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<corMirrorflipOrder>0</corMirrorflipOrder>
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<isFromPatientDB>false</isFromPatientDB>
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<a11:SingleScan id="ref-133" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
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<scanProperties href="#ref-269"/>
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<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
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<a11:SingleScan id="ref-134" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
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<stationNumber>-1</stationNumber>
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<scanProperties href="#ref-273"/>
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<_size>1</_size>
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<_size>1</_size>
<_version>1</_version>
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<_size>1</_size>
<_version>1</_version>
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<_size>1</_size>
<_version>1</_version>
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<_size>1</_size>
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<_version>8</_version>
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<_size>1</_size>
<_version>1</_version>
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<_size>1</_size>
<_version>1</_version>
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<list href="#ref-293"/>
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<a11:ExecutionStepList id="ref-155" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
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<list href="#ref-295"/>
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<a11:ExecutionStepList id="ref-157" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-296"/>
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<a11:ExecutionStepList id="ref-158" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-297"/>
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<a11:ExecutionStepList id="ref-159" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-298"/>
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<a11:ExecutionStepList id="ref-160" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-299"/>
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<a11:ExecutionStepList id="ref-161" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-300"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-162" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-301"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-163" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-302"/>
</a11:ExecutionStepList>
<a12:DiffusionPackageProtocol id="ref-165" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.DiffusionProcessing/philips.pmsmr.viewingprocessing.diffusionprocessing.protocol_cs">
<brainMaskEnabled id="ref-303">Y</brainMaskEnabled>
<threshold>16</threshold>
<maskDefiningImage href="#ref-304"/>
<thresholdStatus id="ref-305">Y</thresholdStatus>
<outputTypes href="#ref-306"/>
<bValuesToUse href="#ref-307"/>
<seriesIds href="#ref-308"/>
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<windowWidth href="#ref-310"/>
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<rescaleSlope href="#ref-312"/>
<rescaleIntercept href="#ref-313"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-314">ADC MAP</outputSeriesName>
<prefixes href="#ref-315"/>
</a12:DiffusionPackageProtocol>
<a3:HtmlItemDescription id="ref-166" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-316"/>
<htmlDataBuffer href="#ref-316"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-169" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-317"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a13:ImageAlgebraPackageProtocol id="ref-171" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>0</operation>
<weight>0</weight>
<thresholdLinked id="ref-318">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-319">1</sourceDV>
<viewAreas href="#ref-320"/>
<rangesLinked href="#ref-321"/>
<windowWidth href="#ref-322"/>
<windowCenter href="#ref-323"/>
<imageType href="#ref-324"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-325">DWI B50</outputSeriesName>
<prefixes href="#ref-326"/>
</a13:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-172" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-327"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:DiffusionPackageProtocol id="ref-174" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.DiffusionProcessing/philips.pmsmr.viewingprocessing.diffusionprocessing.protocol_cs">
