<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20230523</CreaDate>
<CreaTime>11205600</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>FALSE</SyncOnce>
<DataProperties>
<lineage>
<Process Date="20230523" Name="" Time="112056" ToolSource="c:\program files\arcgis\pro\Resources\ArcToolbox\toolboxes\Data Management Tools.tbx\CreateMosaicDataset" export="">CreateMosaicDataset \\chdc-gisserv02\E\Imagery\MapProjects\Imagery_2022_VGIN\Imagery_2022_VGIN.gdb Imagery_2022_VGIN PROJCS["WGS_1984_Web_Mercator_Auxiliary_Sphere",GEOGCS["GCS_WGS_1984",DATUM["D_WGS_1984",SPHEROID["WGS_1984",6378137.0,298.257223563]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Mercator_Auxiliary_Sphere"],PARAMETER["False_Easting",0.0],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",0.0],PARAMETER["Standard_Parallel_1",0.0],PARAMETER["Auxiliary_Sphere_Type",0.0],UNIT["Meter",1.0]] 4 "8-bit unsigned" "Natural color and infrared" "Red 630 690;Green 530 570;Blue 440 510;Infrared 770 830"</Process>
<Process Date="20230523" Name="" Time="133018" ToolSource="c:\program files\arcgis\pro\Resources\ArcToolbox\toolboxes\Data Management Tools.tbx\AddRastersToMosaicDataset" export="">AddRastersToMosaicDataset \\chdc-gisserv02\E\Imagery\MapProjects\Imagery_2022_VGIN\Imagery_2022_VGIN.gdb\Imagery_2022_VGIN "Raster Dataset" \\chdc-gisserv02\E\Imagery\Data\2022 UPDATE_CELL_SIZES UPDATE_BOUNDARY NO_OVERVIEWS # 0 1500 # # SUBFOLDERS "Allow duplicates" BUILD_PYRAMIDS CALCULATE_STATISTICS NO_THUMBNAILS # NO_FORCE_SPATIAL_REFERENCE ESTIMATE_STATISTICS # NO_PIXEL_CACHE C:\Users\mikolinj\AppData\Local\Temp\ArcGISProTemp16880\Imagery_2022_VGIN</Process>
<Process Date="20230525" Name="" Time="142704" ToolSource="c:\program files\arcgis\pro\Resources\ArcToolbox\toolboxes\Data Management Tools.tbx\AddRastersToMosaicDataset" export="">AddRastersToMosaicDataset \\chdc-gisserv02\E\Imagery\MapProjects\Imagery_2022_VGIN\Imagery_2022_VGIN.gdb\Imagery_2022_VGIN "Raster Dataset" \\chdc-gisserv02\E\Imagery\Data\2022 UPDATE_CELL_SIZES UPDATE_BOUNDARY NO_OVERVIEWS # 0 1500 # # SUBFOLDERS "Allow duplicates" NO_PYRAMIDS NO_STATISTICS NO_THUMBNAILS # NO_FORCE_SPATIAL_REFERENCE NO_STATISTICS # NO_PIXEL_CACHE C:\Users\mikolinj\AppData\Local\Temp\ArcGISProTemp16880\Imagery_2022_VGIN</Process>
<Process Date="20230526" Name="" Time="145211" ToolSource="c:\program files\arcgis\pro\Resources\ArcToolbox\Toolboxes\Data Management Tools.tbx\Rename" export="">Rename \\chdc-gisserv02\E\Imagery\MapProjects\Imagery_2022_VGIN\Imagery_2022_VGIN.gdb\Imagery_2022_VGIN \\chdc-gisserv02\E\Imagery\MapProjects\Imagery_2022_VGIN\Imagery_2022_VGIN.gdb\Imagery_2022 MosaicDataset</Process>
<Process Date="20230526" Name="" Time="150754" ToolSource="c:\program files\arcgis\pro\Resources\ArcToolbox\toolboxes\Data Management Tools.tbx\Rename" export="">Rename \\chdc-gisserv02\E\Imagery\MapProjects\Imagery_2022_VGIN\Imagery_2022_VGIN.gdb\Imagery_2022 \\chdc-gisserv02\E\Imagery\MapProjects\Imagery_2022_VGIN\Imagery_2022_VGIN.gdb\Imagery_2022_VGIN MosaicDataset</Process>
</lineage>
<itemProps>
<itemName Sync="TRUE">Imagery_2022_VGIN</itemName>
<itemLocation>
<linkage Sync="TRUE">file://\\chdc-gisserv02\E\Imagery\MapProjects\Imagery_2022_VGIN\Imagery_2022_VGIN.gdb</linkage>
<protocol Sync="TRUE">Local Area Network</protocol>
</itemLocation>
<nativeExtBox>
<westBL Sync="TRUE">-8821398.414100</westBL>
<eastBL Sync="TRUE">-8735827.319358</eastBL>
<southBL Sync="TRUE">4607327.587818</southBL>
<northBL Sync="TRUE">4702968.685100</northBL>
