31ea" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:098887dd400489c8", + "text": "Leachate NH<sub>4</sub><sup>+</sup>-N and calculated NH<sub>4</sub><sup>+</sup>-N load were low overall (data not shown). Seasonal cumulative DRP leached below the 60 cm (23.6 in) depth also showed the same pattern. Concentrations of DOC tended to be lowest in the lysimeters in the tailwater pond (table 5). Results indicate that cover cropping may be a source of DOC during the winter rains. Dissolved organic C concentrations in RainfedY1 were clearly
", + "provenance": { + "marker_block_ids": [ + "/page/9/Text/8" + ], + "page_number": 9, + "bbox": { + "x0": 389.830078125, + "y0": 608.66015625, + "x1": 558.75, + "y1": 718.76953125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 389.830078125, + 608.66015625 + ], + [ + 558.75, + 608.66015625 + ], + [ + 558.75, + 718.76953125 + ], + [ + 389.830078125, + 718.76953125 + ] + ] + }, + "reading_order_index": 102, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:4df228a9220e31ea" + ] + } + }, + { + "kind": "table", + "id": "doc:351928f6e71ca745", + "provenance": { + "marker_block_ids": [ + "/page/10/Table/1" + ], + "page_number": 10, + "bbox": { + "x0": 41.974453125, + "y0": 92.15535400390625, + "x1": 565.736484375, + "y1": 519.5709643554687 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 41.974453125, + 92.15535400390625 + ], + [ + 565.736484375, + 92.15535400390625 + ], + [ + 565.736484375, + 519.5709643554687 + ], + [ + 41.974453125, + 519.5709643554687 + ] + ] + }, + "reading_order_index": 103, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:4df228a9220e31ea" + ] + }, + "caption": { + "label": null, + "text": "Table 5 Mean lysimeter concentrations and standard errors by season and depth during the two-year study for the paired tomato fields (F= fallow and M = mustard cover crop). Lysimeters were sampled weekly during irrigation and precipitation periods.
", + "trailing_notes": null, + "provenance": { + "marker_block_ids": [ + "/page/10/Caption/0", + "/page/10/TableGroup/646" + ], + "page_number": 10, + "bbox": { + "x0": 52.998046875, + "y0": 64.23046875, + "x1": 536.4239501953125, + "y1": 93.8330078125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 52.998046875, + 64.23046875 + ], + [ + 536.4239501953125, + 64.23046875 + ], + [ + 536.4239501953125, + 93.8330078125 + ], + [ + 52.998046875, + 93.8330078125 + ] + ] + }, + "reading_order_index": 104, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:4df228a9220e31ea" + ] + } + }, + "raw_html": "| Season | Site | Depth (cm) | pH | EC (µS cm–1) | NO3 ––N (mg L–1) | DRP (mg L–1) | DOC (mg L–1) |
|---|---|---|---|---|---|---|---|
| Irrigated Y1 | Oats* | ND | ND | ND | ND | ND | |
| Tomatoes | 30 | 7.4±0.1 | 904.6 ± 33.1A | 5.0 ± 1.2A | 0.1 ± 0.0 | 5.2 ± 0.7AB | |
| 60 | 7.5±0.0 | 894.3 ± 44.7 | 3.4 ± 1.0 | 0.0 ± 0.0 | 4.9 ± 0.9b | ||
| Ditches | 30 | 7.4±0.0 | 1,069.0 ± 14.0A | 1.1 ± 0.4B | 0.7 ± 0.5 | 13.7 ± 8.6A | |
| 60 | 7.3±0.2 | 1,039.7 ± 216.9 | 2.6 ± 1.7 | 0.1 ± 0.1 | 22.5 ± 7.1a | ||
| Tailwater pond | 30 | 7.4±0.2 | 519.0 ± 196.0B | 1.6 ± 0.7B | 0.0 ± 0.0 | 3.8 ± 2.1B | |
| 60 | 7.1±0.0 | 615.5 ± 40.6 | 0.9 ± 0.2 | 0.0 ± 0.0 | 2.6 ± 1.1b | ||
| Rainfed Y1 | Oats | 30 | 7.0±0.1 | 905.8 ± 172.8 | 6.1 ± 1.9AB | 0.1 ± 0.1 | 13.3 ± 2.5B |
| 60 | 7.1±0.0 | 890.0 ± 103.8 | 3.9 ± 1.6 | 0.0 ± 0.0 | 8.8 ± 1.6 | ||
| Fallow | 30 | 7.2±0.0 | 788.4 ± 145.1 | 1.1 ± 0.5B | 0.1 ± 0.1 | 30.2 ± 10.8AB | |
| 60 | 7.3±0.1 | 1,026.9 ± 116.4 | 8.9 ± 3.4 | 0.0 ± 0.0 | 13.0 ± 3.2 | ||
| Mustard | 30 | 7.0±0.1 | 1,226.3 ± 258.7 | 3.2 ± 1.8AB | 0.2 ± 0.1 | 70.1 ± 17.5A | |
| 60 | 7.1±0.2 | 839.1 ± 140.3 | 6.4 ± 0.9 | 0.0 ± 0.0 | 14.7 ± 6.1 | ||
| Ditches | 30 | 7.0±0.0 | 871.5 ± 243.5 | 8.4 ± 3.1A | 0.0 ± 0.0 | 7.2 ± 1.1c | |
| 60 | 7.4±0.1 | 916.5 ± 81.5 | 10.7 ± 1.8 | 0.0 ± 0.0 | 5.1±0.2 | ||
| Tailwater pond† | ND | ND | ND | ND | ND | ||
| Irrigated Y2 | Oats* | ND | ND | ND | ND | ND | |
| Tomatoes (F) | 30 | 7.6±0.3 | 783.7 ± 79.5 | 7.2 ± 4.1 | 0.2 ± 0.0 | 13.9 ± 1.4A | |
| 60 | 7.7±0.1 | 721.1 ± 94.8 | 4.0 ± 1.0a | 0.1 ± 0.0 | 10.1 ± 1.3a | ||
| Tomatoes (M) | 30 | 7.3±0.1 | 726.7 ± 158.4 | 4.2 ± 0.3 | 0.3 ± 0.1 | 11.9 ± 2.2A | |
| 60 | 7.5±0.1 | 918.1 ± 98.4 | 4.1 ± 0.6a | 0.1 ± 0.0 | 16.3 ± 0.5a | ||
| Ditches | 30 | 7.6±0.2 | 789.8 ± 71.6 | 4.6 ± 0.8 | 0.2 ± 0.1 | 7.8 ± 0.4AB | |
| 60 | 7.7±0.2 | 800.1 ± 36.0 | 3.2 ± 0.6a | 0.1 ± 0.0 | 13.1 ± 1.2a | ||
| Tailwater pond | 30 | 7.5±0.1 | 652.9 ± 47.8 | 1.2 ± 0.3 | 0.1 ± 0.0 | 5.4 ± 0.7B | |
| 60 | 7.6±0.1 | 594.6 ± 62.1 | 0.6 ± 0.2b | 0.0 ± 0.0 | 5.6 ± 1.4b | ||
| Rainfed Y2 | Oats | 30 | 7.4±0.1 | 320.4 ± 200.2 | 1.0 ± 0.4 | 0.1 ± 0.0 | 5.3 ± 1.8 |
| 60 | 7.8±0.0 | 675.5 ± 95.4 | 1.3 ± 0.5 | 0.0 ± 0.0 | 4.8 ± 1.4 | ||
| Fallow | 30 | 7.4±0.1 | 1,230.7 ± 146.3 | 3.1 ± 2.7 | 0.1 ± 0.0 | 4.0 ± 1.1 | |
| 60 | 7.6±0.1 | 647.8 ± 105.0 | 2.7 ± 2.0 | 0.2 ± 0.1 | 2.7 ± 1.0 | ||
| Ditches | 30 | 7.6±0.0 | 672.3 ± 64.4 | 4.3 ± 1.5 | 0.1 ± 0.1 | 3.7 ± 0.9 | |
| 60 | 7.6±0.0 | 738.5 ± 28.0 | 4.8 ± 0.5 | 0.1 ± 0.0 | 2.5 ± 0.2 | ||
| Tailwater pond | 30 | 7.5±0.1 | 578.6 ± 41.5 | 1.0 ± 0.6 | 0.0 ± 0.0 | 1.8 ± 0.1 | |
| 60 | 7.5±0.1 | 585.4 ± 31.7 | 1.6 ± 1.3 | 0.0 ± 0.0 | 2.0 ± 0.2 |
Note: Letters (A and B) indicate significant differences at the 0 to 30 cm depth and (a and b) at the 30 to 60 cm depth among sites within each season using a covariance analysis of variance followed by Tukey's Honestly Significant Post Hoc Test.
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", + "provenance": { + "marker_block_ids": [ + "/page/10/Text/5" + ], + "page_number": 10, + "bbox": { + "x0": 43.576171875, + "y0": 588.1927947998047, + "x1": 213.6630096435547, + "y1": 696.8367767333984 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 43.576171875, + 588.1927947998047 + ], + [ + 213.6630096435547, + 588.1927947998047 + ], + [ + 213.6630096435547, + 696.8367767333984 + ], + [ + 43.576171875, + 696.8367767333984 + ] + ] + }, + "reading_order_index": 106, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:4df228a9220e31ea" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:b2888cfe953366d3", + "text": "During the Irrigated Y1 season, lysimeter DOC concentrations in the ditches were
", + "provenance": { + "marker_block_ids": [ + "/page/10/Text/6" + ], + "page_number": 10, + "bbox": { + "x0": 42.3984375, + "y0": 698.352783203125, + "x1": 213.66302490234375, + "y1": 719.15185546875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 42.3984375, + 698.352783203125 + ], + [ + 213.66302490234375, + 698.352783203125 + ], + [ + 213.66302490234375, + 719.15185546875 + ], + [ + 42.3984375, + 719.15185546875 + ] + ] + }, + "reading_order_index": 107, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:4df228a9220e31ea" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:6cd60fc1d7a51f93", + "text": "higher than the other sites (p < 0.01), and loads that leached below 60 cm (23.6 in) were 33.8 kg C ha–1 (30.1 lb C ac–1) compared to 6.9 kg C ha–1 (6.2 lb C ac–1) for the field. In the subsequent irrigation season (Irrigated Y2), DOC concentrations were again higher in the fields than the tailwater pond but did not otherwise differ. Dissolved organic C loads, however, were substantially higher in the tomatoes/mustard (54.1 kg C ha–1 [48.2 lb C ac–1]) than in the tomatoes/ fallow (14.2 kg C ha–1 [12.7 lb C ac–1]) treat-
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", + "attached_object_id": "doc:351928f6e71ca745" + }, + { + "kind": "footnote", + "id": "doc:b562ea13218b3993", + "provenance": { + "marker_block_ids": [ + "/page/10/Footnote/4" + ], + "page_number": 10, + "bbox": { + "x0": 54.0, + "y0": 552.3805847167969, + "x1": 381.64801025390625, + "y1": 560.86962890625 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 54.0, + 552.3805847167969 + ], + [ + 381.64801025390625, + 552.3805847167969 + ], + [ + 381.64801025390625, + 560.86962890625 + ], + [ + 54.0, + 560.86962890625 + ] + ] + }, + "reading_order_index": 112, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:4df228a9220e31ea" + ] + }, + "raw_text": "† No data was collected for the tailwater pond due to lysimeter contamination caused by flooding.
", + "attached_object_id": "doc:351928f6e71ca745" + } + ] + }, + { + "kind": "section", + "id": "doc:80df0a87d8512adc", + "heading_text": "(a, b, c, and d) Cumulative mean NO3 –-N leaching by season measured by anion exchange resin bags (columns) buried at 75 cm and loads calculated from data from lysimeters (dots) at 60 cm of depth. Tailwater pond lysimeters in Rainfed Y1 were excluded from the analysis because of flooding, indicated by ND. (e, f, g, and h) Soil NO3 –-N concentrations taken incrementally every 15 cm to a depth of 75 cm (29.5 in) at the start (white column) and at the end of the season (dark columns). Error bars represent standard errors. Letters (a, b, and c) indicate significant difference (p < 0.05) among anion exchange resin bag data and calculated loads (x and y) using a spatial covariance analysis of variance followed by Tukey's Honestrly Significant Post Hoc Test (see table 5 for statistical analysis of lysimeter concentrations). F = fallow and M = mustard cover crop.
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+ }, + { + "kind": "paragraph", + "id": "doc:65719f07f296ded7", + "text": "mated load indicate an important potential negative tradeoff of using cover crops and the need to manage both their decomposition and irrigation runoff carefully. Transport of DOC away from the field may be largely determined by how much irrigation water is lost as DP (Brye et al. 2001). During Irrigated Y1, it was estimated that only 16% of the water was lost as DP. In Irrigated Y2, 15% of the water was lost as DP in the tomato field following the winter fallow, and 27% was lost in the tomato field following the mustard cover crop. Deep percolation and associated DOC could be reduced if cover crops are managed carefully to prevent residue from blocking furrows, which causes ponding and increased infiltration, either by mowing/ incorporating earlier to increase decomposition (weather permitting) or by improved irrigation efficiency.
", + "provenance": { + "marker_block_ids": [ + "/page/12/Text/0" + ], + "page_number": 12, + "bbox": { + "x0": 43.5, + "y0": 92.25, + "x1": 213.0, + "y1": 310.5 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 43.5, + 92.25 + ], + [ + 213.0, + 92.25 + ], + [ + 213.0, + 310.5 + ], + [ + 43.5, + 310.5 + ] + ] + }, + "reading_order_index": 116, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:80df0a87d8512adc" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:b73f32b82f89c0c3", + "text": "Nitrous Oxide-Nitrogen and Carbon Dioxide-Carbon Soil Emissions. During the irrigation seasons, mean emissions (µg m<sup>-2</sup> h<sup>-1</sup>) were similar across the fields, ditches, and pond, but in the rainfed seasons, differences were significant (figure 5). The emission rates in the ditches during the Rainfed Y1 season were 4–, 7– and 9–fold higher than oat, mustard, or fallow fields, respectively. In the Rainfed Y2 season, the tailwater pond had the highest emission rates, followed closely by the ditches, and both were higher than the fallow field but were not different from the oat field.
", + "provenance": { + "marker_block_ids": [ + "/page/12/Text/1" + ], + "page_number": 12, + "bbox": { + "x0": 43.5, + "y0": 312.7412109375, + "x1": 213.0, + "y1": 465.0 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 43.5, + 312.7412109375 + ], + [ + 213.0, + 312.7412109375 + ], + [ + 213.0, + 465.0 + ], + [ + 43.5, + 465.0 + ] + ] + }, + "reading_order_index": 117, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:80df0a87d8512adc" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:9a1f29fab8900716", + "text": "Soil –C emission rates were higher in the tomato fields following a fallow, compared to ponds and ditches. Rates (mg m<sup>-2</sup> h<sup>-1</sup>) from the tomato field were 2.5 times higher than in the nonirrigated oat field during Irrigated Y1 (figure 5). In Irrigated Y2, the tomato field following the winter fallow had 3.5–fold higher –C emissions than the tailwater pond but was not different from the other sites. Mean –C emissions were not different in Rainfed Y1. In Rainfed Y2, emissions were almost 2-fold higher in the fallow and oat fields, compared to the tailwater pond, but were no different than the ditches.
", + "provenance": { + "marker_block_ids": [ + "/page/12/Text/2" + ], + "page_number": 12, + "bbox": { + "x0": 43.5, + "y0": 464.1416015625, + "x1": 213.0, + "y1": 618.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 43.5, + 464.1416015625 + ], + [ + 213.0, + 464.1416015625 + ], + [ + 213.0, + 618.75 + ], + [ + 43.5, + 618.75 + ] + ] + }, + "reading_order_index": 118, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:80df0a87d8512adc" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:7e015076bc398641", + "text": "Mean seasonal N<sub>2</sub>O-N emissions were always <5 g ha<sup>-1</sup> d<sup>-1</sup> (0.004 lb ac<sup>-1</sup> day<sup>-1</sup>), much lower than many conventionally managed systems, such as a cornfield fertilized with 290 kg N ha<sup>-1</sup> (259 lb N ac<sup>-1</sup>), where emissions were 52 g N<sub>2</sub>O-N ha<sup>-1</sup> d<sup>-1</sup> (0.05 lb N<sub>2</sub>O-N ac<sup>-1</sup> day<sup>-1</sup>) (McSwiney and Robertson 2005). Our results were more similar to means for unfertilized corn in
", + "provenance": { + "marker_block_ids": [ + "/page/12/Text/3" + ], + "page_number": 12, + "bbox": { + "x0": 43.5, + "y0": 619.5, + "x1": 213.0, + "y1": 717.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 43.5, + 619.5 + ], + [ + 213.0, + 621.0 + ], + [ + 213.0, + 717.75 + ], + [ + 43.5, + 717.75 + ] + ] + }, + "reading_order_index": 119, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:80df0a87d8512adc" + ] + } + }, + { + "kind": "table", + "id": "doc:e41f61495d7d0b99", + "provenance": { + "marker_block_ids": [ + "/page/12/Table/5" + ], + "page_number": 12, + "bbox": { + "x0": 227.53828125, + "y0": 105.50619140625, + "x1": 563.89921875, + "y1": 263.05435546875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 227.53828125, + 105.50619140625 + ], + [ + 563.89921875, + 105.50619140625 + ], + [ + 563.89921875, + 263.05435546875 + ], + [ + 227.53828125, + 263.05435546875 + ] + ] + }, + "reading_order_index": 120, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:80df0a87d8512adc" + ] + }, + "caption": { + "label": null, + "text": "Table 6Tomato yields and weed biomass for 2005 and 2006. Mean fresh weights (fw) and standard errors for tomatoes in each field have been classified by quality (n = 6 in 2005 and n = 3 in 2006). Total aboveground biomass is reported as dry weight (dw).
", + "trailing_notes": null, + "provenance": { + "marker_block_ids": [ + "/page/12/Caption/4", + "/page/12/TableGroup/268" + ], + "page_number": 12, + "bbox": { + "x0": 230.8359375, + "y0": 63.75, + "x1": 557.25, + "y1": 102.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 230.8359375, + 63.75 + ], + [ + 557.25, + 63.75 + ], + [ + 557.25, + 102.75 + ], + [ + 230.8359375, + 102.75 + ] + ] + }, + "reading_order_index": 121, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:80df0a87d8512adc" + ] + } + }, + "raw_html": "| 2005 | 2006 | ||
|---|---|---|---|
| Harvested material (Mg ha-1) | Fallow | Mustard | |
| Weed biomass (dw) | 2.2 ± 0.9 | 2.1 ± 0.6 | |
| Total aboveground tomato biomass (dw) | 15.9 ± 2.9 | 11.4 ± 3.5 | |
| Split red tomatoes (fw) | 6.5 ± 3.9b | 6.8 ± 2.1a | |
| Pink tomatoes (fw) | 13.2 ± 3.1a | ||
| Green tomatoes (fw) | 14.5 ± 5.0 | 22.4 ± 3.6 | |
| Sunburn tomatoes (fw) | 19.3 ± 3.4 | ||
| Moldy or rotten tomatoes (fw) | 10.6 ± 1.1 | ||
| Blossom end rot tomatoes (fw) | 4.4 ± 1.2 | ||
| Insect damaged tomatoes (fw) | 11.4 ± 2.7 | ||
| Undamaged tomatoes (fw) | 15.7 ± 3.9 | 67.1 ± 5.5 | 55.0 ± 10.9 |
| Total fruit biomass (fw) | 153.6 ± 19.3 | 168.5 ± 15.3 |
Note: Letters indicate significant differences between the fallow and mustard rotations within each season using a covariance analysis of variance followed by Tukey's Honestly Significant Post Hoc Test.
", + "provenance": { + "marker_block_ids": [ + "/page/12/Text/6" + ], + "page_number": 12, + "bbox": { + "x0": 231.0, + "y0": 264.0, + "x1": 545.25, + "y1": 290.25 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 231.0, + 264.0 + ], + [ + 545.25, + 264.0 + ], + [ + 545.25, + 290.25 + ], + [ + 231.0, + 290.25 + ] + ] + }, + "reading_order_index": 122, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:80df0a87d8512adc" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:db963f736fbe6327", + "text": "the same study (5 g ha<sup>-1</sup> d<sup>-1</sup> [0.004 lb ac<sup>-1</sup> day<sup>-1</sup>]), and for a long term organic production trial in the Midwest United States (3.5 g ha<sup>-1</sup> d<sup>-1</sup> [0.003 lb ac<sup>-1</sup> day<sup>-1</sup>]) (Robertson et al. 2000). Other organic farming systems, however, have shown much higher mean emissions (10 to 70 g ha<sup>-1</sup> d<sup>-1</sup>) [0.009 to 0.06 lb ac<sup>-1</sup> day<sup>-1</sup>]) (Baggs et al. 2000).
", + "provenance": { + "marker_block_ids": [ + "/page/12/Text/7" + ], + "page_number": 12, + "bbox": { + "x0": 220.236328125, + "y0": 312.0, + "x1": 390.75, + "y1": 410.25 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 220.236328125, + 312.0 + ], + [ + 390.75, + 312.0 + ], + [ + 390.75, + 410.25 + ], + [ + 220.236328125, + 410.25 + ] + ] + }, + "reading_order_index": 123, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:80df0a87d8512adc" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:4bdd984d520f56c4", + "text": "Monthly sampling may have underestimated actual emissions as large spikes can occur on short time frames. For example, a large spike was observed (16 g N<sub>2</sub>O-N ha-1 h-1 [0.01 lb N<sub>2</sub>O-N ac-1 hr-1]) in the cover cropped field two days after irrigation. Irrigated vegetable production systems have high temporal and spatial variation in moisture and inorganic N between fields, ditches, and tailwater ponds (Sanchez-Martin et al. 2008). Thus these calculations of annual fluxes are considered estimates. These estimates indicate that while there are likely no increases in CO2-C emissions due to BMP implementation, there are significant increases in N<sub>2</sub>O-N emissions from tailwater ponds. How much this increases the overall global warming potential of the farm is contingent upon the relative size of the pond and its associated drying and wetting soils as well as the frequency of inundation.
", + "provenance": { + "marker_block_ids": [ + "/page/12/Text/8" + ], + "page_number": 12, + "bbox": { + "x0": 222.0, + "y0": 410.6162109375, + "x1": 390.0, + "y1": 641.5400390625 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 222.0, + 410.6162109375 + ], + [ + 390.0, + 410.6162109375 + ], + [ + 390.0, + 641.5400390625 + ], + [ + 222.0, + 641.5400390625 + ] + ] + }, + "reading_order_index": 124, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:80df0a87d8512adc" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:6854b964133fd38f", + "text": "Tomato Yields. In the first year of the experiment, late spring rains followed by high summer temperatures (figure 2) resulted in a fungal disease outbreak (Sclerotium rolfsii [Southern Blight]). The disease reduced plant density dramatically over the season (data not shown). By harvest, nearly one-quarter of the
", + "provenance": { + "marker_block_ids": [ + "/page/12/Text/9" + ], + "page_number": 12, + "bbox": { + "x0": 222.0, + "y0": 642.75, + "x1": 390.0, + "y1": 719.15185546875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 222.0, + 642.75 + ], + [ + 390.0, + 642.75 + ], + [ + 390.0, + 719.15185546875 + ], + [ + 222.0, + 719.15185546875 + ] + ] + }, + "reading_order_index": 125, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:80df0a87d8512adc" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:314b302ec684a81e", + "text": "tomato crop showed disease damage (table 6), and yields were very low. No control measures are available for this disease, even under conventional production (AVRDC—The World Vegetable Center 2010).
", + "provenance": { + "marker_block_ids": [ + "/page/12/Text/10" + ], + "page_number": 12, + "bbox": { + "x0": 399.75, + "y0": 310.82958984375, + "x1": 568.5, + "y1": 366.0 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 399.75, + 310.82958984375 + ], + [ + 568.5, + 310.82958984375 + ], + [ + 568.5, + 366.0 + ], + [ + 399.75, + 366.0 + ] + ] + }, + "reading_order_index": 126, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:80df0a87d8512adc" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:68b457d76206ae2b", + "text": "In the second year, there was little disease, and yields were much higher (no statistical comparison was made between years). At harvest, neither total crop yields, crop aboveground biomass, nor weed biomass differed between the prior winter fallow and mustard cover crop treatments (table 6). There were, however, more split red tomatoes and pink tomatoes following the mustard cover crop treatment. Only one-third of the tomatoes were undamaged, yet the grower harvested several of the other categories as is typical for machine-harvested processing tomatoes.
