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<cumulationTag>536940554</cumulationTag>
<sourceDV href="#ref-601"/>
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<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-643"/>
<preloadPS>true</preloadPS>
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<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-605"/>
<prefixes href="#ref-606"/>
</a13:ImageAlgebraPackageProtocol>
<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-644"/>
<htmlDataBuffer href="#ref-644"/>
</a3:HtmlItemDescription>
<a13:ImageAlgebraPackageProtocol id="ref-356" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>1</weight>
<thresholdLinked id="ref-645">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-646">1</sourceDV>
<viewAreas href="#ref-647"/>
<rangesLinked href="#ref-648"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-649"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-650">CS 4 sub</outputSeriesName>
<prefixes href="#ref-651"/>
</a13:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-357" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-652"/>
<htmlDataBuffer href="#ref-652"/>
</a3:HtmlItemDescription>
<a13:ImageAlgebraPackageProtocol id="ref-359" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>1</weight>
<thresholdLinked href="#ref-588"/>
<cumulationTag>536940554</cumulationTag>
<sourceDV href="#ref-589"/>
<viewAreas href="#ref-653"/>
<rangesLinked href="#ref-654"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-655"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-320"/>
<prefixes href="#ref-593"/>
</a13:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-360" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-656"/>
<htmlDataBuffer href="#ref-656"/>
</a3:HtmlItemDescription>
<a12:ReconStepProtocol id="ref-361" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.DelayedRecon/philips.pmsmr.examcards.delayedrecon_cs">
<protocolData href="#ref-657"/>
<stepType xsi:type="a15:ReconStepType" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Methods.PdfInterface/philips.pmsmr.methods.pdfinterface.interfaces_cs">DelayedReconstruction</stepType>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-363"/>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<reconStepProperties href="#ref-658"/>
</a12:ReconStepProtocol>
<a3:HtmlItemDescription id="ref-362" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-659"/>
<htmlDataBuffer href="#ref-659"/>
</a3:HtmlItemDescription>
<a11:VolumeProtocol id="ref-364" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<generateOrthogonals>false</generateOrthogonals>
<propagatePrecedingDynamics>false</propagatePrecedingDynamics>
<propagateFollowingDynamics>true</propagateFollowingDynamics>
<dynamicsRangeSelected>false</dynamicsRangeSelected>
<startDynamics>0</startDynamics>
<endDynamics>0</endDynamics>
<currentPoint href="#ref-660"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>true</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>false</singleAxis>
<renderMode xsi:type="a11:ProtocolRenderMode" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description id="ref-661">Default VolumeProtocol</description>
<isHighRButtonChecked>false</isHighRButtonChecked>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-662"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-663">cs5.5 MIP 3D mDix</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a11:VolumeProtocol>
<a3:HtmlItemDescription id="ref-365" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-664"/>
<htmlDataBuffer href="#ref-664"/>
</a3:HtmlItemDescription>
<a13:ImageAlgebraPackageProtocol id="ref-367" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>1</weight>
<thresholdLinked href="#ref-588"/>
<cumulationTag>536940554</cumulationTag>
<sourceDV href="#ref-589"/>
<viewAreas href="#ref-665"/>
<rangesLinked href="#ref-666"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-667"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-320"/>
<prefixes href="#ref-593"/>
</a13:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-368" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-668"/>
<htmlDataBuffer href="#ref-668"/>
</a3:HtmlItemDescription>
<a13:ImageAlgebraPackageProtocol id="ref-369" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>1</weight>
<thresholdLinked href="#ref-600"/>
<cumulationTag>536940554</cumulationTag>
<sourceDV href="#ref-601"/>
<viewAreas href="#ref-669"/>
<rangesLinked href="#ref-670"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-671"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-605"/>
<prefixes href="#ref-606"/>
</a13:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-370" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-672"/>
<htmlDataBuffer href="#ref-672"/>
</a3:HtmlItemDescription>
<a12:ReconStepProtocol id="ref-371" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.DelayedRecon/philips.pmsmr.examcards.delayedrecon_cs">
<protocolData href="#ref-673"/>
<stepType xsi:type="a15:ReconStepType" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Methods.PdfInterface/philips.pmsmr.methods.pdfinterface.interfaces_cs">DelayedReconstruction</stepType>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-373"/>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<reconStepProperties href="#ref-674"/>
</a12:ReconStepProtocol>
<a3:HtmlItemDescription id="ref-372" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-675"/>
<htmlDataBuffer href="#ref-675"/>
</a3:HtmlItemDescription>
<SOAP-ENC:Array id="ref-374" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-202"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-375" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-109"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-376" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-85"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-377" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-91"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-378" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-97"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-379" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-203"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-380" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-79"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-381" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-93"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-382" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-76"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-383" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-122"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-384" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-110"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-385" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-110"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-386" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-201"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-387" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-205"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-388" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-126"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-389" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-68"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-390" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-113"/>
<item href="#ref-79"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-391" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-199"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-392" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-112"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-393" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-82"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-394" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-119"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-395" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-110"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-396" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-110"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-397" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-72"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-398" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-88"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-399" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-110"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-400" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-78"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-401" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-66"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-402" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-87"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-403" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-106"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-404" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-104"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-405" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-119"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-406" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-123"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-407" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-77"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-408" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-409" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-78"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-410" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-119"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-411" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-200"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-412" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-131"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-413" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-101"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-414" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-66"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-415" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-86"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-416" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-125"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-417" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-108"/>
