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<idAbs>&lt;div style='text-align:Left;'&gt;&lt;div&gt;&lt;div&gt;&lt;p&gt;&lt;span&gt;Through application of a nearest-neighbor imputation approach, mapped estimates of forest carbon density were developed for the contiguous United States using the annual forest inventory conducted by the USDA Forest Service Forest Inventory and Analysis (FIA) program, MODIS satellite imagery, and ancillary geospatial datasets. This data product contains the following 8 raster maps: total forest carbon in all stocks, live tree aboveground forest carbon, live tree belowground forest carbon, forest down dead carbon, forest litter carbon, forest standing dead carbon, forest soil organic carbon, and forest understory carbon. &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span /&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;The paper on which these maps are based may be found here: https://dx.doi.org/10.2737/RDS-2013-0004&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</idAbs>
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<useLimit>This metadata document has been reviewed for accuracy and completeness. The data are considered to satisfy the USDA Forest Service's quality standards relative to the purpose for which the data were collected. However, the Forest Service cannot assure the reliability or suitability of these data for a particular purpose. The act of distribution shall not constitute any such warranty, and no responsibility is assumed by the Forest Service for a user's application of these data or related materials. The metadata, data, or related materials may be updated without notification. If a user believes errors are present in the metadata, data or related materials, please use the information in (1) Identification Information: Point of Contact, (2) Metadata Reference: Metadata Contact, or (3) Distribution Information: Distributor to notify the Forest Service of the issues. Additional information is available at http://www.fs.fed.us/qoi.</useLimit>
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<useLimit>&lt;div style='text-align:Left;'&gt;&lt;div&gt;&lt;div&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span&gt;The USDA Forest Service makes no warranty, expressed or implied, including the warranties of merchantability and fitness for a particular purpose, nor assumes any legal liability or responsibility for the accuracy, reliability, completeness or utility of these geospatial data, or for the improper or incorrect use of these geospatial data. These geospatial data and related maps or graphics are not legal documents and are not intended to be used as such. The data and maps may not be used to determine title, ownership, legal descriptions or boundaries, legal jurisdiction, or restrictions that may be in place on either public or private land. Natural hazards may or may not be depicted on the data and maps, and land users should exercise due caution. The data are dynamic and may change over time. The user is responsible to verify the limitations of the geospatial data and to use the data accordingly. &lt;/span&gt;&lt;/p&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span /&gt;&lt;/p&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span&gt;Additionally, the U.S. Forest Service waives copyright and related rights in the work worldwide through the CC0 (which can be found at https://creativecommons.org/public-domain/cc0/). &lt;/span&gt;&lt;/p&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span /&gt;&lt;/p&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span&gt;In accordance with Federal civil rights law and U.S. Department of Agriculture (USDA) civil rights regulations and policies, the USDA, its Agencies, offices, and employees, and institutions participating in or administering USDA programs are prohibited from discriminating based on race, color, national origin, religion, sex, disability, age, marital status, family/parental status, income derived from a public assistance program, political beliefs, or reprisal or retaliation for prior civil rights activity, in any program or activity conducted or funded by USDA (not all bases apply to all programs). Remedies and complaint filing deadlines vary by program or incident. &lt;/span&gt;&lt;/p&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span /&gt;&lt;/p&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span&gt;Persons with disabilities who require alternative means of communication for program information (e.g., Braille, large print, audiotape, American Sign Language, etc.) should contact the State or local Agency that administers the program or contact USDA through the Telecommunications Relay Service at 711 (voice and TTY). Additionally, program information may be made available in languages other than English. &lt;/span&gt;&lt;/p&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span /&gt;&lt;/p&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span&gt;To file a program discrimination complaint, complete the USDA Program Discrimination Complaint Form, AD-3027, found online at How to File a Program Discrimination Complaint and at any USDA office or write a letter addressed to USDA and provide in the letter all of the information requested in the form. To request a copy of the complaint form, call (866) 632-9992. Submit your completed form or letter to USDA by: (1) mail: U.S. Department of Agriculture, Office of the Assistant Secretary for Civil Rights, 1400 Independence Avenue, SW, Mail Stop 9410, Washington, D.C. 20250-9410; (2) fax: (202) 690-7442; or (3) email: program.intake@usda.gov. &lt;/span&gt;&lt;/p&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span /&gt;&lt;/p&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span&gt;USDA is an equal opportunity provider, employer, and lender. &lt;/span&gt;&lt;/p&gt;&lt;p style='margin:0 0 11 0;'&gt;&lt;span /&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</useLimit>
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<measDesc>Validation results suggest strong agreement between the estimates produced from the forest inventory plots and those from the imputed maps, particularly when the carbon pool is closely associated with the imputation model, with weaker agreement for standing dead trees. The level of agreement depends upon scale, as well as thematic resolution, with better results when assessing larger aggregations of carbon pools.</measDesc>
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<measDesc>A complete comparative assessment of these raster data, relative to FIA field plot data, can be found in: Wilson, Barry Tyler; Woodall, Christopher W.; Griffith, Douglas M. 2013. Imputing forest carbon stock estimates from inventory plots to a nationally continuous coverage. Carbon Balance and Management. 8:1.</measDesc>
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<chkPtAv Sync="TRUE">0</chkPtAv>
<cornerPts>
<pos Sync="TRUE">-14303401.039500 2562973.816500</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">-14303401.039500 6787223.816500</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">-7206651.039500 6787223.816500</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">-7206651.039500 2562973.816500</pos>
</cornerPts>
<centerPt>
<pos Sync="TRUE">-10755026.039500 4675098.816500</pos>
</centerPt>
<ptInPixel>
<PixOrientCd Sync="TRUE" value="001"/>
</ptInPixel>
</Georect>
</spatRepInfo>
<refSysInfo>
<RefSystem>
<refSysID>
<identCode Sync="TRUE" code="3857"/>
<idCodeSpace Sync="TRUE">EPSG</idCodeSpace>
<idVersion Sync="TRUE">6.18.3(9.3.1.2)</idVersion>
</refSysID>
</RefSystem>
</refSysInfo>
<contInfo>
<ImgDesc>
<contentTyp>
<ContentTypCd Sync="TRUE" value="001"/>
</contentTyp>
<covDim>
<Band>
<dimDescrp Sync="TRUE">Band_1</dimDescrp>
<maxVal Sync="TRUE">1020.987793</maxVal>
<minVal Sync="TRUE">0.000000</minVal>
<bitsPerVal Sync="TRUE">32</bitsPerVal>
<valUnit>
<UOM gmlID="" type="length"/>
</valUnit>
</Band>
</covDim>
<trianInd>False</trianInd>
<radCalDatAv>False</radCalDatAv>
<camCalInAv>False</camCalInAv>
<filmDistInAv>False</filmDistInAv>
<lensDistInAv>False</lensDistInAv>
</ImgDesc>
</contInfo>
<eainfo>
<overview>
<eaover>This data product contains 8 raster maps all available in the \Data folder of this data product download. More information on the forest carbon stock attributes depicted in these raster data sets can be found in Wilson et al. 2013 which describes the mapping methodology and assessment results.</eaover>
<eadetcit>Wilson, Barry Tyler; Woodall, Christopher W.; Griffith, Douglas M. 2013. Imputing forest carbon stock estimates from inventory plots to a nationally continuous coverage. Carbon Balance and Management. 8:1. http://www.treesearch.fs.fed.us/pubs/42806 Woudenberg, Sharon W.; Conkling, Barbara L.; O'Connell, Barbara M.; LaPoint, Elizabeth B.; Turner, Jeffery A.; Waddell, Karen L. 2010. The Forest Inventory and Analysis Database: Database description and users manual version 4.0 for Phase 2. Gen. Tech. Rep. RMRS-GTR-245. Fort Collins, CO: U.S. Department of Agriculture, Forest Service, Rocky Mountain Research Station. 336 p. http://www.treesearch.fs.fed.us/pubs/37446</eadetcit>
</overview>
<detailed>
<enttyp>
<enttypl>carbon_ag_mg_ha.img</enttypl>
<enttypd>Raster map of live tree aboveground forest carbon</enttypd>
<enttypds>Wilson et al. 2013</enttypds>
</enttyp>
<attr>
<attrlabl>Value</attrlabl>
<attrdef>Per hectare estimate of live aboveground tree carbon for a pixel (i.e. the CARBON_AG field in the TREE table of FIADB, for live trees).</attrdef>
<attrdefs>Woudenberg et al. 2010</attrdefs>
<attwidth>30</attwidth>
<attrdomv>
<rdom>
<rdommin>0</rdommin>
<rdommax>1020.98779296875</rdommax>
<attrunit>Megagrams</attrunit>
</rdom>
</attrdomv>
</attr>
</detailed>
</eainfo>
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