<brainMaskEnabled id="ref-328">Y</brainMaskEnabled>
<threshold>50</threshold>
<maskDefiningImage href="#ref-329"/>
<thresholdStatus id="ref-330">Y</thresholdStatus>
<outputTypes href="#ref-331"/>
<bValuesToUse href="#ref-332"/>
<seriesIds href="#ref-333"/>
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<windowWidth href="#ref-335"/>
<windowCenter href="#ref-336"/>
<rescaleSlope href="#ref-337"/>
<rescaleIntercept href="#ref-338"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-339">DWI ADC MAP </outputSeriesName>
<prefixes href="#ref-340"/>
</a12:DiffusionPackageProtocol>
<a3:HtmlItemDescription id="ref-175" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-341"/>
<htmlDataBuffer href="#ref-341"/>
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<a13:ImageAlgebraPackageProtocol id="ref-177" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>0</operation>
<weight>0</weight>
<thresholdLinked id="ref-342">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-343">1</sourceDV>
<viewAreas href="#ref-344"/>
<rangesLinked href="#ref-345"/>
<windowWidth href="#ref-346"/>
<windowCenter href="#ref-347"/>
<imageType href="#ref-348"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-349">DWI B2000</outputSeriesName>
<prefixes href="#ref-350"/>
</a13:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-178" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-351"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
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<a13:ImageAlgebraPackageProtocol id="ref-182" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>0</operation>
<weight>0</weight>
<thresholdLinked id="ref-352">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-353">1</sourceDV>
<viewAreas href="#ref-354"/>
<rangesLinked href="#ref-355"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-356"/>
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<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-184"/>
<prefixes href="#ref-357"/>
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<a3:HtmlItemDescription id="ref-183" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-358"/>
<htmlDataBuffer href="#ref-358"/>
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<a3:ViewingProcedure id="ref-186" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-359"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-189" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-360"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a13:ImageAlgebraPackageProtocol id="ref-190" xmlns:a13="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-361">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-362">1</sourceDV>
<viewAreas href="#ref-363"/>
<rangesLinked href="#ref-364"/>
<windowWidth href="#ref-365"/>
<windowCenter href="#ref-366"/>
<imageType href="#ref-367"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-368">DWI B50</outputSeriesName>
<prefixes href="#ref-369"/>
</a13:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-191" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-370"/>
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<a13:ImageAlgebraPackageProtocol id="ref-193" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>0</operation>
<weight>0</weight>
<thresholdLinked id="ref-371">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-372">1</sourceDV>
<viewAreas href="#ref-373"/>
<rangesLinked href="#ref-374"/>
<windowWidth href="#ref-375"/>
<windowCenter href="#ref-376"/>
<imageType href="#ref-377"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-378">DWI B1000</outputSeriesName>
<prefixes href="#ref-379"/>
</a13:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-194" 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>
<a3:ViewingProcedure id="ref-196" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-381"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a13:ImageAlgebraPackageProtocol id="ref-199" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>0</operation>
<weight>0</weight>
<thresholdLinked id="ref-382">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-383">1</sourceDV>
<viewAreas href="#ref-384"/>
<rangesLinked href="#ref-385"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-386"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-201"/>
<prefixes href="#ref-387"/>
</a13:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-200" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-388"/>
<htmlDataBuffer href="#ref-388"/>
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<item href="#ref-132"/>