", + "provenance": { + "marker_block_ids": [ + "/page/12/Text/11" + ], + "page_number": 12, + "bbox": { + "x0": 399.0, + "y0": 365.88427734375, + "x1": 569.25, + "y1": 509.25 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 399.0, + 365.88427734375 + ], + [ + 569.25, + 365.88427734375 + ], + [ + 569.25, + 509.25 + ], + [ + 399.0, + 509.25 + ] + ] + }, + "reading_order_index": 127, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:80df0a87d8512adc" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:36daa36bf9430cc7", + "text": "Tomato Nutrient Uptake and Yields. Tomato N uptake is another factor that contributes to the temporal and spatial variability of N dynamics. Larger N2O emissions and NO3-N leaching observed during Irrigated Y1 compared to Irrigated Y2 indicate that there was greater soil N availability in the first year with the diseased tomatos. One explanation may be that the residue from the tomatoes that grew nearly to maturity and died in the outbreak of Southern Blight underwent decomposition and N mineralization during the crop-growing season, increasing soil inorganic N concentrations. If this was the case, potentially 7.9 Mg (8.6 tn) of plant material from the biomass of these dead plants (estimated by the difference between the harvested live biomass of the diseased field of the first year and the healthy
", + "provenance": { + "marker_block_ids": [ + "/page/12/Text/12" + ], + "page_number": 12, + "bbox": { + "x0": 399.75, + "y0": 510.75, + "x1": 568.5, + "y1": 718.76953125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 399.75, + 510.75 + ], + [ + 568.5, + 510.75 + ], + [ + 568.5, + 718.76953125 + ], + [ + 399.75, + 718.76953125 + ] + ] + }, + "reading_order_index": 128, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:80df0a87d8512adc" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:65916c476a29464d", + "text": "Letters indicate significant difference (p < 0.05) using a spatial covariance analysis of variance followed by Tukey's Honestly Significant Post Hoc Test.
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z/kd/E3/XGz/9BkrWrJ8Of8jv4m/642f/AKDJQM66iiikBh3v/I66N/15Xn/oUFblYd7/AMjro3/Xlef+hQVuUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYetf8AIe8N/wDX5L/6TS1uVh61/wAh7w3/ANfkv/pNLW5QAV578ajcj4cXPkbtvnxedj+5n+WcV6FUF5Z2+oWc1ndwpNbzKUkjcZDA9qAPPvhvJ4F07QLS50y70+G/e3Vbp5Zws27gsGDHIGfwriviyfDP9saXceG5LVtckud0psXBzyMFtvG7d+NbOrfALTZJ5J9P1yWyt+WMc8IlCD/e3Lx9a2fBPwm8P6Fdxat9v/te4jOYZcKIkYdwoJyfqTigZ6RFu8pN/wB/aN31p9FFAgooooAKKKKACiiigAooooA5nwT/AMeGrf8AYZvv/R7V01cz4J/48NW/7DN9/wCj2rpqACiiigAooooAKKKKACq1/YWuqWE1jewLPbTLskjbowqzWfq2h6drkUceo2/nJGxZBvZcH/gJFAGVB4D0CJonkhubl4HV4XubyWUxbTlQhLfKMgcDr3zXS15z4U8EeHZpte8zT8+Tq0qR/v5BhQqHH3vUmvRqACiiigAooooAKKKKACiiigAooooAKKKKACuZ8Pf8jX4u/wCv2D/0mirpq5nw9/yNfi7/AK/YP/SaKgDpqKKKACiiigArz341G5Hw4ufI3bfPi87H9zP8s4r0KoLyzt9Qs5rO7hSa3mUpJG4yGB7UAeffDeTwLp2gWlzpl3p8N+9uq3TyzhZt3BYMGOQM/hXFfFk+Gf7Y0u48NyWra5Jc7pTYuDnkYLbeN278a2dW+AWmyTyT6frktlb8sY54RKEH+9uXj61s+CfhN4f0K7i1b7f/AGvcRnMMuFESMO4UE5P1JxQM9Ii3eUm/7+0bvrT6KKBBRRRQAUUUUAFFFFABRRRQBxtr/wAj54j/AOuVp/6C9bVYtr/yPniP/rlaf+gvW1TEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXO+E+mt/8AYWuP5iuirnfCfTW/+wtcfzFAHRUUUUAFFFFABRRRQAViW/8AyU+D/sEv/wCjRW3WJb/8lPg/7BL/APo0UAdnRRRSGFFFFAHhvxKXT5PjBoyeJGZdFNuuSSQvVs5I7bsZ9q9MguPBMOgHTYrvRRpJU5h8+MxEE5OQTjrzUvi3wZpPjLT1ttSjYPGSYZ4jh4yfQ9x7GvLrj4C2NrMrXHi1YYXbCiS2VWJ9ATJgn8KBh8Ohp8fxl1ePw0xOi/Z2+4SU/h6Z7bs49q9yrnPCHgrSfBlg9vpqO0kuDNcSnLyEdPoPYV0dAgooooAKKKKACiiigAooooAz9d/5F7U/+vSX/wBANQ+F/wDkUtF/68IP/Ra1Nrv/ACL2p/8AXpL/AOgGofC//IpaL/14Qf8AotaANamTM6QSNGm9wpKr6nHSn0UAeJ3WrQap4IvrnUfE182tSxTKdGtJFjEJGfkMQGdoHJZu2a37m/t9O1fwJqF2StpFpsnmz7crEGjjUMx7DJAz713mo6no+iFbjUryzsjMdqyTusZfHbJ61QHjjwnJ8v8AwkelHPGDdJz+tAGPo91b678S7zV9LlWfT7fTltHuYzmOSUvuwrdGwPT1ruKakaRIEjRUUdFUYAp1AHgDf8hTWP8AsJ3f/o5qdTW/5Cmsf9hO7/8ARzU6qET6V/yNnh7/ALCC/wDoD17tXhOlf8jZ4e/7CC/+gPXu1JjPGPGf/JQ9V/64W/8A6C1cxe/8hXTP9+T/ANANdP4z/wCSh6r/ANcLf/0Fq5i9/wCQrpn+/J/6AaAF13/kBXv/AFxavoxfuj6V8567/wAgK9/64tX0Yv3R9KGB5j8Vf+Q74b/65Xf/ALRrg5dF02eRpJLKFnc7mYryTXefFX/kO+G/+uV3/wC0a5GhAVrbT7OzZmtraOIsMEouM1678N/+Se6N/wBcT/6E1eV16p8N/wDknujf9cT/AOhNQwOpooopAFFFFABRRRQBzPw//wCRKsf9+b/0c9dNXM/D/wD5Eqx/35v/AEc9dNQAUUUUAFee/Go3I+HFz5G7b58XnY/uZ/lnFehVBeWdvqFnNZ3cKTW8ylJI3GQwPagDz74byeBdO0C0udMu9Phv3t1W6eWcLNu4LBgxyBn8K4r4snwz/bGl3HhuS1bXJLndKbFwc8jBbbxu3fjWzq3wC02SeSfT9clsrfljHPCJQg/3ty8fWtnwT8JvD+hXcWrfb/7XuIzmGXCiJGHcKCcn6k4oGekRbvKTf9/aN31p9FFAgooooAKKKKACiiigAooooA4rw9/yEfEv/YXk/wDRcVbtYXh7/kI+Jf8AsLyf+i4q3aYgooooAbJIkMTSyOqRoCzMxwAB1JNYdr4z8P3t3DbQX+ZJm2xFoZFSQ+iuVCn8DU3iq9j07wtqV3LaLdxxwMWgcZV+2D7etcL4ibUItF0V77XrSXz7u2eGytbVVQDePutktgDvQM9SooooEFFFFAHO6T/yO3iP/rnaf+gvXRVzuk/8jt4j/wCudp/6C9dFQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVk+HP+R38Tf9cbP/0GStasnw5/yO/ib/rjZ/8AoMlAzrqKKKQGHe/8jro3/Xlef+hQVuVh3v8AyOujf9eV5/6FBW5QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBh61/wAh7w3/ANfkv/pNLW5WHrX/ACHvDf8A1+S/+k0tblABRRRQBmeJP+RX1b/rzm/9ANcl8GP+Sa2X/XWX/wBDNdze2kd/Y3FnKWEc8bROVOCAwwcfnWJpmn6N8PfCZhN3JHptrukaW5YMw3HPYDPJ4AFAHRUVytn8RfDF/ol7q1rqBlt7IBrhRGwdATgHaRkj3rp4ZUnhjmQ5R1DKfYjNAD6KKKACiiigAooooAKKKKAOZ8E/8eGrf9hm+/8AR7V01cz4J/48NW/7DN9/6PaumoAKKKKACiiigAooooAKKwvFniUeFtLhvmsZbwSXCQeXE6qRuzz83HbH41y//C1h/wBC1qH/AH/h/wDi6AN/wf8A67xH/wBhmb/0COumrx/w58SDZSayX8P3kn2jUpZgEni+UFUGDlhzx24561vW/wAU0n1CxtG8P3sP2q6itxI80WFLsFzwSe9AHoVFFFABRRRQAUUUUAFFFc7d+O/DVjdS28+pANC+yV0hkeONvRnVSoP1NAHRUVy3iPxQNE1jQVa4gj068MxnlcZ+VU3LtPuT+Nauj+ItK17zhpt2JXhIEsbI0bpnplWAIB9cUAalFFFABXM+Hv8Aka/F3/X7B/6TRV01cz4e/wCRr8Xf9fsH/pNFQB01FFFABRRRQAUUUUAZniT/AJFfVv8Arzm/9ANcl8GP+Sa2X/XWX/0M13N7aR39jcWcpYRzxtE5U4IDDBx+dYmmafo3w98JmE3ckem2u6RpblgzDcc9gM8ngAUAdFRXK2fxF8MX+iXurWuoGW3sgGuFEbB0BOAdpGSPeunhlSeGOZDlHUMp9iM0APooooAKKKKACiiigAooooA421/5HzxH/wBcrT/0F62qxbX/AJHzxH/1ytP/AEF62qYgooooAKKKKACiiigAooooAKKKKACiiigAooooAK53wn01v/sLXH8xXRVzvhPprf8A2Frj+YoA6KiiigAooooAKKKKACsS3/5KfB/2CX/9GitusS3/AOSnwf8AYJf/ANGigDs6KKKQwooooAK8t+Nf/Hj4d/7Ca/yr1KsHxP4S0/xZFZx6hJcILScTx+QwXLD1yDxQBvdqKwPEfjTQPCbQJrF8IHn5RFRnYj1woOBU8PinSLm+060t7oTPqMLzWzRglXVevPb8aANiiiigAooooAKKKKACiiigDP13/kXtT/69Jf8A0A1D4X/5FLRf+vCD/wBFrU2u/wDIvan/ANekv/oBqHwv/wAilov/AF4Qf+i1oA1qKKKAGSRRygCSNHA6bhmuW8H2dt5viL/R4f8AkMzfwD+6ldZXM+D/APW+Iv8AsMzf+gpQB01FFFAHgDf8hTWP+wnd/wDo5qdTW/5Cmsf9hO7/APRzU6qET6V/yNnh7/sIL/6A9e7V4TpX/I2eHv8AsIL/AOgPXu1JjPF/GhI+IOrFRk/Z7fAzjPytXITjVpry0m+wQDyGY4+09cqR/d967Dxn/wAlD1X/AK4W/wD6C1ZNAGTqj3Enh6+NzCkL+W2FSTeMY65wK+kl+6PpXznrv/ICvf8Ari1fRi/dH0oYHmPxV/5Dvhv/AK5Xf/tGuRrrvir/AMh3w3/1yu//AGjXI0IAr1T4b/8AJPdG/wCuJ/8AQmryuvVPhv8A8k90b/rif/QmoYHU0UUUgCiiigAooooA5n4f/wDIlWP+/N/6Oeumrmfh/wD8iVY/783/AKOeumoAKKKKACiiigDM8Sf8ivq3/XnN/wCgGuS+DH/JNbL/AK6y/wDoZrub20jv7G4s5SwjnjaJypwQGGDj86xNM0/Rvh74TMJu5I9Ntd0jS3LBmG457AZ5PAAoA6KiuVs/iL4Yv9EvdWtdQMtvZANcKI2DoCcA7SMke9dPDKk8McyHKOoZT7EZoAfRRRQAUUUUAFFFFABRRRQBxXh7/kI+Jf8AsLyf+i4q3awvD3/IR8S/9heT/wBFxVu0xBRRRQBBeT2kFuxvZYY4G+QmZgFOe3PFc9aQeBbV5o7UaAjEqZVVos5zlcjtyMiuiubS2vYvKureKePOdkqBhn1wa5TSND0h/FniNG0uyKI9vtU26YXMWTjjigDsFZXRXRgysMgg5BFLSIixoqIoVVGAoGAB6UtABRXMfEONZfAOrI+ceWp4JHR1PavNv7Ntv+m//gRJ/wDFUAenaT/yO3iP/rnaf+gvXRV8/wBrp1t/bOoDEowsRyJnBPB6nPNLren26aLdsPNyIyRmZyPyJoGe/wBFFFAgooooAKKKKACiiigAooooAKKKKACsnw5/yO/ib/rjZ/8AoMla1ZPhz/kd/E3/AFxs/wD0GSgZ11FFFIDDvf8AkddG/wCvK8/9CgrcrDvf+R10b/ryvP8A0KCtygAooooAKKKKACiiigAooooAKKKKACiiigDD1r/kPeG/+vyX/wBJpa3Kw9a/5D3hv/r8l/8ASaWtygAoori/inr954c8DXN1YOY7mV1gSQdU3dSPfANAHQ3/AIi0TSpfK1DWLC0k/uT3CI35E5rJ8T6fbeOvCVxZ6VqVpKxZJI5UkEke9SGAbbng4rzfw/8ABC21fR7bVNV1y5a4vI1nIhUHG4Z5Zs7jz1rL8ReFbz4RatpmtaPrEk0E03lvE42swHJVsHDAj8qBnZ+LPh5qmu6BDe2kdlZeImh8i8jtjshuEJ+7z6YBBPp9K9LsomgsLaF8b44lVseoAFSxv5kSOBjcAcU6gQUUUyWWOCF5ZXWONAWZ2OAoHUk0APorL0HxDp3iWwe+0yVpbdZWi3lcZK9SPaszWvH/AIf0LUHsLmeeW6jXdLHbQNKYh6ttGBQB09FUtN1aw1jTI9RsLqOe0kG5ZVOBx1znpj3rmj8UfCgvPI+2y+V5nl/a/s7+Ru9N+Mfj0oA7KikVgyhlIKkZBB4IpaAOZ8E/8eGrf9hm+/8AR7V01cz4J/48NW/7DN9/6PaumoAKKKKACiiigAooooA4b4q/8ivaf9hGD+ZrzuvRPir/AMivaf8AYRg/ma87poDO0r7+of8AX2/8lrQh/wCQ3of/AGFbT/0atZ+lff1D/r7f+S1oQ/8AIb0P/sK2n/o1aBHv1FFMmkWKGSRyQiKWYj0ApDKMuv6NBfCxm1ewjuycCB7lBJn02k5qnqniJdL8SaZpsqxJb3cM8slxI+0RiMA/THNec3UE158OdR1Cx0bRbLRZYpZY5Lx3lupOT85bHDE9Mk9q2by3ttU8S+AV1JUmV7GWQrJyHcRoRkd+efwoA9BstQstSg8+wvLe6hzjzIJQ659Mg4qzXEafbw6f8WL630+NIrefS0muoohhRIHwrEDgEjNdvQAjHapOCcDOBXky317qHgLU9UTVdP0bSnFwiadBZq7E5YbXZj99j2A7161XPX+keEdKum1jUbPR7SaVthurlY49zEHIy3GSAfc80AcYZrWMfDKa+ZBEIid8nQN5KhST25x+Nb+6Of4vo9myt5OlMt6yHIBLgxhvfqfpV19b8CS2qWsmqeHGt44zEkRuICqocZUDOAOBx7Vs6TpGlaRa+XpNla2sEnz4t0Ch/fjrQBfooooAK5nw9/yNfi7/AK/YP/SaKumrmfD3/I1+Lv8Ar9g/9JoqAOmooooAKKKKACiiuL+Kev3nhzwNc3Vg5juZXWBJB1Td1I98A0AdDf8AiLRNKl8rUNYsLST+5PcIjfkTmsnxPp9t468JXFnpWpWkrFkkjlSQSR71IYBtueDivN/D/wAELbV9HttU1XXLlri8jWciFQcbhnlmzuPPWsvxF4VvPhFq2ma1o+sSTQTTeW8TjazAclWwcMCPyoGdn4s+Hmqa7oEN7aR2Vl4iaHyLyO2OyG4Qn7vPpgEE+n0r0uyiaCwtoXxvjiVWx6gAVLG/mRI4GNwBxTqBBRRTJZY4IXlldY40BZnY4CgdSTQA+isvQfEOneJbB77TJWlt1laLeVxkr1I9qzNa8f8Ah/QtQewuZ55bqNd0sdtA0piHq20YFAHT0VS03VrDWNMj1Gwuo57SQbllU4HHXOemPeuaPxR8KC88j7bL5XmeX9r+zv5G7034x+PSgDsqKRWDKGUgqRkEHgiloA421/5HzxH/ANcrT/0F62qxbX/kfPEf/XK0/wDQXrapiCiikfcUbYQGxwSMjNAC0Vxt9deL7LVNLszqGjN9uleMMLKQbNsbPnHm8/dxXS6ZHqUduw1S4tZ5t+Va2haNQuBwQWbnOec0AXaKKKACiiigAooooAKKKKACoL67jsLC5vJgxit4mlcIMnaoJOB3PFT1meI/+RY1b/rym/8AQDQBhJ8StCeNXEOp4YAj/QZD/SsXw3490m0GrebBqI83UppU22bt8pxjOOh9jzXO2X/Hhbf9cl/kKq6T0vf+vuT+lAz1XRfGWl69qjafZpdrOsJnPn27RjaGC9/dhXQ15f4I/wCR9k/7Bb/+jUr1CgQUUUUAFFFFABWJb/8AJT4P+wS//o0Vt1iW/wDyU+D/ALBL/wDo0UAdnRRRSGFFFFACMyopZiFUDJJOAKxz4v8ADQuPIPiHSvNzjZ9sjzn0615n8TptT8TePdL8EWt79jtJ4xJK3OHJyeR/FgLwPWpf+GftI8nH9t33m4+95abc/T/69AHW634Zvb3xlp/iHT/7PurdoPsl3DdruBhLZLJ2zyaytL+H15oPxHtdRsJFOgRJMyQM/Nu8i4KqP7pIB9qwPhnJqXhb4g6l4JuL37ZZxxmSI84QjByB/DkHketez0AFFFFABRWT4g8SaX4YsBeapcCKNnCIoGWdj2A71pSTxQ2zXEsixwqu9nc4CrjOTQBJRXH2vxO8LXd9FbJeTIsz+XFcS27pDI3oHIxXQazrmneH9Oa/1O5W3t1IG4gksT0AA5J9hQBoUVzmheOND8Q3rWNpNNFeKu/7PcwtE7L6gMOR9K6OgDP13/kXtT/69Jf/AEA1D4X/AORS0X/rwg/9FrU2u/8AIvan/wBekv8A6Aah8L/8ilov/XhB/wCi1oA1qz9dmnt/D2pT2svk3EdrK8Um0NscISDg8HBxwa0KzfEP/Itar/15zf8AoBoA8htPGPjGazglbxANzxqx/wBCi6kfSqGi+JPFFu2p+RrYQyX0kkn+iRncxC5PI46DioNP/wCQba/9cU/kKr6V96//AOvt/wCQpgegeBfEniDUvGclhqmqfa7X+z3mWP7PHHhxIgzlRnox46V6dXkHw7/5KG//AGCZf/RsVev0gPAG/wCQprH/AGE7v/0c1Oprf8hTWP8AsJ3f/o5qdVCJ9K/5Gzw9/wBhBf8A0B692rwnSv8AkbPD3/YQX/0B692pMZ4x4z/5KHqv/XC3/wDQWrJrW8Z/8lD1X/rhb/8AoLVk0IRn67/yAr3/AK4tX0Yv3R9K+c9d/wCQFe/9cWr6MX7o+lDGeY/FX/kO+G/+uV3/AO0a5Guu+Kv/ACHfDf8A1yu//aNcjQgCvVPhv/yT3Rv+uJ/9CavK69U+G/8AyT3Rv+uJ/wDQmoYHU0UVl6hrcOn6zpemvE7Sai0io64wuxdxzSA1KKKKACiiigDmfh//AMiVY/783/o566auZ+H/APyJVj/vzf8Ao566agAooooAKKK4v4p6/eeHPA1zdWDmO5ldYEkHVN3Uj3wDQB0N/wCItE0qXytQ1iwtJP7k9wiN+ROayfE+n23jrwlcWelalaSsWSSOVJBJHvUhgG254OK838P/AAQttX0e21TVdcuWuLyNZyIVBxuGeWbO489ay/EXhW8+EWraZrWj6xJNBNN5bxONrMByVbBwwI/KgZ2fiz4eaprugQ3tpHZWXiJofIvI7Y7IbhCfu8+mAQT6fSvS7KJoLC2hfG+OJVbHqABUsb+ZEjgY3AHFOoEFFFMlljgheWV1jjQFmdjgKB1JNAD6Ky9B8Q6d4lsHvtMlaW3WVot5XGSvUj2rM1rx/wCH9C1B7C5nnluo13Sx20DSmIerbRgUAdPRVLTdWsNY0yPUbC6jntJBuWVTgcdc56Y965o/FHwoLzyPtsvleZ5f2v7O/kbvTfjH49KAOyopFYMoZSCpGQQeCKWgDivD3/IR8S/9heT/ANFxVu1heHv+Qj4l/wCwvJ/6LirdpiCszxDrUfh7Q7jVJIHnSEoDHGQGbc4XjP8AvVp1yvxH/wCRD1D/AHof/RyUAZ//AAslf+he1H/v5D/8XWNpnj7yfEmu3B0K9ZbhoCFWSPcu2PHOWx+RP4Vm1nWX/IX1P6x/+gUDO5m+J8cEe9vD+ogZA5ki7nH973rva8O1P/jxP/XSP/0Na9xoEc18QP8AkRNW/wCuQ/8AQhXn9egfED/kRNW/65D/ANCFef0AZ1p/yG9R/wB2L+Ro13/kBXn/AFyNFp/yG9R/3Yv5GjXf+QFef9cjQM92ooooEFQT3ttbTQQzzJHJcPsiVjy7YzgfgK4TV/EF5b3V+JvFtrY3ULN5NjbWyzgKPu+YdpYE9+mKZq2o3utWfgi/tvKhvLqfcCy5VGMRycd8cnFAz0WiuUsr7VtK8WQaLqd+NQgvbd5YJ2hWN0ZMblIXAIwciuroEFFFFABRTUkSQEo6sAcHBzg+lOoAKKKKACsnw5/yO/ib/rjZ/wDoMla1ZPhz/kd/E3/XGz/9BkoGddRRRSAw73/kddG/68rz/wBCgrcrDvf+R10b/ryvP/QoK3KACiiigAooooAKKKKACiiigAooooAKKKKAMPWv+Q94b/6/Jf8A0mlrcrD1r/kPeG/+vyX/ANJpa3KACsfxR4dtfFPh+50i7JRJgNsi9UYchh9DWxXH/E3xHdeF/BNzfWJ23UjrBE+M7C38X1ABoA80Xwb8V/DP+g6JqElzZIf3flXSBQPZZCNv0FaOh/DDxTr+tW2p+OdSaSG3YMts03ms2DnHHyqPXHWtr4V+D9a0ud/Emr6kLmTUrUHy2ZncAkMCzHvjt71zPiu01/4aeMk8SW2p+fp2pXrGW3GVByclWXJB46N7dqBnuwGBgdKKajiSNXHRgCKdQIKyda8PWmvtbJfyTNawuXa1V9scx4x5g/iAx06VrVia/qmuac0A0fw4dXDg+YRexweX6ff659vSgDA+GOIfDeq7FACapdYUDAGG6UfCmNZfCUmpyANd6hdzTXEh6sd5AB+gFZ3gw+MdBjksbrwa3kXV/JcSXH9pQ/ulkbJ+UElsD86nsofEfgWe90/TtBfWdJnnae0aG4WNoCxyUYN2z3oA5jV7mXQbH4jaXYkx2wlgkjC8CPzsB8enWvT/AOwrBvBY0XyE+xmz8rZjjG3r9c859awNM8E3F94d15deZE1LXmMk4iO4QYH7tQe+3iqi3/jxNE/4R7/hHVa+EX2Yar9qTyNuMeZj72cduufyoA1/hfeTXvw80t52LPGrQ7j3CMVH6AVuavrH9k+T/wAS3Ub3zd3/AB5w+Zsxj73IxnPH0NJ4c0WLw74estJhbettGFL4+83Un8SSa1KAOU+H9x9q0fUpvJlh36veN5cq7WXMzHBHYjOD7iurrmfBP/Hhq3/YZvv/AEe1dNQAUUUUAFFct8R7iW18A6rPDK8UiIhDxsQw+dehFRReMLy1utOTVdDlsrC/dYbe6a4VzvI+USIB8mfqfegDrqKKKAOG+Kv/ACK9p/2EYP5mvNLq1W6VVaWaPac5ikKE/XFel/FX/kV7T/sIwfzNed00BmR6HBEXKXV8N7bj/pDDJrSh/wCQ3of/AGFbT/0atLSQ/wDIb0P/ALCtp/6NWgR79QQCCCMg9qKKQzlx8PfDg8yM2s7Wrlj9ka6lMClupWPdtB5PQcdsVfvPCmi39vaw3FnuW0i8m3YSuGiXj7rA5B+Uc9eOtWtV0TTdcgSHUrRLmONt6qxIwcYzwa4jwz4H8NT33iNJdJidYNVaOMFm+VfJibHX1Yn8aAOy0bw9p2hCc2UchluGDTTzytLLIR03OxJOK1KAAAAOgooAKjmghuECTxRyqDkK6hhn8akooA5DQNNsW8V+LA1lbkLdwBQYl4H2aI8cepNdcAAAAAAOgFc34e/5Gzxd/wBflv8A+ksVdLQAUUUUAFcz4e/5Gvxd/wBfsH/pNFXTVzPh7/ka/F3/AF+wf+k0VAHTUUUUAFFFFABWP4o8O2vinw/c6RdkokwG2ReqMOQw+hrYrj/ib4juvC/gm5vrE7bqR1gifGdhb+L6gA0AeaL4N+K/hn/QdE1CS5skP7vyrpAoHsshG36CtHQ/hh4p1/WrbU/HOpNJDbsGW2abzWbBzjj5VHrjrW18K/B+taXO/iTV9SFzJqVqD5bMzuASGBZj3x2965nxXaa/8NPGSeJLbU/P07Ur1jLbjKg5OSrLkg8dG9u1Az3YDAwOlFNRxJGrjowBFOoEFZOteHrTX2tkv5JmtYXLtaq+2OY8Y8wfxAY6dK1qxNf1TXNOaAaP4cOrhwfMIvY4PL9Pv9c+3pQBgfDHEPhvVdigBNUusKBgDDdKPhTGsvhKTU5AGu9Qu5priQ9WO8gA/QCs7wYfGOgxyWN14NbyLq/kuJLj+0of3SyNk/KCS2B+dT2UPiPwLPe6fp2gvrOkzztPaNDcLG0BY5KMG7Z70Acxq9zLoNj8RtLsSY7YSwSRheBH52A+PTrXp/8AYVg3gsaL5CfYzZ+Vsxxjb1+uec+tYGmeCbi+8O68uvMialrzGScRHcIMD92oPfbxVRb/AMeJon/CPf8ACOq18Ivsw1X7UnkbcY8zH3s47dc/lQBr/C+8mvfh5pbzsWeNWh3HuEYqP0Arf1bVf7Kijk/s++vN7bdtnD5hX3IyMCo/DmixeHfD1lpMLb1towpfH3m6k/iSTWpQBwWh3/8AaXjDxDc/ZLq1zHajyrqPY4wr84ya6WsW1/5HzxH/ANcrT/0F62qYgoorlNY8d2uj6zPpj6XqFxLCiOzwiPaQw4+84PY/lQBa13/kaPC3/X3P/wCk8ldDXl+q+P7e417QZxo2pqLaeVyrLHl8wuuFw+M/NnnHArVm+KNlbwPNJoerKiKWYlYuB/38oGd3RTY38yNXAI3AHB6inUCCiiigAooooAKKKKACszxH/wAixq3/AF5Tf+gGtOszxH/yLGrf9eU3/oBoA8msv+PC2/65L/IVV0npe/8AX3J/SrVl/wAeFt/1yX+QqrpPS9/6+5P6UwOm8Ef8j7J/2C3/APRqV6hXl/gj/kfZP+wW/wD6NSvUKQBRRRQAUUUUAFYlv/yU+D/sEv8A+jRW3WJb/wDJT4P+wS//AKNFAHZ0UUUhhRRRQB598Rvh3N4rlttV0m7FprFoNqOWKhwDkfMOVIPQ1w39jfGr/j2+13Hlfd837ZD+ec7v61s/E/U9d1rxlp3gnRbs2q3EYklYOU35yfmI52gL0711dn4FuYPhhJ4Sk1FPOeN0+0rGSBl93TP4daBlP4dfDmbwrPc6tq94LzWLpdruGLBATk/MeWJPU16FXj3wy1LW9A8aah4H1i7N2kEZkgcsW2YweCecEHp2r2GgQUUUUAeafEzw5ZQeGtY1qRpbm+leJUed9wgTzF+SMdFHr3NaHxPlceCbe0ViqXt3b20pH9xm5/lVLx03i/X9Lv8ARLPwezQPKvl3n9pQjequGB2EgjOOhNXbyy13xp4dvdI1fw+dEZUR7W4N7HPmVTkcJyOn60AbHi7R7O58B6lp5hRYIrNjEoGAhRcqR6YwK4jRryTxF4j8Bx6h+8SLSnvNrchpR8oY+4xmtO+u/HGvaO/h2Xw4LGedPIudSa6RoQh4ZkUckkdu2a0Nc8KXlhHoOo+G4klvdETyVt5H2C4hK4Zd3QHjINAEPxMQWZ8Pa1CAt5aapFGrjqUfIZfoa72vP2ttf8a61pj6rojaPpOnTC5ZJp1kkuJR90AL0UdeetegUAcn4i8SGKw1Sy/sTWXxDLH56WuYj8pG7dn7vvWt4X/5FLRf+vCD/wBFrU2u/wDIvan/ANekv/oBqHwv/wAilov/AF4Qf+i1oA1qzfEP/Itar/15zf8AoBrSrN8Q/wDItar/ANec3/oBoA8EgultdLsy0U8m6JRiKMuR8o64qlp+oeS135llfL5lwzr/AKM3IIHPT2rU0/8A5Btr/wBcU/kKs0xG98O/+Shv/wBgmX/0bFXr9eQfDv8A5KG//YJl/wDRsVev0mM8Ab/kKax/2E7v/wBHNTqa3/IU1j/sJ3f/AKOanVQifSv+Rs8Pf9hBf/QHr3avCdK/5Gzw9/2EF/8AQHr3akxnjHjP/koeq/8AXC3/APQWrJrW8Z/8lD1X/rhb/wDoLVk0IRn67/yAr3/ri1fRi/dH0r5z13/kBXv/AFxavoxfuj6UMZ5j8Vf+Q74b/wCuV3/7Rrka674q/wDId8N/9crv/wBo1yNCAK9U+G//ACT3Rv8Arif/AEJq8rr1T4b/APJPdG/64n/0JqGB1NcL43sItT8XeEbOZ5FhkluA4jcqWXyxlcjnB6HHau6rF13wzZ6/NaTzz3MFxZlmt5beQK0bNj5uh5GPpycg0gOf02xg8NfElNJ0pTDp19p7XElqrEpHIjgblB6ZBwa7qsPRvDUel39xqVzfXWo6jOgja5udoKoOQqqoAUZ56cmtygAooooA5n4f/wDIlWP+/N/6Oeumrmfh/wD8iVY/783/AKOeumoAKKKKACsfxR4dtfFPh+50i7JRJgNsi9UYchh9DWxXH/E3xHdeF/BNzfWJ23UjrBE+M7C38X1ABoA80Xwb8V/DP+g6JqElzZIf3flXSBQPZZCNv0FaOh/DDxTr+tW2p+OdSaSG3YMts03ms2DnHHyqPXHWtr4V+D9a0ud/Emr6kLmTUrUHy2ZncAkMCzHvjt71zPiu01/4aeMk8SW2p+fp2pXrGW3GVByclWXJB46N7dqBnuwGBgdKKajiSNXHRgCKdQIKyda8PWmvtbJfyTNawuXa1V9scx4x5g/iAx06VrVia/qmuac0A0fw4dXDg+YRexweX6ff659vSgDA+GOIfDeq7FACapdYUDAGG6UfCmNZfCUmpyANd6hdzTXEh6sd5AB+gFZ3gw+MdBjksbrwa3kXV/JcSXH9pQ/ulkbJ+UElsD86nsofEfgWe90/TtBfWdJnnae0aG4WNoCxyUYN2z3oA5jV7mXQbH4jaXYkx2wlgkjC8CPzsB8enWvT/wCwrBvBY0XyE+xmz8rZjjG3r9c859awNM8E3F94d15deZE1LXmMk4iO4QYH7tQe+3iqi3/jxNE/4R7/AIR1WvhF9mGq/ak8jbjHmY+9nHbrn8qANf4X3k178PNLedizxq0O49wjFR+gFa2qeIDpl39n/sfVrv5Q3mWltvTntnI5qXw5osXh3w9ZaTC29baMKXx95upP4kk1qUAcL4Vm+0z6/P5UkXmao7+XKu10zFEcMOxHeuirC8Pf8hHxL/2F5P8A0XFW7TEFcr8R/wDkQ9Q/3of/AEcldVXK/Ef/AJEPUP8Aeh/9HJQB59cxzSxbYZzA+c7gobj0wazo9KvorieYaq26bbn9wvYYrXopgUtRBGnAM25g8eTjGfnWvcq8O1P/AI8T/wBdI/8A0Na9xpAc18QP+RE1b/rkP/QhXn9egfED/kRNW/65D/0IV51cW6XMXlu0ijOcxuVP5igCnaf8hvUf92L+Ro13/kBXn/XI01dCtFkeQSXQZ8biLl8nHTvS60gj8P3SAkhYcAk5P50DPd6KKKBHD6foHiPSrK+0ezTTvs9zNLINRaVvMAck/NHt+ZhnGd2Kf/wierR6H4at7e5tEvNHO9i25kkIUgDoDg55Pb3rq9QjvZbRl0+4ht7gkbZJojIoHf5Qw/nXLW03i2fX9Q03+19MH2WGGXf/AGexDeZv4x5nGNnqetAy7YaVqt74kj1vWY7W3NtA0NtbW8pkwWI3OzFR1xgDFdNUVusyW0S3MiSThAJHRdqs2OSBk4Htk1LQIKKKKAPOfDk/iJLXXDpEFgYodTuWP2ouWmbdnau0jb9Tnk9K7XQdXi17Q7XU4kMazpkoTyjA4I/Ag1y+mjxB4dh1O3XQpLz7ZdzT2zwzRgJuY4EmSMDocjPXHWuh8LaO+heG7PT5XDzRqTIy9C7Esce2TQM2KKKKBBWT4c/5HfxN/wBcbP8A9BkrWrJ8Of8AI7+Jv+uNn/6DJQM66iiikBh3v/I66N/15Xn/AKFBW5WHe/8AI66N/wBeV5/6FBW5QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBh61/yHvDf/AF+S/wDpNLW5WHrX/Ie8N/8AX5L/AOk0tblABWB4z8Mx+LfDF1pLyCJ5MPFIRkK45BPt2/Gt+igD56ivfi34OiXSorS8ubaH5YiloLlQvbDAE49jVzTfC3jv4ha3ZXPi4T22mWr79k0YiJ9VVAAcnHUiveaKAEACgADAHApaKKACiiigAooooAKKKKACiiigDmfBP/Hhq3/YZvv/AEe1dNXM+Cf+PDVv+wzff+j2rpqACiiigDmvH9ldaj4I1G0soHnuZQixxoMljvWsLWL6XxaukaLa6ZqEE8V5DPetcWzxpbrGckbyNrEngbSc12GrawukJEzWOoXfmEjFnbNKVx646daxbHx9aag8qwaJr/7qdoHJ09sBgcHJBOPx5oA6yiiigDhvir/yK9p/2EYP5mvO69E+Kv8AyK9p/wBhGD+ZrzumgCkh/wCQ3of/AGFbT/0atLSQ/wDIb0P/ALCtp/6NWgR79XPeM/ENz4Z0Jb+0tYrmQ3EUOyWQoMO2M5APtXQ1xPxT/wCRPj/6/wC2/wDRgpDML/hZ+vf9ALT/APwNf/43WPofxB1qzu9adNHsZGudQMzhrpl2Hy41wPkORhRzx16VkyzxQKGmlSME4BdgP51l6bfWiz6iTdQANdEgmQcjYtOwHocfxP1o3dpFLoliiT3MUBZbt2I3uFzjYPWvUq+fj/x/aZ/2EbX/ANHJX0DSA5nx/ql/o3g27vtMuBb3aSQqkhQPjdKing8HgmvPf+Ex8X/9BqD/AMAU/wAa7f4o/wDIgXv/AF3tv/R8deZ00Aab4o8UQ61rU0WrxLJPNEZSbNCGYRKAQO3AA/CtGbxp4vjMP/E6hw08SHFkg4aRVP6Gudsf+Qpqn/XVP/Ra1auult/192//AKNSgD6EooopAFcz4e/5Gvxd/wBfsH/pNFXTVzPh7/ka/F3/AF+wf+k0VAHTUUUUAFFFFABWB4z8Mx+LfDF1pLyCJ5MPFIRkK45BPt2/Gt+igD56ivfi34OiXSorS8ubaH5YiloLlQvbDAE49jVzTfC3jv4ha3ZXPi4T22mWr79k0YiJ9VVAAcnHUiveaKAEACgADAHApaKKACiiigAooooAKKKKACiiigDjbX/kfPEf/XK0/wDQXrarFtf+R88R/wDXK0/9BetqmIK8q8Vf8j3qP/Xtb/8As9eq15V4rIHjrUiTgC1t8n/vugDnr7/kKaX/ANdX/wDRbU7W/wDkB33/AFwb+VUr3VNPfUdNdb23KpK5YiQYUeWw5/GrGp3MF1oF+9vNHKgicFkYMAcdOKBnusH/AB7x/wC4P5VJUcH/AB7x/wC4P5VJQIKKKKACiiigAorH1a51+3kZtNstOmtlj3Fri5eN885GAhGOneqXh7VvEOr2thfXOn6bFY3USylo7p2kAZcj5SmM9O9AHS1meI/+RY1b/rym/wDQDWnWZ4j/AORY1b/rym/9ANAHk1l/x4W3/XJf5Cquk9L3/r7k/pVqy/48Lb/rkv8AIVV0npe/9fcn9KYHTeCP+R9k/wCwW/8A6NSvUK8v8Ef8j7J/2C3/APRqV6hSAKKKKACiiigArEt/+Snwf9gl/wD0aK26xLf/AJKfB/2CX/8ARooA7OiiikMKKKKAPMvib4G1fVtRs/EnhqUpq1mu0orhWcAkgqTxkZPB6iuL/wCEu+MKn7L/AGbfmTp5n9lj887dtfQNFAHmHwy8D6xpuqXnifxNIW1a7UqsbMGZQcEliOMnAGB0Fen0UUAFFFFABRRRQAUUUUAFFFFAGfrv/Ivan/16S/8AoBqHwv8A8ilov/XhB/6LWptd/wCRe1P/AK9Jf/QDUPhf/kUtF/68IP8A0WtAGtWb4h/5FrVf+vOb/wBANaVZviH/AJFrVf8Arzm/9ANAHhen/wDINtf+uKfyFWaraf8A8g21/wCuKfyFWaoRvfDv/kob/wDYJl/9GxV6/XkHw7/5KG//AGCZf/RsVev1LGeAN/yFNY/7Cd3/AOjmp1Nb/kKax/2E7v8A9HNTqoRPpX/I2eHv+wgv/oD17tXhOlf8jZ4e/wCwgv8A6A9e7UmM8Y8Z/wDJQ9V/64W//oLVk1reM/8Akoeq/wDXC3/9BasmhCM/Xf8AkBXv/XFq+jF+6PpXznrv/ICvf+uLV9GL90fShjPMfir/AMh3w3/1yu//AGjXI113xV/5Dvhv/rld/wDtGuRoQBXqnw3/AOSe6N/1xP8A6E1eV16p8N/+Se6N/wBcT/6E1DA6mue8ReGtM1OG6vrlbv7QluwBivZol4BI+VHC/pWf8S7y9sfC8U1hez2cxvYEMkBAYqzYI5B45/SvNrvVvEEllOj+JdUZWjYEboxkY9kzSA9I8D+GtNh0DQdXUXhvXsYZWZ76Z1LNENx2Fyvc8YwO1dlXz9o+q69HolgkPiLUooltowkaGPCDaMAZToK9H+GF/qF/p2rnUL+4vHiv/LR52BIXyozgYAA5JoA7qiiigDmfh/8A8iVY/wC/N/6Oeumrmfh//wAiVY/783/o566agAooooAKwPGfhmPxb4YutJeQRPJh4pCMhXHIJ9u341v0UAfPUV78W/B0S6VFaXlzbQ/LEUtBcqF7YYAnHsauab4W8d/ELW7K58XCe20y1ffsmjERPqqoADk46kV7zRQAgAUAAYA4FLRRQAUUUUAFFFFABRRRQAUUUUAcV4e/5CPiX/sLyf8AouKt2sLw9/yEfEv/AGF5P/RcVbtMQVyvxH/5EPUP96H/ANHJXVVyvxH/AORD1D/eh/8ARyUAcJRRRTAp6n/x4n/rpH/6Gte414dqf/Hif+ukf/oa17jSA5r4gf8AIiat/wBch/6EK8/r0D4gf8iJq3/XIf8AoQrz+gArO13/AJAV5/1yNaNZ2u/8gK8/65GmB7tVPVtTt9G0q51G73+Rbpvfy13Nj2FXK53x5/yIet/9er0gKf8AwsfQf+eepf8AgBL/AIVi2PjzR4/F+sXbR6h5U1vaomLOQnKmXORjIHzDr15rCrOtv+Q9f/8AXGH/ANnoGeiy/EzQIYXldNRCoCTmxkH6kYrr43EkauucMARkYrw3Wv8AkB33/XB/5V7hb/8AHtF/uD+VAiSq99cTWtnJNb2cl3KuNsEbKrNyBwWIHHXk9qZqd/HpWlXmoSozx2sLzMqdSFBJAz34rkV+JtqyhhoWrYIyOIv/AI5QBeXxbqTapJp48Kah9oSFZ2T7RBkKzMoP38dVPfPHSultJpZ7WOWa3e2kZctC7KWQ+hKkj8jXmsfj+BfGdzff2NqZV9Pih8vEW4FZJDn7+MHd654NasvxQtIYXlfQtWCIpZiRFwBz/foGd3RUVrOLq0huAjIJY1cK2MrkZwcd6loEFZPhz/kd/E3/AFxs/wD0GStasnw5/wAjv4m/642f/oMlAzrqKKKQGHe/8jro3/Xlef8AoUFblYd7/wAjro3/AF5Xn/oUFblABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGHrX/Ie8N/8AX5L/AOk0tblYetf8h7w3/wBfkv8A6TS1uUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHM+Cf+PDVv8AsM33/o9q6auZ8E/8eGrf9hm+/wDR7V01ABUNzd21mivdXEUCswRWlcKC3oM9+DU1ee/F+KObw9pKSorodVjyrDIP7uSgDtv7W07/AKCFr/3+X/Gua8G6pp4j1wG/tR/xObo8zL/eHvXk/wDZWnf8+Fr/AN+V/wAKo6XptjIt3vsrZtt1IozEpwM9OlOwH0WNV05pEjGoWpeRgqKJlyxPYDPJq5Xz9pWn2UXinQGjs7dG/tKLlYlB7n09QK+gaQHDfFX/AJFe0/7CMH8zXndeifFX/kV7T/sIwfzNed00AUkP/Ib0P/sK2n/o1aWkh/5Deh/9hW0/9GrQI9+rifin/wAifH/1/wBt/wCjBXbVxPxT/wCRPj/6/wC2/wDRgpDPNZYYpgBLGkgHIDqDUI0+yXOLO3GTk4iXn9Ks0VQiM/8AH9pn/YRtf/RyV9A18/H/AI/tM/7CNr/6OSvoGkxnHfFH/kQL3/rvbf8Ao+OvLbm5S1jDukrAnGI4y5/IV6l8Uf8AkQL3/rvbf+j468zoQGFaalHFfX8jW94ElkRkP2Z+QEUenqK1bg7ltSM83VueRj/lqlWKguult/192/8A6NSgD6EooopAFcz4e/5Gvxd/1+wf+k0VdNXM+Hv+Rr8Xf9fsH/pNFQB01FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcba/8j54j/65Wn/oL1tVi2v/ACPniP8A65Wn/oL1tUxBXlXir/ke9R/69rf/ANnr1WvKvFX/ACPeo/8AXtb/APs9AGX5EJIPlJx0+UVT1lVTQr4KoA8l+gx2rQqhrf8AyA77/rg38qYHuEH/AB7x/wC4P5VJUcH/AB7x/wC4P5VJSAKK5fXvEWu6JBc3Y8P209pE6qrjUdruGYKDt8vjkjjNaumXesXErrqWlW9nGFyrRXnnFj6Y2LigDTooooAhvP8Ajyn/AOubfyrK8G/8iToX/XhB/wCgCtW8/wCPKf8A65t/Ksrwb/yJOhf9eEH/AKAKANuszxH/AMixq3/XlN/6Aa06zPEf/Isat/15Tf8AoBoA8msv+PC2/wCuS/yFVdJ6Xv8A19yf0p0cd1Jp1p9muEhIjXcXi354HuKgttN1G2Mm3UoiJJDIwNt3PXHzUDOr8Ef8j7J/2C3/APRqV6hXl/gj/kfZP+wW/wD6NSvUKBBRVa/hup7N47K6W1uDjbM0QkC88/KSM8cVyUEfiqTxReaYfE0PlwWsMwP9mpyXZx/e/wBj179u4B21FRWqTRWsSXEwnmVQHlCbA59cdqloAKxLf/kp8H/YJf8A9GitusS3/wCSnwf9gl//AEaKAOzooopDCiiigAooooAKKKKACiiigAooooAKKKKACiiigDP13/kXtT/69Jf/AEA1D4X/AORS0X/rwg/9FrU2u/8AIvan/wBekv8A6Aah8L/8ilov/XhB/wCi1oA1qzfEP/Itar/15zf+gGtKs3xD/wAi1qv/AF5zf+gGgDwvT/8AkG2v/XFP5CrNVtP/AOQba/8AXFP5CrNUI3vh3/yUN/8AsEy/+jYq9fryD4d/8lDf/sEy/wDo2KvX6ljPAG/5Cmsf9hO7/wDRzU6mt/yFNY/7Cd3/AOjmp1UIn0r/AJGzw9/2EF/9Aevdq8J0r/kbPD3/AGEF/wDQHr3akxnjHjP/AJKHqv8A1wt//QWrJrW8Z/8AJQ9V/wCuFv8A+gtWTQhGfrv/ACAr3/ri1fRi/dH0r5z13/kBXv8A1xavoxfuj6UMZ5j8Vf8AkO+G/wDrld/+0a5Guu+Kv/Id8N/9crv/ANo1yNCAK9U+G/8AyT3Rv+uJ/wDQmryuvVPhv/yT3Rv+uJ/9CahgUvip/wAijD/2ELb/ANDFeV3ltezlhBepDGy7dpg3H65yK9U+Kn/Iow/9hC2/9DFecUIDOsbK9tFgie+SSCJAmwQbSQBgc7q9N+E//IO1z/sJf+0Yq4Ou8+E//IO1z/sJf+0YqGB6DRRRSA5n4f8A/IlWP+/N/wCjnrpq5n4f/wDIlWP+/N/6OeumoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDivD3/IR8S/9heT/ANFxVu1heHv+Qj4l/wCwvJ/6LirdpiCuV+I//Ih6h/vQ/wDo5K6quV+I/wDyIeof70P/AKOSgDhKKKKYFPU/+PE/9dI//Q1r3GvDtT/48T/10j/9DWvcaQHNfED/AJETVv8ArkP/AEIV5/XoHxA/5ETVv+uQ/wDQhXn9ABWdrv8AyArz/rka0aztd/5AV5/1yNMD3aud8ef8iHrf/Xq9dFXO+PP+RD1v/r1ekB5vcW8d1CYpQxQ/3XKn8wQapDQdPDlxHMGbGT9okyf/AB6tKimBnatGsXh+7jTO1bdgMkk4x6mvcrf/AI9ov9wfyrw/Wv8AkB33/XB/5V7hb/8AHtF/uD+VIDJ8Yf8AIla7/wBg+f8A9FtXlnmmGxSQRSSkIvyRgFj06ZIr1Pxh/wAiVrv/AGD5/wD0W1eYQf8AHvH/ALg/lQBjreTjWJLn+zL7Y1ukY+Rc5DMf72O9XdRkMug3jmN4y1tIdr9R8p61fqnq3/IGvv8Ar3k/9BNMZ7Ppv/ILtP8Argn/AKCKtVV03/kF2n/XBP8A0EVapCCsnw5/yO/ib/rjZ/8AoMla1ZPhz/kd/E3/AFxs/wD0GSgZ11FFFIDDvf8AkddG/wCvK8/9CgrcrDvf+R10b/ryvP8A0KCtygAooooAKKKKACiiigAooooAKKKKACiiigDD1r/kPeG/+vyX/wBJpa3Kw9a/5D3hv/r8l/8ASaWtygAooooAKKKKACiiigAooooAKKKKACiiigAooooA5nwT/wAeGrf9hm+/9HtXTVzPgn/jw1b/ALDN9/6PaumoAK4D4tf8gHSP+wrF/wCi5K7+uA+LX/IB0j/sKxf+i5KAPObq2e4ChLqeDb3i28/XINU4NGNuWMepXoDuZGG5OSev8NalFUIl07/kZ9A/7CUX9a94rwfTv+Rn0D/sJRf1r3ikxnDfFX/kV7T/ALCMH8zXndeifFX/AJFe0/7CMH8zXndCAKSH/kN6H/2FbT/0atLSQ/8AIb0P/sK2n/o1aBHv1cT8U/8AkT4/+v8Atv8A0YK7auJ+Kf8AyJ8f/X/bf+jBSGecUUUVQiM/8f2mf9hG1/8ARyV9A18/H/j+0z/sI2v/AKOSvoGkxnHfFH/kQL3/AK723/o+OvM69M+KP/IgXv8A13tv/R8deZ0IAqC66W3/AF92/wD6NSp6guult/192/8A6NSmI+hKKKKkYVzPh7/ka/F3/X7B/wCk0VdNXM+Hv+Rr8Xf9fsH/AKTRUAdNRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHG2v/ACPniP8A65Wn/oL1tVi2v/I+eI/+uVp/6C9bVMQV5V4q/wCR71H/AK9rf/2evVa8q8Vf8j3qP/Xtb/8As9AGfVDW/wDkB33/AFwb+VX6oa3/AMgO+/64N/KmB7hB/wAe8f8AuD+VQXuq6dprRrf39ramXPlieZU34xnGTzjI/Op4P+PeP/cH8q89+JcUcuteHhJGrgJdcMM9o6QGn4z8QaLP4Vuo4dXsJHMkJCpcoTxKhPAPpW//AMJNoP8A0G9N/wDAuP8AxrxjW7S2GkykW8QO5OiD++Kv/Y7X/n2h/wC+BQM9mtLy2v7ZLmzuIbi3fO2WFw6tg4OCODyCK5T4mRJN4SCSLuU3luMfWQD+RNWvh2ip4D0tUUKu2TgDA/1jVB8R/wDkVV/6/bb/ANGrQI82m0XTjBJ/oq/dPc+n1qtpOkWEmkWbtbKWaFWY5PJIya2Jv9RJ/un+VVdH/wCQJY/9cE/9BFAHafC+3itoNbSFAii9UAD/AK5If6mur8R/8ixq3/XlN/6Aa5j4bf6vXP8Ar9X/ANFJXT+I/wDkWNW/68pv/QDQB5NZf8eFt/1yX+QqeoLL/jwtv+uS/wAhU9MDV8Ef8j7J/wBgt/8A0aleoV5f4I/5H2T/ALBb/wDo1K9QpAeTjxZ4pe4uwmp2ypHdTRIGswSFWRlHIYdhWbB4h8SL4nvLhdTtvPe1iRm+xjBUM+Bjdxgluc9/aodsznUFglWKT7fcYdk3Afvm7ZFVF03Ulu3uRqUPmOiof9F4wCSP4vc0DOs07xR4lk8QaTbXOo20kFxdCORUtApK7GPXcfT/AD0r0+vHNKDr4k8PCVw7i9G5guAT5cnbtXsdAgrEt/8Akp8H/YJf/wBGitusS3/5KfB/2CX/APRooA7OiiikMKKKKACiiigAooooAKKKKACiiigAooooAKKKKAM/Xf8AkXtT/wCvSX/0A1D4X/5FLRf+vCD/ANFrU2u/8i9qf/XpL/6Aah8L/wDIpaL/ANeEH/otaANas3xD/wAi1qv/AF5zf+gGtKs3xD/yLWq/9ec3/oBoA8L0/wD5Btr/ANcU/kKs1W0//kG2v/XFP5CrNUI3vh3/AMlDf/sEy/8Ao2KvX68g+Hf/ACUN/wDsEy/+jYq9fqWM8Ab/AJCmsf8AYTu//RzU6mt/yFNY/wCwnd/+jmp1UIn0r/kbPD3/AGEF/wDQHr3avCdK/wCRs8Pf9hBf/QHr3akxnjHjP/koeq/9cLf/ANBasmtbxn/yUPVf+uFv/wCgtWTQhGfrv/ICvf8Ari1fRi/dH0r5z13/AJAV7/1xavoxfuj6UMZ5j8Vf+Q74b/65Xf8A7Rrka674q/8AId8N/wDXK7/9o1yNCAK9U+G//JPdG/64n/0Jq8rr1T4b/wDJPdG/64n/ANCahgUvip/yKMP/AGELb/0MV5xXo/xU/wCRRh/7CFt/6GK84oQBXefCf/kHa5/2Ev8A2jFXB13nwn/5B2uf9hL/ANoxUMD0GiiikBzPw/8A+RKsf9+b/wBHPXTVzPw//wCRKsf9+b/0c9dNQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHFeHv+Qj4l/7C8n/AKLirdrC8Pf8hHxL/wBheT/0XFW7TEFcr8R/+RD1D/eh/wDRyV1Vcr8R/wDkQ9Q/3of/AEclAHCUUUUwKep/8eJ/66R/+hrXuNeHan/x4n/rpH/6Gte40gOa+IH/ACImrf8AXIf+hCvP69A+IH/Iiat/1yH/AKEK8/oAKztd/wCQFef9cjWjWdrv/ICvP+uRpge7Vzvjz/kQ9b/69Xroq53x5/yIet/9er0gPPKKKKYFDWv+QHff9cH/AJV7hb/8e0X+4P5V4frX/IDvv+uD/wAq9wt/+PaL/cH8qQGT4w/5ErXf+wfP/wCi2rzCD/j3j/3B/KvT/GH/ACJWu/8AYPn/APRbV5hB/wAe8f8AuD+VAElU9W/5A19/17yf+gmrlU9W/wCQNff9e8n/AKCaYHs+m/8AILtP+uCf+girVVdN/wCQXaf9cE/9BFWqQBWT4c/5HfxN/wBcbP8A9BkrWrJ8Of8AI7+Jv+uNn/6DJQM66iiikBh3v/I66N/15Xn/AKFBW5WHe/8AI66N/wBeV5/6FBW5QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBh61/yHvDf/AF+S/wDpNLW5WHrX/Ie8N/8AX5L/AOk0tblABRRRQAUUUUAFFFFABRRRQAUUUUAFFYvi7XD4c8K6hqqKGkgi/dqehcnC/qRXHnwHqB8P/wBsf8JDq3/CSeT9o877SfL343bNnTZ2x/8AqoA9KorD8Ia6fEnhTT9VdQss0f71R0Dg4b9Qa3KAOZ8E/wDHhq3/AGGb7/0e1dNXM+Cf+PDVv+wzff8Ao9q6agArgPi1/wAgHSP+wrF/6Lkrv64D4tf8gHSP+wrF/wCi5KAOBoooqhEunf8AIz6B/wBhKL+te8V4Pp3/ACM+gf8AYSi/rXvFJjOG+Kv/ACK9p/2EYP5mvO69E+Kv/Ir2n/YRg/ma87oQBSQ/8hvQ/wDsK2n/AKNWlpIf+Q3of/YVtP8A0atAj36uJ+Kf/Inx/wDX/bf+jBXbVxPxT/5E+P8A6/7b/wBGCkM84oooqhEZ/wCP7TP+wja/+jkr6Br5+P8Ax/aZ/wBhG1/9HJX0DSYzjvij/wAiBe/9d7b/ANHx15nXpnxR/wCRAvf+u9t/6PjrzOhAFQXXS2/6+7f/ANGpU9QXXS2/6+7f/wBGpTEfQlFFFSMK5nw9/wAjX4u/6/YP/SaKumrmfD3/ACNfi7/r9g/9JoqAOmooooAKKKKACiiigAooooAKKKKACiiigAooooAKKxfF2uHw54V1DVUUNJBF+7U9C5OF/UiuPPgPUD4f/tj/AISHVv8AhJPJ+0ed9pPl78btmzps7Y//AFUAelUVh+ENdPiTwpp+quoWWaP96o6BwcN+oNblAHG2v/I+eI/+uVp/6C9bVYtr/wAj54j/AOuVp/6C9bVMQV5V4q/5HvUf+va3/wDZ69VryrxV/wAj3qP/AF7W/wD7PQBn1Q1v/kB33/XBv5Vfqhrf/IDvv+uDfypge4Qf8e8f+4P5VwHxH/5Dfh7/AHLr+Udd/B/x7x/7g/lXAfEf/kN+Hv8Acuv5R0gOJv8ATLy9jkjGpGON2BC+Qp24OR/KrVrBdROxnvDOCOAYwuPyq1RTA7/4ff8AIi6Z/uv/AOjGqv8AEf8A5FVf+v22/wDRq1Y+H3/Ii6Z/uv8A+jGqv8R/+RVX/r9tv/Rq0hnnd5cXSFo4bCScFfvrIgGfTkg1X0qS8htbW0m0+WMRxqjSGRCBgegOa1aKYjq/ht/q9c/6/V/9FJXT+I/+RY1b/rym/wDQDXMfDb/V65/1+r/6KSun8R/8ixq3/XlN/wCgGkB5NZf8eFt/1yX+QqeoLL/jwtv+uS/yFT0wNXwR/wAj7J/2C3/9GpXqFeX+CP8AkfZP+wW//o1K9QpAeJwf6+//AOv65/8ARrVPUEH+vv8A/r+uf/RrVPTAk07/AJGjQP8Ar+/9pyV7DXj2nf8AI0aB/wBf3/tOSvYaQBWJb/8AJT4P+wS//o0Vt1iW/wDyU+D/ALBL/wDo0UAdnRRRSGFFFFABRRRQAUUUUAFFFFABRRRQAUUVxPjG8vdR8Q6R4TsLyayF8rz3dxA22RYU/hU9iTxmgDtqK81vtPl+HetaRe2Go38+k3tytneW13OZQrP92RSehz1r0qgDP13/AJF7U/8Ar0l/9ANQ+F/+RS0X/rwg/wDRa1Nrv/Ivan/16S/+gGofC/8AyKWi/wDXhB/6LWgDWrN8Q/8AItar/wBec3/oBrSrN8Q/8i1qv/XnN/6AaAPC9P8A+Qba/wDXFP5CrNVtP/5Btr/1xT+QqzVCN74d/wDJQ3/7BMv/AKNir1+vIPh3/wAlDf8A7BMv/o2KvX6ljPAG/wCQprH/AGE7v/0c1Oprf8hTWP8AsJ3f/o5qdVCJ9K/5Gzw9/wBhBf8A0B692rwnSv8AkbPD3/YQX/0B692pMZ4x4z/5KHqv/XC3/wDQWrJrW8Z/8lD1X/rhb/8AoLVk0IRn67/yAr3/AK4tX0Yv3R9K+c9d/wCQFe/9cWr6MX7o+lDGeY/FX/kO+G/+uV3/AO0a5Guu+Kv/ACHfDf8A1yu//aNcjQgCvVPhv/yT3Rv+uJ/9CavK69U+G/8AyT3Rv+uJ/wDQmoYFL4qf8ijD/wBhC2/9DFecV6P8VP8AkUYf+whbf+hivOKEAV3nwn/5B2uf9hL/ANoxVwdd58J/+Qdrn/YS/wDaMVDA9BooopAcz8P/APkSrH/fm/8ARz101cz8P/8AkSrH/fm/9HPXTUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFYvi7XD4c8K6hqqKGkgi/dqehcnC/qRXHnwHqB8P/wBsf8JDq3/CSeT9o877SfL343bNnTZ2x/8AqoA9KorD8Ia6fEnhTT9VdQss0f71R0Dg4b9Qa3KAOK8Pf8hHxL/2F5P/AEXFW7WF4e/5CPiX/sLyf+i4q3aYgrlfiP8A8iHqH+9D/wCjkrqq5X4j/wDIh6h/vQ/+jkoA4SiiimBT1P8A48T/ANdI/wD0Na9xrw7U/wDjxP8A10j/APQ1r3GkBzXxA/5ETVv+uQ/9CFef16B8QP8AkRNW/wCuQ/8AQhXn9ABWdrv/ACArz/rka0aztd/5AV5/1yNMD3aud8ef8iHrf/Xq9dFXO+PP+RD1v/r1ekB55RRRTAoa1/yA77/rg/8AKvcLf/j2i/3B/KvD9a/5Ad9/1wf+Ve4W/wDx7Rf7g/lSAyfGH/Ila7/2D5//AEW1eYQf8e8f+4P5V6f4w/5ErXf+wfP/AOi2rzCD/j3j/wBwfyoAkqnq3/IGvv8Ar3k/9BNXKp6t/wAga+/695P/AEE0wPZ9N/5Bdp/1wT/0EVaqrpv/ACC7T/rgn/oIq1SAKyfDn/I7+Jv+uNn/AOgyVrVk+HP+R38Tf9cbP/0GSgZ11FFFIDDvf+R10b/ryvP/AEKCtysO9/5HXRv+vK8/9CgrcoAKKKKACiiigAooooAKKKKACiiigAooooAw9a/5D3hv/r8l/wDSaWtysPWv+Q94b/6/Jf8A0mlrcoAKKKKACiiigAooooAKKKKACiiigDmPiFpU+teBdUs7VC9x5YkjQdWKENj8cVUTx/oP/CEjVTqFuHFtg25kHm+Ztxs29c54rsqxz4U8PnVP7TOi2Bvd27z/ACF3bvXp19+tAGd8OtKn0bwLplrdIUuChldD1UuxbH4ZrW1fw/pWu+T/AGnZrceTu8vczDbnGehHoK06KAOXj+HPhKLds0aIbmLH94/JPf71O/4V94V/6BEf/fx//iq6aigDmf8AhX3hX/oER/8Afx//AIqmv8OvCUgAfRYWAORl3PP511FVdRvG0/T57tbW4umiXcILdd0j+yjuaAMD/hW/hD/oBwf99P8A41i+FPh14fk8OW76poSi8Ly7xNvVseY23Iz/AHcVM3xOCXqWTeEPEv2p0LrD9kXcVHfG/p71Zs/iIlzrdnpU/hrXbKe7bEbXVuqL7nO7nHfGaALf/Ct/CGQf7DgyDkHc/H60/wD4V94V/wCgRH/38f8A+KrpqKAOXf4d+E5Bh9GhYA5wXc/+zUn/AArfwh/0A4P++n/xrf1G8bT9Pnu1tbi6aJdwgt13SP7KO5rjG+JwS9Sybwh4l+1OhdYfsi7io7439PegCHwr8OvD8mgq+p6EoujcXAPnb1bYJnCcZ6bAuPbBrZ/4Vv4PyD/YcGQcj5n4P51Vs/iIlzrdnpU/hrXbKe7bEbXVuqL7nO7nHfGa7SgDmf8AhX3hX/oER/8Afx//AIqkb4eeE3A3aNEcHIzI/X/vqunooA5n/hX3hX/oER/9/H/+KrF8M+ANEezvm1DRiJf7RuhH5rSKTEJWEeOem0DB7iumk8RxDxK+jR20snkW/wBourgEBIAfug9yTg9K5vSviDqF9c2V3c6CbfQdQuPs1pe+eGcsSQpZMcBiKANdvh54TcYbRoiM55kf/wCKpf8AhX3hX/oER/8Afx//AIqumooA5h/h34TkXa+jRMvoZHP/ALNTf+Fb+EP+gHB/30/+NdSTgE1wl78TBp7otz4S8SJ5knlR5tV/eN2C/NyaAK/hz4deH3j1M6hoShhqM6w+bvH7oN8mOeRjoa2T8NvB5/5gVv8A99P/AI1m3XxOFjGsl54R8SW8bMEDy2qKuT0BJfAruon8yJH2su5QdrdR7GgDm/8AhX3hX/oER/8Afx//AIqj/hX3hX/oER/9/H/+KrpqKAOZ/wCFfeFf+gRH/wB/H/8Aiq1dI0LTNCili0y0S2SV98gUk7mxjJyfQVo0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHMfELSp9a8C6pZ2qF7jyxJGg6sUIbH44qonj/AEH/AIQkaqdQtw4tsG3Mg83zNuNm3rnPFdlWOfCnh86p/aZ0WwN7u3ef5C7t3r06+/WgDO+HWlT6N4F0y1ukKXBQyuh6qXYtj8M1s6toem65FHFqVqtwkbbkBYjB/AitCigDmP8AhXfhMMW/saLcep8x+f8Ax6l/4V74U/6A8X/fx/8A4qumooA5n/hXvhT/AKA8X/fx/wD4qkHw78Jhiw0WHJ6ne/P610rtsRm2lsDOB1NcLdfE0WckUdx4R8SxvM+yJWtFzI3oo380ARX/AMP9D/4S3Rkh0XNiYLk3BUuUDjy9m454PL49ea2m+HfhNlKto0JB4ILvz+tZVx8TVszF9r8JeJLdZXEavNaoilj0GS+M13anKg4IyOh7UAc1/wAK88Kf9AeL/v4//wAVTW+HPhFyC2iQMR0y7nH611Fcxr/jFtBu5IW8O61eRRxiRrm1gVogMZPzFh070AYfiT4deH0trD+z9CUu2o2yzeVvJ8kyDfnngbc5Patr/hW/hD/oBwf99P8A41mQ/Ew3Not3D4O8USW7LuWRbNSGHqPm5FdJ4Z8Qw+J9HXU7e1ubaJ3KqlwFDHHf5SR7fhQBnr8O/CSKFXRYVA6AO4/rQ3w68JOMNosLD0Luf611FZmuau+i2IuY9MvtRJcJ5NlGHcZ74JHFAHM698OfDSeHdTex0KM3a2kpgEZct5mw7cDPJziptO+HHhU6XaG40KLzjCnmbmcHdtGc89c1Vi+JwnuprWLwh4lkngx5qLaKSmeRu+fitLQfHMeu65JpJ0PVrC4ji81/tsKxgL243E8+uMUAPX4c+Ekzt0SFc8nDuM/rSn4eeEyCDo0RB6gyP/8AFV09FAHK/wDCt/B4/wCYFb/99P8A41jeFvh14fk0PdqehKLr7TcD99vVtgmcJxnps249sV1eq+IE03VtN0uO1muru+c4SMgCONcbpGJ7DI+tczffEHUIdQ1Kaz0E3Oh6XN5F5eeeFcMMbiqY5C55oA1V+HHhFW3LokAbGMh3/wAaf/wr3wp/0B4v+/j/APxVdJHIssayIco4DKfUGnUAcr/wrfwf/wBAK355+8/+NY2mfDrw+3iTXFudCX7GrQfZd+8Ljy/n2nPPzda3Nf8AGLaDdyQt4d1q8ijjEjXNrArRAYyfmLDp3rKh+JhubRbuHwd4okt2Xcsi2akMPUfNyKANP/hW/hAEEaHBkcg7n4/Wn/8ACvfCn/QHi/7+P/8AFVe8M+IYfE+jrqdva3NtE7lVS4Chjjv8pI9vwrYoA5n/AIV74U/6A8X/AH8f/wCKq7pXhTQ9Du3utN06O3ndPLaQFiSuc45J71s0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcF4rlTQfiD4f8RXZ2ac0MlhPMfuxFuULHsCe9d7UVza297bPbXUEc8Egw8cqhlYe4PWgDgPG+oWfiS+0Hw9pd1Dd3Et/HdTeQ4cRRR5JZiOntXolZuleHtH0PzP7L0y1szJ98wxBS31PWtKgDAu/BPhy+u5bq50yOSeVi7uXcbie/BqBfh54UVQq6PEABgASPx/49XTUUAcz/AMK+8K/9AiP/AL+P/wDFUH4e+FCCDo8RB6gyP/8AFV01U9Vv20zTZrxLO5vGjAIgtU3SPzjgZGaAMH/hW/g8DA0K3/76f/Gsbwx8OvD8mlTNqWhKJ/tlyF83ep8sTOE4z027ceoqb/hZw+3fYv8AhEPEputnmeSLRSwXpkjfwPerenfEFL7XrXR5fDuuWNxcAlGu4FjXA6n72SPpmgC0vw58Io25dEgVsYyHcHH507/hX3hX/oER/wDfx/8A4qumooA5b/hW/hDJP9h2+Scn5n/xrF074deH28T62lxoS/YlFv8AZS28Jyp37TnnnGau6r8Rl0eWUXXhbxCIo5fKE4tl2SHOBtJbnPb1qG6+Jv2G2NzdeEPE0EC/ekktFVV+pLcfjQBpj4b+EAQRocGRyDufj9af/wAK+8K/9AiP/v4//wAVW9Y3QvrC3uhFJEJo1kEcmNy5GcHBIzVigDlm+HHhFmLNokBY9SXfP86xbz4deHx4v0pItCX+z2tbkzld+zeDFs3HPBwXx+PpXS6/4kl0KaGNNB1fUhIpYvYwB1THZskYNYFp8ThfwGa08IeJp4gSu+O0VlJHBwQ3NAGmfht4PIwdCtyP95/8ak/4V94V/wCgRH/38f8A+Kqbwt4rh8VQXUsOn31n9mk8p1u0VW3dxgE4I7g4610FAHLv8OvCUhBfRYWI6Zdzj9axPEfw68PpFpv9n6EpZtRgWfyt5/clvnzzwMdTXodcvN42tYYNeuzZzmx0fKPc5AWaUdUUdeDgZ9TQAn/Ct/CH/QDg/wC+n/xpy/DzwmihV0aJVHQCRwP/AEKq3h7xdqt9qlvYa7oY0x72A3FmyTiUOowSrccMAQa7CgDmH+HfhNxh9GhYdcF3P9ayvEXw68Nx+GdWfT9CQ3q2cxtxEXZvM2HbtGeTnGBXZajeNp+nz3a2txdNEu4QW67pH9lHc1xjfE4JepZN4Q8S/anQusP2RdxUd8b+nvQBcsvhx4UNhbmbQ4fN8pd+5nznAznmrKfDrwlGCE0WFcnJw7jP61Ts/iIlzrdnpU/hrXbKe7bEbXVuqL7nO7nHfGa7SgDmf+FfeFf+gRH/AN/H/wDiqP8AhX3hX/oER/8Afx//AIqumooAq6dp1ppNhFY2ECwWsIIjjXoozn+ZNWqKKACiiigAooooAKKKKACiiigAooooAKKKKAOY+IWlT614F1SztUL3HliSNB1YoQ2PxxVRPH+g/wDCEjVTqFuHFtg25kHm+Ztxs29c54rsqxz4U8PnVP7TOi2Bvd27z/IXdu9enX360AZ3w60qfRvAumWt0hS4KGV0PVS7FsfhmtDVPCmh6zd/atQsEnn2hN5dhwOg4PvWzRQBzT/D/wAKyOXbR4ixABO9xnAAHf0ApP8AhXvhT/oDxf8Afx//AIqumooA5n/hXvhT/oDxf9/H/wDiqRvh34TYYbRYSPQu/wDjXT1FdTm2tJpxDJMY0LiOIZZ8DOAPU0Ac9/wr3wp/0B4v+/j/APxVYvh/4f6G9xrRvtFwo1F1t/MLrmLYmNvPIzu5+tPm+JwguYbaXwh4lWefPlRG0Xc+OuBvycVKPiSq39pZ3PhbxDavdyiKJri2RFLH3L/jjrQBot8O/CbDDaLCR6F3/wAaX/hXvhT/AKA8X/fx/wD4qumooA5hvh34SdSraLCQeoLuf603/hW/hD/oBwf99P8A411NcTqvxGXR5ZRdeFvEIijl8oTi2XZIc4G0luc9vWgClofw68PvqOui90JREt8FtfM3geV5UZ+Xnkbi/Prmtk/DbweRg6Fbke7P/jWbdfE37DbG5uvCHiaCBfvSSWiqq/UluPxrtLG6F9YW90IpIhNGsgjkxuXIzg4JGaAMH/hXvhT/AKA8X/fx/wD4qkb4d+E2Uq2iwkHqC7/4109FAHM/8K98Kf8AQHi/7+P/APFViaT8P9DbxDr4utFxarNCLQuXClfJUttOeRuLfjmup8Q6+mg21uwtZbu6uplgt7aLAaRzz1PAAAJJrC1rxpqtvrt3puh6D/aX9nQrNfO1wI9gYZCrxy2OaALzfDvwmylW0aEg8EF35/Wl/wCFeeFP+gPF/wB/H/8Aiq29L1GDV9KtdRts+TcxLKmeoBGcGrdAHMH4d+E2Uq2jREHggu/P60f8K88KD/mDRf8Afx//AIqunrmNf8YtoN3JC3h3WryKOMSNc2sCtEBjJ+YsOnegDG034f6G3ibXBcaLi0XyBali4UjZ8+055561sn4d+E2Ug6NEQeCC78/rWVD8TDc2i3cPg7xRJbsu5ZFs1IYeo+bkV0nhnxDD4n0ddTt7W5toncqqXAUMcd/lJHt+FAFAfDzwoBgaNFj/AK6P/wDFUv8Awr3wp/0B4v8Av4//AMVXTUUAcz/wr3wp/wBAeL/v4/8A8VWlo/hzSNAM50uxjtjcFTKVJJfbnGck9MmtSigAooooAw73/kddG/68rz/0KCtysO9/5HXRv+vK8/8AQoK3KACiiigAooooAKKKKACiiigAooooAKKKKAMPWv8AkPeG/wDr8l/9Jpa3Kw9a/wCQ94b/AOvyX/0mlrcoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqrqMV5Pp08VhdLa3bLiKZo/MCH1296AOR1SXVfDHjC91qPRrrVtOv4Ikf7EA88DJkYCH7ynOeO9VLjUtU8b6jpcFp4d1LTLO0vI7ua81KIQsNn8KLkkk9M0mqr4q0O3E+qfEPS7SMnCmbTUXcfQDdz+FW9GHiOXUrBpvHGn3kEyC4Fslgkbzw+q/NkD3xQB3NFFFABXD6pLqvhjxhe61Ho11q2nX8ESP8AYgHngZMjAQ/eU5zx3rrtRivJ9OnisLpbW7ZcRTNH5gQ+u3vXC6qvirQ7cT6p8Q9LtIycKZtNRdx9AN3P4UALcalqnjfUdLgtPDupaZZ2l5HdzXmpRCFhs/hRckknpmvQ64bRh4jl1Kwabxxp95BMguBbJYJG88PqvzZA98V3NABRRRQBwfifQvEEOpanfaHd6ZFb6rbLBdm+Zl8kqCodSODweh71J/wjN1Ja+GdFtJrZtF04RXM1wHy8zJ90KB2J5zmsrxNa6drXjDWLLxA+9LXTll0y1kkKxuSrb3AyNzAgD2qBGt7bSPAF3aTFdaYW9ukaOcyW7L+8DL/dA5z2NAHqlFFFABXJeLrXVINU0jXtMsTqP9nmVZrNWCuyuANyZ4LDHT3rra5XxVfaudW0jRdJvU09r8ymS9aISFAig7VVuNxz39KAMTV/FWpeJ9KutF03wbrcc93GYWl1K3EEMQPBYsSc464rvNPtmstNtbV5DI8MKRs5/iIAGa5b/hE/E3/Q+X//AIBQf4V2EaskSK7l2CgFiMbj60AOooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArkPFUGq2Ov6Z4i07T21OO0ilgntI2AkCvg70z1IxjFda4YowVtrEcHGcGuEvrHxlpts91e+PdNtbdOsk2moqj8S1AFTWvEep+MNJuNC0zwjrVvJdr5UlxqduIIoQTy2cncR2Ar0S3iMNtFEzlyiBSx74GM153YzeJNQt7a5tviLpcsFxKYoW/s1AJHHVVy3J4r0dQQoDHJxyfWgBaxvFmlXGt+FtR021kVJ54sRlvukgg4PscY/Gtmua1rS/FV1qBl0nxJb2FptAEMlgspB7ncSKAMiLx9qNpAlpeeB/EIvkUIVtrYSQEj0kBxj8K1vBWnahZafe3OpwJa3GoXkl39lRtwgDYwuRwTxk+5rmbe88QXd9PZW3xK0ia4gjaSVI9ORtijqSQ2Biu28OC+/sdHv9Xg1WSQl0uoIhGjIcYAAJB780Aa1FFZmuWurXliI9G1KPT7neCZpLcTAr3G0ke3NAHIQalqvgjUNUgu/D2panY3d5Jdw3mmxCZ/n52umQQR0zVnS5tU8UeMLLWpNFu9I0+wgljU3qhJ7hnxxs7KMZ571narceI9Elji1L4j6VbSyY2Ryaam9vou7Nb/h+DX49Zmj1LxXZamkC4ltIbNYnRmAKkkEkcfnQB1dFFFAHLeJ9I1htVstd0GSy+22kUkLxXpYRvG+D1XkEEA1g2/hjVB4EOiWV5YXNzqtzI2pXiyZSMOcvsH8RwMdqu+NEtL/xToWla3MY9EuElZkMhjSeYY2I5GOMEkDPJrmDBpll8Mr51kFtcWOqXLaZ5TlWEokIQKM856Y54oA9dghW3t44U+7GoQfQDFSVFbNI9pC0y7ZWRS49DjmpaAMbxZpVxrfhbUdNtZFSeeLEZb7pIIOD7HGPxrnIvH2o2kCWl54H8Qi+RQhW2thJASPSQHGPwrpPFWq3GieF9Q1K1iWSeCLcit90HOMn2Gcn6VhQ+GfFVxBHNL48ut7qGPk2MITn046UAX/BWnahZafe3OpwJa3GoXkl39lRtwgDYwuRwTxk+5rpqztFsL3TrDyL/VJdSm3lvPljVDj0wvFaNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVT1WC+udNmi028Szu2A8ud4hIE5/unrxQByF7car4T8WapqY0S81bTdSETb7BRJNAyLt2lMgle/FRfb9U8aa5pDQeH9R0uw0+6F1LdalGIpGwCNiJknnPJ9Kh1Y+KNChWXVfiJpdmjfd87TUUt9BuyfwrR0VPEbavafavGlhfQtGLg2kdikbyxHowO7IGe+KAO1ooooA5fxnYanNHpepaVbLeT6Zdi4Noz7fOXaVIBPG4ZyKyLvxxqOp2c2n2PgjXzeTIY8XtsIoFJGMs5OMfzq5qOmeMYZLm6HjSxtLJWZwJdOTESZ4BYt2HesWzvdfv7WW6tfiVpElvFKsLyjTkCBz0GS2OaAO58N6bNo/hrTtNuJRLNbW6Ru46EgdvatSoLKO4isoI7udZ7hUAklVNodsckDtn0qegCtqFs17pt1apIY2mheMOP4SQRmuD0nxVqnhfSbbRdU8Ha3LPaRiFJtMtxPDKFGAwIIxn0NdPr+n+I72eFtE12DTY1UiRJLMTbznrkkYrk/tHiP+2U0gfEjSm1FiQLZdNRnBAyQQG44HegDd8IW2pz6rrGv6jYHTRqJiEVmzAuqoCNz44DHPT2rrawPCo1NrOabUPEFrrKu+IpbaBY1TGQwO0nJz+WK36ACvMtb8J63i90cajpcHhzUL77VLNO7LOmWDNGB905I4r02vFdftdO1Sy8T6hqj+dr9nqAihilkObeESKE2JnGCDnOO9AHog0jULzxvBqNx5EWm6ZA0VoiPueR3Ubmb+6ABgCumriHa3tviraLpsxM13ZyNqcSPuUBQBGzD+Fs8fSu3oAK4fVJdV8MeML3Wo9GutW06/giR/sQDzwMmRgIfvKc54713FcXqEuv654vvdI0/Wf7HtbGCKQtHbpJJOXzz83AUYxx3oAoXGpap431HS4LTw7qWmWdpeR3c15qUQhYbP4UXJJJ6Zr0OuVsPDXiC1v4J7jxne3UMbhnge0iUSD0JAyPwrqqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKiukmktJktpRDOyERyFdwRscHHfB7UAch4gGq6J4ti8R2mlTatZvZ/ZZ4LbBmhw24Min7wPQgelZmq6xqnjm3i0fT/AAxq1hE08ck17qcIgEKowbKjJLNxjip9St/F2j2putS+IGmWkAON82mxqCfQZbk+1JpjeJLuTT5l8f6bcQXTFokXTkUzqp+YL82aAPQaKKKACuX8Z2GpzR6XqWlWy3k+mXYuDaM+3zl2lSATxuGciuorjNR0zxjDJc3Q8aWNpZKzOBLpyYiTPALFuw70AU7vxxqOp2c2n2PgjXzeTIY8XtsIoFJGMs5OMfzrq/DemzaP4a07TbiUSzW1ukbuOhIHb2rhrO91+/tZbq1+JWkSW8UqwvKNOQIHPQZLY5r0ayjuIrKCO7nWe4VAJJVTaHbHJA7Z9KAJ6KKKAOe8V6NqGpR2F5pMtumo6dcefCtzny5MqVZWxyMg9a5/StJ1210fXr2K40u68Q6rcASCKY+TbjG0DPUkAk471e+Ici/ZtItLy4kttIur5Yr+VHKfJtJCsw6KWABNc7ZaV4ctNM8a2MpitNJhuI3iMcpXYwhVlKnOSc8j1NAHomg6UuiaBY6Wr+YLWFY9+PvEDk/nWjWN4TuLy78I6TcX+77VJao0hYYJOOp9z1rZoAKxvFmlXGt+FtR021kVJ54sRlvukgg4PscY/GtmsfxVqtxonhfUNStYlkngi3IrfdBzjJ9hnJ+lAHNxePtRtIEtLzwP4hF8ihCttbCSAkekgOMfhWt4K07ULLT7251OBLW41C8ku/sqNuEAbGFyOCeMn3NUIfDPiq4gjml8eXW91DHybGEJz6cdK6TRbC906w8i/wBUl1KbeW8+WNUOPTC8UAaNFFFABRRRQAUUUUAYd7/yOujf9eV5/wChQVuVh3v/ACOujf8AXlef+hQVuUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYetf8h7w3/wBfkv8A6TS1uVh61/yHvDf/AF+S/wDpNLW5QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRVLVr6TTdKuLuG2+0yxrlIfMCbznpuPAoA898TTaTY+M9Xl8SLEBPpoXSprlcxqQrb1UnhX3YPrVGz1HS9T0zwNZaVNDda9bNbszW5DNbwhf3ocjoMcYPeuu8Q6lqkhSzPgZtZtHjV28yeHYGPVdr9SPWqnh+91GyvYra3+HI0i2mcLLPDPAAg/vEKMnFAHdUUUUAFeYeJptJsfGery+JFiAn00LpU1yuY1IVt6qTwr7sH1r0LVr6TTdKuLuG2+0yxrlIfMCbznpuPArnfEOpapIUsz4GbWbR41dvMnh2Bj1Xa/Uj1oA5Gz1HS9T0zwNZaVNDda9bNbszW5DNbwhf3ocjoMcYPevXa4Xw/e6jZXsVtb/DkaRbTOFlnhngAQf3iFGTiu6oAKKKq6jcXFpp089pZteTouUt1cIZD6ZPAoA47xxfeG768TRdR8O32vXkaCUxWUBZ4FPQlwylc47Gs7wiuiaPq0Uel/D3XNOknYRtd3EG4Rg9yzOSB64pI9T8X2via51e18C3Oy8jRLmF76HkpkKytnjg4II59q6HT/EviS61CCC68FXVpBI4V52vYmEY9SByaAOsooooAK5rxpoNnrWmxPqGs3GlW1o/mmaGVI8HsSzA4I7EY610tcJ4+FkmseHrjXU36BHNJ9o3qWiWUqPLMg/u5z14oAx9MtNG1a7FnYfFLWp7g8LGL5NzfTK8/hXqMSGOJELs5VQNzdT7mvNvGOoeA7nw3PFZy6TcagyYsU08o04m/g27ORzivQdMFyNKsxef8fXkp53+/tGf1zQBaooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArg/Gz2Ft4p0G81+NX0JFlUtKu6KO4ONjOOnTIBPQ13Mr+XE74ztUnGcVy19rusTaLZyx+DpL/wC1q3n2v2qLEQB4yTwwI54oA4Eat4fuPh/qWlwz2tzqc2pXB022tyGlEhlPluoHKjvnpivZbYSraQic5lCKHP8AtY5/WvPtPu9R0y486w+FKWcrcGSCe2RsfUCvRVJKgkYJHI9KAFrA8bQ3s/gvVotPEjXLQHasf3mH8QHuVyK36xrnWL6O81GC20h7kWkCyRMlwg85z/yzwfun3NAHnul6/wCCrXxZp09jdadZ6aujyRSo+2PDb1+VweS2M8Hk811Xw5CnR7+a1ieHS5r+WTT0ZSuITjkA9FJ3ED3rGnnvbq7+13HwkhluScmaSa2ZyfXJGa7jQr6+1DThNf6S+lzByot3lWQ7RjByvH4e1AGlRRWfquoT6eLX7PZG7ee4WIqJVQop6tz1x6DmgDyPxBcaRZWfim21cQxeIpL9ZIpLlQGkg8xdnlsf4QoPA9DXW22oaZrPxNsrnw/JFc+TZyrqV1bENGwOPLUsOGbIJHtU3iC+1K9vZbW4+HI1e2hciKaaeBg4/vAMMjNXfC9/qIuBYN4JOhWQUt5iTRFN3ptT1oA6yiimuSqMVXcQMhfX2oA5jxrqehwWcOmavpc+rveE+TY20HmyPt6sBkYxnrkVxej2/hzRdQS8sPhh4ijuFbKSSQGTYfUbpCB9a0NS1LxdPrtjrFp4GuUubVHhKyX0JWWJsZHXIOQCDz9K2F8WeLCQG8AXYz1/4mEPFAHaKdyg4IyM4PalpFJKgkYJHI9KWgCrqVl/aOm3Nn58kAmjKGWLG5c9xkEV5Ylj4Z0iUaZH8UdUtzGdoiW+TYntwuF+nau+8bRXs3gvVo9PEhuWgO0RfeI/iA99ua5/S9T+GaaBEkc2gx2wjAaG4EYk6chlb5iaAOr0DTjpmlrCdVu9UDsZFubqQOxBxgAgAY/xrUrjfhtt/sO9a1SVNJa+lbTlkBGIOMYB5253YrsqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqhrN/Npmly3VvaG7mXASASrGXJIGAx470AebeKZtJsvEXik+IViW6ubADSZrlcpsEZDKhPAbf8Aic1LbajperXngiDRpobrWLVYjcS2xDGG3EeHV2HTJIGD3ro/EmoanLObFvAh1qzCqweSeHYWI5G1/TpUPhy91G1vYrOH4ejRrSVv3s0U8AVeOpVOTQB21FFFAHF/EYRLaaRPqETy6LDfK+oIFLDZg7SwHVQ2Ca5W217wckPjGGe50+WxuZk+zWsRUmX9yoHloOc7u4HBrubjX9WbSpbi28MyXji6eAQLdR/PGM/vMnjB6Y61zdtcX1nd/a7X4SxQXOc+bFNbK4P1AzQB2HhKK8g8I6TFqG4XaWqCUP8AeBx0PvWzUFnNNcWUE1xbtbTOgZ4WYMYyRyuRwcVPQBV1Nbh9KvEtDtuWhcRH0facfrivINJ1XwvYT+D1SW0sL20mlGpi4IjlSTymDGQtgnLd/evVrnU7mHWI7GGwM8bW7zNMJlG1h0XaeefXpXF313qOp3AuL/4Tx3Uw6STz2zt+ZFAF/wADy2t3r/iO+0dAuiTSx+SyLtjkmCnzGQenTkdSK7isTw3f6he2siX3h59FWHasURmRww9tnAxW3QAV5j4sufCniDV57efwhqmvXFm3kzXVhAQEYfwGQMpJHpziu71zUL/TbET6dpMmqTFwpgjmWMgeuW4//XXC6Nqfi/Rbq+WHwLcvZXVw1yI2voQ8btywznkE89iPegDT8Dvpllcvp+l+CtV0SN1LvcXUGA2OgLlixPPFd1XN6Jr2u6jqHkaj4UuNMg2FvtEl3HIM9hheea6SgArhvGmhaW2oxa5qXiy90Qxp5URhuEi+oGRuOe49uldzXnWpSaJZ/Ey5n8V/Z1iktYhpkt6B5C4z5gBb5Q2cde1AEnhix0/UdQiudN+IWrap9ncO9s12jBh6Mu0HFeg15nrV14avPEmgr4Xaxm1pb1C0mnbTtg/5aeYycbcdjXplABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFV765azsLi5WPzGijZwm8LuIHTJ4GfWgDhvFEul2Xj+zu/EqR/2Y1iY7OW4XdDHPuy2c8BiuME+lcva6lpF98P9A0uwmgufEK3atZxwENLAfOJLHH3V25znqK7zWNY1eWxtYx4KfVIrmASTwtcxbYmP8BDcN9RxWZo95qOnXaLZfDBdOWVgsk0E9umFJ5J2jJx1xQB6BRRRQAVxfxGES2mkT6hE8uiw3yvqCBSw2YO0sB1UNgmu0rmrjX9WbSpbi28MyXji6e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+ }, + { + "kind": "paragraph", + "id": "doc:73bb90874e090090", + "text": "Tradeoff analysis for BMP alternatives based on the extrapolation of plot and field observations of environmental and production indicators to the entire farm area in tomato production for one year. Values for various management options are illustrated as a per hectare average annual rate with standard errors for marketable tomato yields (Yields), total suspended solids (TSS), nitrate , dissolved reactive phosphorus (DRP), dissolved organic carbon (DOC), soil nitrous oxide emissions given in carbon dioxide equivalents , and carbon dioxide emissions . Estimates were calculated for tomato production for a winter fallow only, winter cover crops only (Cover crops), winter cover crops and tailwater ponds (cover crop + tailwater pond), or winter cover crops, tailwater ponds and a tailwater return system (cover crops + tailwater pond + Return).
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|---|---|---|---|---|---|---|---|
| Fallow rotation | 109.9 ± 20.4 | 22.0 ± 7.6 | 19.2 ± 8.9 | 1.4 ± 0.6 | 46.9 ± 18.0 | 138.6 ± 45.7 | 76.0 ± 27.7 |
| Cover crop | 105.6 ± 22.2 | 8.1 ± 1.9 | 19.4 ± 4.4 | 76.0 ± 13.4 | 166.4 ± 57.8 | 38.2 ± 12.5 | |
| Cover crop + tailwater pond | 105.4 ± 22.1 | 22.2 ± 5.0 | 80.1 ± 14.2 | 166.5 ± 57.9 | 38.1 ± 12.5 | ||
| Cover crop + tailwater pond + return | 105.4 ± 22.1 | 0.0 ± 0.0 | 16.1 ± 3.8 | 0.6 ± 0.1 | 67.8 ± 11.6 | 166.5 ± 57.9 | 38.1 ± 12.5 |
field the second year) at 1.43% N, could have contributed >112 kg N ha<sup>-1</sup> (100 lb N ac<sup>-1</sup>) for N mineralization. This would also mean that () of plant material would have been decomposing, yet CO<sub>2</sub>-C emissions were substantially lower than the year with the healthy crop. An alternative explanation for the higher N<sub>2</sub>O-N emissions could be lower N uptake given the missing plants. Lower N uptake implies less C fixation, root growth, and in turn less root C turnover, respiration in the soil, and thus lower CO<sub>2</sub>-C emissions. It should be noted that the soil NO<sub>3</sub>-N pool at the end of both production seasons was similar, suggesting that tomatoes in the second year assimilated the available N, while much of it may have been lost to denitrification and leaching in the first year due at least in part to higher prevalence of disease.
", + "provenance": { + "marker_block_ids": [ + "/page/14/Text/3" + ], + "page_number": 14, + "bbox": { + "x0": 43.5, + "y0": 246.216796875, + "x1": 213.0, + "y1": 466.435546875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 43.5, + 246.216796875 + ], + [ + 213.0, + 246.216796875 + ], + [ + 213.0, + 466.435546875 + ], + [ + 43.5, + 466.435546875 + ] + ] + }, + "reading_order_index": 133, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:80df0a87d8512adc" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:3e66ca5b127b6971", + "text": "Management Tradeoffs. When nutrient losses from the plot and field were extrapolated to the entire production area of the farm, a broader set of tradeoffs associated with these BMPs emerged (table 7). These calculations showed that using winter cover crops across the farm, without the other BMPs, decreased the farm's TSS and DRP losses and its soil CO, emissions but substantially increased DOC losses and soil N2O emissions. Note that the increased N<sub>2</sub>O emissions (CO2 equivalents) are minor compared to the reduction in CO2 emissions. With an addition of a tailwater pond, the farm's estimated TSS losses would be further reduced, but NO, -N and DOC losses would likely increase. Although the tailwater pond at times had higher localized rates of soil N<sub>2</sub>O emissions, when these values are extrapolated to the full production area of the farm, the increase is minor (<1%) given the small area of the ponds (0.6 ha [1.5 ac]) compared to the rest of the acreage. The tailwater return
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", + "provenance": { + "marker_block_ids": [ + "/page/14/Text/5" + ], + "page_number": 14, + "bbox": { + "x0": 222.0, + "y0": 246.75, + "x1": 390.75, + "y1": 289.8017578125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 222.0, + 246.75 + ], + [ + 390.75, + 246.75 + ], + [ + 390.75, + 289.8017578125 + ], + [ + 222.0, + 289.8017578125 + ] + ] + }, + "reading_order_index": 135, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:80df0a87d8512adc" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:54ede930d64d9fee", + "text": "Thus winter cover crops alone may be an effective BMP for reducing some environmental impacts, but the farm benefits more from the addition of a tailwater pond with a tailwater return system. This exercise in scaling up from plot- to farm-level data suggests that further data collection (especially to capture extreme events), replication of these management options on multiple farms to allow for statistical analysis, and modeling over longer periods of time would help farmers make decisions about which BMPs to implement. Heavy rainfall and flooding is an example of an extreme event that influences the design of BMPs. During Rainfall Y1, runoff from rainfall exceeded the capacity of both tailwater ponds, causing overflow and discharging an unknown amount of sediment and other nutrients into the adjacent slough. Larger tailwater ponds would have greater capacity to detain discharge but would reduce the area available for crop production. To detain all the stormwater during the peak period of rainfall during this event could have required as much as a 15-fold increase in pond size. Using both cover crops and a tailwater pond as BMPs may be a useful combination for such a situation, as cover crops will likely stabilize the soil, minimizing sediment loss when the capacity of the tailwater pond is exceeded.
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", + "provenance": { + "marker_block_ids": [ + "/page/14/Text/7" + ], + "page_number": 14, + "bbox": { + "x0": 220.236328125, + "y0": 632.25, + "x1": 390.0, + "y1": 717.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 220.236328125, + 632.25 + ], + [ + 390.0, + 632.25 + ], + [ + 390.0, + 717.75 + ], + [ + 220.236328125, + 717.75 + ] + ] + }, + "reading_order_index": 137, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:80df0a87d8512adc" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:121f636d026d5ad2", + "text": "detention times of small-scale tailwater systems appear to concentrate certain pollutants. Cover crop operations add additional costs in terms of seed, labor, machinery, fuel, and/or electricity. This additional mechanization also contributes to increased greenhouse gas emissions. Furthermore, organic farmers using cover crops risk problems with nutrient availability should management operations be delayed (e.g., late spring rains). Alternative nutrient inputs for organic vegetable production systems may be effective but expensive (Smukler et al. 2008). Adoption of alternative irrigation systems, such as drip lines, could substantially increase water-use efficiency and reduce nutrient losses from surface runoff, leaching, and gaseous emissions (Sanchez-Martin et al. 2008; Vazquez et al. 2005), but purchasing, maintaining, and installing drip lines is expensive (Rominger personal communication 2008).
", + "provenance": { + "marker_block_ids": [ + "/page/14/Text/8" + ], + "page_number": 14, + "bbox": { + "x0": 399.75, + "y0": 242.3935546875, + "x1": 569.25, + "y1": 476.3759765625 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 399.75, + 242.3935546875 + ], + [ + 569.25, + 242.3935546875 + ], + [ + 569.25, + 476.3759765625 + ], + [ + 399.75, + 476.3759765625 + ] + ] + }, + "reading_order_index": 138, + "section_path": [ + "doc:0f61f92551d7e815", + "doc:80df0a87d8512adc" + ] + } + } + ] + }, + { + "kind": "section", + "id": "doc:3ba6e51fbd040407", + "heading_text": "This study showed that tailwater ponds with a return system are a key BMP for reducing environmental impacts in California organic vegetable production and that cover crops can provide additional or even complimentary benefits, if managed carefully. Scaling plot-level data to an entire farm can help illustrate the benefits or tradeoffs of various BMPs and enable farmers to make more informed management decisions. A more complete life cycle analysis of BMPs would further enable farmers to choose more environmentally appropriate methodologies. These BMPs require additional investment, labor, and inputs for which farmers are rarely compensated in California, and an accurate cost-benefit analysis is needed. It is clear, however, that these BMPs generate multiple environmental benefits across the organic
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", + "provenance": { + "marker_block_ids": [ + "/page/1/Text/3" + ], + "page_number": 1, + "bbox": { + "x0": 94.130859375, + "y0": 150.046875, + "x1": 106.5, + "y1": 627.0 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 94.130859375, + 150.046875 + ], + [ + 106.5, + 150.046875 + ], + [ + 106.5, + 627.0 + ], + [ + 94.130859375, + 627.0 + ] + ] + }, + "reading_order_index": 9, + "section_path": [ + "doc:6021c53ae9762240" + ] + } + } + ] + }, + { + "kind": "section", + "id": "doc:ca18f76f6e64dc9a", + "heading_text": "vitro dry matter disappearance (IVDMD), but the effects on canopy Phenotypic selection has been used to improve forage yield and in architecture and morphology are not understood. Our objectives were to determine if canopy architecture and morphology can explain genotype environment (G E) yield differences in switchgrass (Panicum virgatum L.) and to evaluate canopy architecture and morphology as selection criteria for increasing yield. This study was conducted in 1993 near Mead, NE, and near Ames, IA. The experimental design was a randomized complete block experiment with a split-plot arrangement of four replicates at each location. Whole plots were tiller population and subplots were sward maturity. Tiller populations were harvested on 9 June, 19 July, and 27 August at Ames and on 10 June, Tillers were separated into primary yield components and dried at 55°C to determine total forage yield and dry matter contribution of morphological components. Genotype × environment interactions occurred for total forage yield and tiller density. Previous phenotypic selection for increased forage yield and IVDMD apparently altered morphological changes within the canopy of selected switchgrass popumeasurements showed that leaf area index (LAI) has some potential as a selection criterion for increasing total forage yield. However, lations. The most apparent changes were development of additional collared leaves and internodes in some populations across locations. Although canopy architecture may not be a useful selection criterion because of variability associated with individual canopy traits, indirect selection for individual canopy traits may be most effective for modi-27 July, and 26 August at Mead and were classified morphologically. fying sward growth habits.
", + "provenance": { + "marker_block_ids": [ + "/page/1/Text/5" + ], + "page_number": 1, + "bbox": { + "x0": 132.0, + "y0": 402.0, + "x1": 398.63671875, + "y1": 648.140625 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 132.0, + 402.0 + ], + [ + 398.63671875, + 402.0 + ], + [ + 398.63671875, + 648.140625 + ], + [ + 132.0, + 648.140625 + ] + ] + }, + "reading_order_index": 11, + "section_path": [ + "doc:ca18f76f6e64dc9a" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:505de45ef6994e2c", + "text": "D.D. Redfearn, LSU Agric. Ctr., S.E. Res. Stn., P.O. Drawer 567, Franklinton, LA 70438; K.J. Moore, Dep. of Agronomy, Iowa State Univ., Ames, IA 50011; K.P. Vogel, USDA-ARS and Dep. of Agronomy, and S.S. Waller, Dep. of Agronomy, Univ. of Nebraska, Lincoln, NE 68583; and R.B. Mitchell, Dep. of Range, Wildlife, and Fisheries Management, Texas Tech Univ., Lubbock, TX 79409. The research reported in this article is a portion from the dissertation submitted by the senior author in partial fulfillment of the requirements for the Ph.D. degree from the Univ. of Nebraska. Research funded in part by the U.S. Dep. of Energy Biomass Fuels Program, Oak Ridge Natl. Lab. Contract no. DE-4105-900R21954. Joint contribution from the Nebraska Agric. Exp. Sh. and Iowa Agric. and Home Econ. Exp. Sh. Published as Journal Series no. 11442, Nebraska Agric. Exp. Sh. Received 6 Mar 1996. *Corresponding author (dredfearn@agetr.lsu.edu).
