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<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-152"/>
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<stationNumber>-1</stationNumber>
<detail href="#ref-154"/>
<geometryName href="#ref-38"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-155"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-156"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
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<_preferredCoils href="#ref-157"/>
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<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-89" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-158"/>
<scanProcedure href="#ref-159"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-160"/>
<geometryName href="#ref-25"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-161"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-162"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<_preferredCoils href="#ref-163"/>
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<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-90" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-164"/>
<scanProcedure href="#ref-165"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-166"/>
<geometryName href="#ref-26"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-167"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<_preferredCoils href="#ref-168"/>
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<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-91" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-164"/>
<scanProcedure href="#ref-169"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-170"/>
<geometryName href="#ref-27"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-171"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<_preferredCoils href="#ref-172"/>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<iaPlanStarted>false</iaPlanStarted>
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<a10:SingleScan id="ref-92" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-158"/>
<scanProcedure href="#ref-173"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-174"/>
<geometryName href="#ref-24"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-175"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-176"/>
<useViewingProcedure>true</useViewingProcedure>
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<isCandidateForTransfer>true</isCandidateForTransfer>
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<_preferredCoils href="#ref-177"/>
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<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a8:ArrayList id="ref-93" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-178"/>
<_size>1</_size>
<_version>1</_version>
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<_size>1</_size>
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<_size>1</_size>
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<_size>1</_size>
<_version>1</_version>
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<_items href="#ref-184"/>
<_size>1</_size>
<_version>1</_version>
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<_size>1</_size>
<_version>1</_version>
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<_items href="#ref-186"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-102" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
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<_size>3</_size>
<_version>3</_version>
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<_size>1</_size>
<_version>1</_version>
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<_size>1</_size>
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<_size>1</_size>
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<list href="#ref-191"/>
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<a10:ExecutionStepList id="ref-107" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-192"/>
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<a10:ExecutionStepList id="ref-108" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-193"/>
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<a10:ExecutionStepList id="ref-109" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-194"/>
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<a10:ExecutionStepList id="ref-110" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-195"/>
</a10:ExecutionStepList>
<a3:ViewingProcedure id="ref-112" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-196"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-114" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-197"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a12:ImageAlgebraPackageProtocol id="ref-117" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/Philips.PmsMR.Platform.PackageProtocols_csm">
<operation>1</operation>
<weight>1</weight>
<thresholdLinked id="ref-198">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-199">1</sourceDV>
<viewAreas href="#ref-200"/>
<rangesLinked href="#ref-201"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-202"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-203">4D_Breast SoS</outputSeriesName>
<packageName xsi:type="xsd:anyType" xsi:null="1"/>
<packageIconName xsi:type="xsd:anyType" xsi:null="1"/>
<prefixes href="#ref-204"/>
<_processingJobType id="ref-205">Philips.PmsMR.Platform.Processing.Model.ProcessingJob, Philips.PmsMR.Platform.Processing.Model_csm</_processingJobType>
<_processingStepStrategyType id="ref-206">Philips.PmsMR.ExamCards.ECModel.ProcessingStepStrategy, philips.pmsmr.examcards.ecmodel_cs</_processingStepStrategyType>
<_x003C_Version_x003E_k__BackingField xsi:type="xsd:anyType" xsi:null="1"/>
</a12:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-118" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-207"/>
<htmlDataBuffer href="#ref-207"/>
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<a13:DiffusionPackageProtocol id="ref-121" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.DiffusionProcessing/Philips.PmsMR.Platform.PackageProtocols_csm">
<brainMaskEnabled id="ref-208">Y</brainMaskEnabled>
<BValue>1500</BValue>
<threshold>6</threshold>
