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<a5:ArrayList id="ref-135" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-181"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a10:SingleScan id="ref-136" 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-183"/>
<scanProcedure href="#ref-184"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-185"/>
<geometryName href="#ref-24"/>
<reuseStackSizes>true</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-186"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-137" 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-183"/>
<scanProcedure href="#ref-187"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-188"/>
<geometryName href="#ref-25"/>
<reuseStackSizes>true</reuseStackSizes>
<viewingProcedure href="#ref-189"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-190"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-138" 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-183"/>
<scanProcedure href="#ref-191"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-192"/>
<geometryName href="#ref-27"/>
<reuseStackSizes>true</reuseStackSizes>
<viewingProcedure href="#ref-193"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-194"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a5:ArrayList id="ref-139" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-195"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-140" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-196"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-141" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-197"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-142" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-198"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-143" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-199"/>
<_size>2</_size>
<_version>2</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-144" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-200"/>
<_size>2</_size>
<_version>2</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-145" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-201"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-146" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-202"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-147" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-203"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a10:ExecutionStepList id="ref-148" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-204"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-149" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-205"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-150" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-206"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-151" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-207"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-152" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-208"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-153" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-209"/>
</a10:ExecutionStepList>
<a11:ImageAlgebraPackageProtocol id="ref-156" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-210">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-211">1</sourceDV>
<viewAreas href="#ref-212"/>
<rangesLinked href="#ref-213"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-214"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-158"/>
<prefixes href="#ref-215"/>
</a11:ImageAlgebraPackageProtocol>
<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-216"/>
<htmlDataBuffer href="#ref-216"/>
</a3:HtmlItemDescription>
<a11:ImageAlgebraPackageProtocol id="ref-159" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-217">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-218">1</sourceDV>
<viewAreas href="#ref-219"/>
<rangesLinked href="#ref-220"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-221"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-161"/>
<prefixes href="#ref-222"/>
</a11:ImageAlgebraPackageProtocol>
<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-223"/>
<htmlDataBuffer href="#ref-223"/>
</a3:HtmlItemDescription>
<a11:ImageAlgebraPackageProtocol id="ref-164" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-224">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-225">1</sourceDV>
<viewAreas href="#ref-226"/>
<rangesLinked href="#ref-227"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-228"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-166"/>
<prefixes href="#ref-229"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-165" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-230"/>
<htmlDataBuffer href="#ref-230"/>
</a3:HtmlItemDescription>
<a11:ImageAlgebraPackageProtocol id="ref-167" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-231">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-232">1</sourceDV>
<viewAreas href="#ref-233"/>
<rangesLinked href="#ref-234"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-235"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-169"/>
<prefixes href="#ref-236"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-168" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-237"/>
<htmlDataBuffer href="#ref-237"/>
</a3:HtmlItemDescription>
<SOAP-ENC:Array id="ref-171" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-116"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-172" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-137"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-173" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-115"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-174" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-115"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-175" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-138"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-176" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-136"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-177" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-123"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-178" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-122"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-179" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-118"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-180" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-118"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-181" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-117"/>
</SOAP-ENC:Array>
<a5:ArrayList id="ref-183" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-238"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a12:ScanProcedure id="ref-184" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-240"/>
<methodDescription href="#ref-12"/>
<name id="ref-241">L SAG T1</name>
<anatomicRegion xsi:null="1"/>
<anatomicalRegion xsi:null="1"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol xsi:null="1"/>
<lastModifiedTimeUtc xsi:null="1"/>
<linkState>false</linkState>
<laterality id="ref-242">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-185" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-243"/>
<htmlDataBuffer href="#ref-243"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-186" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<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-244"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-187" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-245"/>
<methodDescription href="#ref-12"/>
<name id="ref-246">T2W_mDixon_TSE</name>
<anatomicRegion href="#ref-12"/>
<anatomicalRegion href="#ref-12"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-247"/>
<lastModifiedTimeUtc id="ref-248">2/11/2014 2:45:04 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-249">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-188" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-250"/>
<htmlDataBuffer href="#ref-250"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-189" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-251"/>
<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-190" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<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-252"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-191" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-253"/>
<methodDescription href="#ref-12"/>
<name id="ref-254">L SAG T1 mDixon</name>
<anatomicRegion href="#ref-12"/>
<anatomicalRegion href="#ref-12"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-255"/>
<lastModifiedTimeUtc id="ref-256">3/4/2014 10:10:26 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-257">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-192" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-258"/>
<htmlDataBuffer href="#ref-258"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-193" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-259"/>
<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-194" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<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-260"/>
</a12:ScanProperties>
<SOAP-ENC:Array id="ref-195" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-119"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-196" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-120"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-197" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-115"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-198" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-114"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-199" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-123"/>
<item href="#ref-122"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-200" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-116"/>
<item href="#ref-117"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-201" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-124"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-202" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-118"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-203" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-121"/>
</SOAP-ENC:Array>
<a5:ArrayList id="ref-204" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-261"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-205" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-262"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-206" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-263"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-207" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-264"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-208" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-265"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-209" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-266"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<SOAP-ENC:Array id="ref-212" SOAP-ENC:arrayType="a11:ViewArea[2]" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<item href="#ref-267"/>
<item href="#ref-268"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-213" SOAP-ENC:arrayType="xsd:int[9]">
<item>1</item>
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</a12:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-247" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-300">Spine</item>
<item id="ref-301">Lumbar</item>
<item id="ref-302">Sagittal</item>
<item id="ref-303">T2W_mDixon_TSE.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-250" 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</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-255" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-309">Spine</item>
<item id="ref-310">Cervical</item>
<item id="ref-311">Sagittal</item>
<item id="ref-312">T1W_mDixon_TSE.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-258" 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<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-381" 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-382" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
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<vertebraRanges href="#ref-388"/>
<scanProcedure href="#ref-392"/>
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<detail href="#ref-393"/>
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<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-394"/>
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<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
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<htmlDataBuffer href="#ref-400"/>
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<pause>false</pause>
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<name id="ref-408">L AX T1 POST</name>
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<anatomicalRegion href="#ref-12"/>
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<linkState>false</linkState>
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<dataBuffer href="#ref-412"/>
<htmlDataBuffer href="#ref-412"/>
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<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
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<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-413"/>
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</a12:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-409" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-424">Spine</item>
<item id="ref-425">Lumbar</item>
<item id="ref-426">Transverse</item>
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