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<Process Date="20050111" Name="Create Feature Class" Time="132520" ToolSource="C:\Program Files\ArcGIS\ArcToolbox\Toolboxes\Data Management Tools.tbx\CreateFeatureclass">CreateFeatureclass "Database Connections\joco@gis.sde" TAXLOTS_BASE # county_Layer SAME_AS_TEMPLATE SAME_AS_TEMPLATE "{B286C06B-0879-11D2-AACA-00C04FA33C20};3526301.435856 -270719.212582 1953.124998;0.000000 100000.000000;0.000000 100000.000000" GIS_VECTOR 10123 0 0 "Database Connections\joco@gis.sde\gis.JOCO.TAXLOTS_BASE"</Process>
<Process Date="20050111" Name="Append" Time="132542" ToolSource="C:\Program Files\ArcGIS\ArcToolbox\Toolboxes\Data Management Tools.tbx\Append">Append county_Layer "Database Connections\joco@gis.sde\gis.JOCO.TAXLOTS_BASE" TEST "Database Connections\joco@gis.sde\gis.JOCO.TAXLOTS_BASE"</Process>
<Process Date="20050111" Name="FeatureClassToFeatureClass_2" Time="132544" ToolSource="C:\Program Files\ArcGIS\ArcToolbox\Toolboxes\Conversion Tools.tbx\FeatureClassToFeatureClass">FeatureClassToFeatureClass J:\PUMA_adj\county.shp "Database Connections\joco@gis.sde" TAXLOTS_BASE # "AREA AREA HIDDEN;PERIMETER PERIMETER HIDDEN;MNX MNX VISIBLE;GIS_ZONE GIS_ZONE VISIBLE" SAME_AS_TEMPLATE SAME_AS_TEMPLATE GIS_VECTOR 10123 "Database Connections\joco@gis.sde\gis.JOCO.TAXLOTS_BASE"</Process>
<Process Date="20050113" Name="DefineProjection_1" Time="151159" ToolSource="C:\Program Files\ArcGIS\ArcToolbox\Toolboxes\Data Management Tools.tbx\DefineProjection">DefineProjection "Database Connections\joco@gis.sde\gis.JOCO.TAXLOTS_BASE" PROJCS['NAD_1983_StatePlane_Oregon_South_FIPS_3602_IntlFeet',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['Lambert_Conformal_Conic'],PARAMETER['False_Easting',4921259.842519685],PARAMETER['False_Northing',0.0],PARAMETER['Central_Meridian',-120.5],PARAMETER['Standard_Parallel_1',42.33333333333334],PARAMETER['Standard_Parallel_2',44.0],PARAMETER['Latitude_Of_Origin',41.66666666666666],UNIT['Foot',0.3048]] "Database Connections\joco@gis.sde\gis.JOCO.TAXLOTS_BASE"</Process>
<Process Date="20081029" Name="FeatureClassToFeatureClass_1" Time="090905" ToolSource="C:\Program Files\ArcGIS\ArcToolbox\Toolboxes\Conversion Tools.tbx\FeatureClassToFeatureClass">FeatureClassToFeatureClass "Database Connections\sascha@gis.sde\gis.JOCO.TAXLOTS_BASE" S:\ASSESS\ALL\Cartography\WorkSpace\txl_edit\Poly.mdb\Poly PolyGONNE # "MNX MNX true true false 16 Text 0 0 ,First,#,Database Connections\sascha@gis.sde\gis.JOCO.TAXLOTS_BASE,MNX,-1,-1;GIS_ZONE GIS_ZONE true true false 12 Text 0 0 ,First,#,Database Connections\sascha@gis.sde\gis.JOCO.TAXLOTS_BASE,GIS_ZONE,-1,-1;area area false false true 0 Double 0 0 ,First,#,Database Connections\sascha@gis.sde\gis.JOCO.TAXLOTS_BASE,Shape.area,-1,-1;len len false false true 0 Double 0 0 ,First,#,Database Connections\sascha@gis.sde\gis.JOCO.TAXLOTS_BASE,Shape.len,-1,-1" # S:\ASSESS\ALL\Cartography\WorkSpace\txl_edit\Poly.mdb\Poly\PolyGONNE</Process>
