<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="es">
<Esri>
<CreaDate>20221020</CreaDate>
<CreaTime>13592400</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<ArcGISstyle>Item Description</ArcGISstyle>
<SyncOnce>FALSE</SyncOnce>
<DataProperties>
<lineage>
<Process Date="20221020" Name="" Time="135924" ToolSource="c:\program files (x86)\arcgis\desktop10.6\ArcToolbox\Toolboxes\Data Management Tools.tbx\CreateMosaicDataset" export="">CreateMosaicDataset \\prowinvir01\Ortofoto-II\MOSAICO_BOGOTA_2020_EAB\OrtoAcueducto2020LZW\OrtoBogota2020.gdb ortobogota2020 "PROJCS['MAGNA_Colombia_Bogota',GEOGCS['GCS_MAGNA',DATUM['D_MAGNA',SPHEROID['GRS_1980',6378137.0,298.257222101]],PRIMEM['Greenwich',0.0],UNIT['Degree',0.0174532925199433]],PROJECTION['Transverse_Mercator'],PARAMETER['False_Easting',1000000.0],PARAMETER['False_Northing',1000000.0],PARAMETER['Central_Meridian',-74.07750791666666],PARAMETER['Scale_Factor',1.0],PARAMETER['Latitude_Of_Origin',4.596200416666666],UNIT['Meter',1.0]];-4623200 -9510300 450265407,001579;-100000 10000;-100000 10000;0,001;0,001;0,001;IsHighPrecision" 4 8_BIT_UNSIGNED NATURAL_COLOR_RGBI "Red 630 690;Green 530 570;Blue 440 510;Infrared 770 830"</Process>
<Process Date="20221020" Name="" Time="140726" ToolSource="c:\program files (x86)\arcgis\desktop10.6\ArcToolbox\Toolboxes\Data Management Tools.tbx\DefineMosaicDatasetNoData" export="">DefineMosaicDatasetNoData \\prowinvir01\Ortofoto-II\MOSAICO_BOGOTA_2020_EAB\OrtoAcueducto2020LZW\OrtoBogota2020.gdb\ortobogota2020 4 "ALL_BANDS 0" # # NO_COMPOSITE_NODATA</Process>
<Process Date="20221020" Name="" Time="160044" ToolSource="c:\program files (x86)\arcgis\desktop10.6\ArcToolbox\Toolboxes\Data Management Tools.tbx\BuildFootprints" export="">BuildFootprints \\prowinvir01\Ortofoto-II\MOSAICO_BOGOTA_2020_EAB\OrtoAcueducto2020LZW\OrtoBogota2020.gdb\ortobogota2020 # RADIOMETRY 1 255 -1 0 NO_MAINTAIN_EDGES SKIP_DERIVED_IMAGES UPDATE_BOUNDARY 2000 100 NONE # 20 0,05</Process>
<Process Date="20221020" Name="" Time="160217" ToolSource="c:\program files (x86)\arcgis\desktop10.6\ArcToolbox\Toolboxes\Data Management Tools.tbx\DefineOverviews" export="">DefineOverviews \\prowinvir01\Ortofoto-II\MOSAICO_BOGOTA_2020_EAB\OrtoAcueducto2020LZW\OrtoBogota2020.gdb\ortobogota2020 \\prowinvir01\Ortofoto-II\MOSAICO_BOGOTA_2020_EAB\OrtoAcueducto2020LZW\OrtoBogota2020.Overviews\ortobogota2020.Overviews # "979950,612351956 984602,87861309 1008934,97940223 1026933,45664777" 0,08 -1 5120 5120 3 NO_FORCE_OVERVIEW_TILES BILINEAR JPEG 80</Process>
<Process Date="20221020" Name="" Time="160256" ToolSource="c:\program files (x86)\arcgis\desktop10.6\ArcToolbox\Toolboxes\Data Management Tools.tbx\BuildOverviews" export="">BuildOverviews \\prowinvir01\Ortofoto-II\MOSAICO_BOGOTA_2020_EAB\OrtoAcueducto2020LZW\OrtoBogota2020.gdb\ortobogota2020 # DEFINE_MISSING_TILES GENERATE_OVERVIEWS GENERATE_MISSING_IMAGES REGENERATE_STALE_IMAGES</Process>