<exTypeCode Sync="TRUE">1</exTypeCode>
</nativeExtBox>
</itemProps>
<coordRef>
<type Sync="TRUE">Projected</type>
<geogcsn Sync="TRUE">GCS_WGS_1984</geogcsn>
<csUnits Sync="TRUE">Linear Unit: Meter (1.000000)</csUnits>
<projcsn Sync="TRUE">WGS_1984_Web_Mercator_Auxiliary_Sphere</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/3.1.0'&gt;&lt;WKT&gt;PROJCS[&amp;quot;WGS_1984_Web_Mercator_Auxiliary_Sphere&amp;quot;,GEOGCS[&amp;quot;GCS_WGS_1984&amp;quot;,DATUM[&amp;quot;D_WGS_1984&amp;quot;,SPHEROID[&amp;quot;WGS_1984&amp;quot;,6378137.0,298.257223563]],PRIMEM[&amp;quot;Greenwich&amp;quot;,0.0],UNIT[&amp;quot;Degree&amp;quot;,0.0174532925199433]],PROJECTION[&amp;quot;Mercator_Auxiliary_Sphere&amp;quot;],PARAMETER[&amp;quot;False_Easting&amp;quot;,0.0],PARAMETER[&amp;quot;False_Northing&amp;quot;,0.0],PARAMETER[&amp;quot;Central_Meridian&amp;quot;,0.0],PARAMETER[&amp;quot;Standard_Parallel_1&amp;quot;,0.0],PARAMETER[&amp;quot;Auxiliary_Sphere_Type&amp;quot;,0.0],UNIT[&amp;quot;Meter&amp;quot;,1.0],AUTHORITY[&amp;quot;EPSG&amp;quot;,3857]]&lt;/WKT&gt;&lt;XOrigin&gt;-20037700&lt;/XOrigin&gt;&lt;YOrigin&gt;-30241100&lt;/YOrigin&gt;&lt;XYScale&gt;148923141.92838538&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;102100&lt;/WKID&gt;&lt;LatestWKID&gt;3857&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">50</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</AllowedMosaicMethods>
<AllowedCompressions Sync="TRUE">None</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>
<_docversion_ Sync="TRUE">10</_docversion_>
<AllowedFields Sync="TRUE">Name,MinPS,MaxPS,LowPS,HighPS,Tag,GroupName,ProductName,CenterX,CenterY,ZOrder,Shape_Length,Shape_Area</AllowedFields>
<MaxCellSize Sync="TRUE">22219.9644399288</MaxCellSize>
<LowCellSize Sync="TRUE">7.62001524003048E-02</LowCellSize>
<HighCellSize Sync="TRUE">0.609601219202438</HighCellSize>
<PixelCacheLocation Sync="TRUE">C:\Users\mikolinj\AppData\Local\Temp\ArcGISProTemp16880\Imagery_2022_VGIN</PixelCacheLocation>
<TimeStamp.RemoveItems Sync="TRUE">45070.6236731134</TimeStamp.RemoveItems>
<TimeStamp.UpdateExtent Sync="TRUE">45070.6236960532</TimeStamp.UpdateExtent>
<AvailableFields Sync="TRUE">Name,MinPS,MaxPS,LowPS,HighPS,Tag,GroupName,ProductName,CenterX,CenterY,ZOrder,Shape_Length,Shape_Area</AvailableFields>
<SortableFields Sync="TRUE">MinPS,MaxPS,LowPS,HighPS,CenterX,CenterY,ZOrder,Shape_Length,Shape_Area</SortableFields>
<SortAscending Sync="TRUE">-1</SortAscending>
<MosaicOperator Sync="TRUE">1</MosaicOperator>
<BlendWidthUnits Sync="TRUE">1</BlendWidthUnits>
<ClipToFootprint Sync="TRUE">0</ClipToFootprint>
<ClipOverviewsToFootprint Sync="TRUE">0</ClipOverviewsToFootprint>
<HasDodgingTable Sync="TRUE">0</HasDodgingTable>
<ApplyColorCorrection Sync="TRUE">0</ApplyColorCorrection>
<UseTime Sync="TRUE">0</UseTime>
<StartTimeFieldName Sync="TRUE"/>
<EndTimeFieldName Sync="TRUE"/>
<TimeValueFormat Sync="TRUE"/>
<UseRange Sync="TRUE">0</UseRange>
<TimeInterval Sync="TRUE"/>
<TimeIntervalUnits Sync="TRUE"/>
<SortField Sync="TRUE">MinPS</SortField>
<SortValue Sync="TRUE"/>
<DataType Sync="TRUE">Processed</DataType>
</Properties>
<Functions Sync="TRUE">
<Function Description="Performs on-the-fly mosaic on a raster catalog." Name="Mosaic Function"/>
</Functions>
</RasterProperties>
</DataProperties>
<SyncDate>20230524</SyncDate>
<SyncTime>12155200</SyncTime>
<ModDate>20240715</ModDate>
<ModTime>15270000</ModTime>
<scaleRange>
<minScale>150000000</minScale>
<maxScale>5000</maxScale>
</scaleRange>
