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	</my:lidarCoverPage>
	<my:projectInformation>
		<my:prjLevel>
			<my:prjName></my:prjName>
			<my:contractor>Dewberry</my:contractor>
			<my:prjType>GPSC</my:prjType>
			<my:PrjTypeOther></my:PrjTypeOther>
			<my:applicableSpecification>NGP LiDAR Base Specification V 1.2</my:applicableSpecification>
			<my:applicableSpecificationOther></my:applicableSpecificationOther>
			<my:POC>
				<my:POCname>Leslie Lansbery</my:POCname>
				<my:POCtype>CPT</my:POCtype>
				<my:POCphone></my:POCphone>
				<my:POCemail>llansbery@usgs.gov</my:POCemail>
			</my:POC>
			<my:ReportQualificationSummary>
				<my:rqsTaskOrderOverallGrp>
					<my:rqsTaskOrderOverallAccept></my:rqsTaskOrderOverallAccept>
				</my:rqsTaskOrderOverallGrp>
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					<my:rqsMetadataBestUse></my:rqsMetadataBestUse>
				</my:rqsMetadataGrp>
				<my:rqsVerticalAccuracyGrp></my:rqsVerticalAccuracyGrp>
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				<my:rqsVoidFillGrp></my:rqsVoidFillGrp>
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				<my:rqsNEDGrp></my:rqsNEDGrp>
			</my:ReportQualificationSummary>
			<my:prjSubdivision>Lots</my:prjSubdivision>
			<my:Cells>
				<my:cellsList></my:cellsList>
			</my:Cells>
			<my:Lots>
				<my:lotsList>4</my:lotsList>
				<my:lotsTotal>15</my:lotsTotal>
			</my:Lots>
			<my:LotsAndCells>
				<my:lotsAndFieldsTable>
					<my:lotCol></my:lotCol>
					<my:cellsCol></my:cellsCol>
				</my:lotsAndFieldsTable>
				<my:lotsAndCellsTotal></my:lotsAndCellsTotal>
			</my:LotsAndCells>
			<my:dateCollectedStartRange xsi:nil="true"></my:dateCollectedStartRange>
			<my:dateCollectedEndRange xsi:nil="true"></my:dateCollectedEndRange>
			<my:prjAlias>TX_West_Central_2018_D18 Block 1</my:prjAlias>
			<my:licensing>Public Domain</my:licensing>
			<my:licensingOther></my:licensingOther>
			<my:prjDesc><font face="Times New Roman" xmlns="http://www.w3.org/1999/xhtml"> This task requests a winter 2017/spring 2018 lidar survey to be collected over one (1) distinct Area of Interest (AOI) in Texas, New Mexico and Oklahoma identified as TX_West_Central. The AOI covers approximately 42,557 square miles in total affecting an area in southeastern New Mexico, West Texas and the Red River region. 
<div align="left">This project will support the 3DEP mission and the Federal Emergency Management Agency (FEMA) Risk Mapping, Assessment and Planning (MAP) program. The Defined Project Area (DPA) and associated AOIs <font face="Times New Roman">are delineated in “Attachment A”</font></div></font><font face="Times New Roman" xmlns="http://www.w3.org/1999/xhtml">
<div align="left">and are fur<font face="Times New Roman">ther defined in “Attachment B.” </font><font face="Times New Roman">The final, approved Delivery Diagram, as described in C.1.d. Deliverable Products, </font><font face="Times New Roman">will be delineated in “Attachment C.” </font><font face="Times New Roman">This project will require hydro-flattening.</font></div>
<div align="left"><font face="Times New Roman"><font color="#ff0000">This task order is for Block 4.  See Attachment C in the task order for the Delivery Diagram.</font></font></div></font></my:prjDesc>
		</my:prjLevel>
		<my:reviewInformation>
			<my:reviewer></my:reviewer>
			<my:dataDeliverDate>2019-01-30T00:00:00-06:00</my:dataDeliverDate>
			<my:dateProjectAssigned xsi:nil="true"></my:dateProjectAssigned>
			<my:thirdPartyQA>false</my:thirdPartyQA>
			<my:thirdPartyQABy></my:thirdPartyQABy>
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				<my:issueDesc></my:issueDesc>
				<my:returnDate xsi:nil="true"></my:returnDate>
			</my:actionToContractor>
			<my:reviewCompleteDate xsi:nil="true"></my:reviewCompleteDate>
			<my:datesProjectWorkedSection>
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				<my:datesProjectWorkedEnd xsi:nil="true"></my:datesProjectWorkedEnd>
			</my:datesProjectWorkedSection>
		</my:reviewInformation>
		<my:materials>
			<my:Metadata>
				<my:collectionReportDelivered my:collectionReportXML="false" my:collectionReportReq="false" my:collectionReportFromat="" my:collectionReportQuant="0" my:collectionReportAdditionalDetails="Will be delivered with final block">false</my:collectionReportDelivered>
				<my:surveyReportDelivered my:surveyReportXML="false" my:surveyReportReq="false" my:surveyReportFormat="" my:surveyReportQuant="0" my:surveyReportAdditionalDetails="Will be delivered with final block">false</my:surveyReportDelivered>
				<my:processingReportDelivered my:processingReportXML="false" my:processingReportReq="false" my:processingReportFormat="" my:processingReportQuant="0" my:processingReportAdditionalDetails="Will be delivered with final block"></my:processingReportDelivered>