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", + "provenance": { + "marker_block_ids": [ + "/page/1/Text/8" + ], + "page_number": 1, + "bbox": { + "x0": 119.25, + "y0": 141.75, + "x1": 324.0, + "y1": 387.4921875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 119.25, + 141.75 + ], + [ + 324.0, + 141.75 + ], + [ + 324.0, + 387.4921875 + ], + [ + 119.25, + 387.4921875 + ] + ] + }, + "reading_order_index": 14, + "section_path": [ + "doc:ca18f76f6e64dc9a" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:e536f2b1eaf590c1", + "text": "mental status of tiller populations within the sward. Traits tion of the leaf tip), leaf blade length and width, and internode length. Changes in plant morphology that occur during primary growth can be important determinants Newell and Eberhart, 1961; Talbert et al., 1983). Tan of a seven-parent diallel cross in smooth bromegrass vested, is determined by size, architecture, and developof canopy architecture include plant and tiller densities, LAI, leaf mean tilt angle (MTA, or the angle of inclina-Because yield is controlled by many genes, heritability et al. (1977) concluded that leaf area per tiller and tiller density were two fundamental factors that affected yield (Bromus inermis Leyss.). Yield of perennial ryegrass Quantity of forage, either grazed or mechanically harof potential productivity in perennial forage grasses. of yield in switchgrass is low (Godshalk et al., 1986;
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", + "provenance": { + "marker_block_ids": [ + "/page/1/Text/10" + ], + "page_number": 1, + "bbox": { + "x0": 512.490234375, + "y0": 141.75, + "x1": 548.947265625, + "y1": 381.0 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 512.490234375, + 141.75 + ], + [ + 548.947265625, + 141.75 + ], + [ + 548.947265625, + 381.0 + ], + [ + 512.490234375, + 381.0 + ] + ] + }, + "reading_order_index": 16, + "section_path": [ + "doc:ca18f76f6e64dc9a" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:f4a350dc58e3a85b", + "text": "(Lolium perenne L.) was positively correlated with leaf length and LAI (Rhodes, 1969, 1975), and perennial ryegrass varieties with erect foliage were more productive than varieties with less erect canopies (Rhodes, 1968, 1971). Erect leaf angles may allow more light to illuminate a greater leaf area and thus possibly increase forage productivity. Maize (Zea mays L.) had greater yield from canopies with erect leaves than canopies without erect leaves (Pendleton et al., 1968). Light entering a canopy of erect leaves was spread over a larger photosynthetic area than in prostrate varieties, resulting in greater photosynthetic efficiency.
", + "provenance": { + "marker_block_ids": [ + "/page/2/Text/4" + ], + "page_number": 2, + "bbox": { + "x0": 56.77734375, + "y0": 165.0, + "x1": 294.0, + "y1": 291.97265625 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 56.77734375, + 165.0 + ], + [ + 294.0, + 165.0 + ], + [ + 294.0, + 291.97265625 + ], + [ + 56.77734375, + 291.97265625 + ] + ] + }, + "reading_order_index": 17, + "section_path": [ + "doc:ca18f76f6e64dc9a" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:9ff874643944750e", + "text": "An improved understanding of the associated effects of individual morphological components and morphological developmental of tiller populations within a sward on yield may improve forage management and use. For example, increased yields have resulted from selection of plants with larger tillers and leaf blades in reed canarygrass (Phalaris arundinacea L.) and tall fescue (Festuca arundinacea Schreb.) (Carlson et al., 1983; Nelson and Sleper, 1983). High yielding forage species are favored by accumulation of a large number of reproductive tillers. For North American tallgrass prairie species, including switchgrass, the relationship of yield to tiller number per unit area has not been determined.
", + "provenance": { + "marker_block_ids": [ + "/page/2/Text/5" + ], + "page_number": 2, + "bbox": { + "x0": 56.77734375, + "y0": 291.97265625, + "x1": 294.0, + "y1": 431.96484375 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 56.77734375, + 291.97265625 + ], + [ + 294.0, + 291.97265625 + ], + [ + 294.0, + 431.96484375 + ], + [ + 56.77734375, + 431.96484375 + ] + ] + }, + "reading_order_index": 18, + "section_path": [ + "doc:ca18f76f6e64dc9a" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:e7c08fa66a628c35", + "text": "Investigation of canopy architecture within a grass sward may help explain how plants utilize their aerial environment. In forage crops, aboveground vegetation × environment interactions are largely controlled by canopy architecture (Welles and Norman, 1991) as it relates to the distribution, areas and shapes of leaves, stems, and inflorescences. Leaf area index, leaf MTA, foliage density, and estimates of foliage arrangement often have been used to describe canopy structure. Brougham (1958) suggested that inter- and intraspecies variation in LAI would become evident as the growing season progressed.
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", + "provenance": { + "marker_block_ids": [ + "/page/2/Text/8" + ], + "page_number": 2, + "bbox": { + "x0": 57.375, + "y0": 645.8203125, + "x1": 293.25, + "y1": 698.25 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 57.375, + 645.8203125 + ], + [ + 293.25, + 645.8203125 + ], + [ + 293.25, + 698.25 + ], + [ + 57.375, + 698.25 + ] + ] + }, + "reading_order_index": 21, + "section_path": [ + "doc:ca18f76f6e64dc9a" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:de800c59759442d8", + "text": "established to evaluate genotype and interactions in switchgrass (Hopkins et al., 1995). This study was structured as an in-depth investigation of the genotype and study previously reported by Hopkins et al. (1995). More specifically, six subset populations were used to represent the extent of variation that existed for yield and also populations that showed significant responses. The plots were established in the spring of 1990 as a randomized complete block design with four replicates of 20 switchgrass populations at each location. Plot size at Ames was 3.7 by 0.9 m; plot size at Mead was 4.5 by 1.5 m. Each plot was subdivided into three subplots, to be harvested randomly for the three different sward maturities.
", + "provenance": { + "marker_block_ids": [ + "/page/2/Text/9" + ], + "page_number": 2, + "bbox": { + "x0": 312.57421875, + "y0": 163.1953125, + "x1": 550.5, + "y1": 288.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 312.57421875, + 163.1953125 + ], + [ + 550.5, + 163.1953125 + ], + [ + 550.5, + 288.75 + ], + [ + 312.57421875, + 288.75 + ] + ] + }, + "reading_order_index": 22, + "section_path": [ + "doc:ca18f76f6e64dc9a" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:cd9e42e821faec94", + "text": "This study used three commercially available switchgrass cultivars (Trailblazer, Pathfinder, and Cave-in-Rock) and three experimental populations selected either for high or low IVDMD or dry matter (DM) yield. These experimental populations had been developed by the USDA-ARS forage grass breeding project located at Lincoln, NE. Descriptions of genetic backgrounds of the switchgrass populations follow the nomenclature previously detailed by Vogel et al. (1991) and Hopkins et al. (1993). Trailblazer was developed by one cycle of selection for high IVDMD in the Ey × FF population that originated from selections made in Nebraska and Kansas; it is similar in maturity and adaptation to Pathfinder but with increased IVDMD (Vogel et al., 1991). Pathfinder is a synthetic cultivar developed from selections made in Nebraska and Kansas (Newell, 1968). Cave-in-Rock was developed from selections made in southern Illinois and developed by the Natural Resources Conservation Service Plant Material Center in Ellsberry, MO. The three experimental populations were Ey × FF Low IVDMD Cycle 1, Ey × FF High IVDMD Cycle 3, and Pathfinder High Yield-DMD Cycle 2. The Ey × FF Low IVDMD Cycle 1 population was selected from the same base population as Trailblazer and is identical to the population described by Vogel et al. (1991) for one cycle of decreased IVDMD. The Ey FF High IVDMD Cycle 3 population was selected from the same base population as Trailblazer using three cycles of recurrent restricted phenotypic selection for increased IVDMD (Hopkins et al., 1993). Pathfinder High Yield-DMD Cycle 2 was selected from Pathfinder using two cycles of recurrent restricted phenotypic selection for both increased yield and IVDMD.
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The experimental plots used in the study were switchgrass (Panicum virgatum L.) yield trials
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", + "provenance": { + "marker_block_ids": [ + "/page/3/Text/4" + ], + "page_number": 3, + "bbox": { + "x0": 312.57421875, + "y0": 95.25, + "x1": 550.5, + "y1": 135.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 312.57421875, + 95.25 + ], + [ + 550.5, + 95.25 + ], + [ + 550.5, + 135.75 + ], + [ + 312.57421875, + 135.75 + ] + ] + }, + "reading_order_index": 39, + "section_path": [ + "doc:883be36fde7379c9" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:a84e154462df8b33", + "text": "Prior to harvest at each sward maturity, LAI and leaf MTA were determined for each plot, using a LI-COR LAI-2000 leaf area analyzer (LI-COR, Lincoln, NE) for an indirect measure of canopy architecture as described by Welles and Norman
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", + "attached_object_id": null + }, + { + "kind": "paragraph", + "id": "doc:371f17ccf4f5f36f", + "text": "(1991). Five above-canopy and 20 below-canopy readings were taken. Leaf area index and leaf MTA measurements were taken prior to 1000 h (daylight time) to reduce the influence of sunlight reflections on canopy estimations.
", + "provenance": { + "marker_block_ids": [ + "/page/4/Text/4" + ], + "page_number": 4, + "bbox": { + "x0": 59.25, + "y0": 162.421875, + "x1": 294.0, + "y1": 202.5 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 59.25, + 162.421875 + ], + [ + 294.0, + 162.421875 + ], + [ + 294.0, + 202.5 + ], + [ + 59.25, + 202.5 + ] + ] + }, + "reading_order_index": 42, + "section_path": [ + "doc:883be36fde7379c9" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:efe6bce65fe7d259", + "text": "Plant materials were harvested by hand-clipping all tillers to ground level from a randomly placed 0.1-m<sup>2</sup> quadrat. Harvested tillers were classified morphologically using the growth staging system for perennial forage grasses described by Moore et al. (1991) to estimate sward maturity on a mean stage by count (MSC) basis.
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", + "trailing_notes": null, + "provenance": { + "marker_block_ids": [ + "/page/4/Caption/8", + "/page/4/TableGroup/157" + ], + "page_number": 4, + "bbox": { + "x0": 313.171875, + "y0": 163.1953125, + "x1": 549.75, + "y1": 189.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 313.171875, + 163.1953125 + ], + [ + 549.75, + 163.1953125 + ], + [ + 549.75, + 189.75 + ], + [ + 313.171875, + 189.75 + ] + ] + }, + "reading_order_index": 47, + "section_path": [ + "doc:883be36fde7379c9" + ] + } + }, + "raw_html": "| 1 | emperatu | re | |||
|---|---|---|---|---|---|
| Location | Month | Min | Max | Avg. | Precipitation |
| _ °c _ | mm | ||||
| Ames, IA | May | 3.8 | 28.5 | 13.9 | 122 |
| June | 5.5 | 31.8 | 19.8 | 188 | |
| July | 11.5 | 37.2 | 22.3 | 351 | |
| August | 12.8 | 33.3 | 17.5 | 267 | |
| Mead, NE | May | 2.7 | 33.6 | 15.8 | 69 |
| 0.00 to 10.00 0.00 0.00 0.00 0.00 0.00 0.00 0. | June | 6.9 | 35.6 | 22.2 | 193 |
| July | 13.8 | 35.0 | 22.3 | 173 | |
| August | 10.9 | 34.5 | 23.6 | 155 |
population by summing the dry weight of the individual morphological components.
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", + "provenance": { + "marker_block_ids": [ + "/page/4/Text/13" + ], + "page_number": 4, + "bbox": { + "x0": 323.9296875, + "y0": 549.0, + "x1": 549.0, + "y1": 558.03515625 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 323.9296875, + 549.0 + ], + [ + 549.0, + 549.0 + ], + [ + 549.0, + 558.03515625 + ], + [ + 323.9296875, + 558.03515625 + ] + ] + }, + "reading_order_index": 58, + "section_path": [ + "doc:ae03d0f3224ac7d4" + ] + } + }, + { + "kind": "table", + "id": "doc:a846a8fe1c8ff098", + "provenance": { + "marker_block_ids": [ + "/page/4/Table/15" + ], + "page_number": 4, + "bbox": { + "x0": 51.255, + "y0": 592.553671875, + "x1": 553.573125, + "y1": 700.633828125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 51.255, + 592.553671875 + ], + [ + 553.573125, + 592.553671875 + ], + [ + 553.573125, + 700.633828125 + ], + [ + 51.255, + 700.633828125 + ] + ] + }, + "reading_order_index": 59, + "section_path": [ + "doc:ae03d0f3224ac7d4" + ] + }, + "caption": { + "label": null, + "text": "Table 2. Total dry matter (DM) yield of sward and leaf blade, leaf sheath, and stem yield (DM basis) for six switchgrass populations at three sward maturities at Ames, IA, and Mead, NE, during 1993.
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|---|---|---|---|---|---|---|---|---|---|---|
| Population† | Maturity | Ames | Mead | Ames | Mead | Ames | Mead | Ames | Mead | |
| kg Dl | M m-2 — | |||||||||
| Trailblazer | Vegetative Elongating Reproductive | 0.19 0.90 1.16 | 0.30 1.26 1.09 | 0.13 0.38 0.34 | 0.18 0.41 0.30 | 0.06 0.25 0.22 | 0.11 0.29 0.23 | 0 0.27 0.60 | 0.01 0.56 0.56 | |
| Pathfinder | Vegetative Elongating Reproductive | 0.23 0.91 1.23 | 0.29 1.32 1.42 | 0.15 0.34 0.37 | 0.17 0.38 0.29 | 0.08 0.22 0.25 | 0.10 0.28 0.26 | 0 0.35 0.61 | 0.02 0.66 0.87 | |
| Cave-in-Rock | Vegetative | 0.22 | 0.57 | 0.12 | 0.33 | 0.07 | 0.23 | 0.03 | 0.01 | |
| LSD (0.05) | 0. | 19 | 0. | 17 | 0. | 10 | 0. | 38 | |
|---|---|---|---|---|---|---|---|---|---|
| Pathfinder HYDMDC2 |
| 0.18 | 0.19 | 0.12 | 0.11 | 0.05 | 0.06 | 0.01 | 0.02 |
| Elongating | 0.90 | 1.56 | 0.38 | 0.51 | 0.24 | 0.31 | 0.28 | 0.74 | |
| Reproductive\n | 1.28 | 2.41 | 0.39 | 0.55 | 0.22 | 0.39 | 0.67 | 1.47 | |
| Ey × FF HDMDC3 | Vegetative | 0.11 | 0.18 | 0.08 | 0.12 | 0.03 | 0.05 | 0 | 0.01 |
| Elongating | 0.72 | 1.32 | 0.32 | 0.54 | 0.19 | 0.44 | 0.21 | 0.74 | |
| Reproductive | 0.87 | 1.48 | 0.22 | 0.29 | 0.19 | 0.30 | 0.46 | 0.89 | |
| Ey × FF LDMDC1 | Vegetative | 0.24 | 0.33 | 0.16 | 0.19 | 0.08 | 0.11 | 0 | 0.01 |
| Elongating | 0.92 | 1.20 | 0.37 | 0.40 | 0.23 | 0.24 | 0.32 | 0.56 | |
| Reproductive | 1.22 | 1.33 | 0.39 | 0.24 | 0.24 | 0.24 | 0.59 | 0.85 | |
| Reproductive | 2.16 | 2.20 | 0.54 | 0.53 | 0.34 | 0.35 | 1.28 | 1.32 |
† LDMDC1, Low IVDMD Cycle 1; HDMDC3, High IVDMD Cycle 3; HYDMDC2, High Yield-DMD Cycle 2.
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|---|---|---|---|---|---|---|---|---|
| Ames | Mead | |||||||
| Equation | R2 | Equation | R2 | |||||
| Trailblazer | -1.0703 + 4540.5784(LB) + 0.0005(T) | 0.89 | 0.1540 + 2778.0070(LS) | 0.91 | ||||
| Pathfinder | 0.1825 - 5412.3692(LB) + 12339.9220(LS) | 0.94 | -0.6364 + 0.5846(MSW) | 0.94 | ||||
| Cave-in-Rock | -1.2158 + 0.9021(MSW) | 0.98 | 2.0644 + 5127.3793(LB) - 1.2265(MSW) | 0.97 | ||||
| Ey × FF LDMDC1 | -0.7291 + 0.6402(MSW) | 0.92 | -0.0462 + 3578.1487(LB) | 0.87 | ||||
| Ey × FF HDMDC3 | 0.0898 + 2771.1240(LS) | 0.93 | -0.3265 + 562.2722(LB) + 4113.6230(LS) + 0.0002(T) | 0.99 | ||||
| Pathfinder HYDMDC2 | -0.9913 + 0.8008(MSC) | 0.90 | -1.9940 + 0.0003(T) + 1.2330(MSC) | 0.99 | ||||
† LDMDC1, Low IVDMD Cycle 1; HDMDC3, High IVDMD Cycle 3; HYDMDC2, High Yield-DMD Cycle 2.
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140.25 + ], + [ + 462.0, + 148.88671875 + ], + [ + 144.0, + 148.88671875 + ] + ] + }, + "reading_order_index": 77, + "section_path": [] + }, + "raw_text": "" + }, + { + "kind": "section", + "id": "doc:34a4180e25720467", + "heading_text": "Significant location, population, and harvest effects and location population (L P) interactions occurred for yield (P < 0.05). Maximum yields occurred in reproductive swards, except for Trailblazer, which had a small but significant yield decrease for reproductive swards at Mead (Table 2). Yield in reproductive swards at Ames ranged from 0.87 kg m<sup>-2</sup> (for Ey FF High IVDMD Cycle 3) to 2.16 kg m<sup>-2</sup> (for Cave-in-Rock). A similar range was observed for yield in reproductive swards at Mead: 1.09 kg m<sup>-2</sup> for Trailblazer to 2.41 kg m<sup>-2</sup> for Pathfinder High Yield-DMD Cycle 2. The most notable difference was the significant shift in yield ranking within location for Cave-in-Rock and Pathfinder High Yield-DMD Cycle 2. These reversed rankings are consistent with the interactions previously reported by Hopkins et al. (1995) for these same two populations.
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", + "provenance": { + "marker_block_ids": [ + "/page/6/Text/12" + ], + "page_number": 6, + "bbox": { + "x0": 56.77734375, + "y0": 592.83984375, + "x1": 294.0, + "y1": 626.09765625 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 56.77734375, + 592.83984375 + ], + [ + 294.0, + 592.83984375 + ], + [ + 294.0, + 626.09765625 + ], + [ + 56.77734375, + 626.09765625 + ] + ] + }, + "reading_order_index": 81, + "section_path": [ + "doc:34a4180e25720467", + "doc:eb72d855bb721472" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:072b5d9604e29eba", + "text": "(Table 3). The primary yield components should theoretically account for all variation in the yield prediction equations. It was not surprising that MSC and MSW were significant factors for predicting yield in Cave-in-Rock, Ey × FF Low IVDMD Cycle 1, and Pathfinder High Yield-DMD Cycle 2, because DM accumulation should be directly related to plant growth and development. Leaf blade and/or leaf sheath dry weight (DW) per tiller were significant factors for predicting yield in Trailblazer, Pathfinder, and Ey × FF High IVDMD Cycle 3 (Table 2).
", + "provenance": { + "marker_block_ids": [ + "/page/6/Text/13" + ], + "page_number": 6, + "bbox": { + "x0": 313.5, + "y0": 299.70703125, + "x1": 549.0, + "y1": 421.5 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 313.5, + 299.70703125 + ], + [ + 549.0, + 299.70703125 + ], + [ + 549.0, + 421.5 + ], + [ + 313.5, + 421.5 + ] + ] + }, + "reading_order_index": 82, + "section_path": [ + "doc:34a4180e25720467", + "doc:eb72d855bb721472" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:44952b45ea1671f9", + "text": "Pathfinder and Pathfinder High Yield-DMD Cycle 2 had similar yields at Ames, but at Mead the yield of Pathfinder High Yield-DMD Cycle 2 was greater than that of Pathfinder. This was due mainly to differences in contribution of tiller size to total DM yield (Table 4). Selection of genotypes for high tiller dry weight increased DM yields of vegetative (Nelson et al., 1985) and reproductive (Sleper and Drolsom, 1974) swards of tall fescue and smooth bromegrass. However, as plant densities increase, tiller size usually decreases (Nelson and Moser, 1994). Trailblazer and Ey × FF Low IVDMD Cycle 1 had greater yield than Ey × FF High IVDMD Cycle 3 at Ames, due to major contributions of total leaf blade DW per tiller (Tables 2 and 4) and tiller numbers (Fig. 1). At Mead, conversely, Ey × FF Low IVDMD Cycle 1 and Ey FF High IVDMD Cycle 3 both had greater total yields than Trailblazer, because total stem dry weight made a major contribution (Table
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", + "trailing_notes": null, + "provenance": { + "marker_block_ids": [ + "/page/6/Caption/15", + "/page/6/TableGroup/161" + ], + "page_number": 6, + "bbox": { + "x0": 56.1796875, + "y0": 634.9921875, + "x1": 549.0, + "y1": 653.25 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 56.1796875, + 634.9921875 + ], + [ + 549.0, + 634.9921875 + ], + [ + 549.0, + 653.25 + ], + [ + 56.1796875, + 653.25 + ] + ] + }, + "reading_order_index": 85, + "section_path": [ + "doc:34a4180e25720467", + "doc:eb72d855bb721472" + ] + } + }, + "raw_html": "| Location Population† | Tiller weight | |||||
|---|---|---|---|---|---|---|
| Population† | Vegetative | Elongating | Reproductive | Seed ripening | ||
| 100 | g | tiller-1 | · | |||
| Ames, IA | Trailblazer | 0.06 | 0.43 | 1.52 | _ |
|---|---|---|---|---|---|
| COMMISSION BUSINESS | Pathfinder | 0.03 | 0.55 | 1.41 | 0.27 |
| Cave-in-Rock | 0.10 | 0.76 | 2.46 | 0.33 | |
| Ev × FF LDMDC1 | 0.07 | 0.53 | 1.38 | 0.19 | |
| Ey × FF HDMDC3 | 0.06 | 0.38 | 1.33 | 0.12 | |
| Pathfinder HYDMDC2 | 0.03 | 0.50 | 1.79 | 0.28 | |
| Mead, NE | Trailblazer | 0.10 | 0.56 | 1.58 | _ |
| Pathfinder | 0.05 | 0.48 | 0.60 | - | |
| Cave-in-Rock | 0.08 | 0.55 | 0.92 | 1.42 | |
| Ev × FF LDMDC1 | 0.08 | 0.38 | 0.47 | - | |
| Ey × FF HDMDC3 | 0.05 | 0.31 | 0.97 | - | |
| Pathfinder HYDMD | Pathfinder HYDMDC2 | 0.05 | 0.58 | 1.78 | 0.44 |
| LSD (0.05) | 0.06 | 0.20 | 0.65 | 1.06 |
† LDMDC1, Low IVDMD Cycle 1; HDMDC3, High IVDMD Cycle 3; HYDMDC2, High Yield-DMD Cycle 2.
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Additionally, leaf sheath dry weight contributed to the total yield of Ey × FF High IVDMD Cycle 3.
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If plant maturity within these switchgrass populations had been affected
", + "provenance": { + "marker_block_ids": [ + "/page/8/Text/9" + ], + "page_number": 8, + "bbox": { + "x0": 56.25, + "y0": 653.5546875, + "x1": 291.0, + "y1": 695.3203125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 56.25, + 653.5546875 + ], + [ + 291.0, + 653.5546875 + ], + [ + 291.0, + 695.3203125 + ], + [ + 56.25, + 695.3203125 + ] + ] + }, + "reading_order_index": 104, + "section_path": [ + "doc:c5e72a3ae830ddbe" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:7e971508e822f7d0", + "text": "(Kalu and Fick, 1981; Moore et al., 1991). Cave-in-Rock had a greater MSC and MSW than the other populations at both locations (Table 5).
", + "provenance": { + "marker_block_ids": [ + "/page/8/Text/10" + ], + "page_number": 8, + "bbox": { + "x0": 313.76953125, + "y0": 163.96875, + "x1": 549.0, + "y1": 195.0 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 313.76953125, + 163.96875 + ], + [ + 549.0, + 163.96875 + ], + [ + 549.0, + 195.0 + ], + [ + 313.76953125, + 195.0 + ] + ] + }, + "reading_order_index": 105, + "section_path": [ + "doc:c5e72a3ae830ddbe" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:3debe7911b5f4c12", + "text": "A strong association between growing degree days and morphological development was observed by Sanderson and Wolf (1995), who found vegetative growth to be temperature sensitive and reproductive growth to be photoperiod sensitive. Sims et al. (1971) found that the middle phytomers were responsible for approximately 75% of the total forage yield in switchgrass. They concluded that the contribution to total dry matter of the last phytomers was primarily by the addition of stem. Similarly, greater than 75% of the total forage yield had occurred by an elongating sward maturity growth stage with additional yield increases occurring only due to stem accumulation (Table 3).
