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<geometryName href="#ref-25"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-126"/>
<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-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-127"/>
<scanProcedure href="#ref-128"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-129"/>
<geometryName href="#ref-27"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-130"/>
<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-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-127"/>
<scanProcedure href="#ref-131"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-132"/>
<geometryName href="#ref-24"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-133"/>
<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>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-81" 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-135"/>
<scanProcedure href="#ref-136"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-137"/>
<geometryName id="ref-138"></geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-139"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-140"/>
<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-82" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-141"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-83" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-142"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-84" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-143"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-85" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-144"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-86" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-145"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-87" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-146"/>
<_size>1</_size>
<_version>3</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-88" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-147"/>
<_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-148"/>
<_size>1</_size>
<_version>1</_version>
</a8: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-149"/>
</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-150"/>
</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-151"/>
</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-152"/>
</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-153"/>
</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-154"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-96" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-155"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-97" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-156"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-98" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-157"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-99" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-158"/>
</a10:ExecutionStepList>
<a11:PicturePlusPackageProtocol id="ref-101" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.PicturePlus/philips.pmsmr.viewingprocessing.pictureplus.protocol_cs">
<smooth>20</smooth>
<edge>20</edge>
<presetValues xsi:type="xsd:anyType" xsi:null="1"/>
<protocolPreset id="ref-159">ALL?20?20?5</protocolPreset>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-160">T2W_TSE SENSE</outputSeriesName>
<prefixes href="#ref-161"/>
</a11:PicturePlusPackageProtocol>
<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-80"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-106" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-81"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-107" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-76"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-108" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-78"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-109" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-65"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-110" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-79"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-111" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-77"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-112" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-64"/>
</SOAP-ENC:Array>
<a8:ArrayList id="ref-114" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-163"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-115" 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-138"/>
<name id="ref-166">SE-EPI_MRE_8sl</name>
<anatomicRegion href="#ref-138"/>
<anatomicalRegion href="#ref-138"/>
<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">8/8/2019 5:27:59 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-116" 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-117" 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"/>
<approvedFeatureSpecificOptions href="#ref-172"/>
<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-173"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-118" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-163"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-119" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-174"/>
<methodDescription href="#ref-138"/>
<name id="ref-175">MRELASTOGRAPHY_4SL</name>
<anatomicRegion href="#ref-138"/>
<anatomicalRegion href="#ref-138"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-176"/>
<lastModifiedTimeUtc id="ref-177">8/5/2016 10:17:34 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-178">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-120" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-179"/>
<htmlDataBuffer href="#ref-179"/>
</a3:HtmlItemDescription>
<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-180"/>
<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-122" 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-181"/>
<approvedFeatureSpecificOptions href="#ref-182"/>
<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-183"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-123" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-163"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-124" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-184"/>
<methodDescription href="#ref-138"/>
<name id="ref-185">SE-EPI_MRE_4sl</name>
<anatomicRegion href="#ref-138"/>
<anatomicalRegion href="#ref-138"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-186"/>
<lastModifiedTimeUtc id="ref-187">8/5/2019 10:04:00 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-188">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-125" 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>
<a12:ScanProperties id="ref-126" 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-190"/>
<approvedFeatureSpecificOptions href="#ref-191"/>
<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-192"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-127" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-193"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-128" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-194"/>
<methodDescription href="#ref-138"/>
<name id="ref-195">T2W_TSE</name>
<anatomicRegion href="#ref-138"/>
<anatomicalRegion href="#ref-138"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-196"/>
<lastModifiedTimeUtc id="ref-197">7/23/2013 12:28:58 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-198">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-129" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-199"/>
<htmlDataBuffer href="#ref-199"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-130" 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-200"/>
<approvedFeatureSpecificOptions href="#ref-201"/>
<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-202"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-131" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-203"/>
<methodDescription href="#ref-138"/>
<name id="ref-204">mDIXON-Quant_BH</name>
<anatomicRegion href="#ref-138"/>
<anatomicalRegion href="#ref-138"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-205"/>
<lastModifiedTimeUtc id="ref-206">6/29/2016 7:06:20 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-207">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-132" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-208"/>
<htmlDataBuffer href="#ref-208"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-133" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-209"/>
<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-134" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-210"/>
<approvedFeatureSpecificOptions href="#ref-211"/>
<scanAlignOverlap>30</scanAlignOverlap>
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<a12:ScanProcedure id="ref-136" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
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<laterality id="ref-217">unpaired</laterality>
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<dataBuffer href="#ref-218"/>
<htmlDataBuffer href="#ref-218"/>
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<a3:ViewingProcedure id="ref-139" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-219"/>