				<my:QAQCReportDelivered my:QAQCReportXML="false" my:QAQCReportReq="false" my:QAQCReportFormat="" my:QAQCReportQuant="0" my:QAQCReportAdditionalDetails="Will be delivered with final block">false</my:QAQCReportDelivered>
				<my:projectMetadataDelivered my:projectMetadataReq="false" my:projectMetadataFormat="Select..." my:projectMetadataQuant="0" my:projectMetadataAdditionalDetails="Will be delivered with final block">false</my:projectMetadataDelivered>
				<my:prjExtentDelivered my:prjExtentXML="true" my:prjExtentReq="true" my:prjExtentFormat=".shp" my:prjExtentQuant="1" my:prjExtentAdditionalDetails="">true</my:prjExtentDelivered>
				<my:tilesDelivered my:tilesXML="true" my:tilesReq="true" my:tilesFormat=".shp" my:tilesQuant="1" my:tilesAdditionalDetails="">true</my:tilesDelivered>
				<my:controlpointsDelivered my:controlpointsXML="true" my:controlpointsReq="true" my:controlpointsFormat=".shp" my:controlpointsQuant="3" my:controlpointsAdditionalDetails="UTM13, 14, 15">true</my:controlpointsDelivered>
				<my:checkpointsDelivered my:checkpointsXML="true" my:checkpointsReq="true" my:checkpointsFormat=".shp" my:checkpointsQuant="3" my:checkpointsAdditionalDetails="UTM13, 14, 15">true</my:checkpointsDelivered>
				<my:additionalCommentsMetadata><div xmlns="http://www.w3.org/1999/xhtml"> </div></my:additionalCommentsMetadata>
			</my:Metadata>
			<my:lidarData>
				<my:swathDelivered my:swathXML="false" my:swathReq="false" my:swathFormat="" my:swathQuant="0" my:swathAdditionalDetails="Not a required deliverable for this task.">false</my:swathDelivered>
				<my:classifiedDelivered my:classifiedXML="true" my:classifiedReq="true" my:classifiedFormat=".las" my:classifiedQuant="4398" my:classifiedAdditionalDetails="">true</my:classifiedDelivered>
				<my:additionalCommentsLidarData>Technical Guidance issued on 2/28/2018, swath deliverable not required for this task. </my:additionalCommentsLidarData>
			</my:lidarData>
			<my:NED>
				<my:DEMDelivered my:DEMXML="true" my:DEMReq="true" my:DEMFormat="IMG" my:DEMQuant="4398" my:DEMAdditionalDetails="">true</my:DEMDelivered>
				<my:breaklineDelivered my:breaklineXML="true" my:breaklineReq="true" my:breaklineFormat="FGD" my:breaklineQuant="1" my:breaklineAdditionalDetails="">true</my:breaklineDelivered>
				<my:additionalCommentsNED></my:additionalCommentsNED>
			</my:NED>
			<my:Other>
				<my:additionalDeliverablesOptional>
												<my:additionalDeliverablesRepeating>
													<my:additionalDeliverable my:additionalDelivered="true" my:additionalXML="true" my:additionalReq="true" my:additionalFormat=".tif" my:additionalQuant="4398" my:additionalAdditionalDetails="See ReadMe.txt in folder ">Intensity Imagery</my:additionalDeliverable>
												</my:additionalDeliverablesRepeating>
											<my:additionalDeliverablesRepeating>
									<my:additionalDeliverable my:additionalDelivered="true" my:additionalXML="true" my:additionalReq="false" my:additionalFormat=".shp" my:additionalQuant="1" my:additionalAdditionalDetails="">LAS_Extents</my:additionalDeliverable>
								</my:additionalDeliverablesRepeating><my:additionalDeliverablesRepeating>
									<my:additionalDeliverable my:additionalDelivered="true" my:additionalXML="true" my:additionalReq="true" my:additionalFormat=".gdb" my:additionalQuant="1" my:additionalAdditionalDetails="">Flightline Index</my:additionalDeliverable>
								</my:additionalDeliverablesRepeating></my:additionalDeliverablesOptional><my:additionalCommentsOtherSection>
					<my:additionalCommentsOther><strong xmlns="http://www.w3.org/1999/xhtml"><font color="#ff0000">See the Intensity_Imagery folder for a ReadMe.txt document provided by the contractor.</font></strong></my:additionalCommentsOther>
				</my:additionalCommentsOtherSection>
			</my:Other>
		</my:materials>
		<my:geoInformation>
			<my:areaReviewed xsi:nil="true"></my:areaReviewed>
			<my:areaReviewedUnits></my:areaReviewedUnits>
			<my:tileSize>1500 x 1500</my:tileSize>
			<my:tileUnits>Meters</my:tileUnits>
			<my:gridSpacing>1</my:gridSpacing>
			<my:gridSpacingUnits>Meters</my:gridSpacingUnits>
			<my:coordinateReferenceSystem>NAD_1983_2011_UTM_Zone_13N</my:coordinateReferenceSystem>
			<my:projection>Transverse Mercator</my:projection>
			<my:horizontalDatum>NAD83</my:horizontalDatum>
			<my:horizontalDatumAdditional>(2011)</my:horizontalDatumAdditional>
			<my:horizontalDatumUnits>Meters</my:horizontalDatumUnits>
			<my:verticalDatum>NAVD88</my:verticalDatum>
			<my:verticalDatumAdditional></my:verticalDatumAdditional>
			<my:vertDatumUnits>Meters</my:vertDatumUnits>
			<my:additionalCommentsGeographic></my:additionalCommentsGeographic>
			<my:projectExtentGeoDelv>
				<my:projectExtentGeoMatch>false</my:projectExtentGeoMatch>
				<my:projectExtentGeoRef></my:projectExtentGeoRef>
			</my:projectExtentGeoDelv>
			<my:projectExtentXMLGeoDelv>
				<my:projectExtentXMLGeoMatch>false</my:projectExtentXMLGeoMatch>
				<my:projectExtentXMLGeoRef></my:projectExtentXMLGeoRef>