<Process Date="20090302" Name="FeatureClassToFeatureClass_1" Time="084051" ToolSource="C:\Program Files\ArcGIS\ArcToolbox\Toolboxes\Conversion Tools.tbx\FeatureClassToFeatureClass">FeatureClassToFeatureClass "Database Connections\joco@gis.sde\gis.JOCO.Poly\gis.JOCO.Poly_gon" K:\Poly_gon3_2_2009.mdb poly_gon # "MNX MNX true true false 16 Text 0 0 ,First,#,Database Connections\joco@gis.sde\gis.JOCO.Poly\gis.JOCO.Poly_gon,MNX,-1,-1;GIS_ZONE GIS_ZONE true true false 12 Text 0 0 ,First,#,Database Connections\joco@gis.sde\gis.JOCO.Poly\gis.JOCO.Poly_gon,GIS_ZONE,-1,-1;area area true true true 8 Double 8 38 ,First,#,Database Connections\joco@gis.sde\gis.JOCO.Poly\gis.JOCO.Poly_gon,gis.JOCO.Poly_gon.area,-1,-1;len len true true true 8 Double 8 38 ,First,#,Database Connections\joco@gis.sde\gis.JOCO.Poly\gis.JOCO.Poly_gon,gis.JOCO.Poly_gon.len,-1,-1" # K:\Poly_gon3_2_2009.mdb\poly_gon</Process>
<Process Date="20090302" Name="RepairGeometry_2" Time="090004" ToolSource="C:\Program Files\ArcGIS\ArcToolbox\Toolboxes\Data Management Tools.tbx\RepairGeometry">RepairGeometry K:\Poly_gon3_2_2009.mdb\poly_gon K:\Poly_gon3_2_2009.mdb\poly_gon</Process>
<Process Date="20090302" Name="FeatureClassToFeatureClass_3" Time="103055" ToolSource="C:\Program Files\ArcGIS\ArcToolbox\Toolboxes\Conversion Tools.tbx\FeatureClassToFeatureClass">FeatureClassToFeatureClass K:\Poly_gon3_2_2009.mdb\poly_gon "Database Connections\joco@gis.sde\gis.JOCO.poly2" polygon2 # "MNX MNX true true false 16 Text 0 0 ,First,#,K:\Poly_gon3_2_2009.mdb\poly_gon,MNX,-1,-1;GIS_ZONE GIS_ZONE true true false 12 Text 0 0 ,First,#,K:\Poly_gon3_2_2009.mdb\poly_gon,GIS_ZONE,-1,-1;Shape_Length Shape_Length false true true 8 Double 0 0 ,First,#,K:\Poly_gon3_2_2009.mdb\poly_gon,Shape_Length,-1,-1;Shape_Area Shape_Area false true true 8 Double 0 0 ,First,#,K:\Poly_gon3_2_2009.mdb\poly_gon,Shape_Area,-1,-1" # "Database Connections\joco@gis.sde\gis.JOCO.poly2\gis.JOCO.polygon2"</Process>
<Process Date="20090318" Time="114621" ToolSource="C:\Program Files\ArcGIS\ArcToolbox\Toolboxes\Data Management Tools.tbx\CopyFeatures">CopyFeatures "Database Connections\joco@gis.sde\gis.JOCO.poly2\gis.JOCO.polygon2" K:\asr_db_test.mdb\gis_JOCO_polygon2 # 0 0 0</Process>
<Process Date="20090323" Time="104211" ToolSource="C:\Program Files\ArcGIS\ArcToolbox\Toolboxes\Data Management Tools.tbx\RepairGeometry">RepairGeometry K:\asr_db_test.mdb\taxlots_poly\gis_JOCO_polygon2 DELETE_NULL K:\asr_db_test.mdb\taxlots_poly\gis_JOCO_polygon2</Process>