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", + "provenance": { + "marker_block_ids": [ + "/page/8/Text/12" + ], + "page_number": 8, + "bbox": { + "x0": 313.5, + "y0": 334.5, + "x1": 549.0, + "y1": 537.0 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 313.5, + 334.5 + ], + [ + 549.0, + 334.5 + ], + [ + 549.0, + 537.0 + ], + [ + 313.5, + 537.0 + ] + ] + }, + "reading_order_index": 107, + "section_path": [ + "doc:c5e72a3ae830ddbe" + ] + } + } + ] + }, + { + "kind": "section", + "id": "doc:16e4cf2b3016e589", + "heading_text": "Plant density varied by location and population. Average plant density for all populations generally was greater at Ames (23.0 plants m<sup>-2</sup>) than at Mead (18.0 plants m<sup>-2</sup>). Averaged across locations, Cave-in-Rock had 22.5 plants m<sup>-2</sup>. Pathfinder had 22.0 plants m<sup>-2</sup>, compared with 20.5 plants m<sup>-2</sup> for Pathfinder High Yield-DMD Cycle 2. Trailblazer and Ey × FF Low IVDMD Cycle 1 had similar plant densities (21.0 and 20.0 plants m<sup>-2</sup>, respectively), compared with 16.5 plants m<sup>-2</sup> for Ey × FF High IVDMD Cycle 3. Reduced yields would be expected to occur as a result of low plant densities. The reasons for differences in plant density among
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", + "provenance": { + "marker_block_ids": [ + "/page/9/Text/3" + ], + "page_number": 9, + "bbox": { + "x0": 310.78125, + "y0": 155.07421875, + "x1": 547.5, + "y1": 209.25 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 310.78125, + 155.07421875 + ], + [ + 547.5, + 155.07421875 + ], + [ + 547.5, + 209.25 + ], + [ + 310.78125, + 209.25 + ] + ] + }, + "reading_order_index": 113, + "section_path": [ + "doc:16e4cf2b3016e589" + ] + } + }, + { + "kind": "table", + "id": "doc:919c68718dc5b361", + "provenance": { + "marker_block_ids": [ + "/page/10/Table/5" + ], + "page_number": 10, + "bbox": { + "x0": 52.47421875, + "y0": 182.88703125, + "x1": 552.35390625, + "y1": 383.26921875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 52.47421875, + 182.88703125 + ], + [ + 552.35390625, + 182.88703125 + ], + [ + 552.35390625, + 383.26921875 + ], + [ + 52.47421875, + 383.26921875 + ] + ] + }, + "reading_order_index": 114, + "section_path": [ + "doc:16e4cf2b3016e589" + ] + }, + "caption": { + "label": null, + "text": "Table 5. Sward maturity estimated as mean stage by count (MSC) and mean stage by weight (MSW) for six switchgrass populations grown at Ames, IA, and Mead, NE, and harvested at three sward maturities during 1993.
", + "trailing_notes": null, + "provenance": { + "marker_block_ids": [ + "/page/10/Caption/4", + "/page/10/TableGroup/84" + ], + "page_number": 10, + "bbox": { + "x0": 57.0, + "y0": 163.5, + "x1": 548.25, + "y1": 180.984375 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 57.0, + 163.5 + ], + [ + 548.25, + 163.5 + ], + [ + 548.25, + 180.984375 + ], + [ + 57.0, + 180.984375 + ] + ] + }, + "reading_order_index": 115, + "section_path": [ + "doc:16e4cf2b3016e589" + ] + } + }, + "raw_html": "| Population† | M. | SC | MSW | |||
|---|---|---|---|---|---|---|
| Maturity | Ames | Mead | Ames | Mead | ||
| Trailblazer | Vegetative | 1.52 (0.19)‡ | 1.45 (0.25) | 1.59 | 1.57 | |
| Elongating | 2.30 (0.27) | 2.72 (0.40) | 2.49 | 2.94 | ||
| Reproductive | 2.97 (0.47) | 3.14 (0.50) | 3.31 | 3.48 | ||
| Pathfinder | Vegetative | 1.51 (0.22) | 1.45 (0.30) | 1.59 | 1.61 | |
| Elongating | 2.35 (0.24) | 2.71 (0.43) | 2.50 | 2.94 | ||
| Reproductive | 2.92 (0.38) | 3.25 (0.55) | 3.21 | 3.56 | ||
| Cave-in-Rock | Vegetative | 1.45 (0.20) | 1.88 (0.35) | 1.53 | 2.09 | |
| Elongating | 2.58 (0.37) | 2.87 (0.39) | 2.80 | 3.03 | ||
| Reproductive | 3.41 (0.55) | 3.48 (0.58) | 3.70 | 3.77 | ||
| Ey × FF LDMDC1 | Vegetative | 1.51 (0.18) | 1.49 (0.26) | 1.56 | 1.62 | |
| Elongating | 2.28 (0.23) | 2.62 (0.44) | 2.42 | 2.93 | ||
| Reproductive | 2.78 (0.47) | 3.23 (0.54) | 3.13 | 3.59 | ||
| Ey × FF HDMDC3 | Vegetative | 1.49 (0.19) | 1.41 (0.18) | 1.55 | 1.48 | |
| Elongating | 2.32 (0.26) | 2.67 (0.47) | 2.45 | 2.89 | ||
| Reproductive | 3.12 (0.53) | 3.34 (0.50) | 3.46 | 3.57 | ||
| Pathfinder HYDMDC2 | Vegetative | 1.51 (0.19) | 1.43 (0.21) | 1.57 | 1.53 | |
| Elongating | 2.29 (0.20) | 2.67 (0.39) | 2.43 | 2.91 | ||
| Reproductive | 2.86 (0.39) | 3.18 (0.63) | 3.27 | 3.58 | ||
| LSD (0.05) | 0. | 17 | 0. | 17 | ||
† LDMDC1, Low IVDMD Cycle 1; HDMDC3, High IVDMD Cycle 3; HYDMDC2, High Yield-DMD Cycle 2.
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Thus, the genetic representation within each population would be expected to produce a variation in morphological charac-
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", + "provenance": { + "marker_block_ids": [ + "/page/10/Text/11" + ], + "page_number": 10, + "bbox": { + "x0": 313.171875, + "y0": 412.5, + "x1": 549.0, + "y1": 477.984375 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 313.171875, + 412.5 + ], + [ + 549.0, + 412.5 + ], + [ + 549.0, + 477.984375 + ], + [ + 313.171875, + 477.984375 + ] + ] + }, + "reading_order_index": 130, + "section_path": [ + "doc:6037d1e90dd832b1" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:43dde8ed8ea51c50", + "text": "Generally, leaf blades of vegetative and elongating tillers were narrower than leaf blades of reproductive tillers (Table 6). Once the leaf collar has emerged, leaf growth has been completed; however, leaves emerging early in the growing season usually were narrower than those emerging later in the growing season (Nelson and Larson, 1984). More energy may have been required in rapidly growing vegetative and elongating tillers to
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", + "trailing_notes": null, + "provenance": { + "marker_block_ids": [ + "/page/10/Caption/13", + "/page/10/TableGroup/85" + ], + "page_number": 10, + "bbox": { + "x0": 56.1796875, + "y0": 576.984375, + "x1": 546.75, + "y1": 594.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 56.1796875, + 576.984375 + ], + [ + 546.75, + 576.984375 + ], + [ + 546.75, + 594.75 + ], + [ + 56.1796875, + 594.75 + ] + ] + }, + "reading_order_index": 133, + "section_path": [ + "doc:6037d1e90dd832b1" + ] + } + }, + "raw_html": "| Population† | Leaf blade width | Leaf blade length | Stem internode length | ||||
|---|---|---|---|---|---|---|---|
| Maturity | Ames | Mead | Ames | Mead | Ames | Mead | |
| m | ım ——— | c | m | ||||
| Trailblazer | Vegetative Elongating Reproductive | 5.0 4.9 6.4 | 6.3 6.2 7.2 | 22.3 44.3 44.2 | 25.1 43.4 45.6 | 0 14.7 18.9 | 0 9.8 15.6 |
| Pathfinder | Vegetative Elongating Reproductive | 5.2 4.6 6.2 | 5.8 4.6 6.8 | 23.2 41.2 41.1 | 23.7 27.4 45.3 | 0 17.4 19.5 | 9.2 19.2 |
| Cave-in-Rock | Vegetative | 6.8 | 7.4 | 22.4 | 19.0 | 0 | 0 |
‡ Values in parentheses are the standard deviation.
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|---|---|---|---|---|---|---|---|
| Path finder HVDMDC2 | Reproductive | 7.3 | 7.0 | 43.8 | 40.2 | 17.7 | 16.9 |
| Pathfinder HYDMDC2 | Vegetative Elongating Reproductive | 5.1 4.7 5.8 | 6.4 5.0 7.0 | 23.2 42.8 38.4 | 21.0 42.1 43.4 | 15.8 | 11.4 |
| LSD (0.05) | Reproductive | 5.8 | 7.0 40 | 38.4 | 43.4 7.5 | 19.1 | 16.3 3.1 |
† LDMDC1, Low IVDMD Cycle 1; HDMDC3, High IVDMD Cycle 3; HYDMDC2, High Yield-DMD Cycle 2.
", + "attached_object_id": null + }, + { + "kind": "table", + "id": "doc:f148869703fe84bd", + "provenance": { + "marker_block_ids": [ + "/page/12/Table/5" + ], + "page_number": 12, + "bbox": { + "x0": 56.837109375, + "y0": 207.644765625, + "x1": 294.584765625, + "y1": 367.792734375 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 56.837109375, + 207.644765625 + ], + [ + 294.584765625, + 207.644765625 + ], + [ + 294.584765625, + 367.792734375 + ], + [ + 56.837109375, + 367.792734375 + ] + ] + }, + "reading_order_index": 138, + "section_path": [ + "doc:6037d1e90dd832b1" + ] + }, + "caption": { + "label": null, + "text": "Table 7. Leaf area index (LAI) and leaf mean tilt angle (MTA) of six switchgrass populations grown at Ames, IA, and Mead, NE, harvested at three sward maturities during 1993 and the LAI and MTA of the six populations averaged across locations and maturities.
", + "trailing_notes": null, + "provenance": { + "marker_block_ids": [ + "/page/12/Caption/4", + "/page/12/TableGroup/157" + ], + "page_number": 12, + "bbox": { + "x0": 59.765625, + "y0": 164.25, + "x1": 294.046875, + "y1": 208.0546875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 59.765625, + 164.25 + ], + [ + 294.046875, + 164.25 + ], + [ + 294.046875, + 208.0546875 + ], + [ + 59.765625, + 208.0546875 + ] + ] + }, + "reading_order_index": 139, + "section_path": [ + "doc:6037d1e90dd832b1" + ] + } + }, + "raw_html": "| Factor | Maturity | LAI | MTA |
|---|---|---|---|
| Location, across populations | 9000 00 | ||
| Ames, IA | Vegetative | 2.8 | 57.6 |
| Elongating | 5.5 | 46.2 | |
| Reproductive | 4.9 | 46.0 | |
| Mead, NE | Vegetative | 3.4 | 54.9 |
| Elongating | 5.5 | 44.2 | |
| Reproductive | 4.5 | 48.9 | |
| LSD (0.05) | 0.3 | 2.0 | |
| Population, across locations a | nd maturities‡ | ||
| Trailblazer | 84 (S.G. 6010) 4010 (S.G. 7-122), •1 | 4.0 | 49.9 |
| Pathfinder | 4.7 | 50.6 | |
| Cave-in-Rock | 4.7 | 46.5 | |
| Ey × FF LDMDC1 | 4.2 | 50.2 | |
| Ey × FF HDMDC3 | 4.1 | 51.2 | |
| Pathfinder HYDMDC2 | 4.8 | 49.5 | |
| LSD (0.05) | 0.3 | 2.0 |
Mean tilt angle (i.e., the inclination angle of the leaf tip) of an erect canopy is 90°.
", + "attached_object_id": null + }, + { + "kind": "paragraph", + "id": "doc:38ea2b171aa2c34e", + "text": "support cellular division in meristematic regions rather than leaf expansion (Brown, 1984).
", + "provenance": { + "marker_block_ids": [ + "/page/12/Text/8" + ], + "page_number": 12, + "bbox": { + "x0": 57.375, + "y0": 417.0, + "x1": 293.25, + "y1": 436.60546875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 57.375, + 417.0 + ], + [ + 293.25, + 417.0 + ], + [ + 293.25, + 436.60546875 + ], + [ + 57.375, + 436.60546875 + ] + ] + }, + "reading_order_index": 141, + "section_path": [ + "doc:6037d1e90dd832b1" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:c1cc7e815f246167", + "text": "Differences in leaf blade length of the populations were not associated with increased yield or IVDMD. Shorter leaf blade lengths of reproductive tillers may have been exaggerated, due to leaf tip necrosis in combination with the leaf rust infection. As internode elongation progressed, canopy height was increased. This occurred simultaneously with increases in leaf blade length. Both Trailblazer and Ey × FF High IVDMD Cycle 3 had shorter internode lengths than Ey × FF Low IVDMD Cycle 1 at Mead, although internode length did not differ at Ames.
", + "provenance": { + "marker_block_ids": [ + "/page/12/Text/9" + ], + "page_number": 12, + "bbox": { + "x0": 57.375, + "y0": 436.9921875, + "x1": 293.25, + "y1": 553.0078125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 57.375, + 436.9921875 + ], + [ + 293.25, + 436.9921875 + ], + [ + 293.25, + 553.0078125 + ], + [ + 57.375, + 553.0078125 + ] + ] + }, + "reading_order_index": 142, + "section_path": [ + "doc:6037d1e90dd832b1" + ] + } + }, + { + "kind": "section", + "id": "doc:dcc9d741c76519da", + "heading_text": "Averaged across populations, location and sward maturity differences were observed for LAI and leaf MTA (Table 7). Leaf area index and leaf MTA were predicted with a multiple regression using leaf blade length and width, internode length, leaf blade, leaf sheath, and stem DW per tiller, and MSC and MSW.
", + "provenance": { + "marker_block_ids": [ + "/page/12/Text/11" + ], + "page_number": 12, + "bbox": { + "x0": 57.375, + "y0": 581.23828125, + "x1": 293.25, + "y1": 643.88671875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 57.375, + 581.23828125 + ], + [ + 293.25, + 581.23828125 + ], + [ + 293.25, + 643.88671875 + ], + [ + 57.375, + 643.88671875 + ] + ] + }, + "reading_order_index": 144, + "section_path": [ + "doc:6037d1e90dd832b1", + "doc:dcc9d741c76519da" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:a956c6a77bff2f1b", + "text": "Leaf area index increased with increasing leaf blade length and leaf blade DW per tiller. Conversely, LAI decreased as leaf blade width increased. Although leaf blade length and width were significant factors in the regression, leaf blade DW per tiller was by far the
", + "provenance": { + "marker_block_ids": [ + "/page/12/Text/12" + ], + "page_number": 12, + "bbox": { + "x0": 57.375, + "y0": 645.0, + "x1": 293.25, + "y1": 697.5 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 57.375, + 645.0 + ], + [ + 293.25, + 645.0 + ], + [ + 293.25, + 697.5 + ], + [ + 57.375, + 697.5 + ] + ] + }, + "reading_order_index": 145, + "section_path": [ + "doc:6037d1e90dd832b1", + "doc:dcc9d741c76519da" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:e4c8a838d05f17bd", + "text": "canopy measurements, LAI had the strongest association with yield (r = 0.67). Leaf blade width was not well correlated with yield or canopy architecture. Although leaf blade length was not correlated highly with yield, it was well correlated with LAI and leaf MTA, which were in turn well correlated with yield. For the switchgrass populations in this study, increased LAI compensated for less erect canopies. The decreased leaf area in old canopies probably resulted from senescence of leaves located toward the bottom of the canopy.
", + "provenance": { + "marker_block_ids": [ + "/page/12/Text/13" + ], + "page_number": 12, + "bbox": { + "x0": 315.0, + "y0": 165.515625, + "x1": 551.25, + "y1": 270.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 315.0, + 165.515625 + ], + [ + 551.25, + 165.515625 + ], + [ + 551.25, + 270.75 + ], + [ + 315.0, + 270.75 + ] + ] + }, + "reading_order_index": 146, + "section_path": [ + "doc:6037d1e90dd832b1", + "doc:dcc9d741c76519da" + ] + } + }, + { + "kind": "section", + "id": "doc:3717674567c37225", + "heading_text": "Yield was affected primarily by tiller growth and development and the associated morphological modifications occurring in the leaf blades, leaf sheaths, and stems in these divergent switchgrass populations. These same traits of canopy architecture explained observed interactions for yield. Low correlations of yield were associated with all individual canopy traits except possibly LAI (which showed some promise for use as a phenotypic selection criterion). Thus, manipulation of canopy architecture may not be useful in a switchgrass breeding program.
", + "provenance": { + "marker_block_ids": [ + "/page/12/Text/15" + ], + "page_number": 12, + "bbox": { + "x0": 313.76953125, + "y0": 302.02734375, + "x1": 550.5, + "y1": 418.81640625 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 313.76953125, + 302.02734375 + ], + [ + 550.5, + 302.02734375 + ], + [ + 550.5, + 418.81640625 + ], + [ + 313.76953125, + 418.81640625 + ] + ] + }, + "reading_order_index": 148, + "section_path": [ + "doc:6037d1e90dd832b1", + "doc:dcc9d741c76519da", + "doc:3717674567c37225" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:541a71ea5b53af5a", + "text": "Although direct cause and effect relationships have not been determined, several anomalies in switchgrass developmental morphology were observed. The number of collared leaves prior to elongation and the number of internodes was not identical for all populations within a location, and it also varied for some of the populations across locations. Internode length varied considerably among the populations. Most noteworthy was the difference of internode length among the Ey × FF population through several cycles of recurrent restricted phenotypic selection for improved IVDMD.
", + "provenance": { + "marker_block_ids": [ + "/page/12/Text/16" + ], + "page_number": 12, + "bbox": { + "x0": 315.0, + "y0": 418.81640625, + "x1": 550.5, + "y1": 534.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 315.0, + 418.81640625 + ], + [ + 550.5, + 418.81640625 + ], + [ + 550.5, + 534.75 + ], + [ + 315.0, + 534.75 + ] + ] + }, + "reading_order_index": 149, + "section_path": [ + "doc:6037d1e90dd832b1", + "doc:dcc9d741c76519da", + "doc:3717674567c37225" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:ece26e27204b1731", + "text": "Selection for increased yield and IVDMD caused significant changes in canopy architecture, but the relationship between individual canopy traits and forage yield was variable. For switchgrass strains used as hay or biomass crops, canopies should contain tillers with higher DW. This may result in fewer tillers per unit area, but possibly greater forage yields. If the switchgrass canopy is to be managed for grazing, leaf yield would be more important than total forage yield. If individual canopy traits can be identified as consistent indicators of forage palatability to grazing animals, nutrient density, or nutrient yield, then selection for individual canopy traits may be effective for modifying sward growth habits.
", + "provenance": { + "marker_block_ids": [ + "/page/12/Text/17" + ], + "page_number": 12, + "bbox": { + "x0": 313.171875, + "y0": 535.21875, + "x1": 549.75, + "y1": 673.5 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 313.171875, + 535.21875 + ], + [ + 549.75, + 535.21875 + ], + [ + 549.75, + 673.5 + ], + [ + 313.171875, + 673.5 + ] + ] + }, + "reading_order_index": 150, + "section_path": [ + "doc:6037d1e90dd832b1", + "doc:dcc9d741c76519da", + "doc:3717674567c37225" + ] + } + } + ] + }, + { + "kind": "section", + "id": "doc:6eb6a2aa693c6da6", + "heading_text": "‡ LDMĎC1, Low IVDMD Cycle 1; HDMDC3, High IVDMD Cycle 3; HYDMDC2, High Yield-DMD Cycle 2.
", + "attached_object_id": "doc:f148869703fe84bd" + }, + { + "kind": "paragraph", + "id": "doc:678be923d87543be", + "text": "", + "provenance": { + "marker_block_ids": [ + "/page/13/Text/0" + ], + "page_number": 13, + "bbox": { + "x0": 22.5, + "y0": 14.25, + "x1": 367.5, + "y1": 24.36328125 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 22.5, + 14.25 + ], + [ + 367.5, + 14.25 + ], + [ + 367.5, + 24.36328125 + ], + [ + 22.5, + 24.36328125 + ] + ] + }, + "reading_order_index": 153, + "section_path": [ + "doc:6037d1e90dd832b1", + "doc:dcc9d741c76519da", + "doc:6eb6a2aa693c6da6" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:eede156f14382ae4", + "text": "most important in affecting LAI and leaf MTA. The relationship between leaf blade length and width was low (r=0.22) and nonsignificant. Thus, within these switchgrass populations, it should be possible to select for longer leaf blade length without affecting leaf blade width.
", + "provenance": { + "marker_block_ids": [ + "/page/13/Text/1" + ], + "page_number": 13, + "bbox": { + "x0": 57.0, + "y0": 93.97265625, + "x1": 293.25, + "y1": 156.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 57.0, + 93.97265625 + ], + [ + 293.25, + 93.97265625 + ], + [ + 293.25, + 156.75 + ], + [ + 57.0, + 156.75 + ] + ] + }, + "reading_order_index": 154, + "section_path": [ + "doc:6037d1e90dd832b1", + "doc:dcc9d741c76519da", + "doc:6eb6a2aa693c6da6" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:d7c312fd07f86261", + "text": "Averaged across locations and sward maturities, leaf MTA decreased as leaf blade length increased and leaf blade DW per tiller increased. This suggests that leaf MTA decreased as a result of the simultaneous increase in leaf weight due to increased length. Of the individual
", + "provenance": { + "marker_block_ids": [ + "/page/13/Text/2" + ], + "page_number": 13, + "bbox": { + "x0": 56.25, + "y0": 158.25, + "x1": 293.25, + "y1": 210.76171875 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 56.25, + 158.25 + ], + [ + 293.25, + 158.25 + ], + [ + 293.25, + 210.76171875 + ], + [ + 56.25, + 210.76171875 + ] + ] + }, + "reading_order_index": 155, + "section_path": [ + "doc:6037d1e90dd832b1", + "doc:dcc9d741c76519da", + "doc:6eb6a2aa693c6da6" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:b3cdb3cb390d5aa7", + "text": "Anderson, B., and A.G. Matches. 1983. Forage yield, quality, and persistence of switchgrass and caucasian bluestem. Agron. J. 75: 119-124.
", + "provenance": { + "marker_block_ids": [ + "/page/13/Text/3" + ], + "page_number": 13, + "bbox": { + "x0": 313.5, + "y0": 97.5, + "x1": 549.24609375, + "y1": 123.75 + }, + "contributing_bboxes": null, + "polygon": { + "points": [ + [ + 313.5, + 97.5 + ], + [ + 549.24609375, + 97.5 + ], + [ + 549.24609375, + 123.36328125 + ], + [ + 313.5, + 123.75 + ] + ] + }, + "reading_order_index": 156, + "section_path": [ + "doc:6037d1e90dd832b1", + "doc:dcc9d741c76519da", + "doc:6eb6a2aa693c6da6" + ] + } + }, + { + "kind": "paragraph", + "id": "doc:ec680e5d10c9e414", + "text": "Brougham, R.W. 1958. Interception of light by the foliage of pure and mixed stands of pasture plants. Aust. J. Agric. Res. 9:39-52.
