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<Process Date="20231122" Time="120533" ToolSource="c:\program files\arcgis\pro\Resources\ArcToolbox\toolboxes\Data Management Tools.tbx\Project">Project "Proposed Greenway" "U:\projects\Greenway of the Cherokee Ozarks\Boundary\Proposed_byCounties_projected.shp" PROJCS["NAD_1983_UTM_Zone_15N",GEOGCS["GCS_North_American_1983",DATUM["D_North_American_1983",SPHEROID["GRS_1980",6378137.0,298.257222101]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Transverse_Mercator"],PARAMETER["False_Easting",500000.0],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",-93.0],PARAMETER["Scale_Factor",0.9996],PARAMETER["Latitude_Of_Origin",0.0],UNIT["Meter",1.0]] # GEOGCS["GCS_North_American_1983",DATUM["D_North_American_1983",SPHEROID["GRS_1980",6378137.0,298.257222101]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]] NO_PRESERVE_SHAPE # NO_VERTICAL</Process>
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<keyword>Greenway of the Cherokee Ozarks</keyword>
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<idPurp>Proposed boundary of the Greenway of the Cherokee Ozarks</idPurp>
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<resTitle>Proposed Greenway</resTitle>
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