			</my:projectExtentXMLGeoDelv>
			<my:projectTileSchemeGeoDelv>
				<my:projectTileSchemeGeoMatch>false</my:projectTileSchemeGeoMatch>
				<my:projectTileSchemeGeoRef></my:projectTileSchemeGeoRef>
			</my:projectTileSchemeGeoDelv>
			<my:projectTileSchemeXMLGeoDelv>
				<my:projectTileSchemeXMLGeoMatch>false</my:projectTileSchemeXMLGeoMatch>
				<my:projectTileSchemeXMLGeoRef></my:projectTileSchemeXMLGeoRef>
			</my:projectTileSchemeXMLGeoDelv>
			<my:controlpointsGeoDelv>
				<my:controlpointsGeoMatch>false</my:controlpointsGeoMatch>
				<my:controlpointsGeoRef></my:controlpointsGeoRef>
			</my:controlpointsGeoDelv>
			<my:controlpointsXMLGeoDelv>
				<my:controlpointsXMLGeoMatch>false</my:controlpointsXMLGeoMatch>
				<my:controlpointsXMLGeoRef></my:controlpointsXMLGeoRef>
			</my:controlpointsXMLGeoDelv>
			<my:checkpointsGeoDelv>
				<my:checkpointsGeoMatch>false</my:checkpointsGeoMatch>
				<my:checkpointsGeoRef></my:checkpointsGeoRef>
			</my:checkpointsGeoDelv>
			<my:checkpointsXMLGeoDelv>
				<my:checkpointsXMLGeoMatch>false</my:checkpointsXMLGeoMatch>
				<my:checkpointsXMLGeoRef></my:checkpointsXMLGeoRef>
			</my:checkpointsXMLGeoDelv>
			<my:projectLevelXMLGeoDelv>
				<my:projectLevelXMLGeoMatch>false</my:projectLevelXMLGeoMatch>
				<my:projectLevelXMLGeoRef></my:projectLevelXMLGeoRef>
			</my:projectLevelXMLGeoDelv>
			<my:swathGeoDelv>
				<my:swathGeoMatch>false</my:swathGeoMatch>
				<my:swatGeoRef></my:swatGeoRef>
			</my:swathGeoDelv>
			<my:swathXMLGeoDelv>
				<my:swathXMLGeoMatch>false</my:swathXMLGeoMatch>
				<my:swathXMLGeoRef></my:swathXMLGeoRef>
			</my:swathXMLGeoDelv>
			<my:classifiedGeoDelv>
				<my:classifiedGeoMatch>false</my:classifiedGeoMatch>
				<my:classifiedGeoRef></my:classifiedGeoRef>
			</my:classifiedGeoDelv>
			<my:classifiedXMLGeoDelv>
				<my:classifiedXMLGeoMatch>false</my:classifiedXMLGeoMatch>
				<my:classifiedXMLGeoRef></my:classifiedXMLGeoRef>
			</my:classifiedXMLGeoDelv>
			<my:DEMGeoDelv>
				<my:DEMGeoMatch>false</my:DEMGeoMatch>
				<my:DEMGeoRef></my:DEMGeoRef>
			</my:DEMGeoDelv>
			<my:DEMXMLGeoDelv>
				<my:DEMXMLGeoMatch>false</my:DEMXMLGeoMatch>
				<my:DEMXMLGeoRef></my:DEMXMLGeoRef>
			</my:DEMXMLGeoDelv>
			<my:breaklinesGeoDelv>
				<my:breaklinesGeoMatch>false</my:breaklinesGeoMatch>
				<my:breaklinesGeoRef></my:breaklinesGeoRef>
			</my:breaklinesGeoDelv>
			<my:breaklinesXMLGeoDelv>
				<my:breaklinesXMLGeoMatch>false</my:breaklinesXMLGeoMatch>
				<my:breaklinesXMLGeoRef></my:breaklinesXMLGeoRef>
			</my:breaklinesXMLGeoDelv>
			<my:DSMGeoDelv>
				<my:DSMGeoMatch>false</my:DSMGeoMatch>
				<my:DSMGeoRef></my:DSMGeoRef>
			</my:DSMGeoDelv>
			<my:DSMXMLGeoDelv>
				<my:DSMXMLGeoMatch>false</my:DSMXMLGeoMatch>
				<my:DSMXMLGeoRef></my:DSMXMLGeoRef>
			</my:DSMXMLGeoDelv>
			<my:intensityImageGeoDelv>
				<my:intensityImageGeoMatch>false</my:intensityImageGeoMatch>
				<my:intensityImageGeoRef></my:intensityImageGeoRef>
			</my:intensityImageGeoDelv>
			<my:intensityImageXMLGeoDelv>
				<my:intensityImageXMLGeoMatch>false</my:intensityImageXMLGeoMatch>
				<my:intensityImageXMLGeoRef></my:intensityImageXMLGeoRef>
			</my:intensityImageXMLGeoDelv>
			<my:flightlineGeoDelv>
				<my:flightlineGeoMatch>false</my:flightlineGeoMatch>
				<my:flightlineGeoRef></my:flightlineGeoRef>
			</my:flightlineGeoDelv>
			<my:flightlineXMLGeoDelv>
				<my:flightlineXMLGeoMatch>false</my:flightlineXMLGeoMatch>
				<my:flightlineXMLGeoRef></my:flightlineXMLGeoRef>
			</my:flightlineXMLGeoDelv>
		</my:geoInformation>
		<my:collectionInformation>
			<my:collectionQL>2</my:collectionQL>
			<my:collectionQLother></my:collectionQLother>
			<my:collectionNPS>0.71</my:collectionNPS>
			<my:collectionNPSUnits>Meters</my:collectionNPSUnits>
			<my:collectionAdditionalComments></my:collectionAdditionalComments>
		</my:collectionInformation>
	</my:projectInformation>
	<my:projectReview>
		<my:metadataReview>
			<my:metadataReviewTitle></my:metadataReviewTitle>
			<my:projectLevelMetadata>
				<my:projectLevelMetadataParse>select...</my:projectLevelMetadataParse>
				<my:projectLevelMetadataDoc></my:projectLevelMetadataDoc>
				<my:projectLevelMetadataBestUse>false</my:projectLevelMetadataBestUse>
			</my:projectLevelMetadata>
			<my:projectExtentMetadata>
				<my:projectExtentMetadataParse>select...</my:projectExtentMetadataParse>
				<my:projectExtentMetadataDoc></my:projectExtentMetadataDoc>
				<my:projectExtentMetadataBestUse>false</my:projectExtentMetadataBestUse>
			</my:projectExtentMetadata>
			<my:projectTileSchemeMetadata>
				<my:projectTileSchemeMetadataParse>select...</my:projectTileSchemeMetadataParse>
				<my:projectTileSchemeMetadataDoc></my:projectTileSchemeMetadataDoc>
				<my:projectTileSchemeMetadataBestUse>false</my:projectTileSchemeMetadataBestUse>
				<my:projectTileSchemeMetadataPorT></my:projectTileSchemeMetadataPorT>
			</my:projectTileSchemeMetadata>
