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</a11:SingleScan>
<a11:SingleScan id="ref-83" xmlns:a11="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_L_SPINE</smartGeoType>
<vertebraRanges href="#ref-144"/>
<scanProcedure href="#ref-145"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-146"/>
<geometryName href="#ref-26"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-147"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-148"/>
<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>true</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-84" xmlns:a11="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-149"/>
<scanProcedure href="#ref-150"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-151"/>
<geometryName id="ref-152"></geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-153"/>
<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>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-85" xmlns:a11="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_L_SPINE</smartGeoType>
<vertebraRanges href="#ref-154"/>
<scanProcedure href="#ref-155"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-156"/>
<geometryName href="#ref-25"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-157"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-158"/>
<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>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-86" xmlns:a11="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_L_SPINE</smartGeoType>
<vertebraRanges href="#ref-139"/>
<scanProcedure href="#ref-159"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-160"/>
<geometryName href="#ref-24"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-161"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-162"/>
<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>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a8:ArrayList id="ref-87" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-163"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-88" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-164"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-89" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-165"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-90" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-166"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-91" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-167"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-92" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-168"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-93" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-169"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-94" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-170"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-95" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-171"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-96" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-172"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-97" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-173"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-98" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-174"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-99" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-175"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a11:ExecutionStepList id="ref-100" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-176"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-101" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-177"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-102" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-178"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-103" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-179"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-104" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-180"/>
</a11:ExecutionStepList>
<a3:ViewingProcedure id="ref-106" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-181"/>
<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-107" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-182"/>
<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:PicturePlusPackageProtocol id="ref-109" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.PicturePlus/philips.pmsmr.viewingprocessing.pictureplus.protocol_cs">
<smooth>30</smooth>
<edge>20</edge>
<presetValues xsi:type="xsd:anyType" xsi:null="1"/>
<protocolPreset id="ref-183">Filter?30?20?6</protocolPreset>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-111"/>
<prefixes href="#ref-184"/>
</a12:PicturePlusPackageProtocol>
<a3:HtmlItemDescription id="ref-110" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-185"/>
<htmlDataBuffer href="#ref-185"/>
</a3:HtmlItemDescription>
<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-186"/>
<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:PicturePlusPackageProtocol id="ref-113" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.PicturePlus/philips.pmsmr.viewingprocessing.pictureplus.protocol_cs">
<smooth>30</smooth>
<edge>20</edge>
<presetValues xsi:type="xsd:anyType" xsi:null="1"/>
<protocolPreset id="ref-187">Filter?30?20?6</protocolPreset>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-115"/>
<prefixes href="#ref-188"/>
</a12:PicturePlusPackageProtocol>
<a3:HtmlItemDescription id="ref-114" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-189"/>
<htmlDataBuffer href="#ref-189"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-117" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-190"/>
<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>
<a13:ReconStepProtocol id="ref-120" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.DelayedRecon/philips.pmsmr.examcards.delayedrecon_cs">
<protocolData xsi:type="xsd:anyType" xsi:null="1"/>
<stepType xsi:type="a15:ReconStepType" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Methods.PdfInterface/philips.pmsmr.methods.pdfinterface.interfaces_cs">MipMprSeries</stepType>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-152"/>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<reconStepProperties href="#ref-192"/>
</a13:ReconStepProtocol>
<a12:PicturePlusPackageProtocol id="ref-122" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.PicturePlus/philips.pmsmr.viewingprocessing.pictureplus.protocol_cs">
<smooth>25</smooth>
<edge>25</edge>
<presetValues xsi:type="xsd:anyType" xsi:null="1"/>
<protocolPreset id="ref-193">25/25?25?25?5</protocolPreset>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-124"/>