<ArcGISProfile>ItemDescription</ArcGISProfile>
</Esri>
<mdChar>
<CharSetCd value="004"/>
</mdChar>
<mdHrLv>
<ScopeCd value="005"/>
</mdHrLv>
<mdContact>
<rpIndName>Gerard Bernhardt</rpIndName>
<rpOrgName>Virginia Department of Emergency Management</rpOrgName>
<rpPosName>VGIN Project Manager</rpPosName>
<rpCntInfo>
<cntPhone>
<voiceNum>804-773-0780</voiceNum>
</cntPhone>
<cntAddress addressType="both">
<delPoint>9711 Farrar Ct Suite 200</delPoint>
<city>North Chesterfield</city>
<adminArea>VA</adminArea>
<postCode>23236</postCode>
<eMailAdd>gerard.bernhardt@vdem.virginia.gov</eMailAdd>
</cntAddress>
</rpCntInfo>
<role>
<RoleCd value="007"/>
</role>
</mdContact>
<mdDateSt Sync="TRUE">20240715</mdDateSt>
<mdStanName>ArcGIS Metadata</mdStanName>
<mdStanVer>1.0</mdStanVer>
<distInfo>
<distributor>
<distorCont>
<rpIndName>Gerard Bernhardt</rpIndName>
<rpOrgName>Virginia Department of Emergency Management</rpOrgName>
<rpPosName>VGIN Project Manager</rpPosName>
<rpCntInfo>
<cntPhone>
<voiceNum>804-773-0780</voiceNum>
</cntPhone>
<cntAddress addressType="both">
<delPoint>9711 Farrar Ct Suite 200</delPoint>
<city>North Chesterfield</city>
<adminArea>VA</adminArea>
<postCode>23236</postCode>
<eMailAdd>gerard.bernhardt@vdem.virginia.gov</eMailAdd>
</cntAddress>
</rpCntInfo>
<role>
<RoleCd value="005"/>
</role>
</distorCont>
<distorOrdPrc>
<resFees>variable</resFees>
</distorOrdPrc>
<distorFormat>
<formatName>TIFF</formatName>
<fileDecmTech>no compression applied</fileDecmTech>
</distorFormat>
<distorTran>
<transSize>95.37</transSize>
<offLineMed>
<medName>
<MedNameCd value="external drive"/>
</medName>
<medFormat>
<MedFormCd value="ntfs"/>
</medFormat>
</offLineMed>
</distorTran>
</distributor>
<distributor>
<distorCont>
<rpIndName>Gerard Bernhardt</rpIndName>
<rpOrgName>Virginia Department of Emergency Management</rpOrgName>
<rpPosName>VGIN Project Manager</rpPosName>
<rpCntInfo>
<cntPhone>
<voiceNum>804-773-0780</voiceNum>
</cntPhone>
<cntAddress addressType="both">
<delPoint>9711 Farrar Ct Suite 200</delPoint>
<city>North Chesterfield</city>
<adminArea>VA</adminArea>
<postCode>23236</postCode>
<eMailAdd>gerard.bernhardt@vdem.virginia.gov</eMailAdd>
</cntAddress>
</rpCntInfo>
<role>
<RoleCd value="005"/>
</role>
</distorCont>
<distorOrdPrc>
<ordInstr>Contact VGIN for ordering information.</ordInstr>
</distorOrdPrc>
</distributor>
<distTranOps>
<onLineSrc>
<linkage>http://www.vita.virginia.gov/isp/default.aspx?id=12118</linkage>
</onLineSrc>
</distTranOps>
</distInfo>
<dataIdInfo>
<idCitation>
<resTitle>Imagery_2022</resTitle>
<date>
<pubDate>2022-10-13</pubDate>
</date>
<resEd>2022</resEd>
<citRespParty>
<rpOrgName>Virginia Geographic Information Network (VGIN)</rpOrgName>
<role>
<RoleCd value="006"/>
</role>
</citRespParty>
<citRespParty>
<rpOrgName>Virginia Geographic Information Network (VGIN)</rpOrgName>
<rpCntInfo>
<cntAddress>
<delPoint>Richmond, Virginia</delPoint>
</cntAddress>
</rpCntInfo>
<role>
<RoleCd value="010"/>
</role>
</citRespParty>
<presForm>
<PresFormCd value="005"/>
</presForm>
<presForm>
<fgdcGeoform>remote-sensing image</fgdcGeoform>
</presForm>
<datasetSeries>
<seriesName>Virginia Base Map Program</seriesName>
<issId>2022</issId>
</datasetSeries>
<collTitle>Virginia Base Map Program</collTitle>
</idCitation>