			<my:controlpointMetadata>
				<my:controlpointMetadataParse>select...</my:controlpointMetadataParse>
				<my:controlpointMetadataDoc></my:controlpointMetadataDoc>
				<my:controlpointMetadataBestUse>false</my:controlpointMetadataBestUse>
				<my:controlpointMetadataPorT></my:controlpointMetadataPorT>
			</my:controlpointMetadata>
			<my:checkpointMetadata>
				<my:checkpointMetadataParse>select...</my:checkpointMetadataParse>
				<my:checkpointMetadataDoc></my:checkpointMetadataDoc>
				<my:checkpointMetadataBestUse>false</my:checkpointMetadataBestUse>
				<my:checkpointMetadataPorT></my:checkpointMetadataPorT>
			</my:checkpointMetadata>
			<my:swathMetadata>
				<my:swathMetadataParse>select...</my:swathMetadataParse>
				<my:swathMetadataDoc></my:swathMetadataDoc>
				<my:swathMetadataBestUse>false</my:swathMetadataBestUse>
				<my:swathMetadataPorS></my:swathMetadataPorS>
			</my:swathMetadata>
			<my:classifiedMetadata>
				<my:classifiedMetadataParse>select...</my:classifiedMetadataParse>
				<my:classifiedMetadataDoc></my:classifiedMetadataDoc>
				<my:classifiedMetadataBestUse>false</my:classifiedMetadataBestUse>
				<my:classifiedMetadataPorT></my:classifiedMetadataPorT>
			</my:classifiedMetadata>
			<my:DEMMetadata>
				<my:DEMMetadataParse>select...</my:DEMMetadataParse>
				<my:DEMMetadataDoc></my:DEMMetadataDoc>
				<my:DEMMetadataBestUse>false</my:DEMMetadataBestUse>
				<my:DEMMetadataPorT></my:DEMMetadataPorT>
			</my:DEMMetadata>
			<my:breaklineMetadata>
				<my:breaklineMetadataParse>select...</my:breaklineMetadataParse>
				<my:breaklineMetadataDoc></my:breaklineMetadataDoc>
				<my:breaklineMetadataBestUse>false</my:breaklineMetadataBestUse>
				<my:breaklineMetadataPorT></my:breaklineMetadataPorT>
			</my:breaklineMetadata>
			<my:DSMMetadata>
				<my:DSMMetadataParse>select...</my:DSMMetadataParse>
				<my:DSMMetadataDoc></my:DSMMetadataDoc>
				<my:DSMMetadataBestUse>false</my:DSMMetadataBestUse>
				<my:DSMMetadataPorT></my:DSMMetadataPorT>
			</my:DSMMetadata>
			<my:IntensityImageMetadata>
				<my:IntensityImageMetadataParse>select...</my:IntensityImageMetadataParse>
				<my:IntensityImageMetadataDoc></my:IntensityImageMetadataDoc>
				<my:IntensityImageMetadataBestUse>false</my:IntensityImageMetadataBestUse>
				<my:IntensityImageMetadataPorT></my:IntensityImageMetadataPorT>
			</my:IntensityImageMetadata>
			<my:flightlineMetadata>
				<my:flightlineMetadataParse>select...</my:flightlineMetadataParse>
				<my:flightlineMetadataDoc></my:flightlineMetadataDoc>
				<my:flightlineMetadataBestUse>false</my:flightlineMetadataBestUse>
				<my:flightlineMetadataPorT></my:flightlineMetadataPorT>
			</my:flightlineMetadata>
			<my:additionalCommentsMetadataReview></my:additionalCommentsMetadataReview>
			<my:metadataReviewAccept></my:metadataReviewAccept>
		</my:metadataReview>
		<my:verticalAccuracyReview>
			<my:vaReviewTitle></my:vaReviewTitle>
			<my:vaRequriedQuestion>true</my:vaRequriedQuestion>
			<my:notRequiredVA></my:notRequiredVA>
			<my:requiredVA>
				<my:vaPrimaryTypeRequired></my:vaPrimaryTypeRequired>
				<my:vaRequiredPercentage>95</my:vaRequiredPercentage>
				<my:vaRequiredUnit>Centimeters</my:vaRequiredUnit>
				<my:vaReqCheckpointCount>703</my:vaReqCheckpointCount>
				<my:vaRMSEzReq>10</my:vaRMSEzReq>
				<my:vaReqVA>19.6</my:vaReqVA>
				<my:vaReqSVAoptional>
					<my:vaReqSVAStatType></my:vaReqSVAStatType>
					<my:vaReqSVACIorPercentileNum xsi:nil="true"></my:vaReqSVACIorPercentileNum>
					<my:vaReqSVArptTable>
						<my:vaReqSVAclassName></my:vaReqSVAclassName>
						<my:vaReqSVAcheckpointCount xsi:nil="true"></my:vaReqSVAcheckpointCount>
						<my:vaReqSVA xsi:nil="true"></my:vaReqSVA>
						<my:vaReqSVAunit>Centimeters</my:vaReqSVAunit>
					</my:vaReqSVArptTable>
				</my:vaReqSVAoptional>
				<my:vaReqVVAoptional>
					<my:vaReqVVAPercentileNum>95</my:vaReqVVAPercentileNum>
					<my:vaReqVVAcheckpointCount>477</my:vaReqVVAcheckpointCount>
					<my:vaReqCVAvalue>29.4</my:vaReqCVAvalue>
					<my:vaReqCVAunit>Centimeters</my:vaReqCVAunit>
				</my:vaReqVVAoptional>
				<my:vaReqAdditionalComments>The required number of checkpoints listed above are for the total square miles of the entire project.  Checkpoints are not calculated on a block basis.</my:vaReqAdditionalComments>
			</my:requiredVA>
			<my:vaReportedQuestion xsi:nil="true"></my:vaReportedQuestion>
			<my:notReportedVA></my:notReportedVA>
			<my:reportedVA>
				<my:reportedVASwath>
					<my:vaPrimaryTypeReportedSwath></my:vaPrimaryTypeReportedSwath>
					<my:vaReportedPercentageSwath xsi:nil="true"></my:vaReportedPercentageSwath>
					<my:vaReportedUnitSwath></my:vaReportedUnitSwath>
					<my:vaReportedCheckpointCountSwath xsi:nil="true"></my:vaReportedCheckpointCountSwath>
					<my:vaRMSEzReportedSwath xsi:nil="true"></my:vaRMSEzReportedSwath>
					<my:vaReportedVASwath xsi:nil="true"></my:vaReportedVASwath>
