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<a10:SingleScan id="ref-83" 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-140"/>
<scanProcedure href="#ref-141"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-142"/>
<geometryName href="#ref-26"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-143"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-144"/>
<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>
</a10:SingleScan>
<a10:SingleScan id="ref-84" 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-145"/>
<scanProcedure href="#ref-146"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-147"/>
<geometryName id="ref-148"></geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-149"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-150"/>
<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>
</a10:SingleScan>
<a10:SingleScan id="ref-85" 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-140"/>
<scanProcedure href="#ref-151"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-152"/>
<geometryName href="#ref-27"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-153"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-154"/>
<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>
</a10:SingleScan>
<a10:SingleScan id="ref-86" 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-155"/>
<scanProcedure href="#ref-156"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-157"/>
<geometryName href="#ref-29"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-158"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-159"/>
<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>
</a10:SingleScan>
<a10:SingleScan id="ref-87" 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-140"/>
<scanProcedure href="#ref-160"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-161"/>
<geometryName href="#ref-25"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-162"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-163"/>
<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>
</a10:SingleScan>
<a10:SingleScan id="ref-88" 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-28"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-167"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-168"/>
<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>
</a10:SingleScan>
<a8:ArrayList id="ref-89" 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-90" 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-91" 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-92" 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-93" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-173"/>
<_size>1</_size>
<_version>3</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-94" 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-95" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-175"/>
<_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-176"/>
<_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-177"/>
<_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-178"/>
<_size>1</_size>
<_version>3</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-99" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-179"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a10:ExecutionStepList id="ref-100" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-180"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-101" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-181"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-102" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-182"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-103" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-183"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-104" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-184"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-105" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-185"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-106" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-186"/>
</a10:ExecutionStepList>
<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-187"/>
</a10:ExecutionStepList>
<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-188"/>
</a10:ExecutionStepList>
<a11:DiffusionPackageProtocol id="ref-110" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.DiffusionProcessing/philips.pmsmr.viewingprocessing.diffusionprocessing.protocol_cs">
<brainMaskEnabled id="ref-189">Y</brainMaskEnabled>
<BValue>1500</BValue>
<threshold>22</threshold>
<maskDefiningImage href="#ref-190"/>
<thresholdStatus id="ref-191">Y</thresholdStatus>
<outputTypes href="#ref-192"/>
<bValuesToUse href="#ref-193"/>
<seriesIds href="#ref-194"/>
<currentSeriesId id="ref-195">0</currentSeriesId>
<windowWidth href="#ref-196"/>
<windowCenter href="#ref-197"/>
<rescaleSlope href="#ref-198"/>
<rescaleIntercept href="#ref-199"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-200">ADC map</outputSeriesName>
<prefixes href="#ref-201"/>
</a11:DiffusionPackageProtocol>
<a3:HtmlItemDescription id="ref-111" 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>
<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-203"/>
<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-115" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-204"/>
<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>
<a11:DiffusionPackageProtocol id="ref-116" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.DiffusionProcessing/philips.pmsmr.viewingprocessing.diffusionprocessing.protocol_cs">
<brainMaskEnabled id="ref-205">Y</brainMaskEnabled>
<BValue>1500</BValue>
<threshold>22</threshold>
<maskDefiningImage href="#ref-206"/>
<thresholdStatus id="ref-207">Y</thresholdStatus>
<outputTypes href="#ref-208"/>
<bValuesToUse href="#ref-209"/>
<seriesIds href="#ref-210"/>
<currentSeriesId id="ref-211">0</currentSeriesId>
<windowWidth href="#ref-212"/>
<windowCenter href="#ref-213"/>
<rescaleSlope href="#ref-214"/>
<rescaleIntercept href="#ref-215"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-216">ADC map</outputSeriesName>
<prefixes href="#ref-217"/>
</a11:DiffusionPackageProtocol>
<a3:HtmlItemDescription id="ref-117" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-218"/>
<htmlDataBuffer href="#ref-218"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-119" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-219"/>
<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-121" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-220"/>
<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-122" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-221"/>
<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>
<SOAP-ENC:Array id="ref-123" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-83"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-124" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-70"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-125" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-87"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-126" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-65"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-127" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-88"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-128" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-64"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-129" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-82"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-130" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-85"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-131" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-61"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-132" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-84"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-133" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-86"/>