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<SOAP-ENC:Array id="ref-204" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-82"/>
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<SOAP-ENC:Array id="ref-206" SOAP-ENC:arrayType="xsd:anyType[4]">
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<SOAP-ENC:Array id="ref-207" SOAP-ENC:arrayType="xsd:anyType[4]">
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<SOAP-ENC:Array id="ref-208" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-78"/>
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<SOAP-ENC:Array id="ref-209" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-125"/>
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<SOAP-ENC:Array id="ref-210" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-76"/>
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<SOAP-ENC:Array id="ref-211" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-89"/>
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<SOAP-ENC:Array id="ref-212" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-94"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-213" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-133"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-214" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-88"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-215" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-73"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-216" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-89"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-217" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-89"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-218" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-127"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-219" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-131"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-220" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-77"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-221" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-87"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-222" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-129"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-223" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-89"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-224" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-134"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-225" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-130"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-226" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-128"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-227" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-126"/>
</SOAP-ENC:Array>
<a8:ArrayList id="ref-229" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-389"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-230" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-391"/>
<methodDescription href="#ref-263"/>
<name id="ref-392">SAG T2 PROSTATE</name>
<anatomicRegion href="#ref-263"/>
<anatomicalRegion href="#ref-263"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-393"/>
<lastModifiedTimeUtc id="ref-394">3/15/2016 2:36:08 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-395">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-231" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-396"/>
<htmlDataBuffer href="#ref-396"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-232" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-397"/>
<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-233" 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-398"/>
<approvedFeatureSpecificOptions href="#ref-399"/>
<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-400"/>
</a14:ScanProperties>
<a8:ArrayList id="ref-234" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-389"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-235" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-401"/>
<methodDescription href="#ref-263"/>
<name id="ref-402">Dynamic no fs SENSE</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-403">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-236" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-404"/>
<htmlDataBuffer href="#ref-404"/>
</a3:HtmlItemDescription>
<a14:ScanProperties id="ref-237" 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-405"/>
<approvedFeatureSpecificOptions href="#ref-406"/>
<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-407"/>
</a14:ScanProperties>
<a8:ArrayList id="ref-238" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-389"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-239" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-408"/>