				</my:reportedVASwath>
				<my:reportedVADEM>
					<my:vaPrimaryTypeReportedDEM></my:vaPrimaryTypeReportedDEM>
					<my:vaReportedPercentageDEM xsi:nil="true"></my:vaReportedPercentageDEM>
					<my:vaReportedUnitDEM></my:vaReportedUnitDEM>
					<my:vaReportedCheckpointCountDEM xsi:nil="true"></my:vaReportedCheckpointCountDEM>
					<my:vaRMSEzReportedDEM xsi:nil="true"></my:vaRMSEzReportedDEM>
					<my:vaReportedVADEM xsi:nil="true"></my:vaReportedVADEM>
				</my:reportedVADEM>
				<my:vaReportedVVAOptional>
					<my:vaReportedVVAPercentileNum xsi:nil="true"></my:vaReportedVVAPercentileNum>
					<my:vaReportedVVAcheckpointCount xsi:nil="true"></my:vaReportedVVAcheckpointCount>
					<my:vaReportedVVAvalue xsi:nil="true"></my:vaReportedVVAvalue>
					<my:vaReportedVVAunit></my:vaReportedVVAunit>
				</my:vaReportedVVAOptional>
				<my:vaReportedAdditionalComments></my:vaReportedAdditionalComments>
			</my:reportedVA>
			<my:vaReviewedQuestion xsi:nil="true"></my:vaReviewedQuestion>
			<my:notReviewedVA></my:notReviewedVA>
			<my:reviewedVA>
				<my:vaCheckpointsWellDistributed>false</my:vaCheckpointsWellDistributed>
				<my:vaEnoughCheckPointsForTaskOrder>false</my:vaEnoughCheckPointsForTaskOrder>
				<my:vaCheckpointsMeetBaseSpec>false</my:vaCheckpointsMeetBaseSpec>
				<my:vaReviewedSwath>
					<my:vaPrimaryTypeReviewedSwath></my:vaPrimaryTypeReviewedSwath>
					<my:vaReviewedPercentageSwath xsi:nil="true"></my:vaReviewedPercentageSwath>
					<my:vaReviewedUnitSwath></my:vaReviewedUnitSwath>
					<my:vaReviewedCheckpointCountSwath xsi:nil="true"></my:vaReviewedCheckpointCountSwath>
					<my:vaRMSEzReviewedSwath xsi:nil="true"></my:vaRMSEzReviewedSwath>
					<my:vaReviewedVASwath xsi:nil="true"></my:vaReviewedVASwath>
				</my:vaReviewedSwath>
				<my:vaPrimaryTypeReviewedDEM></my:vaPrimaryTypeReviewedDEM>
				<my:vaReviewedPercentageDEM xsi:nil="true"></my:vaReviewedPercentageDEM>
				<my:vaReviewedUnitDEM></my:vaReviewedUnitDEM>
				<my:vaReviewedCheckpointCountDEM xsi:nil="true"></my:vaReviewedCheckpointCountDEM>
				<my:vaRMSEzReviewedDEM xsi:nil="true"></my:vaRMSEzReviewedDEM>
				<my:vaReviewedVADEM xsi:nil="true"></my:vaReviewedVADEM>
				<my:vaReviewedVVAOptional>
					<my:vaReviewedVVAPercentileNum xsi:nil="true"></my:vaReviewedVVAPercentileNum>
					<my:vaRequiredVVAcheckpointCount xsi:nil="true"></my:vaRequiredVVAcheckpointCount>
					<my:vaReviewedVVAvalue xsi:nil="true"></my:vaReviewedVVAvalue>
					<my:vaReviewedVVAunit></my:vaReviewedVVAunit>
				</my:vaReviewedVVAOptional>
				<my:vaReviewedCPimage xsi:nil="true"></my:vaReviewedCPimage>
				<my:vaReviewedVAresults></my:vaReviewedVAresults>
				<my:vaReviewedAdditionalComments></my:vaReviewedAdditionalComments>
			</my:reviewedVA>
			<my:vaAccepted>select</my:vaAccepted>
		</my:verticalAccuracyReview>
		<my:swathReview>
			<my:swathTitle></my:swathTitle>
			<my:swathReviewReq>Yes</my:swathReviewReq>
			<my:swathReviewReqGrp>
				<my:swathReviewSeperateFolder>false</my:swathReviewSeperateFolder>
				<my:swathReviewLASversion>Select...</my:swathReviewLASversion>
				<my:swathReviewLASpointRecordFormat>Select...</my:swathReviewLASpointRecordFormat>
				<my:swathReviewWaveformSection>
					<my:swathReviewWaveformReq>Select...</my:swathReviewWaveformReq>
					<my:swathReviewWavformReqDetails></my:swathReviewWavformReqDetails>
				</my:swathReviewWaveformSection>
				<my:swathReviewSRSinHeaders>false</my:swathReviewSRSinHeaders>
				<my:swathReviewSRSinHeadersDetails></my:swathReviewSRSinHeadersDetails>
				<my:swathReviewGPStime>false</my:swathReviewGPStime>
				<my:swathReviewGPStimeDetails></my:swathReviewGPStimeDetails>
				<my:swathReviewClassedZero>false</my:swathReviewClassedZero>
				<my:swathReviewClassedZeroDetails></my:swathReviewClassedZeroDetails>
				<my:swathAdditionalComments></my:swathAdditionalComments>
				<my:swathAccept></my:swathAccept>
			</my:swathReviewReqGrp>
		</my:swathReview>
		<my:classifiedReview>
			<my:classifiedTitle></my:classifiedTitle>
			<my:classifiedReviewReq>Yes</my:classifiedReviewReq>
			<my:classifiedReviewReqGrp>
				<my:classifiedReviewSeperateFolder>true</my:classifiedReviewSeperateFolder>
				<my:classifiedReviewLASversion>Select...</my:classifiedReviewLASversion>
				<my:classifiedReviewLASpointRecordFormat>Select...</my:classifiedReviewLASpointRecordFormat>
				<my:classifiedReviewWaveformSection>
					<my:classifiedReviewWaveformReq></my:classifiedReviewWaveformReq>
					<my:classifiedReviewWaveformReqDetails></my:classifiedReviewWaveformReqDetails>
				</my:classifiedReviewWaveformSection>
				<my:classifiedReviewConformToTileScheme>false</my:classifiedReviewConformToTileScheme>
				<my:classifiedReviewConformToTileSchemeDetails></my:classifiedReviewConformToTileSchemeDetails>
				<my:classifiedReviewNumberConformsToTileScheme>false</my:classifiedReviewNumberConformsToTileScheme>