<maskDefiningImage href="#ref-209"/>
<thresholdStatus id="ref-210">Y</thresholdStatus>
<outputTypes href="#ref-211"/>
<bValuesToUse href="#ref-212"/>
<seriesIds href="#ref-213"/>
<currentSeriesId id="ref-214">0</currentSeriesId>
<windowWidth href="#ref-215"/>
<windowCenter href="#ref-216"/>
<rescaleSlope href="#ref-217"/>
<rescaleIntercept href="#ref-218"/>
<lutType>0</lutType>
<_x003C_RegistrationEnabled_x003E_k__BackingField>true</_x003C_RegistrationEnabled_x003E_k__BackingField>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-219">MAPA  ADC</outputSeriesName>
<packageName xsi:type="xsd:anyType" xsi:null="1"/>
<packageIconName xsi:type="xsd:anyType" xsi:null="1"/>
<prefixes href="#ref-220"/>
<_processingJobType href="#ref-205"/>
<_processingStepStrategyType href="#ref-206"/>
<_x003C_Version_x003E_k__BackingField xsi:type="xsd:anyType" xsi:null="1"/>
</a13:DiffusionPackageProtocol>
<a3:HtmlItemDescription id="ref-122" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-221"/>
<htmlDataBuffer href="#ref-221"/>
</a3:HtmlItemDescription>
<a14:VolumeProtocol id="ref-126" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<generateOrthogonals>false</generateOrthogonals>
<propagatePrecedingDynamics>false</propagatePrecedingDynamics>
<propagateFollowingDynamics>true</propagateFollowingDynamics>
<dynamicsRangeSelected>false</dynamicsRangeSelected>
<startDynamics>0</startDynamics>
<endDynamics>0</endDynamics>
<currentPoint href="#ref-222"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>true</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>false</singleAxis>
<renderMode xsi:type="a14:ProtocolRenderMode" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description id="ref-223">Default VolumeProtocol</description>
<isHighRButtonChecked>false</isHighRButtonChecked>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-224"/>
<maxStationCount>100</maxStationCount>
<_x003C_ViewMode_x003E_k__BackingField xsi:type="xsd:anyType" xsi:null="1"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-225">coronal MIP</outputSeriesName>
<packageName xsi:type="xsd:anyType" xsi:null="1"/>
<packageIconName xsi:type="xsd:anyType" xsi:null="1"/>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
<_processingJobType href="#ref-205"/>
<_processingStepStrategyType href="#ref-206"/>
<_x003C_Version_x003E_k__BackingField xsi:type="xsd:anyType" xsi:null="1"/>
</a14:VolumeProtocol>
<a3:HtmlItemDescription id="ref-127" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-226"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a14:VolumeProtocol id="ref-129" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<generateOrthogonals>false</generateOrthogonals>
<propagatePrecedingDynamics>false</propagatePrecedingDynamics>
<propagateFollowingDynamics>true</propagateFollowingDynamics>
<dynamicsRangeSelected>false</dynamicsRangeSelected>
<startDynamics>0</startDynamics>
<endDynamics>0</endDynamics>
<currentPoint href="#ref-227"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>true</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>false</singleAxis>
<renderMode xsi:type="a14:ProtocolRenderMode" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description id="ref-228">Default VolumeProtocol</description>
<isHighRButtonChecked>false</isHighRButtonChecked>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-229"/>
<maxStationCount>100</maxStationCount>
<_x003C_ViewMode_x003E_k__BackingField xsi:type="xsd:anyType" xsi:null="1"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-230">Axial MIP</outputSeriesName>
<packageName xsi:type="xsd:anyType" xsi:null="1"/>
<packageIconName xsi:type="xsd:anyType" xsi:null="1"/>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
<_processingJobType href="#ref-205"/>
<_processingStepStrategyType href="#ref-206"/>
<_x003C_Version_x003E_k__BackingField xsi:type="xsd:anyType" xsi:null="1"/>
</a14:VolumeProtocol>
<a3:HtmlItemDescription id="ref-130" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-231"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
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<a14:VolumeProtocol id="ref-133" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<generateOrthogonals>false</generateOrthogonals>
<propagatePrecedingDynamics>false</propagatePrecedingDynamics>
<propagateFollowingDynamics>true</propagateFollowingDynamics>
<dynamicsRangeSelected>false</dynamicsRangeSelected>
<startDynamics>0</startDynamics>
<endDynamics>0</endDynamics>
<currentPoint href="#ref-232"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>true</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>false</singleAxis>
<renderMode xsi:type="a14:ProtocolRenderMode" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description id="ref-233">Default VolumeProtocol</description>
<isHighRButtonChecked>false</isHighRButtonChecked>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-234"/>
<maxStationCount>100</maxStationCount>
<_x003C_ViewMode_x003E_k__BackingField xsi:type="xsd:anyType" xsi:null="1"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-235">Sagital MIP</outputSeriesName>
<packageName xsi:type="xsd:anyType" xsi:null="1"/>
<packageIconName xsi:type="xsd:anyType" xsi:null="1"/>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
<_processingJobType href="#ref-205"/>
<_processingStepStrategyType href="#ref-206"/>
<_x003C_Version_x003E_k__BackingField xsi:type="xsd:anyType" xsi:null="1"/>
</a14:VolumeProtocol>