<methodDescription href="#ref-263"/>
<name id="ref-409">AX DWI_1000/2000</name>
<anatomicRegion href="#ref-263"/>
<anatomicalRegion href="#ref-263"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-410"/>
<lastModifiedTimeUtc id="ref-411">6/22/2016 8:48:58 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-412">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-240" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-413"/>
<htmlDataBuffer href="#ref-413"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-241" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-414"/>
<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-242" 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-415"/>
<approvedFeatureSpecificOptions href="#ref-416"/>
<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-417"/>
</a14:ScanProperties>
<a8:ArrayList id="ref-243" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-389"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-244" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-418"/>
<methodDescription href="#ref-263"/>
<name id="ref-419">COR T2 PROSTATE</name>
<anatomicRegion href="#ref-263"/>
<anatomicalRegion href="#ref-263"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-420"/>
<lastModifiedTimeUtc id="ref-421">3/15/2016 2:36:08 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-422">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-245" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-423"/>
<htmlDataBuffer href="#ref-423"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-246" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-424"/>
<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-247" 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-425"/>
<approvedFeatureSpecificOptions href="#ref-426"/>
<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-427"/>
</a14:ScanProperties>
<a8:ArrayList id="ref-248" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-389"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-249" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-428"/>
<methodDescription href="#ref-263"/>
<name id="ref-429">DWI_4b_ZOOM</name>
<anatomicRegion href="#ref-263"/>
<anatomicalRegion href="#ref-263"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-430"/>
<lastModifiedTimeUtc id="ref-431">8/17/2017 7:43:06 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-432">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-250" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-433"/>
<htmlDataBuffer href="#ref-433"/>
</a3:HtmlItemDescription>
<a14:ScanProperties id="ref-251" 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-434"/>
<approvedFeatureSpecificOptions href="#ref-435"/>
<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-436"/>
</a14:ScanProperties>
<a8:ArrayList id="ref-252" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-389"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-253" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-437"/>
<methodDescription href="#ref-263"/>
<name id="ref-438">T1W  LARGE FOV</name>
<anatomicRegion href="#ref-263"/>
<anatomicalRegion href="#ref-263"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-439"/>
<lastModifiedTimeUtc id="ref-440">2/6/2018 10:32:09 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-441">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-254" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-442"/>
<htmlDataBuffer href="#ref-442"/>
</a3:HtmlItemDescription>
<a14:ScanProperties id="ref-255" 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-443"/>
<approvedFeatureSpecificOptions href="#ref-444"/>
<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-445"/>
</a14:ScanProperties>
<a8:ArrayList id="ref-256" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-389"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-257" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-446"/>
<methodDescription href="#ref-263"/>
<name id="ref-447">3D_ProstateVIEW_Onco</name>
<anatomicRegion href="#ref-263"/>
<anatomicalRegion href="#ref-263"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-448"/>
<lastModifiedTimeUtc id="ref-449">2/14/2018 8:30:08 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-450">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-258" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-451"/>
<htmlDataBuffer href="#ref-451"/>
</a3:HtmlItemDescription>
<a14:ScanProperties id="ref-259" 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-452"/>
<approvedFeatureSpecificOptions href="#ref-453"/>