				<my:classifiedReviewNumberConformsToTileSchemeDetails></my:classifiedReviewNumberConformsToTileSchemeDetails>
				<my:classifiedReviewTilesDoNotOverlap>false</my:classifiedReviewTilesDoNotOverlap>
				<my:classifiedReviewTilesDoNotOverlapDetails></my:classifiedReviewTilesDoNotOverlapDetails>
				<my:classifiedReviewTilesAreUniform>false</my:classifiedReviewTilesAreUniform>
				<my:classifiedReviewTilesAreUniformDetails></my:classifiedReviewTilesAreUniformDetails>
				<my:classifiedReviewSRSinHeaders>false</my:classifiedReviewSRSinHeaders>
				<my:classifiedReviewSRSinHeadersDetails></my:classifiedReviewSRSinHeadersDetails>
				<my:classifiedReviewGPStime>false</my:classifiedReviewGPStime>
				<my:classifiedReviewGPStimeDetails></my:classifiedReviewGPStimeDetails>
				<my:classifiedReviewNoPointsOnClass12>false</my:classifiedReviewNoPointsOnClass12>
				<my:classifiedReviewNoPointsOnClass12Details></my:classifiedReviewNoPointsOnClass12Details>
				<my:classifiedReviewStandardPointClassificatin>false</my:classifiedReviewStandardPointClassificatin>
				<my:classifiedReviewClass1Used>false</my:classifiedReviewClass1Used>
				<my:classifiedReviewClass2Used>false</my:classifiedReviewClass2Used>
				<my:classifiedReviewClass7Used>false</my:classifiedReviewClass7Used>
				<my:classifiedReviewClass8Used>false</my:classifiedReviewClass8Used>
				<my:classifiedReviewClass9Used>false</my:classifiedReviewClass9Used>
				<my:classifiedReviewClass10Used>false</my:classifiedReviewClass10Used>
				<my:classifiedReviewClass11Used>false</my:classifiedReviewClass11Used>
				<my:classifiedReviewClass17Used>false</my:classifiedReviewClass17Used>
				<my:classifiedReviewClass18Used>false</my:classifiedReviewClass18Used>
				<my:classifiedAdditionalComments></my:classifiedAdditionalComments>
				<my:classifiedAccept></my:classifiedAccept>
			</my:classifiedReviewReqGrp>
		</my:classifiedReview>
		<my:breaklineReview>
			<my:breaklineReviewTitle></my:breaklineReviewTitle>
			<my:breaklineReviewReq>Yes</my:breaklineReviewReq>
			<my:breaklineReviewReqGrp>
				<my:breaklineReviewSeperateFolder>true</my:breaklineReviewSeperateFolder>
				<my:breaklineReviewElevValues>false</my:breaklineReviewElevValues>
				<my:breaklineReviewElevStoreTypeSection>
					<my:breaklineReviewElevStoreType></my:breaklineReviewElevStoreType>
					<my:breaklineUnits></my:breaklineUnits>
				</my:breaklineReviewElevStoreTypeSection>
				<my:breaklinesWaterbody>false</my:breaklinesWaterbody>
				<my:breaklinesWaterbodyInfo>
					<my:breaklinesWaterbodytypePolyline>false</my:breaklinesWaterbodytypePolyline>
					<my:breaklinesWaterbodytypePolygon>false</my:breaklinesWaterbodytypePolygon>
					<my:breaklinesWaterbodySingleFeatureLevel>false</my:breaklinesWaterbodySingleFeatureLevel>
					<my:breaklinesWaterbodySingleFeatureLevelReq>true</my:breaklinesWaterbodySingleFeatureLevelReq>
					<my:breaklinesWaterbodyLevelTechnique></my:breaklinesWaterbodyLevelTechnique>
				</my:breaklinesWaterbodyInfo>
				<my:breaklinesDLS>false</my:breaklinesDLS>
				<my:breaklinesDLSInfo>
					<my:breaklinesDLSTypePolyline>false</my:breaklinesDLSTypePolyline>
					<my:breaklinesDLSTypePolygon>false</my:breaklinesDLSTypePolygon>
					<my:breaklinesDLSFlowType></my:breaklinesDLSFlowType>
					<my:breaklineDLSFlowReq>false</my:breaklineDLSFlowReq>
				</my:breaklinesDLSInfo>
				<my:breaklinesSingleLineFeatures>false</my:breaklinesSingleLineFeatures>
				<my:breaklinesSingleLineFeaturesInfo>
					<my:breaklinesSingleLineFeaturesTypes>
						<my:breaklilnesSingleLineFeaturesTypesChoices></my:breaklilnesSingleLineFeaturesTypesChoices>
					</my:breaklinesSingleLineFeaturesTypes>
					<my:breaklinesSingleLineFeaturesFlowType></my:breaklinesSingleLineFeaturesFlowType>
				</my:breaklinesSingleLineFeaturesInfo>
				<my:breaklineReviewMissing>false</my:breaklineReviewMissing>
				<my:breaklineReviewAccept></my:breaklineReviewAccept>
			</my:breaklineReviewReqGrp>
		</my:breaklineReview>
		<my:DEMReview>
			<my:DEMReviewTitle></my:DEMReviewTitle>
			<my:DEMReviewSeperateFolder>true</my:DEMReviewSeperateFolder>
			<my:DEMReviewFileType>IMG</my:DEMReviewFileType>
			<my:DEMReviewCellSize>1</my:DEMReviewCellSize>
			<my:DEMReviewCellSizeUnits>Meters</my:DEMReviewCellSizeUnits>
			<my:DEMReviewBitDepth>32_BIT_FLOAT</my:DEMReviewBitDepth>
			<my:DEMReviewInterpolationTech></my:DEMReviewInterpolationTech>
			<my:DEMReviewTilesDoNotOverlap>false</my:DEMReviewTilesDoNotOverlap>
			<my:DEMReviewTilesDoNotOverlapDetails></my:DEMReviewTilesDoNotOverlapDetails>
			<my:DEMReviewTilesConformToTileScheme>false</my:DEMReviewTilesConformToTileScheme>
			<my:DEMReviewTilesConformToTileSchemeDetails></my:DEMReviewTilesConformToTileSchemeDetails>
			<my:DEMReviewTileQuantConformsToTileScheme>false</my:DEMReviewTileQuantConformsToTileScheme>
			<my:DEMReviewTileQuantConformsToTileSchemeDetails></my:DEMReviewTileQuantConformsToTileSchemeDetails>