<idAbs>&lt;DIV STYLE="text-align:Left;"&gt;&lt;P&gt;&lt;SPAN&gt;The orthoimagery in this image service was taken between 2/1/2022 to 4/2/2022. It was provided by the Commonwealth of Virginia, specifically through the Virginia Geographic Information Network Division (VGIN) to support the state's base mapping program. Imagery is displayed in natural color with the following band order: red (band 1); green (band 2); blue (band 3). The dataset's coordinate system is WGS 1984 Web Mercator (Auxiliary Sphere). A cache was built containing 11 levels ranging from 1:288,895 to 1:282 from source image tiles (GeoTIFFs). The spatial resolution is 3-inches over the City of Harrisonburg and 12-inches for surrounding Rockingham County areas.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN STYLE="font-weight:bold;"&gt;Metadata below provided by the imagery contractor SURDEX:&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;In the spring of 2020, the Commonwealth of Virginia, through the Virginia Geographic Information Network Division (herein referred to as VGIN) of the Virginia Information Technologies Agency (VITA) contracted with SURDEX Corporation to provide digital aerial imagery, ground control, aerial triangulation and development of statewide ortho quality DEM and digital orthophotography data. The Virginia Base Mapping Program (VBMP) update project is divided into three collection phases: In 2021, SURDEX acquired the eastern third of Virginia at 12-inch imagery resolution, with options for localities and other interested parties to upgrade the imagery resolution and purchase other optional products through the state contract. The central third of Virginia was acquired in 2022 with options for localities and other interested parties to upgrade the imagery resolution and purchase other optional products through the state contract, and the western third will be flown in 2023 with options for localities and other interested parties to upgrade the imagery resolution or purchase other optional products through the state contract. The orthoimagery base product is 12-inch resolution statewide with locality upgrades to 6-inch resolution tiles and 3-inch resolution tiles in various regions within the project area. The Virginia Base Mapping project encompasses the entire land area of the Commonwealth of Virginia over 4 years. The State boundary is buffered by 1000'. Coastal areas of the State bordering the Atlantic Ocean or the Chesapeake Bay are buffered by 1000' or the extent of man-made features extending from shore.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;</idAbs>
<idPurp>Natural color imagery for the City of Harrisonburg and surrounding Rockingham County area. Dates of capture range from 2/1/2022 to 4/2/2022.</idPurp>
<idStatus>
<ProgCd value="001"/>
</idStatus>
<idPoC>
<rpIndName>Gerard Bernhardt</rpIndName>
<rpOrgName>Virginia Department of Emergency Management</rpOrgName>
<rpPosName>VGIN Project Manager</rpPosName>
<rpCntInfo>
<cntPhone>
<voiceNum>804-773-0780</voiceNum>
</cntPhone>
<cntAddress addressType="both">
<delPoint>9711 Farrar Ct Suite 200</delPoint>
<city>North Chesterfield</city>
<adminArea>VA</adminArea>
<postCode>23236</postCode>
<eMailAdd>gerard.bernhardt@vdem.virginia.gov</eMailAdd>
</cntAddress>
</rpCntInfo>
<role>
<RoleCd value="007"/>
</role>
</idPoC>
<resMaint>
<maintFreq>
<MaintFreqCd value="010"/>
</maintFreq>
</resMaint>
<placeKeys>
<keyword>Virginia</keyword>
<keyword>Commonwealth of Virginia</keyword>
<keyword>USA</keyword>
</placeKeys>
<themeKeys>
<keyword>orthophotography</keyword>
<keyword>imagery</keyword>
<keyword>raster</keyword>
</themeKeys>
<searchKeys>
<keyword>2022</keyword>
<keyword>imagery</keyword>
<keyword>base map</keyword>