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<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
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<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-220"/>
<approvedFeatureSpecificOptions href="#ref-221"/>
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<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-222"/>
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<_version>1</_version>
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<_version>1</_version>
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<_version>1</_version>
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<SOAP-ENC:Array id="ref-167" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-234">Abdomen</item>
<item id="ref-235">Liver</item>
<item id="ref-236">Specials</item>
<item id="ref-237">SE-EPI_MRE_8sl.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-170" 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<SOAP-ENC:Array id="ref-176" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-243">Abdomen</item>
<item id="ref-244">Liver</item>
<item id="ref-245">Specials</item>
<item id="ref-246">MRELASTOGRAPHY_4SL.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-186" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-252">Abdomen</item>
<item id="ref-253">Liver</item>
<item id="ref-254">Specials</item>
<item id="ref-255">SE-EPI_MRE_4sl.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-189" 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<SOAP-ENC:Array id="ref-196" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-261">Abdomen</item>
<item id="ref-262">Liver</item>
<item id="ref-263">Transverse_T2W</item>
<item id="ref-264">T2W_TSE.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-205" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-270">Abdomen</item>
<item id="ref-271">Liver</item>
<item id="ref-272">Specials</item>
<item id="ref-273">mDIXON-Quant_BH.Protocol</item>
</SOAP-ENC:Array>
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<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
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<a12:ScanProcedureConfig id="ref-212" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-274"/>
<allowedGradientChains href="#ref-275"/>
<swOptions href="#ref-276"/>
<hwOptions href="#ref-277"/>
<coilOptions href="#ref-278"/>
</a12:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-215" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-279">Abdomen</item>
<item id="ref-280">Liver</item>
<item id="ref-281">SURVEY.Protocol</item>
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<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a12:DynamicStepProperties id="ref-328" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a10:SingleScan id="ref-329" 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-345"/>
<scanProcedure href="#ref-346"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-347"/>
<geometryName href="#ref-138"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-348"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a12:DynamicStepProperties id="ref-330" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a10:SingleScan id="ref-331" 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-349"/>
<scanProcedure href="#ref-350"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-351"/>
<geometryName href="#ref-138"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-352"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a12:DynamicStepProperties id="ref-332" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a12:DynamicStepProperties id="ref-333" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a10:SingleScan id="ref-334" 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-353"/>
<scanProcedure href="#ref-354"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-355"/>
<geometryName href="#ref-138"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-356"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a12:DynamicStepProperties id="ref-335" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a12:DynamicStepProperties id="ref-336" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a12:DynamicStepProperties id="ref-337" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a12:DynamicStepProperties id="ref-338" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a12:DynamicStepProperties id="ref-339" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a12:DynamicStepProperties id="ref-340" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a8:ArrayList id="ref-341" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-193"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-342" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-357"/>
<methodDescription href="#ref-138"/>
<name id="ref-358">CoilSurveyScan</name>
<anatomicRegion href="#ref-138"/>
<anatomicalRegion href="#ref-138"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-359"/>
<lastModifiedTimeUtc id="ref-360">9/26/2018 12:18:32 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-361">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-343" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-362"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-344" 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-363"/>
<approvedFeatureSpecificOptions href="#ref-364"/>
<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-365"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-345" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-193"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-346" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-366"/>
<methodDescription href="#ref-138"/>
<name id="ref-367">CoilSurveyScan</name>
<anatomicRegion href="#ref-138"/>
<anatomicalRegion href="#ref-138"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-368"/>
<lastModifiedTimeUtc id="ref-369">9/26/2018 12:18:32 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-370">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-347" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-371"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-348" 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-372"/>
<approvedFeatureSpecificOptions href="#ref-373"/>
<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-374"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-349" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-193"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-350" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-375"/>
<methodDescription href="#ref-138"/>
<name id="ref-376">SenseRefScan</name>
<anatomicRegion href="#ref-138"/>
<anatomicalRegion href="#ref-138"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-377"/>
<lastModifiedTimeUtc id="ref-378">9/26/2018 12:10:47 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-379">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-351" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-380"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-352" 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-381"/>
<approvedFeatureSpecificOptions href="#ref-382"/>
<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-383"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-353" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-193"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-354" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-384"/>
<methodDescription href="#ref-138"/>
<name id="ref-385">SenseRefScan</name>
<anatomicRegion href="#ref-138"/>
<anatomicalRegion href="#ref-138"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-386"/>
<lastModifiedTimeUtc id="ref-387">9/26/2018 12:10:47 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-388">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-355" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-389"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-356" 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-390"/>
<approvedFeatureSpecificOptions href="#ref-391"/>
<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-392"/>
</a12:ScanProperties>
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<SOAP-ENC:Array id="ref-359" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-393">PreScans</item>
<item id="ref-394">PreScans</item>
<item id="ref-395">CoilSurveyScan.Protocol</item>
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<a12:ScanProcedureConfig id="ref-365" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-396"/>
<allowedGradientChains href="#ref-397"/>
<swOptions href="#ref-398"/>
<hwOptions href="#ref-399"/>
<coilOptions href="#ref-400"/>
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<SOAP-ENC:Array id="ref-368" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-401">PreScans</item>
<item id="ref-402">PreScans</item>
<item id="ref-403">CoilSurveyScan.Protocol</item>
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<a12:ScanProcedureConfig id="ref-374" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
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<allowedGradientChains href="#ref-405"/>
<swOptions href="#ref-406"/>
<hwOptions href="#ref-407"/>
<coilOptions href="#ref-408"/>
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