<prefixes href="#ref-194"/>
</a12:PicturePlusPackageProtocol>
<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-195"/>
<htmlDataBuffer href="#ref-195"/>
</a3:HtmlItemDescription>
<SOAP-ENC:Array id="ref-125" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-58"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-126" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-83"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-127" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-57"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-128" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-82"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-129" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-85"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-130" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-66"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-131" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-68"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-132" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-64"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-133" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-134" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-61"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-135" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-86"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-136" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-84"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-137" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-59"/>
</SOAP-ENC:Array>
<a8:ArrayList id="ref-139" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-196"/>
<_size>1</_size>
<_version>2</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-140" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-198"/>
<methodDescription id="ref-199">SAG    TSE   3230      120    90  </methodDescription>
<name id="ref-200">T2 TSE SAG cs1.5</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 href="#ref-201"/>
<lastModifiedTimeUtc id="ref-202">2011-06-01 07:01:52.584</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-203">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-141" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-204"/>
<htmlDataBuffer href="#ref-204"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-142" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-205"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">DESCENDING</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>6</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>2</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-143" xmlns:a14="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-206"/>
<approvedFeatureSpecificOptions href="#ref-207"/>
<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-208"/>
</a14:ScanProperties>
<a8:ArrayList id="ref-144" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-209"/>
<_size>1</_size>
<_version>2</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-145" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-210"/>
<methodDescription href="#ref-152"/>
<name id="ref-211">T2 TSE FS COR</name>
<anatomicRegion href="#ref-152"/>
<anatomicalRegion href="#ref-152"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol xsi:null="1"/>
<lastModifiedTimeUtc xsi:null="1"/>
<linkState>false</linkState>
<laterality id="ref-212">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-146" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-213"/>
<htmlDataBuffer href="#ref-213"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-147" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-214"/>
<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>
<a14:ScanProperties id="ref-148" xmlns:a14="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-215"/>
<approvedFeatureSpecificOptions href="#ref-216"/>
<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-217"/>
</a14:ScanProperties>
<a8:ArrayList id="ref-149" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-218"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-150" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-219"/>
<methodDescription href="#ref-152"/>
<name id="ref-220">SmartSpine_L</name>
<anatomicRegion href="#ref-152"/>
<anatomicalRegion href="#ref-152"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-221"/>
<lastModifiedTimeUtc id="ref-222">7/6/2017 9:24:23 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-223">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-151" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-224"/>
<htmlDataBuffer href="#ref-224"/>
</a3:HtmlItemDescription>
<a14:ScanProperties id="ref-153" xmlns:a14="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-225"/>
<approvedFeatureSpecificOptions href="#ref-226"/>
<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_L_SPINE</smartScoutType>
<madeByPhilips>false</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-227"/>
</a14:ScanProperties>
<a8:ArrayList id="ref-154" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-228"/>
<_size>3</_size>
<_version>4</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-155" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-229"/>
<methodDescription id="ref-230">MST    TSE   3595      120    90  </methodDescription>
<name id="ref-231">T2 TSE TRA cs1.7</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 href="#ref-232"/>
<lastModifiedTimeUtc id="ref-233">2011-06-01 07:05:07.523</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-234">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-156" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-235"/>
<htmlDataBuffer href="#ref-235"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-157" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-236"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">DESCENDING</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>4</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>4</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-158" xmlns:a14="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-237"/>
<approvedFeatureSpecificOptions href="#ref-238"/>
<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-239"/>
</a14:ScanProperties>
<a14:ScanProcedure id="ref-159" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-240"/>
<methodDescription id="ref-241">SAG    TSE   400       8.0    90  </methodDescription>
<name id="ref-242">T1 TSE SAG cs2.8</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 href="#ref-243"/>