<a3:HtmlItemDescription id="ref-134" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-236"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<SOAP-ENC:Array id="ref-136" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-92"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-137" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-68"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-138" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-89"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-139" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-140" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-90"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-141" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-62"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-142" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-65"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-143" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-60"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-144" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-71"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-145" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-69"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-146" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-69"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-147" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-63"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-148" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-91"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-149" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-69"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-150" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-88"/>
</SOAP-ENC:Array>
<a8:ArrayList id="ref-152" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-237"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a15:ScanProcedure id="ref-153" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-239"/>
<methodDescription href="#ref-38"/>
<name id="ref-240">SURVEY</name>
<anatomicRegion href="#ref-38"/>
<anatomicalRegion href="#ref-38"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-241"/>
<lastModifiedTimeUtc id="ref-242">8/7/2015 10:27:46 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-243">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-154" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-244"/>
<htmlDataBuffer href="#ref-244"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-155" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-245"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-156" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-246"/>
<suspendableDynamic>false</suspendableDynamic>
</a15:ScanProperties>
<a8:ArrayList id="ref-157" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-237"/>
<_size>0</_size>
<_version>3</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-158" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-237"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a15:ScanProcedure id="ref-159" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-247"/>
<methodDescription id="ref-248">TRA    DwiSE 9492      82     90  </methodDescription>
<name id="ref-249">DTI_EPI_SPAIR_TRA_1 NSA_GRenhanced</name>
<anatomicRegion xsi:null="1"/>
<anatomicalRegion xsi:null="1"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol xsi:null="1"/>
<lastModifiedTimeUtc id="ref-250">2011-04-05 12:52:17.507</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-251">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-160" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-252"/>
<htmlDataBuffer href="#ref-252"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-161" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-253"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-162" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-254"/>
<suspendableDynamic>false</suspendableDynamic>
</a15:ScanProperties>
<a8:ArrayList id="ref-163" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-237"/>
<_size>0</_size>
<_version>3</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-164" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-237"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a15:ScanProcedure id="ref-165" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-255"/>
<methodDescription href="#ref-38"/>
<name id="ref-256">4D_Breast SoS</name>
<anatomicRegion href="#ref-38"/>
<anatomicalRegion href="#ref-38"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-257"/>
<lastModifiedTimeUtc id="ref-258">1/15/2020 9:56:31 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-259">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-166" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-260"/>
<htmlDataBuffer href="#ref-260"/>
</a3:HtmlItemDescription>
<a15:ScanProperties id="ref-167" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-261"/>
<suspendableDynamic>false</suspendableDynamic>
</a15:ScanProperties>
<a8:ArrayList id="ref-168" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-237"/>
<_size>0</_size>
<_version>3</_version>
</a8:ArrayList>
<a15:ScanProcedure id="ref-169" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-262"/>
<methodDescription href="#ref-38"/>
<name id="ref-263">3D_Vane_XD_mDIXON</name>
<anatomicRegion href="#ref-38"/>
<anatomicalRegion href="#ref-38"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-264"/>
<lastModifiedTimeUtc id="ref-265">2/6/2018 9:18:26 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-266">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-170" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-267"/>
<htmlDataBuffer href="#ref-267"/>
</a3:HtmlItemDescription>
<a15:ScanProperties id="ref-171" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-268"/>
<suspendableDynamic>false</suspendableDynamic>
</a15:ScanProperties>
<a8:ArrayList id="ref-172" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-269"/>
<_size>1</_size>
<_version>2</_version>
</a8:ArrayList>
<a15:ScanProcedure id="ref-173" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-270"/>
<methodDescription href="#ref-38"/>
<name id="ref-271">T2W_3D_TSE_TRA_IQ</name>
<anatomicRegion href="#ref-38"/>
<anatomicalRegion href="#ref-38"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-272"/>
<lastModifiedTimeUtc id="ref-273">7/2/2015 6:58:40 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-274">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-174" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-275"/>
<htmlDataBuffer href="#ref-275"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-175" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-276"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-176" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-277"/>
<suspendableDynamic>false</suspendableDynamic>
</a15:ScanProperties>
<a8:ArrayList id="ref-177" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-237"/>