<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-454"/>
</a14:ScanProperties>
<a8:ArrayList id="ref-260" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-389"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-261" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-455"/>
<methodDescription href="#ref-263"/>
<name id="ref-456">AX T2 PROSTATE</name>
<anatomicRegion href="#ref-263"/>
<anatomicalRegion href="#ref-263"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-457"/>
<lastModifiedTimeUtc id="ref-458">3/15/2016 2:36:08 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-459">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-262" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-460"/>
<htmlDataBuffer href="#ref-460"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-264" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-461"/>
<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-265" 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-462"/>
<approvedFeatureSpecificOptions href="#ref-463"/>
<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-464"/>
</a14:ScanProperties>
<a8:ArrayList id="ref-266" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-389"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-267" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-465"/>
<methodDescription href="#ref-263"/>
<name id="ref-466">T2W_MVXD_sag</name>
<anatomicRegion href="#ref-263"/>
<anatomicalRegion href="#ref-263"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-467"/>
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<SOAP-ENC:Array id="ref-393" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-545">Pelvis</item>
<item id="ref-546">Prostate</item>
<item id="ref-547">T2W_TSE_ax.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-396" 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<SOAP-ENC:Array id="ref-410" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-558">Pelvis</item>
<item id="ref-559">Prostate</item>
<item id="ref-560">ZOOM</item>
<item id="ref-561">DWI_3b_ZOOM.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-420" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-567">Pelvis</item>
<item id="ref-568">Prostate</item>
<item id="ref-569">T2W_TSE_ax.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-423" 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<SOAP-ENC:Array id="ref-430" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-575">Pelvis</item>
<item id="ref-576">Prostate</item>
<item id="ref-577">ZOOM</item>
<item id="ref-578">DWI_3b_ZOOM.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-439" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-584">Pelvis</item>
<item id="ref-585">Uterus</item>
<item id="ref-586">T1W_TSE_ax.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-442" 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<SOAP-ENC:Array id="ref-457" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-600">Pelvis</item>
<item id="ref-601">Prostate</item>
<item id="ref-602">T2W_TSE_ax.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-460" 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fheG0W1uElC3DlIEgoqUyc/aGzxyXd3BA/SB1tS3sLzZH+H5R/YEfAfqi21udr59uR4K1R/nxfbXp5JWFF13kY2kR88hcwKxzsHclfMkrIbF4X4xWhJ+Rwp/NbbyQMbiJw88ygdcnFxI9/1WvGPek+uIm6Gvft5N1RPdSOIgL4/x2I31bt61i0mx353GIhWQWdgpJ0OU0vVVpRrdph9tsJmVhakdIQR8Kd0s91ZO4HnWFeAxo+7ql/U7ugkMIjDlaV3lXHWXV+1Tm+Bxc6cJ7qnmXVC88jxmjDATxJPPfDl+7ree9ZmzmY/FACLKvX0tQpZxAj5jkVjKA+6uSxzlZ9VMX09eTHn/QbUw+geH1lc0uhhIlkXohQamLrG2b+Amoy1Vq/yHm4m+swjRClYZFsvpco7VsnJfttyIbAcqLsS2IezEUTnfuKKsdFkg1cVPo/N2sRSr5n9p1+S35hOXsZ7JytKFB1mVevjF1LXzi6EQ7loOH79idSeZoFFwTVsJoZXYHnzv+f4+u336b2MQXvjF8WMGddNUiX8pheUcZIgMGbLvH3o5qzYOkmdXPPVnX7Wb2utKbf6pJmE8/SCen9W5w+KWwEk0xFs+XDhlqLdhA9zZjxceihOCXlWaf5iyrv/mcDtVDXhYG8Y/6RIjM+NUWSKjgNEX2nvymmwLDvJeGvZ8pFP+jVsVjiv2Elr6WmjXm2zAuORhZbOkcLXMsU2zeIusahtvOTtmkDYz/9aYbqNto5pVHWLTWODw9yT10x47R2hZUq+ZWa2oZLz0i1gKqnV5DGFTedobc3qcEbFuu2PsWLBl7GPO5KlWqvvecUZV3WOVwP/dywKrtGVEThEs3opFQVSLzAzfX6EbM5mOsJSHmtrzcb65MptxEbuDfFnEICFqcUa2TFtxi+HJPie//dhHJjlqThC645a1SI1TLK9sf9Rbx6xv9MYso2dqNYsu+d9xD4nguumelGBV7T60q75lKz3huLaL2609qgWBw08iBXDdi14jyXR+nmz1FVr3bgj2UfQJTdCcdy8XPusV7xXq/662O/lK5y/gNZ41ujpsfFPU7PHCDv7RkVa0Iv76sTHmSup+s8Eq1+lcpnfs7/97ZWm/oP9qDdDMlqqa5zF3mx6ywD6GQfyAYPvHOl9WcnQfk5YxfMdp2TliJSYT8CqdeE5moNds13CqzjTmGmcPQxLUzMHPpOaQer+7xLM9okTUzq5Da/GWb5IMc5aa2fpnTW6r4kwlMu+UygLH78u35e+Wmh6dEJevxDx5qvr+IQ0z1yfdDKjb6/6ODDY8Uw1XT/OqZllXizffDK1B+bTJrDWthg9xWjb+HlLVgoROJfv+BcgrRu0UOE0oAeGG4cQLnyBREbnomc9IZm42VTUYsnTcFT8sY7SyZl/NOPMN+NW488f28rPbyNBsXkiTqU8fTy4i04iohPkpr8D5k7tJwJxNy4riZ2oo9tHQ/xS7GLZm2wSY1tNBP84jezzEx8o2l5KJYEOOrhdpXuplQ+qzFXtIp2NGUQ4xLY9l8j3MoIe/BooxuxIG1PKdypXxjh3DgM/lZdnkLngiC1lZ18dMBDUPzUldSgIGqp5l3l3nUt4/YfyZHZF4vG77+Pt5bGB+J+cwlP5Zq8pEZwXnsfxSntenMpiGsv9O1DfsLqYnD8trq19tniQipoUr5GLKshfIBwwjUAdw2R5s4ZfKFsFUFpkvnXa5T7Nv7cg2Tbja7A1K5PUq9uadRWhuNehMt9cFYfp06AI9AaSSZDMY/uhZ7SPRFOLcCpLV4yxL+Lt05osigu+wd7ZH3THxd5x2dUoHrpjygxYSkv2i8t/r7qqoOYkr24IPPzSA+YboFO8RnrrnLq7CyFJTajwcS4K1Q+jgMVpKSazZTPJvuSWTsrE7eoVpFN36zlFrW9rYUdS5beHvH3dH7UPETse8nwX0wMp9xLfBmQ81LWCIgsAbRE/oAISl7llcxGcXFn0hUvN2WDSm956ZJQJggUOyYigAiU9piw/uVEZfOR0wl5dpFWxxKs0ASVCafNTtBc2RuS0XiV73KLbVxcooS21ugetb2CijG8SDSmHJBHVyBldQl31ojKlDFbzFDFpkln4U/VZnjIbQ1J7CyK2rbj3uHusHU85eH7+8ILqye9angjsm/Qwk9E2o3KcfNqH5Uj4BrrVDtZ8Ir/S7YG/0T//URNedryBNn0B5vY+zlE+bhN61tek6GYbobhN0/npxkUqcrFtkPt4BRqeTerd8nzb+9jISOGjdJUK93QTPj82pe2DA/hn/aeK6+AD2mMWB+ueIEdX7no8V7FsxeSC9NuLMfzg9UB9wr8ACfd8IsE3wgU3x1jUfYEJnsEXljj1907AJRs3wcq3cbquJsYkfulVCCxmZsR/WMP/rSYeH/cUGl+/DmxWNyd6kzQgsdfafuODhfeJw9zp0dUSRcJMZFr7U4kMYCSsd85qoHuSM3mYkTMuR/09rJ+6b3eR2rxOmaZxVLPrSfonzXBakXp1wgz7VOyy4ZkqgTrYBObvmd1Ayvx0CsNnDM//eGB4NZIOQsZG1FnjM3da8dox1qc2Ah2T4+U3lbZwUVtUdrgw+jogakcYg4glNKjk7nBuYknJfZciHGUzv4wgmTs0XOODZAvMZgxe/HvVQRwccfzY9HW7S7FaRJqa3IawmwIT1M7+0r9Vn3j7dGpOXvx7it6GtK+pGsA6N3VoMOfreLNmn9kbXxWWePC+/+vZTi1humtwKu9jIY71v6wH4/vuMAezPmAdq+0WwUVshRxnT4PG89WfrS54lDA4/7A0zU4NsN1of+n5ZSQ956V2HuFMalFR9ImsJToVetFRECd68/u290TKwH7lO+v3/jYkP+IqAjhnm+9XtC70aCrs3t1Vl2ylmMD59tjbyG9yMUiVEKfvdiWdHpsCqFRMRGiDTpIzcwH+gFFVOsvotIteC1zAL9vM15Eo4xXKc117a9rGttdSh55fPEQHFZ1uCEei1ExLx4jIQMxuaZbz2QvkwT1vnnSoELdLEujFTNp/VMzxv7wpXyEnPRBpSPtYoR+NrERBKVwtYuZd5NYJvR/2J80xwmgGXS7J0/1TKRLqtPj0xW7KrhKgT71JDTbhgju+LFzd2VdKqbBIVkY/JHmh4G0lV54O644oc1FHjgT+9Top2COoCITv8JP/A0H8tKfhHEUXDQc/lrtyLUsbragYC1ydHDwEoVxJwNKEkk2x83rxcujZ+j6L3Vc8T9GMISp/zYCtEfvuTgO9+RYHdVakk7WTSUTFKjWdhpQZBQA3yB+s2WST3s7+Xvo6GOoiX2x3Ek5vUosmMDiI9DZVhZU3JNsQy7UYYpoQ7k7McQEjA21wReRs3ZWBqt1TCWFez1W4CPc7Bbq/QERhDKXEpzwWr7Auc6OtwBz1cikRh+XkPXlK2JSeRLVaTzEZMLb6DWHjczihjbDBJ2o9PFTsAWP9IvunxvJ9JB3ldVwB1GpmOHzAZN2H+XuDQpMdOgi5ilQG5N5z96sCKrzgfbUqjArdpkvw9PST6ALrP3u7h/pvQ4uLoCMKQ37W9EkgZzO9er7eIfKo7TS/a+ZqeWw6fnHdFbsjswP+MdDgcWZUPvbWOvgQilsmQ8z3hlUMA9pHNyaPKXCVz+qUEBiTBJScl6IFW58upgmwL8ISVfESkUb16FCbAWDgMDsJKArHXs/UKglI+KA7KFnymhD0L+lHO+4Ll9Jyeaz5ZwZhACaNEZyKsgj+3w8c+TWDnl6xwBLHGRXsj5DVHxELgIZFOr0C1bmKk/CIMR0ffHRpDaXNc5zLiELSxr9bWXBSemD1ppiidVNvDxzL2cDjNM/6aVhttKtSa7uwxQpuyiXKKBDRi8POJGfzIpDa2RGMWoO4c6ayNlc6nkuHWM4kB4+SFoqjEHMphx2kX1Qzuzgy6b1jkkCDKxwqTSLnhJKlzIqrK0Mojp7KAmeVp0nHeMQ9v1Vgd7o4cYVbVl49jDn7UPIF3kDUbG462BJ++7F4w3QrdDkE0UjmQioKVQLHsKGlcg6s32mdDNJxPKSYM774AJsR/mwxLgnLjtyHEhwOHLArUlHRznxMeS6adjyAIiu3FeDeG4gL1MDQRGwlSBc4DjI1T7HYvcwQ7ncKaYyLvVLjO+536vuWZsPOy0lj7XF9lYs7b0tlpea0ky7haRLyIthG/SL5dFS9tI3kKHSZ/dU0qly3nmQprSDV+/lpuoITYFz0pm6U1oAz8beOMyHLMEPaTLu3VkPHv9pCzgYCHM7HL+tipH9kaYVNoL2WD8DCCgnTd7XlU3jRqkbsqvp2xTBkwAQtyNso/pDlXvjl03r5KImsntDeuwkMhrSmMRn6jivfRXarT9/78dCKkbsqBUtCK/PGgY7cz60bROcyqyv9zta6CUQdPAcrlwXMx0QoZ6qqYlVhE1jjGIMYsayil8XW9SmvCXnzg3b2Y41OH9xzHc1w58xmF1I2DNGjGE7x51hqnM87tPSE3VswRf8CuMD3BkF8lpHRKU9KtNI2c15usQNPo8leUuZq+EdJp/ro1hUTytzXF/ZA4AS6x0IzA8eunxi5RHU8wxAcFVtcKfPzHSd51odakwEcM5MY34ztd8rxS/KfqKMn33WCELFGwE5BfOhD+RK6dYFfBq14cFb+5+EdUn5Evnm3+o/f+k/oOtysfz0Npnmm1OW01o544ko4mqjsXUVP4gD264HpIqPfKaZ/SlgwELCwwKj8Wnb5++2hwbErXFeus7NMPRJG0BG/MbAqikzneVZaMk943P7qoQitYSp5JVTpeDGTzAuXvp6/8HpwHRymFU7pUuHZH+SARsyrIuwBwx2cq8MWMtZShQ6RbTamMOOiIZd9vqeNYbutToMu1j5evp26imhIItcbo8wEH2uof0Vy1Xm2Evwe8XqPIxU52VL5eQJJX5LIhFEbKjBbwhU+5PhTLDxnTPcWuksG2oGFR/eF7yYLylH+GliPdYpa6FateAUIe8dguP/ONmSdoWd3M01Ywew8DMUqsJRY4mt8iT1OBtrPUIh0uUKr+vLRYJn7t+dEjozJdftG01fS9nh8FqsEpj9YdOFWC2sjVQI9HrPjlPuHe3J+wnrV3yP0TduSNlE3XqzmOff9cIkunbJWE/CYWKnm4gpn3qtMexY6jpXHjJ6yOktFPYsh9Xdz2paFPY5O3Kw+JIljpxu5hLJOfrxDummcRc+SEGFm7WenSmc5H9+J34iXh/V4/GBpi74YPKlHiYwlHPySeMcpDabDMKiZ8cEuVHTZSZL74YGgZwMX/o5dn5fgK20xqkoZ0l0DY96mSn6soKcJTNcI8GwNpnNupQ4aK9n5pZeilGnZkLJOpNzqaE0wssSI6Ce2396H0ju5nLzsXvZBZSBAtOlilMdmBT653IbjkLdI7asSog1jmqLt9U/wcUHQiMFvt8Bk/J/Z6bsh+m7vWF7IwIoX9T2Qondzxt9PYni/7zwnH0NNhUxWHHOjoXb6Z46kOYDNyyIhLnqHreq0Hn5hGeuM5kp/ZN9z/xNIel4cN70OJJLuE/nUm0Ic8kHN+AELWDB5NtfPRmOTkpYYHHCFA3jc7MRVbSfw80KGc6jUfeZOC5dgT0BBALpr8lNQK3XBJhHBYOHw9RcLIzQv/36OIOplM0N2pXeF8oxhE/Rr4YBuaz0GJSYVlrRR+wanywHX8y39sfkw+jLHs0G6+eYoHzxPYqbUQs9l3XGsfc6SJSrTEXP7VKZ7z0MondR3CWpfRItkWa46O9fLlMFxbTPLwKLhgCKK9LAPt2RvAX3TinGCS6Po3/FkxmwGM5jokYXeZu9UvwxKBimUAy77NyR0Ni+/+qi3YO8F6lVPk95oxti5DLeChFHko/uTtyJnyur6aI0n3EymTqxinR5q8mzg/VOsUgaCpVKEjV95dxhjSPxk282r8/7UQse4guW9oqeI7OTEigev6lD5MKVGR0r8U59bbyh9U7VtjONaixkePOg/4ucUEfy8DZ+Zb+lXT7/XG++72BgJpQD+9CslTCwWQdBV9u9bpqnDlqLVQwoKdqaMbbDr2KTztvN7Cv/I56I+WItq2NaZgZMr6pucA97eAsMMb/Y8Q6A02awdjecKn7XWRhejn4OOZ1ufRzloqihDFFkWo2BWbd+VJyu5KxuhIzfEYGbExfyRpLOPhMnIWWbKIU3x4bj5EFxMnczsc7mdvsSv2uzuqnm0r/63CqJC1loWd4iTXnvPwecluSsIROL+JJx7X