<Process Date="20090323" Time="113908" ToolSource="C:\Program Files\ArcGIS\ArcToolbox\Toolboxes\Conversion Tools.tbx\FeatureClassToFeatureClass">FeatureClassToFeatureClass K:\asr_db_test.mdb\taxlots_poly\gis_JOCO_polygon2 "Database Connections\JOCO5155@ASR.sde\ASR.JOCO.POLY" poly_gon # "MNX 'MNX' true true false 16 Text 0 0 ,First,#,K:\asr_db_test.mdb\taxlots_poly\gis_JOCO_polygon2,MNX,-1,-1;GIS_ZONE 'GIS_ZONE' true true false 12 Text 0 0 ,First,#,K:\asr_db_test.mdb\taxlots_poly\gis_JOCO_polygon2,GIS_ZONE,-1,-1" # "Database Connections\JOCO5155@ASR.sde\ASR.JOCO.POLY\ASR.JOCO.poly_gon"</Process>
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<attrdef Sync="TRUE">Feature geometry.</attrdef>
<attrdefs Sync="TRUE">ESRI</attrdefs>
<attrdomv>
<udom Sync="TRUE">Coordinates defining the features.</udom>
</attrdomv>
</attr>
</detailed>
</eainfo>
<mdDateSt Sync="TRUE">20180122</mdDateSt>
<spref>
<horizsys>
<cordsysn>
<geogcsn Sync="TRUE">GCS_North_American_1983_HARN</geogcsn>
<projcsn Sync="TRUE">NAD_1983_HARN_StatePlane_Oregon_South_FIPS_3602_Feet_Intl</projcsn>
</cordsysn>
<planar>
<planci>
<plance Sync="TRUE">coordinate pair</plance>
<plandu Sync="TRUE">international feet</plandu>
<coordrep>
<absres Sync="TRUE">0.000250</absres>
<ordres Sync="TRUE">0.000250</ordres>
</coordrep>
</planci>
</planar>
<geodetic>
<horizdn Sync="TRUE">D_North_American_1983_HARN</horizdn>
<ellips Sync="TRUE">Geodetic Reference System 80</ellips>
<semiaxis Sync="TRUE">6378137.000000</semiaxis>
<denflat Sync="TRUE">298.257222</denflat>
</geodetic>
</horizsys>
<vertdef>
<altsys>
<altenc Sync="TRUE">Explicit elevation coordinate included with horizontal coordinates</altenc>
<altres Sync="TRUE">1.000000</altres>
</altsys>
</vertdef>
</spref>
<refSysInfo>
<RefSystem>
<refSysID>
<identCode Sync="TRUE" code="2270">NAD_1983_HARN_StatePlane_Oregon_South_FIPS_3602_Feet_Intl</identCode>
<idCodeSpace Sync="TRUE">EPSG</idCodeSpace>
<idVersion Sync="TRUE">8.2.6</idVersion>
</refSysID>
</RefSystem>
</refSysInfo>
<dataqual>
<lineage>
<procstep>
<procdesc Sync="TRUE">Dataset copied.</procdesc>
<srcused Sync="TRUE">\\OPS\Data2\Data\INTERDPT\ALL\cody\Poly\Poly.mdb</srcused>
<date Sync="TRUE">20081124</date>
<time Sync="TRUE">14352000</time>
</procstep>
<procstep>
<procdesc Sync="TRUE">Dataset copied.</procdesc>
<srcused Sync="TRUE">Server=jos-pln-asde; Service=esri_sde; Database=gis; User=joco; Version=sde.DEFAULT</srcused>
<date Sync="TRUE">20081125</date>
<time Sync="TRUE">09195700</time>
</procstep>
</lineage>
</dataqual>
<Binary>
<Thumbnail>
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</Data>
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