<Process Date="20221101" Time="102133" ToolSource="c:\program files (x86)\arcgis\desktop10.6\ArcToolbox\Toolboxes\Data Management Tools.tbx\DefineMosaicDatasetNoData">DefineMosaicDatasetNoData \\vmimgserver01\E\agserver\imagenes\Ortho2020\OrtoBogota2020.gdb\ortobogota2020 4 "ALL_BANDS 255" # # NO_COMPOSITE_NODATA</Process>
<Process Date="20221101" Time="102230" ToolSource="c:\program files (x86)\arcgis\desktop10.6\ArcToolbox\Toolboxes\Data Management Tools.tbx\BuildOverviews">BuildOverviews \\vmimgserver01\E\agserver\imagenes\Ortho2020\OrtoBogota2020.gdb\ortobogota2020 # DEFINE_MISSING_TILES GENERATE_OVERVIEWS GENERATE_MISSING_IMAGES REGENERATE_STALE_IMAGES</Process>
<Process Date="20230620" Time="114739" ToolSource="c:\program files (x86)\arcgis\desktop10.8\ArcToolbox\Toolboxes\Data Management Tools.tbx\AnalyzeMosaicDataset">AnalyzeMosaicDataset F:\agserver\imagenes\Ortho2020\OrtoBogota2020.gdb\ortobogota2020 # FOOTPRINT;FUNCTION;RASTER;PATHS</Process>
<Process Date="20230623" Time="151319" ToolSource="c:\program files (x86)\arcgis\desktop10.8\ArcToolbox\Toolboxes\Data Management Tools.tbx\AnalyzeMosaicDataset">AnalyzeMosaicDataset F:\agserver\imagenes\Ortho2020\OrtoBogota2020.gdb\ortobogota2020 # FOOTPRINT;FUNCTION;RASTER;PATHS</Process>
</lineage>
<itemProps>
<itemName Sync="TRUE">ortobogota2020</itemName>
<itemLocation>
<linkage Sync="TRUE">file://\\vmimgserver01\E\agserver\imagenes\Ortho2020\OrtoBogota2020.gdb</linkage>
<protocol Sync="TRUE">Local Area Network</protocol>
</itemLocation>
<nativeExtBox>
<westBL Sync="TRUE">979950.599996</westBL>
<eastBL Sync="TRUE">1008934.999996</eastBL>
<southBL Sync="TRUE">984602.840000</southBL>
<northBL Sync="TRUE">1026933.480000</northBL>
<exTypeCode Sync="TRUE">1</exTypeCode>
</nativeExtBox>
</itemProps>
<coordRef>
<type Sync="TRUE">Projected</type>
<geogcsn Sync="TRUE">GCS_MAGNA</geogcsn>
<csUnits Sync="TRUE">Linear Unit: Meter (1.000000)</csUnits>
<projcsn Sync="TRUE">MAGNA_Colombia_Bogota</projcsn>
<peXml Sync="TRUE">&lt;ProjectedCoordinateSystem xsi:type='typens:ProjectedCoordinateSystem' xmlns:xsi='http://www.w3.org/2001/XMLSchema-instance' xmlns:xs='http://www.w3.org/2001/XMLSchema' xmlns:typens='http://www.esri.com/schemas/ArcGIS/10.6'&gt;&lt;WKT&gt;PROJCS[&amp;quot;MAGNA_Colombia_Bogota&amp;quot;,GEOGCS[&amp;quot;GCS_MAGNA&amp;quot;,DATUM[&amp;quot;D_MAGNA&amp;quot;,SPHEROID[&amp;quot;GRS_1980&amp;quot;,6378137.0,298.257222101]],PRIMEM[&amp;quot;Greenwich&amp;quot;,0.0],UNIT[&amp;quot;Degree&amp;quot;,0.0174532925199433]],PROJECTION[&amp;quot;Transverse_Mercator&amp;quot;],PARAMETER[&amp;quot;False_Easting&amp;quot;,1000000.0],PARAMETER[&amp;quot;False_Northing&amp;quot;,1000000.0],PARAMETER[&amp;quot;Central_Meridian&amp;quot;,-74.07750791666666],PARAMETER[&amp;quot;Scale_Factor&amp;quot;,1.0],PARAMETER[&amp;quot;Latitude_Of_Origin&amp;quot;,4.596200416666666],UNIT[&amp;quot;Meter&amp;quot;,1.0],AUTHORITY[&amp;quot;EPSG&amp;quot;,3116]]&lt;/WKT&gt;&lt;XOrigin&gt;-4623200&lt;/XOrigin&gt;&lt;YOrigin&gt;-9510300&lt;/YOrigin&gt;&lt;XYScale&gt;450265407.00157917&lt;/XYScale&gt;&lt;ZOrigin&gt;-100000&lt;/ZOrigin&gt;&lt;ZScale&gt;10000&lt;/ZScale&gt;&lt;MOrigin&gt;-100000&lt;/MOrigin&gt;&lt;MScale&gt;10000&lt;/MScale&gt;&lt;XYTolerance&gt;0.001&lt;/XYTolerance&gt;&lt;ZTolerance&gt;0.001&lt;/ZTolerance&gt;&lt;MTolerance&gt;0.001&lt;/MTolerance&gt;&lt;HighPrecision&gt;true&lt;/HighPrecision&gt;&lt;WKID&gt;3116&lt;/WKID&gt;&lt;LatestWKID&gt;3116&lt;/LatestWKID&gt;&lt;/ProjectedCoordinateSystem&gt;</peXml>
</coordRef>
<RasterProperties>
<General>
<PixelDepth Sync="TRUE">8</PixelDepth>
<HasColormap Sync="TRUE">FALSE</HasColormap>
<CompressionType Sync="TRUE">None</CompressionType>
<NumBands Sync="TRUE">4</NumBands>
<Format Sync="TRUE">AMD</Format>
<HasPyramids Sync="TRUE">TRUE</HasPyramids>
<SourceType Sync="TRUE">continuous</SourceType>
<PixelType Sync="TRUE">unsigned integer</PixelType>
<NoDataValue Sync="TRUE"/>
</General>
<Properties>
<MaxImageHeight Sync="TRUE">4100</MaxImageHeight>
<MaxImageWidth Sync="TRUE">15000</MaxImageWidth>
<MaxRecordCount Sync="TRUE">1000</MaxRecordCount>
<MaxDownloadImageCount Sync="TRUE">20</MaxDownloadImageCount>
<MaxDownloadSizeLimit Sync="TRUE">2048</MaxDownloadSizeLimit>
<MaxMosaicImageCount Sync="TRUE">20</MaxMosaicImageCount>
<DefaultCompressionQuality Sync="TRUE">75</DefaultCompressionQuality>
<DefaultCompressionTolerance Sync="TRUE">0,01</DefaultCompressionTolerance>
<BlendWidth Sync="TRUE">10</BlendWidth>
<ViewpointSpacingX Sync="TRUE">600</ViewpointSpacingX>
<ViewpointSpacingY Sync="TRUE">300</ViewpointSpacingY>
<AllowedItemMetadata Sync="TRUE">Basic</AllowedItemMetadata>
<DefaultResamplingMethod Sync="TRUE">1</DefaultResamplingMethod>
<AllowedMosaicMethods Sync="TRUE">NorthWest,Center,LockRaster,ByAttribute,Nadir,Viewpoint,Seamline,None</AllowedMosaicMethods>
<AllowedCompressions Sync="TRUE">None,JPEG,LZ77,LERC</AllowedCompressions>
<AllowedMensurationCapabilities Sync="TRUE">None</AllowedMensurationCapabilities>
<AvailableMensurationCapabilities Sync="TRUE">None,Basic,Base-Top Height,Top-Top Shadow Height,Base-Top Shadow Height,3D</AvailableMensurationCapabilities>
<ClipToBoundary Sync="TRUE">-1</ClipToBoundary>
<FootprintMayContainNoData Sync="TRUE">-1</FootprintMayContainNoData>
<CellSizeTolerance Sync="TRUE">0,8</CellSizeTolerance>
<MinimumPixelContribution Sync="TRUE">1</MinimumPixelContribution>
