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<_items href="#ref-245"/>
<_size>1</_size>
<_version>1</_version>
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<_items href="#ref-251"/>
<_size>1</_size>
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<_items href="#ref-252"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
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<list href="#ref-253"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-136" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-254"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-137" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-255"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-138" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-256"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-139" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-257"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-140" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-258"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-141" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-259"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-142" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-260"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-143" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-261"/>
</a9:ExecutionStepList>
<a10:ImageAlgebraPackageProtocol id="ref-145" xmlns:a10="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-262">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-263">1</sourceDV>
<viewAreas href="#ref-264"/>
<rangesLinked href="#ref-265"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-266"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-267">B100</outputSeriesName>
<prefixes href="#ref-268"/>
</a10:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-146" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-269"/>
<htmlDataBuffer href="#ref-269"/>
</a3:HtmlItemDescription>
<a11:DiffusionRegistrationPackageProtocol id="ref-149" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.DiffusionRegistration/philips.pmsmr.viewingprocessing.diffusionregistration.protocol_cs">
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-270">DWI_5b SENSE</outputSeriesName>
<prefixes href="#ref-271"/>
</a11:DiffusionRegistrationPackageProtocol>
<a3:HtmlItemDescription id="ref-150" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-272"/>
<htmlDataBuffer href="#ref-272"/>
</a3:HtmlItemDescription>
<a10:ImageAlgebraPackageProtocol id="ref-154" xmlns:a10="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-273">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-274">1</sourceDV>
<viewAreas href="#ref-275"/>
<rangesLinked href="#ref-276"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-277"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-278">B0</outputSeriesName>
<prefixes href="#ref-279"/>
</a10:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-155" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-280"/>
<htmlDataBuffer href="#ref-280"/>
</a3:HtmlItemDescription>
<a10:ImageAlgebraPackageProtocol id="ref-157" xmlns:a10="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-281">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-282">1</sourceDV>
<viewAreas href="#ref-283"/>
<rangesLinked href="#ref-284"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-285"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-286">B1500</outputSeriesName>
<prefixes href="#ref-287"/>
</a10:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-158" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-288"/>
<htmlDataBuffer href="#ref-288"/>
</a3:HtmlItemDescription>
<a10:ImageAlgebraPackageProtocol id="ref-162" xmlns:a10="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-289">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-290">1</sourceDV>
<viewAreas href="#ref-291"/>
<rangesLinked href="#ref-292"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-293"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-294">B1000</outputSeriesName>
<prefixes href="#ref-295"/>
</a10:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-163" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-296"/>
<htmlDataBuffer href="#ref-296"/>
</a3:HtmlItemDescription>
<a10:ImageAlgebraPackageProtocol id="ref-165" xmlns:a10="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-297">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-298">1</sourceDV>
<viewAreas href="#ref-299"/>
<rangesLinked href="#ref-300"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-301"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-302">0s</outputSeriesName>
<prefixes href="#ref-303"/>
</a10:ImageAlgebraPackageProtocol>
<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-304"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a10:ImageAlgebraPackageProtocol id="ref-168" xmlns:a10="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-305">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-306">1</sourceDV>
<viewAreas href="#ref-307"/>
<rangesLinked href="#ref-308"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-309"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-310">B500</outputSeriesName>
<prefixes href="#ref-311"/>
</a10:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-169" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-312"/>
<htmlDataBuffer href="#ref-312"/>
</a3:HtmlItemDescription>
<SOAP-ENC:Array id="ref-174" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-175" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-113"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-176" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-110"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-177" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-72"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-178" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-70"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-179" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-107"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-180" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-64"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-181" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-182" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-111"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-183" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-184" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-115"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-185" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-114"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-186" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-76"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-187" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-112"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-188" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-77"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-189" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-190" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-69"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-191" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-192" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-78"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-193" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-108"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-194" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-61"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-195" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-68"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-196" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-109"/>