</SOAP-ENC:Array>
<a8:ArrayList id="ref-135" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-222"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-136" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-224"/>
<methodDescription href="#ref-148"/>
<name id="ref-225">cs T2W_SPAIR_cor</name>
<anatomicRegion href="#ref-148"/>
<anatomicalRegion href="#ref-148"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-226"/>
<lastModifiedTimeUtc id="ref-227">6/24/2015 2:15:06 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-228">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-137" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-229"/>
<htmlDataBuffer href="#ref-229"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-138" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-230"/>
<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:ScanProperties id="ref-139" 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-231"/>
<approvedFeatureSpecificOptions href="#ref-232"/>
<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-233"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-140" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-222"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-141" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-234"/>
<methodDescription href="#ref-148"/>
<name id="ref-235">cs T1W_TSE_tra</name>
<anatomicRegion href="#ref-148"/>
<anatomicalRegion href="#ref-148"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-236"/>
<lastModifiedTimeUtc id="ref-237">6/24/2015 2:15:06 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-238">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-142" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-239"/>
<htmlDataBuffer href="#ref-239"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-143" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-240"/>
<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:ScanProperties id="ref-144" 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-241"/>
<approvedFeatureSpecificOptions href="#ref-242"/>
<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-243"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-145" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-222"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-146" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-244"/>
<methodDescription href="#ref-148"/>
<name id="ref-245">SURVEY</name>
<anatomicRegion href="#ref-148"/>
<anatomicalRegion href="#ref-148"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-246"/>
<lastModifiedTimeUtc id="ref-247">1/8/2016 6:22:02 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-248">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-147" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-249"/>
<htmlDataBuffer href="#ref-249"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-149" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-250"/>
<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:ScanProperties id="ref-150" 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-251"/>
<approvedFeatureSpecificOptions href="#ref-252"/>
<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-253"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-151" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-254"/>
<methodDescription href="#ref-148"/>
<name id="ref-255">cs mDIXON-W axi</name>
<anatomicRegion href="#ref-148"/>
<anatomicalRegion href="#ref-148"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-256"/>
<lastModifiedTimeUtc id="ref-257">6/10/2015 7:20:20 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-258">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-152" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-259"/>
<htmlDataBuffer href="#ref-259"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-153" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-260"/>
<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:ScanProperties id="ref-154" 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-261"/>
<approvedFeatureSpecificOptions href="#ref-262"/>
<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-263"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-155" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-222"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-156" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-264"/>
<methodDescription href="#ref-148"/>
<name id="ref-265">DWI_b0-800</name>
<anatomicRegion href="#ref-148"/>
<anatomicalRegion href="#ref-148"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-266"/>
<lastModifiedTimeUtc id="ref-267">1/8/2016 6:23:28 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-268">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-157" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-269"/>
<htmlDataBuffer href="#ref-269"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-158" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-270"/>
<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:ScanProperties id="ref-159" 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-271"/>
<approvedFeatureSpecificOptions href="#ref-272"/>
<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-273"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-160" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-274"/>
<methodDescription href="#ref-148"/>
<name id="ref-275">cs T2W_SPAIR_tra</name>
<anatomicRegion href="#ref-148"/>
<anatomicalRegion href="#ref-148"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-276"/>
<lastModifiedTimeUtc id="ref-277">6/24/2015 2:15:06 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-278">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-161" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-279"/>
<htmlDataBuffer href="#ref-279"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-162" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-280"/>
<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:ScanProperties id="ref-163" 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-281"/>
<approvedFeatureSpecificOptions href="#ref-282"/>
<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-283"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-164" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-222"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-165" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-284"/>
<methodDescription href="#ref-148"/>
<name id="ref-285">DWI_b0-2000 A</name>
<anatomicRegion href="#ref-148"/>
<anatomicalRegion href="#ref-148"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-286"/>
<lastModifiedTimeUtc id="ref-287">1/8/2016 6:23:28 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-288">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12: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-289"/>