			<my:DEMReviewTilesUniformSize>false</my:DEMReviewTilesUniformSize>
			<my:DEMReviewTilesUniformSizeDetails></my:DEMReviewTilesUniformSizeDetails>
			<my:DEMReviewTilesEdgesOk>false</my:DEMReviewTilesEdgesOk>
			<my:DEMReviewEdgesOkDetails></my:DEMReviewEdgesOkDetails>
			<my:DEMReviewNoSpikesPits>false</my:DEMReviewNoSpikesPits>
			<my:DEMReviewNoSpikesPitsDetails></my:DEMReviewNoSpikesPitsDetails>
			<my:DEMReviewNoDataHolidays>false</my:DEMReviewNoDataHolidays>
			<my:DEMReviewNoDataHolidaysDetails></my:DEMReviewNoDataHolidaysDetails>
			<my:DEMReviewNoCornRow>false</my:DEMReviewNoCornRow>
			<my:DEMReviewNoCornRowDetails></my:DEMReviewNoCornRowDetails>
			<my:DEMRevieHydroTreatment>hydro-flattened</my:DEMRevieHydroTreatment>
			<my:DEMReviewHydroTreatmentOther></my:DEMReviewHydroTreatmentOther>
			<my:DEMHydroflattened></my:DEMHydroflattened>
			<my:DEMReviewWaterbodiesFlattened>false</my:DEMReviewWaterbodiesFlattened>
			<my:DEMReviewWaterbodiesFlattenedMetric>2 Acres</my:DEMReviewWaterbodiesFlattenedMetric>
			<my:DEMReviewWaterbodiesFlattenedDetails></my:DEMReviewWaterbodiesFlattenedDetails>
			<my:DEMReviewStreamFlattened>false</my:DEMReviewStreamFlattened>
			<my:DEMReviewStreamFlattenedMetric>100 ft.</my:DEMReviewStreamFlattenedMetric>
			<my:DEMReviewStreamFlattenedDetails></my:DEMReviewStreamFlattenedDetails>
			<my:DEMReviewTidalBoundariesFlattened>false</my:DEMReviewTidalBoundariesFlattened>
			<my:DEMReviewTidalBoundariesFlattenedDetails></my:DEMReviewTidalBoundariesFlattenedDetails>
			<my:DEMReviewNoMissingIslands>false</my:DEMReviewNoMissingIslands>
			<my:DEMReviewNoMissingIslandsMetric>1 Acre</my:DEMReviewNoMissingIslandsMetric>
			<my:DEMReviewNoMissingIslandsDetails></my:DEMReviewNoMissingIslandsDetails>
			<my:DEMReviewPernnialIce>false</my:DEMReviewPernnialIce>
			<my:DEMReviewPerrnialIceDetails></my:DEMReviewPerrnialIceDetails>
			<my:DEMReviewAnnualIce>false</my:DEMReviewAnnualIce>
			<my:DEMReviewAnnualIceDetails></my:DEMReviewAnnualIceDetails>
			<my:DEMReviewBridgesRemoved>false</my:DEMReviewBridgesRemoved>
			<my:DEMReviewBridgesRemovedDetails></my:DEMReviewBridgesRemovedDetails>
			<my:DEMReviewCulvertsMaintained>false</my:DEMReviewCulvertsMaintained>
			<my:DEMReviewCulvertsMaintainedDetails></my:DEMReviewCulvertsMaintainedDetails>
			<my:DEMReviewDepressionsMaintained>false</my:DEMReviewDepressionsMaintained>
			<my:DEMReviewDepressionsMaintainedDetails></my:DEMReviewDepressionsMaintainedDetails>
			<my:DEMReviewVegRemoved>false</my:DEMReviewVegRemoved>
			<my:DEMReviewVegRemovedDetails></my:DEMReviewVegRemovedDetails>
			<my:DEMReviewStructuresRemoved>false</my:DEMReviewStructuresRemoved>
			<my:DEMReviewStructuresRemovedDetails></my:DEMReviewStructuresRemovedDetails>
			<my:AlternativeCommentingSection>
				<my:AlternativeCommentingSectionChoices>
					<my:AlternativeCommentingTextandPic>
						<my:AlternativeCommentingTandPText></my:AlternativeCommentingTandPText>
						<my:AlternativeCommentingTandPPicture xsi:nil="true"></my:AlternativeCommentingTandPPicture>
					</my:AlternativeCommentingTextandPic>
				</my:AlternativeCommentingSectionChoices>
			</my:AlternativeCommentingSection>
			<my:AlternativeCommentingStructure>false</my:AlternativeCommentingStructure>
			<my:DEMNED1_3></my:DEMNED1_3>
			<my:DEMNED1_9>No</my:DEMNED1_9>
			<my:DEMNED1M></my:DEMNED1M>
			<my:DEMLASdataDistribution></my:DEMLASdataDistribution>
			<my:DEMLASdataDistributionOther></my:DEMLASdataDistributionOther>
			<my:DEMReviewAccept></my:DEMReviewAccept>
		</my:DEMReview>
		<my:DSMReview>
			<my:DSMReviewTitle></my:DSMReviewTitle>
			<my:DSMReviewReq>No</my:DSMReviewReq>
			<my:DSMReviewReqGrp>
				<my:DSMReviewSeperateFolder>false</my:DSMReviewSeperateFolder>
				<my:DSMReviewFileType></my:DSMReviewFileType>
				<my:DSMReviewCellSize xsi:nil="true"></my:DSMReviewCellSize>
				<my:DSMReviewCellSizeUnits></my:DSMReviewCellSizeUnits>
				<my:DSMReviewBitDepth></my:DSMReviewBitDepth>
				<my:DSMReviewInterpolationTech></my:DSMReviewInterpolationTech>
				<my:DSMReviewTilesOverlap></my:DSMReviewTilesOverlap>
				<my:DSMReviewTilesConformToTileScheme>false</my:DSMReviewTilesConformToTileScheme>
				<my:DSMReviewTilesConformToTileSchemeDetails></my:DSMReviewTilesConformToTileSchemeDetails>
				<my:DSMReviewTileQuantConformsToTileScheme>false</my:DSMReviewTileQuantConformsToTileScheme>
				<my:DSMReviewTileQuantConformsToTileSchemeDetails></my:DSMReviewTileQuantConformsToTileSchemeDetails>
				<my:DSMReviewTilesUniformSize>false</my:DSMReviewTilesUniformSize>
				<my:DSMReviewTilesUniformSizeDetails></my:DSMReviewTilesUniformSizeDetails>
				<my:DSMReviewTilesEdgesOk>false</my:DSMReviewTilesEdgesOk>
				<my:DSMReviewEdgesOkDetails></my:DSMReviewEdgesOkDetails>
				<my:DSMReviewNoSpikesPits>false</my:DSMReviewNoSpikesPits>
				<my:DSMReviewNoSpikesPitsDetails></my:DSMReviewNoSpikesPitsDetails>