</searchKeys>
<resConst>
<Consts>
<useLimit>&lt;DIV STYLE="text-align:Left;"&gt;&lt;P&gt;&lt;SPAN&gt;Every reasonable effort has been made to assure the accuracy of this dataset and associated maps. The City of Harrisonburg assumes no liability arising from use of these datasets or maps created using these datasets. THE DATASETS ARE PROVIDED WITHOUT WARRANTY OF ANY KIND, either expressed or implied, including, but not limited to, the implied warranties of merchantability and fitness for a particular purpose. Any errors or omissions should be reported to the GIS Administrator of the City of Harrisonburg, Department of Information Technology.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;</useLimit>
</Consts>
</resConst>
<resConst>
<LegConsts>
<useLimit>ALL DATA IS PROVIDED "AS IS." The Commonwealth of Virginia, the Virginia Geographic Information Network and their respective, officers, agents and employees jointly and severally disclaim any and all representations or warranties, express or implied, written or oral, in fact or arising by operation of law, including any warranties of merchantability, fitness for a particular purpose, ACCURACY, CURRENCY, commercial value, or freedom of data from infringement of any THIRD PARTY intellectual property rights. Pursuant to Section 54.1-402, paragraph C of the Code of Virginia, which is quoted below, this data may not be used for purposes listed in said paragraph C, since the data was not created, nor is it maintained under the supervision of a licensed land surveyor. C. Persons utilizing photogrammetric methods or similar remote sensing technology shall not be required to be licensed as a land surveyor pursuant to subsection B of § 54.1-404 or 54.1-406 to: (i) determine topography or contours, or to depict physical improvements, provided such maps or other documents shall not be used for the design, modification, or construction of improvements to real property or for flood plain determination, or (ii) graphically show existing property lines and boundaries on maps or other documents provided such depicted property lines and boundaries shall only be used for general information. Any determination of topography or contours, or depiction of physical improvements, utilizing photogrammetric methods or similar remote sensing technology by persons not licensed as a land surveyor pursuant to § 54.1-406 shall not show any property monumentation or property metes and bounds, nor provide any measurement showing the relationship of any physical improvements to any property line or boundary. Any person not licensed pursuant to subsection B of § 54.1-404 or 54.1-406 preparing documentation pursuant to subsection C of § 54.1-402 shall note the following on such documentation: "Any determination of topography or contours, or any depiction of physical improvements, property lines or boundaries is for general information only and shall not be used for the design, modification, or construction of improvements to real property or for flood plain determination.”</useLimit>
<accessConsts>
<RestrictCd value="008"/>
</accessConsts>
<othConsts>Contact VGIN for information about regional and statewide VBMP datasets. For information about local datasets, contact the appropriate locality.</othConsts>
</LegConsts>
</resConst>
<aggrInfo>
<aggrDSName>
<resTitle>Virginia Base Map Program</resTitle>
<date>
<pubDate date="unknown"/>
</date>
<citRespParty>
<rpOrgName>Virginia Geographic Information Network (VGIN)</rpOrgName>