<_size>0</_size>
<_version>3</_version>
</a8:ArrayList>
<SOAP-ENC:Array id="ref-178" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-72"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-179" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-65"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-180" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-63"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-181" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-69"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-182" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-60"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-183" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-64"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-184" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-62"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-185" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-61"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-186" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-59"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-187" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
<item href="#ref-71"/>
<item href="#ref-68"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-188" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-70"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-189" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-66"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-190" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-58"/>
</SOAP-ENC:Array>
<a8:ArrayList id="ref-191" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-278"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-192" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-279"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-193" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-280"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-194" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-281"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-195" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-282"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<SOAP-ENC:Array id="ref-196" SOAP-ENC:arrayType="a3:SortAttributes[7]" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-197" SOAP-ENC:arrayType="a3:SortAttributes[7]" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-200" SOAP-ENC:arrayType="a12:ViewArea[2]" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/Philips.PmsMR.Platform.PackageProtocols_csm">
<item href="#ref-283"/>
<item href="#ref-284"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-201" SOAP-ENC:arrayType="xsd:int[9]">
<item>1</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-202" SOAP-ENC:arrayType="xsd:string[5]">
<item id="ref-285">ORIGINAL</item>
<item id="ref-286">PRIMARY</item>
<item id="ref-287">M_FFE</item>
<item id="ref-288">M</item>
<item id="ref-289">FFE</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-204" SOAP-ENC:arrayType="xsd:string[1]">
<item id="ref-290">s</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-207" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAAFCI5VIAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACAD3lFtxY2RgaRFhYGAwYIAAHyBmZAUzWUWBhIS1M9fkkrNTnmassP/IjFuOkYmBgQmomxkkKyDB8J9RngEkBlKrACQUQGwBEYg4I0RcCIdaRSAbAFVUDQAHCB/jYAgf42AIH+NgUEsBAhcLCgAAAAAAUIjlUgAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAcIH+NgUEsFBgAAAAABAAEASAAAAJYAAAAAAA==</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-209" SOAP-ENC:arrayType="xsd:unsignedInt[4]">
<item>40</item>
<item>0</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-211" SOAP-ENC:arrayType="xsd:int[8]">
<item>1</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-212" SOAP-ENC:arrayType="xsd:int[2]">
<item>1</item>
<item>1</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-213" SOAP-ENC:arrayType="xsd:string[1]">
<item id="ref-291">0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-215" SOAP-ENC:arrayType="xsd:double[8]">
<item>2.6514404346981646</item>
<item>1.5203306484222412</item>
<item>1.0000001192092896</item>
<item>2632</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>1281.367919921875</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-216" SOAP-ENC:arrayType="xsd:double[8]">
<item>1.3846713578188528</item>
<item>0.7601653242111206</item>
<item>0.50000005960464478</item>
<item>1514</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>640.6839599609375</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-217" SOAP-ENC:arrayType="xsd:double[8]">
<item>0.001635656226426363</item>
<item>0.0035016459878534079</item>
<item>0.00024414065410383046</item>
<item>2.288156288156288</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0.31283396482467651</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-218" SOAP-ENC:arrayType="xsd:double[8]">
<item>-3.3290548324584961</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-220" SOAP-ENC:arrayType="xsd:string[1]">
<item id="ref-292">d</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-221" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAAEhUw1IAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACAD3lFtxY2RgaRFhYGAwYIAAHyBmZAUzWUWBhIS1M9fkkrNTnmassP/IjFuOkYmBgQmomxkkKyDB8J9RngEkBlKrACQUQGwBEYg4I0RcCIdaRSAbAFVUDQAHB5S4YAeUuGAHlLhgUEsBAhcLCgAAAAAASFTDUgAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAcHlLhgUEsFBgAAAAABAAEASAAAAJYAAAAAAA==</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-222" SOAP-ENC:arrayType="xsd:unsignedInt[1]">
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<item id="ref-309">Abdomen</item>
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<SOAP-ENC:Array id="ref-264" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-318">Abdomen</item>
<item id="ref-319">Liver</item>
<item id="ref-320">T1W</item>
<item id="ref-321">3D_Vane_XD_mDIXON.Protocol</item>
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</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-272" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-328">Breast</item>
<item id="ref-329">dS_7ch</item>
<item id="ref-330">VISTA.Protocol</item>
</SOAP-ENC:Array>
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