<item href="#ref-89"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-418" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-127"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-419" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-102"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-420" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-70"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-421" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-204"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-422" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-115"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-423" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-71"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-424" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-100"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-425" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-129"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-426" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-121"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-427" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-198"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-428" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-92"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-429" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-430" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-119"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-431" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-78"/>
<item href="#ref-119"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-432" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-78"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-433" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-113"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-434" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-85"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-435" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-71"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-436" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-130"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-437" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-71"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-438" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-78"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-439" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-124"/>
</SOAP-ENC:Array>
<a8:ArrayList id="ref-441" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-676"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-442" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-678"/>
<methodDescription id="ref-679">TRA    FFE   287       4.5    90  </methodDescription>
<name id="ref-680">vKM cs4 NCI-dyn Syn</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-681">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-443" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-682"/>
<htmlDataBuffer href="#ref-682"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-444" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-683"/>
<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>4</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>6</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-445" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-684"/>
<approvedFeatureSpecificOptions href="#ref-685"/>
<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>false</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-686"/>
</a14:ScanProperties>
<a14:ScanProcedure id="ref-446" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-687"/>
<methodDescription id="ref-688">TRA    TSE   4550      110    90  </methodDescription>
<name id="ref-689">NCI-T2TSE</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-690">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-447" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-691"/>
<htmlDataBuffer href="#ref-691"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-448" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-692"/>
<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>3</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>5</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-449" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-693"/>
<approvedFeatureSpecificOptions href="#ref-694"/>
<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>false</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-695"/>
</a14:ScanProperties>
<a8:ArrayList id="ref-450" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-676"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-451" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-696"/>
<methodDescription id="ref-697">MST    T1FFE 7.7       3.9    50  </methodDescription>
<name id="ref-698">SURV dev full</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-699">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-452" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-700"/>
<htmlDataBuffer href="#ref-700"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-454" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-701"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-455" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-702"/>
<approvedFeatureSpecificOptions href="#ref-703"/>
<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>false</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-704"/>
</a14:ScanProperties>
<a14:ScanProcedure id="ref-456" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-705"/>
<methodDescription id="ref-706">TRA    FFE   287       4.5    90  </methodDescription>
<name id="ref-707">nKM cs4 NCI-dyn Syn</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-708">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-457" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-709"/>
<htmlDataBuffer href="#ref-709"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-458" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-710"/>
<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>4</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>6</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-459" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-711"/>
<approvedFeatureSpecificOptions href="#ref-712"/>
<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>false</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-713"/>
</a14:ScanProperties>
<a14:ScanProcedure id="ref-460" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-714"/>
<methodDescription id="ref-715">TRA    TSE   4550      110    90  </methodDescription>
<name id="ref-716">CS 3NCI-T2TSE</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-717">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-461" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-718"/>
<htmlDataBuffer href="#ref-718"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-462" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-719"/>
<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>3</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>5</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-463" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-720"/>
<approvedFeatureSpecificOptions href="#ref-721"/>
<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>false</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-722"/>
</a14:ScanProperties>
<a14:ScanProcedure id="ref-464" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-723"/>
<methodDescription id="ref-724">TRA    FFE   287       4.5    90  </methodDescription>
<name id="ref-725">s3.6 NCI-dyn Syn</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-726">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-465" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-727"/>
<htmlDataBuffer href="#ref-727"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-466" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-728"/>