<htmlDataBuffer href="#ref-289"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-167" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-290"/>
<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:ScanProperties id="ref-168" 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-291"/>
<approvedFeatureSpecificOptions href="#ref-292"/>
<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-293"/>
</a12:ScanProperties>
<SOAP-ENC:Array id="ref-169" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-66"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-170" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-68"/>
</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-69"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-173" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-65"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-174" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-175" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-63"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-176" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-70"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-177" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-62"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-178" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-61"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-179" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-64"/>
</SOAP-ENC:Array>
<a8:ArrayList id="ref-180" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-294"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-181" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-295"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-182" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-296"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-183" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-297"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-184" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-298"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-185" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-299"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-186" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-300"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-187" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-301"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-188" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-302"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<SOAP-ENC:Array id="ref-190" SOAP-ENC:arrayType="xsd:unsignedInt[4]">
<item>8</item>
<item>0</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-192" SOAP-ENC:arrayType="xsd:int[7]">
<item>1</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-193" SOAP-ENC:arrayType="xsd:int[2]">
<item>1</item>
<item>1</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-194" SOAP-ENC:arrayType="xsd:string[1]">
<item id="ref-303">0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-196" SOAP-ENC:arrayType="xsd:double[7]">
<item>2.8127227708269222</item>
<item>0.998</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-197" SOAP-ENC:arrayType="xsd:double[7]">
<item>1.2023905828637351</item>
<item>0.501</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-198" SOAP-ENC:arrayType="xsd:double[7]">
<item>0.00077042123302817345</item>
<item>0.000244140625</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-199" SOAP-ENC:arrayType="xsd:double[7]">
<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-201" SOAP-ENC:arrayType="xsd:string[1]">
<item id="ref-304">d</item>
</SOAP-ENC:Array>
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<item id="ref-307">Pelvis</item>
<item id="ref-308">Prostate</item>
<item id="ref-309">T2W_SPAIR_ax.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-229" 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<SOAP-ENC:Array id="ref-236" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-315">Pelvis</item>
<item id="ref-316">Prostate</item>
<item id="ref-317">T2W_SPAIR_ax.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-246" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-323">Pelvis</item>
<item id="ref-324">Prostate</item>
<item id="ref-325">SURVEY.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-256" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-331">Abdomen</item>
<item id="ref-332">Liver</item>
<item id="ref-333">Transverse_T1W</item>
<item id="ref-334">mDIXON-All_BH.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-259" 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<item id="ref-348">Pelvis</item>
<item id="ref-349">Prostate</item>
<item id="ref-350">T2W_SPAIR_ax.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-279" 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<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-431"/>
<lastModifiedTimeUtc id="ref-432">8/17/2017 3:39:47 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-433">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-421" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-434"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-422" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-435"/>
<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:ScanProperties id="ref-423" 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-436"/>
<approvedFeatureSpecificOptions href="#ref-437"/>
<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-438"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-424" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-222"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-425" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-439"/>
<methodDescription href="#ref-148"/>
<name id="ref-440">SenseRefScan</name>
<anatomicRegion href="#ref-148"/>
<anatomicalRegion href="#ref-148"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-441"/>
<lastModifiedTimeUtc id="ref-442">8/17/2017 3:39:50 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-443">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-426" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-444"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-427" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-445"/>
<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:ScanProperties id="ref-428" 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-446"/>
<approvedFeatureSpecificOptions href="#ref-447"/>
<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-448"/>
</a12:ScanProperties>
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<SOAP-ENC:Array id="ref-431" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-449">PreScans</item>
<item id="ref-450">PreScans</item>
<item id="ref-451">CoilSurveyScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-434" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-435" 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-436" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-437" SOAP-ENC:arrayType="a7:Option[0]" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">
</SOAP-ENC:Array>
<a12:ScanProcedureConfig id="ref-438" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-452"/>
<allowedGradientChains href="#ref-453"/>
<swOptions href="#ref-454"/>
<hwOptions href="#ref-455"/>
<coilOptions href="#ref-456"/>
</a12:ScanProcedureConfig>
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