				<my:DSMReviewNoDataHolidays>false</my:DSMReviewNoDataHolidays>
				<my:DSMReviewNoDataHolidaysDetails></my:DSMReviewNoDataHolidaysDetails>
				<my:DSMReviewNoCornRow>false</my:DSMReviewNoCornRow>
				<my:DSMReviewNoCornRowDetails></my:DSMReviewNoCornRowDetails>
				<my:DSMHydroflattened></my:DSMHydroflattened>
				<my:DSMReviewWatbodiesFlattened>false</my:DSMReviewWatbodiesFlattened>
				<my:DSMReviewWaterbodiesFlattenedDetails></my:DSMReviewWaterbodiesFlattenedDetails>
				<my:DSMReviewStreamFlattened>false</my:DSMReviewStreamFlattened>
				<my:DSMReviewStreamFlattenedDetails></my:DSMReviewStreamFlattenedDetails>
				<my:DSMReviewTidalBoundariesFlattened>false</my:DSMReviewTidalBoundariesFlattened>
				<my:DSMReviewTidalBoundariesFlattenedDetails></my:DSMReviewTidalBoundariesFlattenedDetails>
				<my:DSMReviewNoMissingIslands>false</my:DSMReviewNoMissingIslands>
				<my:DSMReviewNoMissingIslandsDetails></my:DSMReviewNoMissingIslandsDetails>
				<my:DSMReviewCulvertsMaintained>false</my:DSMReviewCulvertsMaintained>
				<my:DSMReviewCulvertsMaintainedDetails></my:DSMReviewCulvertsMaintainedDetails>
				<my:DSMReviewDepressionsMaintained>false</my:DSMReviewDepressionsMaintained>
				<my:DSMReviewDepressionsMaintainedDetails></my:DSMReviewDepressionsMaintainedDetails>
				<my:DSMReviewPerennialIce>false</my:DSMReviewPerennialIce>
				<my:DSMReviewPerennialIceDetails></my:DSMReviewPerennialIceDetails>
				<my:DSMReviewAnnualIce>false</my:DSMReviewAnnualIce>
				<my:DSMReviewAnnualIceDetails></my:DSMReviewAnnualIceDetails>
				<my:DSMReviewAccept></my:DSMReviewAccept>
			</my:DSMReviewReqGrp>
		</my:DSMReview>
		<my:intensityImageReview>
			<my:intensityImageReviewTitle></my:intensityImageReviewTitle>
			<my:intensityImageReviewReq>No</my:intensityImageReviewReq>
			<my:intensityImageReviewReqGrp>
				<my:intensityImageReviewSeperateFolder>false</my:intensityImageReviewSeperateFolder>
				<my:intensityImageReviewFileType></my:intensityImageReviewFileType>
				<my:intensityImageReviewCellSize xsi:nil="true"></my:intensityImageReviewCellSize>
				<my:intensityImageReviewCellSizeUnit></my:intensityImageReviewCellSizeUnit>
				<my:intensityImageReviewBitDepth></my:intensityImageReviewBitDepth>
				<my:intensityImageReviewInterpolationTech></my:intensityImageReviewInterpolationTech>
				<my:intensityImageReviewTilesOverlap></my:intensityImageReviewTilesOverlap>
				<my:intensityImageReviewTilesConformToTileScheme>false</my:intensityImageReviewTilesConformToTileScheme>
				<my:intensityImageReviewTilesConformToTileSchemeDetails></my:intensityImageReviewTilesConformToTileSchemeDetails>
				<my:intensityImageReviewTileQuantConformsToTileScheme>false</my:intensityImageReviewTileQuantConformsToTileScheme>
				<my:intensityImageReviewTileQuantConformsToTileSchemeDetails></my:intensityImageReviewTileQuantConformsToTileSchemeDetails>
				<my:intensityImageReviewTilesUniformSize>false</my:intensityImageReviewTilesUniformSize>
				<my:intensityImageReviewTilesUniformSizeDetails></my:intensityImageReviewTilesUniformSizeDetails>
				<my:intensityImageReviewTilesEdgesOk>false</my:intensityImageReviewTilesEdgesOk>
				<my:intensityImageReviewEdgesOkDetails></my:intensityImageReviewEdgesOkDetails>
				<my:intensityImageReviewNoDataHolidays>false</my:intensityImageReviewNoDataHolidays>
				<my:intensityImageReviewNoDataHolidaysDetails></my:intensityImageReviewNoDataHolidaysDetails>
				<my:intensityImageReviewNoCornRow>false</my:intensityImageReviewNoCornRow>
				<my:intensityImageReviewNoCornRowDetails></my:intensityImageReviewNoCornRowDetails>
				<my:intensityImageReviewValidateBreaklinesHydro>false</my:intensityImageReviewValidateBreaklinesHydro>
				<my:intensityImageBreaklinesValidateBreaklinesHydroDetails></my:intensityImageBreaklinesValidateBreaklinesHydroDetails>
				<my:intensityImageReviewAccept></my:intensityImageReviewAccept>
			</my:intensityImageReviewReqGrp>
		</my:intensityImageReview>
	</my:projectReview>
	<my:taskOrder>
		<my:taskOrderAccept>Select...</my:taskOrderAccept>
		<my:taskOrderAdditionalComments></my:taskOrderAdditionalComments>
	</my:taskOrder>
	<my:NEDinformation>
		<my:NEDinfoMosaicCreated xsi:nil="true"></my:NEDinfoMosaicCreated>
		<my:NEDinfoMosaicCreatedInfo>
			<my:NEDMosaicMethodUsed></my:NEDMosaicMethodUsed>
			<my:NEDMosaic1_9Accept xsi:nil="true"></my:NEDMosaic1_9Accept>
			<my:NEDMosaic1_3Accept xsi:nil="true"></my:NEDMosaic1_3Accept>
			<my:NEDMosaicAdditionalInfo></my:NEDMosaicAdditionalInfo>
		</my:NEDinfoMosaicCreatedInfo>
		<my:NEDMetadataCreated xsi:nil="true"></my:NEDMetadataCreated>
		<my:NEDMetadataCreatedInfo></my:NEDMetadataCreatedInfo>
		<my:NEDadditionalComments></my:NEDadditionalComments>
	</my:NEDinformation>
	<my:InternalComments>Technical guidance issued on 2/28/18, swath is not a required deliverable for this task.  </my:InternalComments>
</my:LIDAR_QA>