<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>4</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>6</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-467" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-729"/>
<approvedFeatureSpecificOptions href="#ref-730"/>
<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>false</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-731"/>
</a14:ScanProperties>
<a14:ScanProcedure id="ref-468" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-732"/>
<methodDescription href="#ref-453"/>
<name id="ref-733">nKM cs5.5 3D_mDix_FFE Dyn</name>
<anatomicRegion href="#ref-453"/>
<anatomicalRegion href="#ref-453"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-734"/>
<lastModifiedTimeUtc id="ref-735">8/17/2017 7:41:59 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-736">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-469" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-737"/>
<htmlDataBuffer href="#ref-737"/>
</a3:HtmlItemDescription>
<a14:ScanProperties id="ref-470" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-738"/>
<approvedFeatureSpecificOptions href="#ref-739"/>
<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-740"/>
</a14:ScanProperties>
<a14:ScanProcedure id="ref-471" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-741"/>
<methodDescription href="#ref-453"/>
<name id="ref-742">vKM cs5.5 3D_mDix_FFE Dyn</name>
<anatomicRegion href="#ref-453"/>
<anatomicalRegion href="#ref-453"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-743"/>
<lastModifiedTimeUtc id="ref-744">8/17/2017 7:41:59 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-745">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-472" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-746"/>
<htmlDataBuffer href="#ref-746"/>
</a3:HtmlItemDescription>
<a14:ScanProperties id="ref-473" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-747"/>
<approvedFeatureSpecificOptions href="#ref-748"/>
<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-749"/>
</a14:ScanProperties>
<SOAP-ENC:Array id="ref-474" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-111"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-475" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-118"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-476" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-98"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-477" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-108"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-478" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-116"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-479" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-82"/>
<item href="#ref-125"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-480" SOAP-ENC:arrayType="xsd:anyType[8]">
<item href="#ref-112"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-481" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-105"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-482" SOAP-ENC:arrayType="xsd:anyType[8]">
<item href="#ref-97"/>
<item href="#ref-122"/>
<item href="#ref-123"/>
<item href="#ref-102"/>
<item href="#ref-86"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-483" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-109"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-484" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-119"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-485" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-83"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-486" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-128"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-487" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-103"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-488" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-107"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-489" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-84"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-490" SOAP-ENC:arrayType="xsd:anyType[8]">
<item href="#ref-88"/>
<item href="#ref-91"/>
<item href="#ref-87"/>
<item href="#ref-76"/>
<item href="#ref-77"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-491" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-126"/>
<item href="#ref-68"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-492" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-74"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-493" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-127"/>
<item href="#ref-129"/>
<item href="#ref-115"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-494" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-78"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-495" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-96"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-496" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-66"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-497" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-85"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-498" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-71"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-499" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-99"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-500" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-114"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-501" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-94"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-502" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-106"/>
<item href="#ref-93"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-503" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-75"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-504" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-113"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-505" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-121"/>
<item href="#ref-100"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-506" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-89"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-507" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-79"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-508" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-73"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-509" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-70"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-510" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-81"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-511" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-109"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-512" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-117"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-513" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-69"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-514" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-120"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-515" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-82"/>
<item href="#ref-72"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-516" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-80"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-517" SOAP-ENC:arrayType="xsd:anyType[8]">
<item href="#ref-104"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-518" SOAP-ENC:arrayType="xsd:anyType[4]">
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<item>IMAGE_TYPE</item>
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<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
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<a14:ScanProcedureConfig id="ref-713" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
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</a14:ScanProcedureConfig>
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<item>IMAGE_TYPE</item>
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<SOAP-ENC:Array id="ref-734" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-848">Breast</item>
<item id="ref-849">dS_16ch</item>
<item id="ref-850">mDIXON_FFE.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-743" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-856">Breast</item>
<item id="ref-857">dS_16ch</item>
<item id="ref-858">mDIXON_FFE.Protocol</item>
</SOAP-ENC:Array>
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</a14:DynamicStepProperties>
<a10:SingleScan id="ref-1020" 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-1049"/>
<scanProcedure href="#ref-1050"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-1051"/>
<geometryName href="#ref-453"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-1052"/>
<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>