<lastModifiedTimeUtc id="ref-244">2011-06-01 07:01:36.537</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-245">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14: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-246"/>
<htmlDataBuffer href="#ref-246"/>
</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-247"/>
<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>6</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>2</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-162" xmlns:a14="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-248"/>
<approvedFeatureSpecificOptions href="#ref-249"/>
<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-250"/>
</a14:ScanProperties>
<SOAP-ENC:Array id="ref-163" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-58"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-164" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-56"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-165" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-68"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-166" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-59"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-167" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-65"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-168" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-57"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-169" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-170" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-63"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-171" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-60"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-172" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-64"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-173" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-62"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-174" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-61"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-175" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-66"/>
</SOAP-ENC:Array>
<a8:ArrayList id="ref-176" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-251"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-177" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-252"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-178" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-253"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-179" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-254"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-180" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-255"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<SOAP-ENC:Array id="ref-181" 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-182" 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-184" SOAP-ENC:arrayType="xsd:string[1]">
<item id="ref-256">e</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-185" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAAMp4SEUAAAAAAAAAAAAAAAAJAGwAaW5kZXguaHRtU0RXAIwAAAAACACOofHlY2RgaRFhYGBQYYAAByBmZAIzWRWAhAKQzcgK4YsCidXci+a/KIoQLtWV9wSpY2LwYWAGyQpIMPxnlMfQyyAgAhFnhIgL4VCrCGQDAFVUDQAHzDY1VMw2NVTMNjVUUEsBAhcLCgAAAAAAynhIRQAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACMAAAAVVQFAAfMNjVUUEsFBgAAAAABAAEASAAAAJMAAAAAAA==</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-186" 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-188" SOAP-ENC:arrayType="xsd:string[1]">
<item id="ref-257">e</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-189" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAAMp4SEUAAAAAAAAAAAAAAAAJAGwAaW5kZXguaHRtU0RXAIwAAAAACACOofHlY2RgaRFhYGBQYYAAByBmZAIzWRWAhAKQzcgK4YsCidXci+a/KIoQLtWV9wSpY2LwYWAGyQpIMPxnlMfQyyAgAhFnhIgL4VCrCGQDAFVUDQAHzDY1VMw2NVTMNjVUUEsBAhcLCgAAAAAAynhIRQAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACMAAAAVVQFAAfMNjVUUEsFBgAAAAABAAEASAAAAJMAAAAAAA==</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-190" 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>
<a13:ReconStepProperties id="ref-192" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.DelayedRecon/philips.pmsmr.examcards.delayedrecon_cs">
<stepType xsi:type="a15:ReconStepType" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Methods.PdfInterface/philips.pmsmr.methods.pdfinterface.interfaces_cs">MipMprSeries</stepType>
<_x003C_SaveCpxEnabled_x003E_k__BackingField>false</_x003C_SaveCpxEnabled_x003E_k__BackingField>
</a13:ReconStepProperties>
<SOAP-ENC:Array id="ref-194" SOAP-ENC:arrayType="xsd:string[1]">
<item id="ref-258">e</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-195" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAALBGFEUAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACABvUQK/Y2RgaRFhYGAwYIAAHyBmZAUzWUWBRMkUPfu2KS91t0iYSn9hxi3HyMTAwATUzQySFZBg+M8ozwASA6lVABIKILaACEScESIuhEOtIpANAFVUDQAH7EX0U+xF9FPsRfRTUEsBAhcLCgAAAAAAsEYURQAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAfsRfRTUEsFBgAAAAABAAEASAAAAJYAAAAAAA==</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-196" SOAP-ENC:arrayType="xsd:anyType[1]">
<item xsi:type="a17:VertebraRange" xmlns:a17="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Methods.ScanGeometry/philips.pmsmr.methods.scangeometry.interfaces_cs">
<top>L5</top>
<bottom>S1</bottom>
</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-198" 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<SOAP-ENC:Array id="ref-201" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-260">Spine</item>
<item id="ref-261">Lumbar</item>
<item id="ref-262">Sagittal</item>
<item id="ref-263">T2W_TSE.Protocol</item>
</SOAP-ENC:Array>
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</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-221" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-274">SmartSurveys</item>
<item id="ref-275">Spine</item>
<item id="ref-276">SmartSpine_L.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-232" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-282">Spine</item>
<item id="ref-283">Lumbar</item>
<item id="ref-284">Transverse</item>
<item id="ref-285">T2W_TSE.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-235" 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<SOAP-ENC:Array id="ref-243" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-291">Spine</item>
<item id="ref-292">Lumbar</item>
<item id="ref-293">Sagittal</item>
<item id="ref-294">T1W_TSE.Protocol</item>
</SOAP-ENC:Array>
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