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It defines every +object in the canonical Document layer — its purpose, fields, types, relationships, +identifier rule, provenance rule, validation rules, and serialization requirements — +so that implementing the Pydantic v2 Document Object later requires translation, not +design. No parsing, normalization, or business logic is described here; only the shape +of the data those future components will populate. + +--- + +## 0. Relationship to the Raw Marker Model + +The Raw Marker Model is a lossless, uninterpreted mirror of Marker's JSON output: a +single `MarkerBlock` envelope type, `extra="allow"`, no discriminated union, no +semantic interpretation. The Document Object described here is the next layer down +the pipeline: it is produced *from* the Raw Marker Model by the Normalizer (not yet +implemented) and is the first place where **structural** interpretation occurs — +deciding what counts as a Table, a Section, a Footnote's likely attachment — while +still containing zero scientific meaning. + +Every Document-layer object therefore exists in addition to, not instead of, the Raw +Marker Model. The Raw Marker Model remains the permanent ground truth on disk; +the Document Object is a derived, queryable, typed structural view over it. This +specification assumes the Raw Marker Model is available as an immutable input and +focuses entirely on what the Normalizer must produce from it. + +--- + +## 1. Architectural Invariants + +These rules are not per-object — they govern the entire Document layer and every +object defined below conforms to them without restating them per-section. + +**1.1 Immutability.** Every Document-layer model is frozen after construction +(Pydantic v2 `model_config = ConfigDict(frozen=True)`). No object is mutated after +the Normalizer finishes building it. Corrections, re-interpretation, or review +happen in later layers (IR, Scientist Review) and never write back into the +Document Object. + +**1.2 Structural-only content.** No Document-layer object may contain a field whose +purpose is to record scientific meaning. Concretely: no `treatment`, `species`, +`observation`, `management_event`, `variable`, or `trait` field exists anywhere in +this schema, even as an optional placeholder. If a future need arises to record such +a concept, it belongs in the IR, which is built on top of — never inside — the +Document Object. + +**1.3 Deterministic identifiers.** No identifier in this schema is a UUID4 or any +other non-deterministic value. Every identifier is a pure function of stable inputs, +so that re-running the same PDF through the same Marker version and the same +Normalizer version always yields byte-identical identifiers. The exact construction +rule is given in Section 2. + +**1.4 Maximum available provenance.** Every object that originates from one or more +Marker blocks retains a `StructuralProvenance` value (Section 3.3) referencing the +originating Marker block id(s), page number, bounding box, polygon, and reading-order +position. An object is never permitted to "lose" its Marker origin even when the +Normalizer reshapes or merges multiple Marker blocks into one Document object (e.g. +turning a `SectionHeader` + `Text` pair into one normalized `Caption`). + +**1.5 Deterministic, lossless serialization.** Every model in this schema must +support `model_dump()` / `model_dump_json()` and round-trip back through +`model_validate()` without information loss, exactly as already verified for the +Raw Marker Model. Field ordering in dumped JSON is determined by declaration order +in the Pydantic model (not insertion order at runtime) to keep serialized output +byte-stable across runs. + +**1.6 Independence from downstream layers.** Nothing in this schema imports from, +references, or anticipates retrieval, LLM extraction, validation, the IR, or BETYdb +export. The Document Object's public surface is consumed by those layers, but this +schema has zero knowledge of them. + +--- + +## 2. Identifier Strategy + +**Rule.** Every Document-layer object's `id` is computed as: + +``` +id = "doc:" + sha256( document_id + "|" + canonical_path )[:16] +``` + +where `document_id` is the parent Document's own id (Section 4), and +`canonical_path` is a deterministic structural path string specific to each object +type, defined per-object below (generally derived from the originating Marker +block's own path-like id, e.g. `/page/7/Table/2`, when one exists 1:1; or, for objects +synthesized from multiple Marker blocks or with no direct Marker counterpart — such +as a parsed `TableRow` — a path built from the parent object's id plus an ordinal +position among deterministically-ordered siblings, e.g. `.../Table/2/row/3`). + +**Why a hash rather than reusing Marker's path id directly.** Marker's own ids +(`/page/7/Table/2`) are positional/index-based — `Table/2` means "third +Table-typed block encountered in that page's traversal." If a future Marker version +changes internal traversal order, encounters a new block type, or reorders block +discovery, these indices could silently shift between runs on an unchanged PDF, +producing different "stable" ids for the same content. Hashing a path that is +itself still derived from Marker's structure, combined with the document id, +preserves determinism for a fixed Marker/adapter version while making the contract +explicit: **stability is guaranteed within one Marker version, not promised across +Marker upgrades.** The original Marker path is never discarded — it is preserved +verbatim inside every object's `StructuralProvenance.marker_block_id` — so a Marker +version bump that changes traversal order is detectable (ids change) and +diagnosable (provenance still shows the old vs. new Marker ids). + +**document_id construction.** `document_id = "betydoc:" + sha256(source_pdf_identifier)[:16]`, +where `source_pdf_identifier` is a stable external identifier for the source PDF +(DOI if known, else a content hash of the source PDF bytes). This deliberately +excludes Marker version and timestamp from the identity computation: the same PDF +must always resolve to the same `document_id` so that re-processing (e.g. after a +Normalizer bug fix) updates the same logical Document Object rather than minting an +unrelated one. Marker version and processing time are recorded as **metadata about +the materialization**, not folded into identity — see `ProcessingMetadata` (Section +6). + +**Properties guaranteed by this scheme:** +- Same PDF + same Marker version + same Normalizer version ⇒ identical ids + throughout the tree. +- Ids are opaque strings, safe to use as dictionary keys, filenames, or database + foreign keys. +- Every id is traceable backward to a concrete Marker block via + `StructuralProvenance`, satisfying invariant 1.4. + +--- + +## 3. Foundational Supporting Types + +These are not top-level entities; they are embedded value objects used throughout +the schema. + +### 3.1 BoundingBox + +| Field | Type | Required | Origin | Notes | +|---|---|---|---|---| +| `x0` | float | yes | Marker-observed | Left edge | +| `y0` | float | yes | Marker-observed | Top edge | +| `x1` | float | yes | Marker-observed | Right edge | +| `y1` | float | yes | Marker-observed | Bottom edge | + +Directly carried over from Marker's `bbox` (already typed as `MarkerBBox` in the Raw +Marker Model). Retained at the Document layer because footnote-to-table attachment, +evidence highlighting in the Scientist Review UI, and any future geometric +reconstruction (e.g. merged-cell heuristics) all require it. **Invariant:** `x1 >= +x0` and `y1 >= y0`; the Normalizer is responsible for not constructing a violating +instance, but the model also validates this on construction since the cost of +allowing silently-inverted boxes downstream is high (evidence UI would render +boxes wrong with no error signal). + +### 3.2 Polygon + +| Field | Type | Required | Origin | Notes | +|---|---|---|---|---| +| `points` | list of 4 `(float, float)` pairs | yes | Marker-observed | Carried over from Marker's `polygon` | + +Retained even though `BoundingBox` is derivable from it, because Marker provides +both independently and the polygon can in principle capture skew that an +axis-aligned bbox cannot. This is a direct empirical carry-over (already present and +typed in the Raw Marker Model) rather than a new design — Document-layer objects +simply forward it unchanged. No Document-layer object computes one from the other; +both come from Marker as-is. + +### 3.3 StructuralProvenance + +This is the single most important supporting type in the schema — it is what +satisfies invariant 1.4 for every object below. + +| Field | Type | Required | Origin | Notes | +|---|---|---|---|---| +| `marker_block_ids` | list of str | yes (min length 1) | Marker-observed | The originating Marker block id(s), e.g. `["/page/7/Table/2"]`. A list, not a single value, because some Document objects (e.g. a normalized `Caption` under Pattern B) are synthesized from more than one Marker block. | +| `page_number` | int | yes | Marker-observed | The PDF page this object originates from. For objects spanning conceptually across the synthesis of multiple Marker blocks, this is the page of the primary/first contributing block. | +| `bbox` | `BoundingBox` | no | Marker-observed | Present for any object with a single, well-defined originating region. Absent for objects synthesized from multiple non-adjacent blocks where a single bbox would be misleading (e.g. a Pattern-B caption combining a `SectionHeader` far above a trailing `Text` note) — in that case `contributing_bboxes` is populated instead. | +| `contributing_bboxes` | list of `BoundingBox` | no | Marker-observed | Used instead of (or in addition to) `bbox` when more than one Marker block contributes geometry, preserving each one rather than collapsing them into a single misleading box. | +| `polygon` | `Polygon` | no | Marker-observed | Mirrors `bbox`'s optionality logic. | +| `reading_order_index` | int | yes | Architectural requirement | The object's position in the document's global linear reading order (Section 3.4). Required on every provenance instance because every structural object has a place in reading order even if its bbox is ambiguous. | +| `section_path` | list of str | yes (may be empty) | Marker-observed (derived) | The chain of governing `SectionHeader` Marker-block ids from Marker's own `section_hierarchy` map, ordered outermost to innermost. Empty only for objects outside any section (e.g. a journal wrapper page's `Picture`). | + +**Why a list of Marker block ids rather than exactly one.** Empirically, not every +Document-layer concept maps 1:1 to a Marker block. The clearest case is `Table` +captions: under Pattern A (`TableGroup`), the caption is one `Caption` block; under +Pattern B (bare `Table`), the equivalent information is split across a +`SectionHeader` block and a `Text` block, sometimes with a trailing "Note:" `Text` +block. Forcing a single-id provenance field would require silently picking one +contributing block and losing the others. A list preserves all of them, satisfying +invariant 1.4 even when normalization merges several Marker blocks into one +Document concept. + +### 3.4 Reading Order + +Reading order is **not** a field on a supporting type — it is a global integer +sequence assigned by the Normalizer to every leaf and container object during +construction, equal to that object's position in a single depth-first traversal of +the final Document Object tree, in `children` array order. + +This decision is made explicitly here because it was a confirmed empirical finding, +not a default assumption: Marker's own block id local-index numbers (e.g. the +trailing `4` in `/page/7/Footnote/4`) are **not** monotonic with true reading order — +`Footnote/4` and `Footnote/5` physically appear, in the actual children array, after +`Table/8`, despite having lower index numbers. Reading order must therefore be +(re)computed by the Normalizer from final tree position, never inferred from Marker's +id numbering. `StructuralProvenance.reading_order_index` is this recomputed value, +not a copy of any number embedded in a Marker id string. + +### 3.5 Section Path + +`StructuralProvenance.section_path` is populated directly from Marker's own +`section_hierarchy` dict, which the empirical findings confirmed is already a +precomputed breadcrumb (e.g. a deeply nested `TableCell` carrying +`{'1': '/page/1/SectionHeader/1', '4': '/page/7/SectionHeader/0'}`). Two properties +of this dict are carried forward into the spec rather than assumed away: + +- **Depth keys are not contiguous small integers.** The observed keys were `'1'` + and `'4'`, not `'1'` and `'2'`, indicating these correspond to some absolute + nesting depth from Marker's internal traversal rather than a clean rank. The + Document schema therefore stores `section_path` as an **ordered list of + SectionHeader Marker-block ids** (sorted by the numeric value of their original + dict key) rather than preserving Marker's dict-with-gaps shape — this gives + downstream consumers (Retrieval layer, Section nesting) a clean, ordinary list + without forcing them to understand Marker's internal depth-key semantics. +- **The mapping is per-block, not per-Section-object.** Every Marker block — + including deeply nested ones like a `TableCell` — carries its own full path. The + Document Object's `Section` containment hierarchy (Section 9) is derived from this + same data, so `section_path` on any object and that object's ancestor `Section` + chain are guaranteed consistent by construction, not by a separate invariant check. + +--- + +## 4. Document + +**Purpose.** The root container for one processed paper. Holds the page sequence, +top-level metadata, processing metadata, and aggregate statistics. Exactly one +`Document` exists per source PDF per Normalizer run. + +| Field | Type | Required | Origin | Notes | +|---|---|---|---|---| +| `id` | str | yes | Architectural requirement | `document_id`, Section 2. | +| `source_pdf_identifier` | str | yes | Architectural requirement | The stable external identifier used to compute `id` (DOI or content hash). Stored explicitly so the id's derivation is independently checkable, not just trusted. | +| `metadata` | `Metadata` | yes | Marker-observed + Architectural | Section 5. | +| `processing_metadata` | `ProcessingMetadata` | yes | Architectural requirement | Section 6. | +| `statistics` | `Statistics` | yes | Architectural requirement | Section 7. | +| `pages` | list of `Page` | yes (min length 1) | Marker-observed | Ordered by page number ascending; this ordering is also the top level of global reading order. | + +**Invariants.** +- `pages` is non-empty and sorted ascending by `Page.page_number` with no + duplicate or skipped page numbers other than what Marker itself reported (a + Marker-side page omission is preserved, not silently re-numbered). +- `Document` is the only object in this schema with no `StructuralProvenance` of + its own (there is no single Marker block representing "the whole document" — the + Raw Marker Model's root node was empirically confirmed to have no `id`, `bbox`, + or `polygon` at all). Its provenance is implicitly "the entire Raw Marker Model + file," which `processing_metadata.source_marker_artifact_ref` captures (Section + 6) rather than a `StructuralProvenance` instance. + +--- + +## 5. Metadata + +**Purpose.** Bibliographic and identification facts about the paper, to the extent +they are structurally recoverable (not semantically extracted — see the boundary +note below). + +| Field | Type | Required | Origin | Notes | +|---|---|---|---|---| +| `title` | Optional[str] | no | Marker-observed | Taken verbatim from the first/top-level `SectionHeader` or title-styled block on the front matter page, if structurally identifiable. | +| `page_count` | int | yes | Marker-observed | Count of `Page` objects; redundant with `len(pages)` but kept as an explicit field since `Statistics` (Section 7) is meant to hold *derived counts*, while this one is a basic identifying fact worth surfacing without traversing the tree. | +| `has_front_matter_page` | bool | yes | Marker-observed (heuristic) | Whether page 0 (or any page) was structurally flagged as publisher wrapper content. See `Page.is_front_matter` (Section 8) for the per-page flag this aggregates. | + +**Boundary note.** `Metadata` deliberately does **not** include authors, journal +name, publication year, or DOI as structured fields, even though these are +intuitively "metadata." Per the empirical findings (3.8), front-matter and +citation-bearing content is **structurally indistinguishable** from other text at +the block-type level — recovering "the authors" or "the journal" requires reading +and interpreting text content, which is scientific/semantic extraction, not +structural parsing. That work belongs to the IR's `Citation` entity (already +specified in the project's broader IR design), built by the extraction layer. This +spec only exposes what is mechanically true of the page structure (title block +location, page count, front-matter flag) — adding speculative `author`/`doi`/`year` +fields here would violate invariant 1.2 and the "no speculative fields" instruction, +since populating them correctly is not a structural operation. + +--- + +## 6. ProcessingMetadata + +**Purpose.** Records *how* this particular Document Object was produced, separate +from *what* it identifies (Section 4's `id`/`source_pdf_identifier`). This is what +makes reproducibility checkable: two Document Objects with the same `id` but +different `ProcessingMetadata` indicate the same paper was processed by a different +Marker or Normalizer version, which is exactly the signal needed to detect drift +without conflating it with document identity. + +| Field | Type | Required | Origin | Notes | +|---|---|---|---|---| +| `marker_version` | str | yes | Marker-observed | Verbatim from Marker's own output metadata, if present; otherwise the version string of the Marker invocation recorded by the adapter. | +| `normalizer_version` | str | yes | Architectural requirement | Semantic version of the Normalizer code that produced this Document Object. Required so a future schema/logic change is always attributable. | +| `processed_at` | datetime (ISO 8601, UTC) | yes | Architectural requirement | Wall-clock time of this materialization. Explicitly **not** part of `id` computation (Section 2) — recorded for audit/debugging only. | +| `source_marker_artifact_ref` | str | yes | Architectural requirement | A path or content hash identifying the exact Raw Marker Model JSON file this Document Object was normalized from, satisfying the "Document has no own provenance" note in Section 4 by pointing at the file-level artifact instead of a block-level one. | + +**Why this is architectural rather than Marker-observed for most fields.** Only +`marker_version` comes from Marker itself; the rest exist purely because the +project's stated reproducibility requirement ("identical PDFs ... should always +produce identical Document Objects," and detectability of drift) demands a place to +record the inputs that determine reproducibility, even though Marker's own output +has no opinion on them. + +--- + +## 7. Statistics + +**Purpose.** Aggregate counts over the final Document Object tree, useful for +sanity-checking a Normalizer run (e.g. "did this paper produce zero tables when the +PDF clearly has six") without re-traversing the tree ad hoc. + +| Field | Type | Required | Origin | Notes | +|---|---|---|---|---| +| `page_count` | int | yes | Architectural requirement (derived) | `len(pages)`. | +| `section_count` | int | yes | Architectural requirement (derived) | Total `Section` objects across the document. | +| `paragraph_count` | int | yes | Architectural requirement (derived) | Total `Paragraph` objects. | +| `table_count` | int | yes | Architectural requirement (derived) | Total `Table` objects. | +| `figure_count` | int | yes | Architectural requirement (derived) | Total `Figure` objects. | +| `equation_count` | int | yes | Architectural requirement (derived) | Total `Equation` objects. | +| `footnote_count` | int | yes | Architectural requirement (derived) | Total `Footnote` objects. | +| `reference_count` | int | yes | Architectural requirement (derived) | Total `Reference` objects. | +| `unresolved_footnote_count` | int | yes | Architectural requirement (derived) | Footnotes whose `attached_object_id` (Section 16) is `None` after Normalizer processing — a direct, queryable signal of how much of the geometric-attachment heuristic (empirical finding 3.2) succeeded on this paper. | + +**Why this object exists at all, given everything in it is derivable.** Every +field here is computable by traversal, so in principle `Statistics` adds no new +information. It exists as an explicit object — rather than leaving consumers to +compute it themselves — because (a) it gives a single, serializable snapshot for +logging/comparison across Normalizer runs without re-parsing the whole tree, and (b) +`unresolved_footnote_count` specifically operationalizes a concern raised directly +in the empirical findings (footnote attachment is a heuristic, not guaranteed) into +a number that can be tracked across the representative paper set as the Normalizer +is built and tuned. + +--- + +## 8. Page + +**Purpose.** One PDF page's structural content, in reading order. + +| Field | Type | Required | Origin | Notes | +|---|---|---|---|---| +| `id` | str | yes | Architectural requirement | Per Section 2; `canonical_path = "/page/{page_number}"`. | +| `page_number` | int | yes | Marker-observed | Zero-indexed, matching Marker's own page numbering. | +| `provenance` | `StructuralProvenance` | yes | Marker-observed | `marker_block_ids = [the Marker Page block's id]`. | +| `children` | list of (`Section` \| `Paragraph` \| `Table` \| `Figure` \| `Equation` \| `Footnote` \| `PageHeader` \| `PageFooter`) | yes (may be empty) | Marker-observed | Top-level content of the page, in final reading order (Section 3.4). A discriminated union over `block_type`-equivalent kinds, mirroring (but not reusing) Marker's own children-array structure. | +| `is_front_matter` | bool | yes | Marker-observed (heuristic) | True if this page was identified as publisher wrapper content (journal cover, "Submit your article," ISSN-only content, etc.) rather than paper body. | + +**On `is_front_matter`.** Empirical finding 3.8 established that Marker gives no +structural signal distinguishing a wrapper page from a content page — both use +identical block types. This flag is therefore explicitly a **heuristic output of +the Normalizer** (content-pattern based, e.g. presence of "ISSN," "Submit your +article," near-total absence of citation-bearing text), not something copied from +Marker. The field is included now, with its value to be computed later, because the +project's stated requirement is that the schema accommodate this known case without +redesign — per the same logic as the other deferred-population fields in this spec +(Section 22 collects all of them explicitly). + +**Why a discriminated union for `children` rather than `list[Any]` or one generic +`Block` type.** The Raw Marker Model deliberately uses one uniform envelope because +it must stay agnostic to block semantics. The Document Object's job is the opposite: +it exists specifically to make structural type distinctions (a `Table` is not +interchangeable with a `Paragraph` downstream). A discriminated union gives +consumers static type safety and keeps `Page`/`Section` children lists +self-describing in serialized JSON via the discriminator field, with no loss of +ordering since list order is itself the reading-order signal (Section 3.4). + +--- + +## 9. Section + +**Purpose.** A heading-governed grouping of content, derived from Marker's +`section_hierarchy` breadcrumbs (Section 3.5) rather than re-derived from text +pattern-matching on headings. + +| Field | Type | Required | Origin | Notes | +|---|---|---|---|---| +| `id` | str | yes | Architectural requirement | `canonical_path` built from the governing `SectionHeader` Marker block's own path id. | +| `heading_text` | str | yes | Marker-observed | Verbatim text of the governing `SectionHeader` block. | +| `provenance` | `StructuralProvenance` | yes | Marker-observed | `marker_block_ids = [the SectionHeader block's id]`. | +| `depth` | int | yes | Marker-observed (derived) | Position of this section's heading in the ordered `section_path` list (Section 3.5), zero-indexed from the outermost heading on the page/document. | +| `children` | list of (`Section` \| `Paragraph` \| `Table` \| `Figure` \| `Equation` \| `Footnote`) | yes (may be empty) | Marker-observed | Nested sub-sections and content governed by this heading, in reading order. A `Section` may contain further `Section` objects, giving the hierarchy genuine nesting rather than a flat list with a depth integer alone. | + +**Invariant.** Every leaf or container object elsewhere in the schema that carries +a non-empty `section_path` in its `StructuralProvenance` must have a corresponding +ancestor chain of `Section` objects matching that path exactly — this is guaranteed +by construction (both are derived from the same `section_hierarchy` source, per +Section 3.5) rather than checked as a runtime validator, but it is stated here as a +hard design invariant the Normalizer must not violate. + +**Why `SectionHeader` blocks that are really table/figure labels (e.g. a Marker +`SectionHeader` containing only `"Table 3"`, per Pattern B) do not become `Section` +objects.** Empirical finding 3.1 showed Marker uses the same `SectionHeader` +block type both for genuine paper sections (Methods, Results) and for bare-table +caption labels. The Normalizer must distinguish these by context — a +`SectionHeader` immediately followed by a `Text` block and then a `Table`, with no +intervening structural content, is a caption label being consumed into that +`Table`'s `Caption` (Section 12), not a new `Section`. This rule is recorded here so +the schema's `Section` object is understood to represent only genuine paper +sections; the disambiguation logic itself is Normalizer business logic (out of +scope for this document) but the *consequence* — that some `SectionHeader` Marker +blocks become part of a `Caption` rather than a `Section` — is a structural decision +the schema must support, and it does: `Caption.provenance.marker_block_ids` can +include a `SectionHeader` id (Section 12). + +--- + +## 10. Paragraph + +**Purpose.** A single block of body text — the most common leaf content type. + +| Field | Type | Required | Origin | Notes | +|---|---|---|---|---| +| `id` | str | yes | Architectural requirement | Per Section 2. | +| `text` | str | yes | Marker-observed | The block's inline HTML content from Marker, **as-is** (e.g. ``, `` tags preserved). | +| `provenance` | `StructuralProvenance` | yes | Marker-observed | `marker_block_ids = [the originating Text/ListItem block's id]`. | + +**Why `text` keeps inline HTML rather than being plain-text-stripped.** Empirical +finding (leaf block dump) confirmed Marker leaf blocks carry real semantic inline +markup (``, ``) directly in their content, not a side annotation. Stripping +it at the Document layer would be a one-way, lossy transformation performed before +any consumer has had a chance to decide whether that markup matters (e.g. a `` +emphasis inside a Methods paragraph could matter to the extraction layer's reasoning +about emphasis on a key term). Per invariant 1.4 (maximum available provenance) and +the general "never lose information without a consumer-side decision to do so" +principle, the Document layer preserves it verbatim; any stripping is a retrieval- +or extraction-layer concern, explicitly out of scope here. + +**Note on `ListItem`/`ListGroup`.** Marker's bibliography uses `ListGroup` containers +of `ListItem` leaves rather than `Text` blocks (this was the basis for separating +references structurally without text pattern-matching). A `ListItem` that is part of +a reference list is **not** modeled as a `Paragraph` — it becomes a `Reference` +(Section 17). A `Paragraph` is reserved for body-text `Text`/generic `ListItem` +content; the Normalizer disambiguates by parent context (a `ListGroup` under the +References section vs. elsewhere), again business logic out of scope here, but the +schema accommodates the distinct outcome via two separate object types. + +--- + +## 11. Caption (supporting type, embedded in Table and Figure) + +**Purpose.** A normalized representation of a table or figure's caption, +collapsing Marker's two empirically observed patterns into one shape. + +| Field | Type | Required | Origin | Notes | +|---|---|---|---|---| +| `label` | Optional[str] | no | Marker-observed | E.g. `"Table 3"` or `"Figure 1"`. Present whenever a `Caption` block (Pattern A) or a `SectionHeader` label block (Pattern B) was found. | +| `text` | Optional[str] | no | Marker-observed | The descriptive caption sentence. From the `Caption` block's content (Pattern A) or the `Text` block immediately following the label (Pattern B). | +| `trailing_notes` | Optional[str] | no | Marker-observed | The trailing "Note: ..." `Text` block sometimes observed immediately after a `Table`, distinct from both `label`/`text` and from `Footnote` objects (Section 16). Kept as its own field because it was empirically observed to be part of the caption apparatus, not body text, but also not a true Marker `Footnote` block. | +| `provenance` | `StructuralProvenance` | yes | Marker-observed | `marker_block_ids` lists every contributing Marker block (one for Pattern A's single `Caption` block; two or three for Pattern B's `SectionHeader` + `Text` + optional trailing `Text`). Uses `contributing_bboxes` (Section 3.3) rather than a single `bbox` whenever more than one block contributes, since collapsing non-adjacent regions into one bbox would misrepresent the geometry. | + +**Why one normalized shape rather than preserving Marker's two patterns +separately in the schema.** This is the central case the project's "empirically +driven, not speculative" instruction is built around: both patterns were directly +observed (Pattern A on pages 6/10/12, Pattern B on page 7, per finding 3.1), so +normalizing them is not a hypothetical convenience — it is required because every +downstream consumer (extraction layer asking "what is this table about," review UI +displaying "the caption") needs one consistent shape regardless of which pattern the +source PDF happened to produce. Modeling them as two different optional sub-objects +instead would push that disambiguation work onto every consumer rather than once, +inside the Normalizer, where the empirical knowledge of the two patterns actually +lives. + +--- + +## 12. Table + +**Purpose.** A table's logical structure and its evidence-level cell geometry, +kept as two deliberately parallel representations per the empirical recommendation. + +| Field | Type | Required | Origin | Notes | +|---|---|---|---|---| +| `id` | str | yes | Architectural requirement | Per Section 2. | +| `provenance` | `StructuralProvenance` | yes | Marker-observed | `marker_block_ids = [the Table block's id]` (and the `TableGroup` id too, if Pattern A). | +| `caption` | Optional[`Caption`] | no | Marker-observed | Section 11. `None` only if no caption-bearing blocks were found adjacent to the table at all (not empirically observed in the representative paper, but not excluded as a possibility — captionless tables are not assumed impossible). | +| `raw_html` | str | yes | Marker-observed | The Table block's own `html` field, verbatim — the complete, correctly-nested `