<AvailableMosaicMethods Sync="TRUE">NorthWest,Center,LockRaster,ByAttribute,Nadir,Viewpoint,Seamline,None</AvailableMosaicMethods>
<AvailableCompressionMethods Sync="TRUE">None,JPEG,LZ77,LERC</AvailableCompressionMethods>
<AvailableItemMetadataLevels Sync="TRUE">None,Basic,Full</AvailableItemMetadataLevels>
<BandDefinitionKeyword Sync="TRUE">NaturalColorRGBI</BandDefinitionKeyword>
<AllowedFields Sync="TRUE">Name,MinPS,MaxPS,LowPS,HighPS,Tag,GroupName,ProductName,CenterX,CenterY,ZOrder,Shape_Length,Shape_Area,Thumbnail</AllowedFields>
<MaxCellSize Sync="TRUE">8747,99999999999</MaxCellSize>
<LowCellSize Sync="TRUE">0,08</LowCellSize>
<HighCellSize Sync="TRUE">174,96</HighCellSize>
<ClipToFootprint Sync="TRUE">-1</ClipToFootprint>
</Properties>
<Functions Sync="TRUE">
<Function Description="Performs on-the-fly mosaic on a raster catalog." Name="Mosaic Function"/>
</Functions>
</RasterProperties>
</DataProperties>
<SyncDate>20221101</SyncDate>
<SyncTime>09331500</SyncTime>
<ModDate>20221101</ModDate>
<ModTime>09331500</ModTime>
<scaleRange>
<minScale>150000000</minScale>
<maxScale>5000</maxScale>
</scaleRange>
<ArcGISProfile>ItemDescription</ArcGISProfile>
</Esri>
<dataIdInfo>
<envirDesc Sync="TRUE"> Version 6.2 (Build 9200) ; Esri ArcGIS 10.6.1.9270</envirDesc>
<dataLang>
<languageCode Sync="TRUE" value="spa"/>
<countryCode Sync="TRUE" value="COL"/>
</dataLang>
<idCitation>
<resTitle Sync="FALSE">Mosaico Bogota 2020</resTitle>
<presForm>
<PresFormCd Sync="TRUE" value="005"/>
</presForm>
</idCitation>
<spatRpType>
<SpatRepTypCd Sync="TRUE" value="002"/>
</spatRpType>
<dataExt>
<geoEle>
<GeoBndBox esriExtentType="search">
<exTypeCode Sync="TRUE">1</exTypeCode>
<westBL Sync="TRUE">-74.258255</westBL>
<eastBL Sync="TRUE">-73.996958</eastBL>
<northBL Sync="TRUE">4.839762</northBL>
<southBL Sync="TRUE">4.456940</southBL>
</GeoBndBox>
</geoEle>
</dataExt>
<idPurp>Ortofotomosaico del área urbana de la ciudad de Bogotá D.C. y del municipio de Soacha de muy alta resolución espacial, que sirve como insumo para la generación de cartografía básica.</idPurp>
<idCredit>Empresa de Acueducto y Alcantarillado de Bogotá ESP - EAAB.</idCredit>
<searchKeys>
<keyword>Ortofotomosaico</keyword>
<keyword>Bogotá D.C.</keyword>
<keyword>Soacha</keyword>
<keyword>Urbano</keyword>
<keyword>Ortoimagen</keyword>
<keyword>Ortorrectificada</keyword>
<keyword>Mosaico</keyword>
</searchKeys>
<resConst>
<Consts>
<useLimit>&lt;div style='text-align:Left;'&gt;&lt;div&gt;&lt;div&gt;&lt;p&gt;&lt;span&gt;&lt;span&gt;CC-BY-NC-SA 4.0&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</useLimit>
</Consts>
</resConst>