4R34SDll3KHjTJqRHuiEnbpPFygNLs6Cp3iplJW4GHSuXvkHDawuBxXnXPfKPdTD+JyqaexTxxKIpax3r6bQP8jqMg4d/SmhjgfnbtnG+JHP/Pa+Ot7/wmWEFcwmE3m5mC8943xm46WKlO+/CVqCg7Ujvor3Ypj18tKbMep4r+AUssKZ+aFHOCVeBK4P/R9yNwJNTXZ+oNwj93dJXGoxPb9BmtuhX5PHNfY9yeiQ6erCzvt4n4Xm/QGMbJ2t8aSj2xg5gudDE2b6O2vLqSBszPZ2Q0TJ3vIhPWrkp8Gr2/k1ysg1k3WcfXfWXhSoHYamEpmeX+BcihBXO8GIjoZCfV3L7cZftLFWUeTP5SyEKNAllpzmujiCGGHK7m9H5/81nIxSzfMObRlfxOw0nqHCxRb4ceDbl4XLa7BD432LiQ+X2ydSZ7/IU92B2UvPjcrgL4kfEk4I1R58u/BSBlEtlADs0o0Izavflk7MxjlebrypNM8hDl2gRGx1ofaxnXpHJSuY0pX5P5lED7Wl7+B61zcbBP9lGzV4ovMCiKxSvGkwY1HJ8WP9CZZkar6X0PPvrq4RZvjdv661adCOfvw4JdAWcWu+gCdGcj9mzJYBlpi6a2WbfBFdkT9A9Fm6xsKsXK7+idtkxQI6eX9B5l2m897FW3C54rDzVa4X+UBluabshXaMlhBWLb+yBb9NChvM8j42KVqqTOuK+EoildgT7I0C39VgwOKdKovGd11EoHYRmZ4BJWkdGOe9xNBHdAMluUPmbYi0HcL3FaMhiU8TRlZJU6QrwzA4VpewU5X6uhGC04er+h+CUAUuKPEY7rhovNvv9zPT4detEXXiMaev6+/rIg67UYqTr3CftYqSkrKS9Ga521duErzyyXb0YrE93GGjhNsNFd4T7vk0oZMfVERdJ8B/KKSrfSwYmTXDmuMqrv+pngjet90Gyl4bu2bKuXys8HAjf4qzx2i8qR7C5OzX8HcCei3vbDDT3DVXpttf99V/rWgjGIuXv16ivLFwkDXJfluSgqFnwj7dTOfe3ZYKYPy5Q+cL3w88/0L32h7WIiyJXzHC4C3SoWOUeGu5aP1Y0qhZpMMlZX1AWbVhYtrpk4iGgZfDF2/PEkRXX0ce6lfbuakIZURZySd88Jri4/SRuyEE3FeXePT3BbSVppu/Xjw/j3dG8A/aaRQH4Im0HVZyLSFv74rMdUQfPEaKxgoTLYApAPFkOUAacpKk3dimBEMUsTzgRskz8hgbdjlx/YS6hJc/4KbOYMnLazJ/hCKV3ZKXTDoxV/eSJ9cWXnA4PBTcOACiCEO8VxqLvtyMWW+fKZCQUl/BVarMe6h/TziIu+9CBf/CxD2lr7g7yPBmBOV8Dw0bamyD5f2hSUtSp3+BczalmRmWBNQNBGvw3UlgWOzT/YsvI1eUSxACpLSXRlox4N8tZYDNSQAKCEtQ1wTTPnbJGuIRz0/Rx+QE7wDaeD7Bd7jaLvoj7N5StizI+md4wQUCC221BR2jsyzFL+QlOT48nKIJqhLl7Fh27SZ8a0QbyMX50D1hjWDyHfJQ36Dnc8cvQNRbcl70oSXIMn6wbqRQBRXvYc6lqvDUh0PT2bndhPjTVlgqSNIhnodjrb7oyKo5DFJnpIoJ44IvA+l+IkIHLEPXeNWWC0IjIgSsviSmiu9fHevRUbEKHxCSZRmvzS1+oWlSW9sYsw7DCkIYhZcVU1U2o4TB00/cn6ZXWH1SKjY68Lvod1spJUg2bHTzqymz1HeEPp8S7/d6XLMUACYzl6WStIOcHFjjCYPYakF24juOTMPpuAdevW8BHmfajCIb1hEp0dl68eEtYufYVdG8VCa2NPJAa84cZ7ZgRmrhXDWr3brlUJCIlB0fAOFnLbyJ2pBbECXdpwiMnhmxl9b31klP9wmqAwlcX5ZoVM88OwTVWnKk6DsdcU0fDpPKP1XvyIVrs1cj7KtYvoZ+rpD93w5NPa1nx8lUIe69nbGH5TEXL8O0NI7+ohCctQJx0i6H/Iq/qU+wLv2zfOZX5Tb7yMndM4VU3H5f/DjoykYeRmnsngfu33IlucQWoxRZlhJhK/8YHACkoxJtbOlWwIDZ8fCAx/Tizp35C/GWR3LDi3sYt34Qf2oPzCdOMOgRq17iPoEHFuUDLSXYTstkjrnjYTTutuxhl1WcCJrKF5JkCZ8+Ui/ZrTPWu8qNSCLScuIPzzZLE0cL5XOoUjJEd1D97gHHsMTAfBFZMLUXbe70EkVgqdjdIR14MB+lJ4+CyRGDhB0I5j7/l5Zz+0VVqbnqWbjELaVf4H0QYgqGPoUj+iY7TMfwXOc52UEbMIlP6+7XOu1tN4dymsEaLxCKu9HfTy1yLp47XE8xTiB9TJfkav+mf4ATXWs0dVnQxnjMhfchOZ+zpH6LDG5HlPjxpPaTMLce71/GvydAs2H2haPhBj0D2fdcHHnT3SxyZzkLwSyllGTWdSUP8ltNMr4+fmN9w/V0rV2JL4dIVfAib9nnI0/fYu3TnMFRQb/mQZ58SbQFcTRJgAe0o/vlYsF0SNBUtZx+iwhMc0VmmXlx+98CiUUO1egN6S/MpsdQXdvyWeW1YlldqHDsUmuW2y52KSDYzsMzHDswd0DjscqddbhuEjAhu9UIyAxKGdk+Y85SEkTHuT07Y3ASTdpVxPSCWjYiF/JY8TYukZOaAOYFPbbA2PdUufFLJ/SqXbiBtnEBinBi6VrByQyNCoCZU5YtP9EonjyRZ/L2HpITFZH8u5ReaA/Ba/HaNTEzJXdDCvJ6+hte4SPO6w9bz4oS3U0jPH43zV7VhvD2YSClrAg2KUKq4QwpRcrjrxgxJwFnyQOU1YrjjkBbDr12ZrTo+uDJQ8RQdeuKzJQBHSA0fpOi2gTq1yUidsjAKmsRemljj4BxpYg9lBH12gmQOA/QW5Awd7CHu38gRPBFyiWKODSWKV+2sWq2UM2/LUbuJBTftUB1bjCnKD/nQq1WvUguGkKxF8M0jx0eiPLHSlwRS2UDgIzgPbnsWQN7vwDCOjq0+9GyGSu42PlQdzbGH9dyUen9ZZ7oTzk2DXdqMWwV8hHgf4msWFqYKrKv62SQ5Hw8n3SbsTd7HRKlVFvqse6gDAlaGKOx106RwAY0qHNZJiGzamlVg+6bgnY0JJEAXU30aLaLwoS6Vr0RSrGUApNrNvaF5VU5fUc8RQr3YSe+yaz34taHEX4XOWjXFD+W0Fs4H+1m/TwRKXeniNC7cgLLXYsEy4ItQibSlxMiiPkm/t2NQrI68eoGXiPCgVb/3rX/E/tIbeWQkGSkuxQrSaqa0GQL8bwwvHYu9EcM+cJ25qGQE3quAtCSsKwxaaXDII0z7GcgnLhnd6mSfK/3mcjXQIYE0SljYDeJniX5ycdeKDPQNngZXiGnvOriDHo/q3e48GJlzKv2PrNqN7iBOIEVJ0ZBYzXzvm8gRzFf2bOlsFnGGt4v8Ff0yL3y5rkh5YjI0VG/MVzHX032ejlWb28jdPagaEiKvFIMwxAiuhJ6YFHwJ1rYp97i2iF2l9AVKH5IxUB4mH+vn5fL1vktztmksSj8N4KhpgcJEIKKbQ5CWVpvggjbfrDYJTMhRqv3mMD509J+AnSWHfUK23SSUab/gXCw1xqw65Jh8QWRUc9SsAID+i+Jr8rJBsThgscVErYB73dPTrH7vFGSsB00aunfRREnqr1iW+3EHVnWT7LWYxze0UdckHPH1z/c9QbbCxBkkxFp2AE9FGcdRErKozAfsCyn1osEUKR2qpDJckcHlInJ/XiCk27Hl1UO3Ch4x1F1zGy1uROqk7zAitzdaoZF3IrkpKOSe/seg/igfs0btiscJn+MH55OnHoj1ercIGKY6PVE1mxjQFp1WlSIPMJAj/EmLrBLoqmAOsmiub81OCiYQeyngEgSDttbGKNdDmQbh691/tqWxUAZtoI2ZmUixVcPBaX+Usx2LS8zY6/2TPOwLfP1NRCISVhbCOLn68WLG3U/fOF7TT3u3yveMZflIn7ekKuWpuBjla/PrO5AZRkQGrGZSO+nqMs++PAn5spoSSecnLcx9gRl8ebdxljYEmlnbDG7EwNzOssjIavwvj9CxEeC+sMZ6XyvnVhW7MkORCXfgX6qxEslmQrqST4blj8KZSuzaih0OpxZjv95SuIb5FPq6SSi1VLU0uMsSMh4QRZxJ0f/VX4V4yndgoaAyVeArP1FRV6u68jg1H8I9by42cwEJRSqwXHoxVOS8geeyOOyukvbFIItYueLgZLh78ewkEn9XyQhz/h6GrI6riEW0Yo7n7Np5JjxTojE9a4UNpN/Fe7cH7sq4jO+zCYoESvNy4z+jbl5nzc6npsPRvbCnYf5BzbMS2xd8TV1dnw4Y+YUJ6txz62PBbgHb8K5zFZFnTd5qzlMV3NXr3CG3zST5uT+e7741cNyW44HvgC8fahJKvlTbFJGdtAtaw3C71w2MOfJJCgNpgz4L3U7BDqBHWoI8R5+InG0v6itlmp9KbUvWBzWSzhNVF6Y9MR5/NNwwrK6tfqapivY6ZBBgmVrTtXxRRQOMHy1WChKBuO9bgqWNFPsYRc8TgESpQAVCjcNZ7QRH36o6XCvhsWdTmqJ413wMdimp+SmITlqcqLat5zzsjpThzo8P3iR7ClkNNeFwKl/UaUhsq8n62P7i1mkpdhRjX34JY