<role>
<RoleCd value="006"/>
</role>
</citRespParty>
</aggrDSName>
<assocType>
<AscTypeCd value="002"/>
</assocType>
</aggrInfo>
<spatRpType>
<SpatRepTypCd value="002"/>
</spatRpType>
<envirDesc>Microsoft Windows 7 Enterpise Service Pack 1; ESRI ArcCatalog 10.3.0.4322</envirDesc>
<dataExt>
<geoEle>
<GeoBndBox>
<exTypeCode>true</exTypeCode>
<westBL>-79.07375887</westBL>
<eastBL>-77.19304907</eastBL>
<northBL>39.07274158</northBL>
<southBL>38.00231750</southBL>
</GeoBndBox>
</geoEle>
</dataExt>
<dataExt>
<exDesc>ground condition</exDesc>
<tempEle>
<TempExtent>
<exTemp>
<TM_Period>
<tmBegin>2022-02-27</tmBegin>
<tmEnd>2022-03-29</tmEnd>
</TM_Period>
</exTemp>
</TempExtent>
</tempEle>
</dataExt>
<suppInfo>The entire State was initially designed to support 1-foot resolution statewide ortho-imagery at 1"= 200' (1:2400) scale mapping. Jurisdictions throughout the State were provided an option to upgrade to 6-inch resolution tiles at 1"=100' (1:1200) map scale and 3-inch resolution at 1"=50' (1:600) and 1” = 50’ (1:600) map scales. All digital ortho-imagery and development processes for the VBMP shall conform to the ASPRS Positional Accuracy Standards for Digital Geospatial Data (EDITION 1, VERSION 1.0. - NOVEMBER, 2014) and Model Virginia Map Accuracy Standards (2009). Accuracy will be tested and reported according to NSSDA Geospatial Positioning Accuracy Standards Part 3: National Standard for Spatial Data Accuracy Class 1.</suppInfo>
<dataLang>
<languageCode Sync="TRUE" value="eng"/>
<countryCode Sync="TRUE" value="USA"/>
</dataLang>
<dataExt>
<geoEle>
<GeoBndBox esriExtentType="search">
<exTypeCode Sync="TRUE">1</exTypeCode>
<westBL Sync="TRUE">-79.243970</westBL>
<eastBL Sync="TRUE">-78.475272</eastBL>
<northBL Sync="TRUE">38.869311</northBL>
<southBL Sync="TRUE">38.197246</southBL>
</GeoBndBox>
</geoEle>
</dataExt>
<idCredit>VGIN, Commonwealth of Virginia, City of Harrisonburg</idCredit>
<tpCat>
<TopicCatCd value="010"/>
</tpCat>
</dataIdInfo>
<dqInfo>
<dqScope>
<scpLvl>
<ScopeCd value="005"/>
</scpLvl>
</dqScope>
<report type="DQConcConsis">
<measDesc>All image tiles have been checked for proper spatial reference and conformance to the quality acceptance criteria adopted in the Commonwealth of Virginia Digital Information Technology Services Contract (Contract# VA-200922-SURD)</measDesc>
</report>
<report type="DQCompOm">
<measDesc>This dataset includes a total of 5,504 / 1,250' x 1,250' 3-inch resolution image tiles in the Virginia North State Plane Zone for 1” = 50’ scale imagery. The following Virginia North State Plane Zone counties and areas were upgraded to 3-inch resolution 1" = 50' mapping scale for 2022: Augusta County (partial), Staunton, Waynesboro, Rockingham County (partial), Harrisonburg, Warren County (partial) Fort Royal. and Loudoun County (partial).</measDesc>
</report>
<report dimension="horizontal" type="DQAbsExtPosAcc">
<measDesc>These data were compiled to meet the Commonwealth of Virginia Standard for Class 1 Map Accuracy as of October 13, 2022. For the 1" = 200' scale: RMSEx less than = 2.0 feet, RMSEy less than = 2.0 feet, RMSEr less than = 2.83 feet, Accuracy less than = 4.90 ft at the 95% confidence level. For the 1" = 100' scale: RMSEx less than = 1.0 feet, RMSEy less than = 1.0 feet, RMSEr less than = 1.42 feet, Accuracy r less than = 2.5 ft at the 95% confidence level. For the 1" = 50' scale: RMSEx less than = 0.5 feet, RMSEy less than = 0.5 feet, RMSEr less than = 0.7 feet, Accuracy r less than = 1.25 ft at the 95% confidence level.</measDesc>
