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<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-128"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-78" 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-121"/>
<scanProcedure href="#ref-129"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-130"/>
<geometryName href="#ref-27"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-131"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-79" 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-125"/>
<scanProcedure href="#ref-132"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-133"/>
<geometryName href="#ref-26"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-134"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-80" 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-125"/>
<scanProcedure href="#ref-135"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-136"/>
<geometryName href="#ref-26"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-137"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a5:ArrayList id="ref-81" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-138"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-82" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-139"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-83" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-140"/>
<_size>2</_size>
<_version>2</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-84" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-141"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-85" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-142"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-86" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-143"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-87" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-144"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-88" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-145"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-89" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-146"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a10:ExecutionStepList id="ref-90" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-147"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-91" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-148"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-92" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-149"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-93" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-150"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-94" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-151"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-95" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-152"/>
</a10:ExecutionStepList>
<a11:VolumeProtocol id="ref-98" xmlns:a11="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-153"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>false</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>false</singleAxis>
<renderMode xsi:type="a11:ProtocolRenderMode" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">Average</renderMode>
<description id="ref-154">Default VolumeProtocol</description>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-155"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-156">V3D_Spine_Oblique_right_VIEW_T2W</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a11:VolumeProtocol>
<a3:HtmlItemDescription id="ref-99" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-157"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a11:VolumeProtocol id="ref-101" xmlns:a11="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-158"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>false</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>false</singleAxis>
<renderMode xsi:type="a11:ProtocolRenderMode" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">Average</renderMode>
<description id="ref-159">Default VolumeProtocol</description>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-160"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-161">V3D_Spine_Oblique_left_VIEW_T2W</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a11:VolumeProtocol>
<a3:HtmlItemDescription id="ref-102" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-162"/>
<htmlDataBuffer href="#ref-162"/>
</a3:HtmlItemDescription>
<SOAP-ENC:Array id="ref-105" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-77"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-106" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-76"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-107" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-60"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-108" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-59"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-109" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-79"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-110" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-59"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-111" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-75"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-112" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-80"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-113" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-78"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-114" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-58"/>
</SOAP-ENC:Array>
<a5:ArrayList id="ref-116" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-163"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a12:ScanProcedure id="ref-117" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-165"/>
<methodDescription href="#ref-119"/>
<name id="ref-166">SURVEY</name>
<anatomicRegion href="#ref-119"/>
<anatomicalRegion href="#ref-119"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-167"/>
<lastModifiedTimeUtc id="ref-168">5/13/2015 10:52:06 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-169">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<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-170"/>
<htmlDataBuffer href="#ref-170"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-120" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-171"/>
<scanAlignOverlap>30</scanAlignOverlap>
<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>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-172"/>
</a12:ScanProperties>
<a5:ArrayList id="ref-121" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-163"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a12:ScanProcedure id="ref-122" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-173"/>
<methodDescription href="#ref-119"/>
<name id="ref-174">T2W_TSE_DRIVE_HR</name>
<anatomicRegion href="#ref-119"/>
<anatomicalRegion href="#ref-119"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-175"/>
<lastModifiedTimeUtc id="ref-176">5/13/2015 10:42:28 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-177">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-123" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-178"/>
<htmlDataBuffer href="#ref-178"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-124" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-179"/>
<scanAlignOverlap>30</scanAlignOverlap>
<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>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-180"/>
</a12:ScanProperties>
<a5:ArrayList id="ref-125" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-163"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a12:ScanProcedure id="ref-126" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-181"/>
<methodDescription href="#ref-119"/>
<name id="ref-182">T1W_TSE</name>
<anatomicRegion href="#ref-119"/>
<anatomicalRegion href="#ref-119"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-183"/>
<lastModifiedTimeUtc id="ref-184">11/3/2015 1:33:46 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-185">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<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-186"/>
<htmlDataBuffer href="#ref-186"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-128" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-187"/>
<scanAlignOverlap>30</scanAlignOverlap>
<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>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-188"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-129" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-189"/>
<methodDescription href="#ref-119"/>
<name id="ref-190">T1W_TSE</name>
<anatomicRegion href="#ref-119"/>
<anatomicalRegion href="#ref-119"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-191"/>
<lastModifiedTimeUtc id="ref-192">5/13/2015 10:41:51 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-193">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<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-194"/>
<htmlDataBuffer href="#ref-194"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-131" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-195"/>
<scanAlignOverlap>30</scanAlignOverlap>
<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>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-196"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-132" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-197"/>
<methodDescription href="#ref-119"/>
<name id="ref-198">3D_Spine_VIEW_T2W</name>
<anatomicRegion href="#ref-119"/>
<anatomicalRegion href="#ref-119"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-199"/>
<lastModifiedTimeUtc id="ref-200">10/15/2015 9:40:17 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-201">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-133" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-202"/>
<htmlDataBuffer href="#ref-202"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-134" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
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<SOAP-ENC:Array id="ref-167" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-221">Spine</item>
<item id="ref-222">Lumbar</item>
<item id="ref-223">SURVEY.Protocol</item>
</SOAP-ENC:Array>
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</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-175" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-229">Spine</item>
<item id="ref-230">Lumbar</item>
<item id="ref-231">Transverse</item>
<item id="ref-232">T2W_TSE_DRIVE_HR.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-178" 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</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-183" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-238">Spine</item>
<item id="ref-239">Lumbar</item>
<item id="ref-240">Sagittal</item>
<item id="ref-241">T1W_TSE.Protocol</item>
</SOAP-ENC:Array>
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</SOAP-ENC:Array>
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</a12:ScanProcedureConfig>
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</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-191" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-247">Spine</item>
<item id="ref-248">Lumbar</item>
<item id="ref-249">Transverse</item>
<item id="ref-250">T1W_TSE.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-199" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-256">Spine</item>
<item id="ref-257">Lumbar</item>
<item id="ref-258">Sagittal</item>
<item id="ref-259">3D_Spine_VIEW_T2W.Protocol</item>
</SOAP-ENC:Array>
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</a12:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-207" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-265">Spine</item>
<item id="ref-266">Lumbar</item>
<item id="ref-267">Sagittal</item>
<item id="ref-268">T2W_mDixon_TSE.Protocol</item>
</SOAP-ENC:Array>
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