++xSd/ux1DJHmGPvWKG5xNo8YkYIZ0S6U2otBSAbJvcvqIE/J/LFiyVuBP21LXfuPf6HB8pKKOP8KQU8IXfevnJuSsTxLH2+cFXzZyrvmb7tSvRPoKRfIt50UnYeJOj4Y+klFVoqUA+SGPKvzdPml5ItI+qwSFg+Im4or8p8MeOVrLGfsyyBB6nlZhgpjspz+6dEz4klDl/W4345G+zYXyzaJAer/VaetmHJR5a1U0ge/camIsn2P+rECZ1oHJUcA2eAAVuvxyTx2Z7exu58/keTgtXyiWtMcbXCWaxN18KBtiS9CMmICOUeQ0Sf3q+M0eZ03EWRuwtnNltJsnnlpXIqV5GXq5aTwalZ5I43ynjVrd7q1O6C98MyZLIgQ8DikRHkeaia7dlrVcTGRMAWQpbCEj7GBX8s21NSR9EsH/vwotszh7E//yhXfyeBkDLR/4pQh18q963BUP+Xv/ibhwF0cwheCGIBlALWb5WiUb52NlzEShJaY6LoqcFC2csHKb1EZ186fldwFb113NDb616w4wxLlg6ROXKU2eGue72Xe5BIq6YYRNknWqoiMRMYnjqp44i2ZSMiGKmgfnqpCTaHg+LsJsFXTyJd8l13EZuXSapVEg//x2qEhflkCua0EfVIpC9OyeEwdqFigFJErJtUujbsydckaNci9oJ6B9PeTCNYdeeXHFseLIBbbLTBumfHhgpbxr/CZb8i+lAMcRh+/OAoM+giYLlf/BfRJxncCdfGGS5uhhBSzGPfVrKwMs+VLi/V1zpSyhubFnom/cTOMdRp6hmnD5z2O2h3AHKvdgSl4GM09b+0OnGsmJWi56J53YPmbhB9xCvfpKNHO1eQTx8SMht3qy0jHXH60vkAF2DH5nmUywIDV2myk1tQGMv5th1ExmCD7ZVSUJOHQom/CojRjow7W9kPp4PFuc1WP/BKMWMYidqjR9cG5yPhYa2jdzzLOAWytezbV5QO5Poim59f4CygPGTZ0/3xDKmjQpfYl6GCmMnYmfynAbeh79E9v5GSdTcPE1d7DkmFn2i8k1jkZqHtl3wGyRkHNMk5XQhYkozYYaq9zOSbnSx0enRVe6paILx3Fh9zkTOlYQeNJ5KgReaZflYur71d4PNyCvXWltrtaUob4Xq5q8hLMQWQlWqzrusTVHndnBedwdTRm8kycTdH+ZV24WHUhn3OwEDtbKkDqmd1RB9g0H463v12lakhZPeGc3+ARPq4CTzR6X5a9kQJ5euDFMdMmmiVuHDokTK+ycfbPR2o8+QtUQglmBXeb6vhVl3YOFk6cQ5Lq6/v7VfHnysuvP/m48z/P+5zbKuvSxndJPuxMTWrabybUGxaTBOqvq4IsuHmJXue/U2zNo8RCwKZTKVxt1C7x5++R9a/ICtQo0fjiHEA/O0VKLYg76r2uWN7KPCkeepg/cqLc0sWXD7b8BdYyXhIalo1HUDHEPzqgudIPGR/2YuDlHsjBsrNwjQyxr4ulemh1g1jfhKnV4JHCOwEluoND/KzvMbdkQKit1qste0a/sliS7rkWYxUy+3GE+6fW88WCGt+mabfxh1rE0ee12fIGz1/0bOBBn+dPX7gJE3uArkbtt/NoklCT7US99PSGXCMNxZ+eQopOOMefRX+O+8FNiFsPCGVK382MBU4WfaKkg9/XC4biYMAyYHKQBIwYfvUpiQm02loEwI9E+JY70ziUaY+nyyZaM+FsKBSXLrp9bPB8/KFppzi14zBtk6M65UPn1m03NG+TXdqK9/tuAmPvqj6B6SOznwR7qETjpjP3rnE77tBQUc/vNHsG5W93oz/lY5iZYmvkvyrs6qh+HT/lR01kAN7qkNP2rVXYieVqKpP+nOC0ra9FV9J7bM04dhsE48CqQssmnKRReFUn9KU25kmIF+h4say+cQH7lyE2iyhmaa39jirskQ2gjYHDAz2cAlWQVZkSapqRFk7VLluX7k5ytzHYDw5grzdec5rxmMXu7OBYfsyuBwVYW4q4z4iZT9Z4Vt3DT2XhqgoDZC3kgk1hsSsu/vcEZtZJLP9J9iqz5ThLk1DS0ickC/1MbYHTpHGKbgAx3xbmgHRIOU7+lBso8CNxo68a0TaUtkIydhuKqAaC65v2v/YmSNk9ew8XxikOnspfMqxzxpNjqZCx9hZBQUn2FlUz8iMgplU8d4PSuZXyDVGirnoYEI4iXXOn7rMe6KIgJ4BK+H2yetXYhoklrQwwTR5ZZo4wyjBJKu6rZb2KY04gi1kp7nDailu+2W2XtcOYT/DAxGoHrA5TPr0ggIvwwDZiB1llQvpgGAciIyf+EvEmb46k2+MniPFsGIwAuBhAC89ff+TMP1tm9y5CkHwM0HLOiOIfA9FJOlefJZQOcsaHtnlC6X58iZMkgsnHocSOszlaqvAVXrP96tQwhO4W5WIaQDSM45tS7blXm4VeKoq4guv1n+E8U8QS7BEWg9hooB8/B+HDEDZzmYdPFmXKzfIbNlDLOEjrY9OFZkrGYkYfdC/O+HN6RKrrs2VSeK/tLJzv6LjOeXDoxQ0fzwu/t5pGwmg00ItOdN7Mja3trRuk0+7xz3I/MbHgEO+7DGqV9PkdBS91sX+SSYhmwc2kVO03azJW5WxRfN270hh2Wv5qk2Kkdoa5AF4dCIrTGGNgP6ETpG7GPiZ8QahQz8z9QMGk3w5IiZmxJEFI9hUv2mIMt63UrZwCCg26DJJ9SaL7AoR0QqGduThbWgDPRYc4/RXlwO0niZk41apvLVuoMA1iHZJMXED4XTNB13XhOigb+246ZOsjUAZc0U6FRbhnC+1OwkEkije0x/3eh5oPY6KDd7iZvPy2nzTyWLIJmDLTRfrRcjTXznJxfzM+tLO9MIxQYl1D6NQM7vByR9HMBE4XEzuMTVQQuW3CGQfxRfoV99S8CBTP5Tt5fxGK6rpvXBf51ZA2M9JPn3N+4DAWO40CDt/ipb29V+fW56CqTdk3Vik1enlk/HFQEtN5DNXaFC2cskZ1tLz5LeG1og/L2XoUcAXmaO4OVbeezMyNbR/j/DD1Tsnb+b55MIUh+FvLF1e3yU0JJBNXDEmTINAyOtnnsG5TjYV3aPIuIZGUYusH5Jr8pyL1iaPh3A542+QCy1uHultyVWX9POkYSnnRMXq8HANUfO5pxLEDC4B+JP4F5sr6amWHVHOE+SOn54y/LZZR4JLzNW1VU+US2KapfpN1T60ucKzCBuynZ+zqLy6uj1jcCtQ51sL1UzUQEegfkoMvxHbPrnJx3Lg3Q4UT5HXBxUIjq/5pnDXduTymyHaNWR/HiqyaL7qEZPRiV2UUrKzNkg5gt/ck6vzH6KivjOvaMYU2tRc9CeoFFtW30LGgcLGnolqd4OUJEBPTl2asCm/VX+Z0/qyZOpN4Dv0zI2UvE0N0FxZa8WGgPoA2ZQiR4NlnQLEhv2/C9OdUW7On+Qv2hx/1pAnmzkGnlWTAgm+pLWX86ZuurgFRyQM5eVVFaNfeG0iMQbbSleQPXCAZ8mnupsQgZoZiJCKoCZw7rszsFaW2PClQC9NAR2zrEqpfFhIftLEvBs7JiIT6FDEbUg9G1URgEMpz8geqrEg2vKGNLz76V56h5V4jyw0bo3ByMOZF5LQfzKPlntuIdV4XdQ8ovMb6Xg4YttY111nuymr4jjPOmMS6zAxU7mpUq76bV9cN9pTpwXlxlryEqLEXzcUNgiGm40kjxRhju+OSuS7QxLaoCX92YbH+cAICc9M/I8CyyjLk0uk7eayW64gg2CRR2jmUMJs0sgiYZuUQt9/XQyP10K091lTm95AnqlQGPj7JjJqYemaTBWHcFCYMzjr41tWOo+V/2Ocw392haTVv4aFeD/hSh7WxE2wJb6RGvsB66TjHY3f3zWQxs9cSy3ELDbZZPl8+OpaD+xEFplF5sjRbarYgoRcVJb9tHYGHmMAILLJqbkhDH8YYgm3ppeS8LccnwT+NF2GTFD028FKBKPj6/njtLD+pXqvgzLJOSUh5V3yZSxDaa8+27FMR2MsHQTzX3m65oCGfk/OhKRI+pP2ACF1Btls5lTSmXDxbiJqVR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<SOAP-ENC:Array id="ref-467" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-608">Pelvis</item>
<item id="ref-609">Prostate</item>
<item id="ref-610">MultiVane</item>
<item id="ref-611">T2W_MVXD_sag.Protocol</item>
</SOAP-ENC:Array>
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</a14:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-476" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-617">Breast</item>
<item id="ref-618">dS_16ch</item>
<item id="ref-619">cs_eTHRIVE_HR.Protocol</item>
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