</report>
<dataLineage>
<prcStep>
<stepDesc>The digital aerial imagery for the 3-inch resolution orthophotography was collected with a Leica ADS100 pushbroom scanner at a nominal height of 3,100 ft above mean terrain (AMT). Specific details regarding flying heights and collection dates can be found in the Aerotriangulation Reports provided to VGIN as part of the ancillary deliverables. The ground control used to support the orthophotographic mapping was collected by photographic identification of strategic points. The coordinates were collected via ground survey techniques. The Leica XPro software [v. 6.4.2] was used to process the imagery and AT. XPro is a customized suite of software used for downloading and preparing digital imagery collected with the Leica ADS100 Airborne Digital Sensor for softcopy photogrammetric use. XPro allows for the reconstruction and/or adjustment of exterior orientation parameters (EOPs), which consist of sensor positions and attitudes; XYZ and Omega, Phi, Kappa. When using a pushbroom scanner, each individual scan line features its own exterior orientation, which is observed with the GNSS/IMU SBET. Although this so-called a-priori solution can be used for direct geo-referencing of the imagery, the EOP was improved by including ground control and tie-points, that fix adjacent flight lines into the AT bundle adjustment. An initialization bundle adjustment was performed incorporating the EOPs, ground control points, tie-points and optional check-points. Further bundle adjustments were then iteratively launched if initial results required tuning. This involved manual point measurement adjustments or the addition of tie-points to improve the results within a AT loop. The final results are presented in terms of adjustment statistics (overall quality measures), information related to individual ground points (residuals, reliability, blunders), and adjusted EOPs / trajectory (SBET) quality. The results of the adjustment were verified through the development of a sub-sampled panchromatic mosaic chip for the data collection. This mosaic was inspected by the photogrammetric technician to identify any gross errors in the adjustment, as well as the identification of any voids or image quality problems. The 3-inch resolution or 1"=100' and 1” = 50’ map data was segmented into 1,250' X 1,250' tiles and named according to the naming convention established and provided by VGIN. A VGIN provided ortho quality surface model was utilized. The model was verified to ensure that the data covered the project limits. Each tile was checked and manually edited where necessary. Any voids left over from feature removal were filled with 3DEPH LiDAR values with identical post spacing to result in an identical DEM surface. The resulting digital elevation model (DEM) was used in the rectification of the ground orthoimagery. With the refined orientation data file from aerotriangulation and the edited DEM, XPro is used to produce a 4-band (RGB, CIR) strip ortho for each flight line. The factory radiometric calibration and haze removal corrections are applied. The radiometrically balanced strip orthos are then mosaicked while the auto-generated seam lines undergo manual inspections and alterations to prevent splitting buildings and minimizing above ground features from being clipped. The final mosaic was inspected by the photogrammetric technician to identify any gross errors in the adjustment, as well as the identification of any voids or image quality problems. The data was tiled and complete tiles were delivered as GeoTIFF with supplementary TFW files, as well as compressed MRSID files. The MrSID files were compressed at a ratio of 20:1. Upon statewide acceptance of the DEM and Orthophotography the data is bundled and redelivered by jurisdiction.</stepDesc>
<stepDateTm>2022-10-13</stepDateTm>
</prcStep>
</dataLineage>
</dqInfo>
<spatRepInfo>
<Georect>
<numDims>2</numDims>
<axisDimension type="001">
<dimSize>5000</dimSize>
<dimResol>
<value Sync="TRUE" uom="m">0.076200</value>
</dimResol>
</axisDimension>
<axisDimension type="002">
<dimSize>5000</dimSize>
<dimResol>
<value Sync="TRUE" uom="m">0.076200</value>
</dimResol>
</axisDimension>
<cellGeo>
<CellGeoCd Sync="TRUE" value="002"/>
</cellGeo>
<tranParaAv Sync="TRUE">1</tranParaAv>
<chkPtAv Sync="TRUE">0</chkPtAv>
<cornerPts>
<pos Sync="TRUE">-8821398.414100 4607327.587818</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">-8821398.414100 4702968.685100</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">-8735827.319358 4702968.685100</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">-8735827.319358 4607327.587818</pos>
</cornerPts>
<centerPt>
<pos Sync="TRUE">-8778612.866729 4655148.136459</pos>
</centerPt>
<ptInPixel>
<PixOrientCd Sync="TRUE" value="001"/>
</ptInPixel>
</Georect>
</spatRepInfo>
<eainfo>
<detailed>
<enttyp>
<enttypl>Band 1 Red</enttypl>
<enttypd>Red Band - 619–651 nm</enttypd>
<enttypds>Leica ADS100 Scanner Specification</enttypds>
</enttyp>
</detailed>
<detailed>
<enttyp>
<enttypl>Band 2 Green</enttypl>
<enttypd>Green Band 525–585 nm</enttypd>
<enttypds>Leica ADS100 Scanner Specification</enttypds>
</enttyp>
</detailed>
<detailed>
<enttyp>
<enttypl>Band 3 Blue</enttypl>
<enttypd>Blue Band 435–495 nm</enttypd>
<enttypds>Leica ADS100 Scanner Specification</enttypds>
</enttyp>
</detailed>
<detailed>
<enttyp>
<enttypl>Band 4 NIR</enttypl>
<enttypd>NIR Band 808–882 nm</enttypd>
<enttypds>Leica ADS100 Scanner Specification</enttypds>
</enttyp>
</detailed>
<overview>
<eaover>Reflectance values for visible and near infra-red light captured by the Leica ADS100 Pushbroom Scanner and expressed as four-band orthorectified imagery.</eaover>
<eadetcit>Detailed specifications and acceptance criteria can be found in the Commonwealth of Virginia Digital Information Technology Services Contract (Contract# VA-200922-SURD)</eadetcit>
</overview>
</eainfo>
<mdLang>
<languageCode Sync="TRUE" value="eng"/>
<countryCode Sync="TRUE" value="USA"/>
</mdLang>
<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">Red</dimDescrp>
<maxVal Sync="TRUE">255.000000</maxVal>
<minVal Sync="TRUE">0.000000</minVal>
<bitsPerVal Sync="TRUE">8</bitsPerVal>
<valUnit>
<UOM type="length"/>
</valUnit>
</Band>
<Band>
<dimDescrp Sync="TRUE">Green</dimDescrp>
<maxVal Sync="TRUE">255.000000</maxVal>
<minVal Sync="TRUE">0.000000</minVal>
<bitsPerVal Sync="TRUE">8</bitsPerVal>
<valUnit>
<UOM type="length"/>
</valUnit>
</Band>
<Band>
<dimDescrp Sync="TRUE">Blue</dimDescrp>
<maxVal Sync="TRUE">255.000000</maxVal>
<minVal Sync="TRUE">0.000000</minVal>
<bitsPerVal Sync="TRUE">8</bitsPerVal>
<valUnit>
<UOM type="length"/>
</valUnit>
</Band>
<Band>
<dimDescrp Sync="TRUE">Infrared</dimDescrp>
<maxVal Sync="TRUE">255.000000</maxVal>
<minVal Sync="TRUE">0.000000</minVal>
<bitsPerVal Sync="TRUE">8</bitsPerVal>
<valUnit>
<UOM type="length"/>
</valUnit>
</Band>
</covDim>
</ImgDesc>
</contInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