<idAbs>Mosaico del área urbana de la ciudad de Bogotá D.C. y del municipio de Soacha. El mosaico tiene un GSD de 8cm. Permite realizar estudios para cartografía 1:1.000 y 1:2.000. Su resolución radiométrica es de 8bit y su resolución espectral es de 4 bandas, contando con las bandas del azul, verde, roja e infrarroja cercana (RGB-NIR). Las imágenes insumo empleadas para su generación fueron tomadas con un sensor aerotransportado de gran formato en el año 2020. Presentan 0% de cobertura nubosa. El área de cubrimiento es de 60.000ha.</idAbs>
</dataIdInfo>
<mdLang>
<languageCode Sync="TRUE" value="spa"/>
<countryCode Sync="TRUE" value="COL"/>
</mdLang>
<refSysInfo>
<RefSystem>
<refSysID>
<identCode Sync="TRUE" code="3116"/>
<idCodeSpace Sync="TRUE">EPSG</idCodeSpace>
<idVersion Sync="TRUE">8.6(9.2.0)</idVersion>
</refSysID>
</RefSystem>
</refSysInfo>
<spatRepInfo>
<Georect>
<cellGeo>
<CellGeoCd Sync="TRUE" value="002"/>
</cellGeo>
<numDims Sync="TRUE">2</numDims>
<tranParaAv Sync="TRUE">1</tranParaAv>
<chkPtAv Sync="TRUE">0</chkPtAv>
<cornerPts>
<pos Sync="TRUE">979950.599996 984602.840000</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">979950.599996 1026933.480000</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">1008934.999996 1026933.480000</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">1008934.999996 984602.840000</pos>
</cornerPts>
<centerPt>
<pos Sync="TRUE">994442.799996 1005768.160000</pos>
</centerPt>
<axisDimension type="002">
<dimSize Sync="TRUE">362305</dimSize>
<dimResol>
<value Sync="TRUE" uom="m">0.080000</value>
</dimResol>
</axisDimension>
<axisDimension type="001">
<dimSize Sync="TRUE">529133</dimSize>
<dimResol>
<value Sync="TRUE" uom="m">0.080000</value>
</dimResol>
</axisDimension>
<ptInPixel>
<PixOrientCd Sync="TRUE" value="001"/>
</ptInPixel>
</Georect>
</spatRepInfo>
<contInfo>
<ImgDesc>
<contentTyp>
<ContentTypCd Sync="TRUE" value="001"/>
</contentTyp>
<covDim>
<Band>
<dimDescrp Sync="TRUE">Red</dimDescrp>
<bitsPerVal Sync="TRUE">8</bitsPerVal>
<valUnit>
<UOM type="length"/>
</valUnit>
<maxVal Sync="TRUE">236.000000</maxVal>
<minVal Sync="TRUE">1.000000</minVal>
</Band>
<Band>
<dimDescrp Sync="TRUE">Green</dimDescrp>
<bitsPerVal Sync="TRUE">8</bitsPerVal>
<valUnit>
<UOM type="length"/>
</valUnit>
<maxVal Sync="TRUE">222.000000</maxVal>
<minVal Sync="TRUE">1.000000</minVal>
</Band>
<Band>
<dimDescrp Sync="TRUE">Blue</dimDescrp>
<bitsPerVal Sync="TRUE">8</bitsPerVal>
<valUnit>
<UOM type="length"/>
</valUnit>
<maxVal Sync="TRUE">216.000000</maxVal>
<minVal Sync="TRUE">1.000000</minVal>
</Band>
<Band>
<dimDescrp Sync="TRUE">Infrared</dimDescrp>
<bitsPerVal Sync="TRUE">8</bitsPerVal>
<valUnit>
<UOM type="length"/>
</valUnit>
<maxVal Sync="TRUE">253.000000</maxVal>
<minVal Sync="TRUE">1.000000</minVal>
</Band>
</covDim>
</ImgDesc>
</contInfo>
<mdDateSt Sync="TRUE">20221101</mdDateSt>
<mdHrLv>
<ScopeCd value="005"/>
</mdHrLv>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