<a14:DynamicStepProperties id="ref-1021" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a16:DynamicScanDelayMode" xmlns:a16="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>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1022" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a16:DynamicScanDelayMode" xmlns:a16="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>1</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a10:ContrastInjectionProtocol id="ref-1023" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<agent href="#ref-453"/>
<routeOfAdministration href="#ref-453"/>
<volume>0</volume>
<concentration>0</concentration>
<dosage>0</dosage>
<injectionStartDynamicNumber>1</injectionStartDynamicNumber>
<ingredient href="#ref-453"/>
<isVolumeRequired>false</isVolumeRequired>
<contrastInjectionStartTime href="#ref-453"/>
</a10:ContrastInjectionProtocol>
<a14:DynamicStepProperties id="ref-1024" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a16:DynamicScanDelayMode" xmlns:a16="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>1</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a10:ContrastInjectionProtocol id="ref-1025" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<agent href="#ref-453"/>
<routeOfAdministration href="#ref-453"/>
<volume>0</volume>
<concentration>0</concentration>
<dosage>0</dosage>
<injectionStartDynamicNumber>1</injectionStartDynamicNumber>
<ingredient href="#ref-453"/>
<isVolumeRequired>false</isVolumeRequired>
<contrastInjectionStartTime href="#ref-453"/>
</a10:ContrastInjectionProtocol>
<a14:DynamicStepProperties id="ref-1026" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a16:DynamicScanDelayMode" xmlns:a16="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>1</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a10:SingleScan id="ref-1027" 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-1053"/>
<scanProcedure href="#ref-1054"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-1055"/>
<geometryName href="#ref-26"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-1056"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-1057"/>
<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>
<a14:DynamicStepProperties id="ref-1028" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a16:DynamicScanDelayMode" xmlns:a16="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>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1029" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a16:DynamicScanDelayMode" xmlns:a16="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>5</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1030" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a16:DynamicScanDelayMode" xmlns:a16="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>1</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1031" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a16:DynamicScanDelayMode" xmlns:a16="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>5</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1032" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a16:DynamicScanDelayMode" xmlns:a16="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>5</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1033" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a16:DynamicScanDelayMode" xmlns:a16="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>2</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<SOAP-ENC:Array id="ref-1034" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.56640625</item>
<item>0.56640625</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1035" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.60416668653488159</item>
<item>0.60416668653488159</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1036" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.46875</item>
<item>0.46875</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1037" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.60416668653488159</item>
<item>0.60416668653488159</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1038" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.60416668653488159</item>
<item>0.60416668653488159</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1039" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.60416668653488159</item>
<item>0.60416668653488159</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1040" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.56640625</item>
<item>0.56640625</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1041" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.46875</item>
<item>0.46875</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1042" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.46875</item>
<item>0.46875</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1043" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.56640625</item>
<item>0.56640625</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1044" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.56640625</item>
<item>0.56640625</item>
</SOAP-ENC:Array>
<a8:ArrayList id="ref-1045" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-676"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-1046" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1058"/>
<methodDescription href="#ref-453"/>
<name id="ref-1059">CoilSurveyScan</name>
<anatomicRegion href="#ref-453"/>
<anatomicalRegion href="#ref-453"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1060"/>
<lastModifiedTimeUtc id="ref-1061">9/26/2018 12:18:32 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1062">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-1047" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1063"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a14:ScanProperties id="ref-1048" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1064"/>
<approvedFeatureSpecificOptions href="#ref-1065"/>
<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-1066"/>
</a14:ScanProperties>
<a8:ArrayList id="ref-1049" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-676"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-1050" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1067"/>
<methodDescription href="#ref-453"/>
<name id="ref-1068">SenseRefScan</name>
<anatomicRegion href="#ref-453"/>
<anatomicalRegion href="#ref-453"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1069"/>
<lastModifiedTimeUtc id="ref-1070">9/26/2018 12:10:47 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1071">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-1051" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1072"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a14:ScanProperties id="ref-1052" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1073"/>
<approvedFeatureSpecificOptions href="#ref-1074"/>
<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-1075"/>
</a14:ScanProperties>
<a8:ArrayList id="ref-1053" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-676"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-1054" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1076"/>
<methodDescription id="ref-1077">COR    SE    413       11     90  </methodDescription>
<name id="ref-1078">T1 COR BODY</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-1079">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-1055" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1080"/>
<htmlDataBuffer href="#ref-1080"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-1056" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1081"/>
<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>5</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>5</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-1057" xmlns:a14="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-1082"/>
<approvedFeatureSpecificOptions href="#ref-1083"/>
<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>false</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-1084"/>
</a14:ScanProperties>
<SOAP-ENC:Array id="ref-1058" 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<SOAP-ENC:Array id="ref-1060" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1085">PreScans</item>
<item id="ref-1086">PreScans</item>
<item id="ref-1087">CoilSurveyScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1063" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1064" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1065" 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>
<a14:ScanProcedureConfig id="ref-1066" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-1088"/>
<allowedGradientChains href="#ref-1089"/>
<swOptions href="#ref-1090"/>
<hwOptions href="#ref-1091"/>
<coilOptions href="#ref-1092"/>
</a14:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-1069" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1093">PreScans</item>
<item id="ref-1094">PreScans</item>
<item id="ref-1095">SenseRefScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1072" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1073" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
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</SOAP-ENC:Array>
<a14:ScanProcedureConfig id="ref-1075" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-1096"/>
<allowedGradientChains href="#ref-1097"/>
<swOptions href="#ref-1098"/>
<hwOptions href="#ref-1099"/>
<coilOptions href="#ref-1100"/>
</a14:ScanProcedureConfig>
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