</SOAP-ENC:Array>
<a7:ArrayList id="ref-198" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-313"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-199" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-315"/>
<methodDescription id="ref-316">SAG    TSE   4407      120    90  </methodDescription>
<name id="ref-317">COR T2 HR MV</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 href="#ref-318"/>
<lastModifiedTimeUtc id="ref-319">2011-05-20 20:29:47.055</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-320">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<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-321"/>
<htmlDataBuffer href="#ref-321"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-201" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-322"/>
<approvedFeatureSpecificOptions href="#ref-323"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="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-324"/>
</a12:ScanProperties>
<a7:ArrayList id="ref-202" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-313"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-203" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-325"/>
<methodDescription id="ref-326">TRA    TSE   433       10     90  </methodDescription>
<name id="ref-327">T1 TSE Ax Pelvis</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 href="#ref-328"/>
<lastModifiedTimeUtc id="ref-329">2011-05-20 20:25:22.561</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-330">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-204" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-331"/>
<htmlDataBuffer href="#ref-331"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-205" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-332"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">DESCENDING</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>4</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a12:ScanProperties id="ref-206" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-333"/>
<approvedFeatureSpecificOptions href="#ref-334"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="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-335"/>
</a12:ScanProperties>
<a7:ArrayList id="ref-207" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-313"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-208" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-336"/>
<methodDescription id="ref-337">SAG    TSE   4407      120    90  </methodDescription>
<name id="ref-338">Ax T2 HR MV</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 href="#ref-339"/>
<lastModifiedTimeUtc id="ref-340">2011-05-20 20:29:47.055</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-341">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-209" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-342"/>
<htmlDataBuffer href="#ref-342"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-210" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-343"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">DESCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a12:ScanProperties id="ref-211" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-344"/>
<approvedFeatureSpecificOptions href="#ref-345"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="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-346"/>
</a12:ScanProperties>
<a7:ArrayList id="ref-212" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-313"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-213" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-347"/>
<methodDescription id="ref-348">SAG    TSE   4407      120    90  </methodDescription>
<name id="ref-349">SAG T2 HR MV</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 href="#ref-350"/>
<lastModifiedTimeUtc id="ref-351">2011-05-20 20:29:47.055</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-352">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-214" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-353"/>
<htmlDataBuffer href="#ref-353"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-215" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-354"/>
<approvedFeatureSpecificOptions href="#ref-355"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="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-356"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-216" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-357"/>
<methodDescription href="#ref-232"/>
<name id="ref-358">mDixon Dynamic Permeability</name>
<anatomicRegion href="#ref-232"/>
<anatomicalRegion href="#ref-232"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-359"/>
<lastModifiedTimeUtc id="ref-360">1/15/2014 2:17:29 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-361">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-217" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-362"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-218" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-363"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a12:ScanProperties id="ref-219" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-364"/>
<approvedFeatureSpecificOptions href="#ref-365"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="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-366"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-220" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-367"/>
<methodDescription href="#ref-232"/>
<name id="ref-368">T2 AX FS Pelvis</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-369">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-221" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-370"/>
<htmlDataBuffer href="#ref-370"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-222" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-371"/>
<approvedFeatureSpecificOptions href="#ref-372"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="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-373"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-223" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-374"/>
<methodDescription href="#ref-232"/>
<name id="ref-375">AX T1 TSE HR</name>
<anatomicRegion href="#ref-232"/>
<anatomicalRegion href="#ref-232"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-376"/>
<lastModifiedTimeUtc id="ref-377">7/31/2013 3:13:33 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-378">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-224" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-379"/>
<htmlDataBuffer href="#ref-379"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-225" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-380"/>
<approvedFeatureSpecificOptions href="#ref-381"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="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-382"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-226" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-383"/>
<methodDescription href="#ref-232"/>
<name id="ref-384">DWI 5b</name>
<anatomicRegion href="#ref-232"/>
<anatomicalRegion href="#ref-232"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-385"/>
<lastModifiedTimeUtc id="ref-386">2/24/2014 11:43:14 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-387">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-227" 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"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-228" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-389"/>
<approvedFeatureSpecificOptions href="#ref-390"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="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-391"/>
</a12:ScanProperties>
<a7:ArrayList id="ref-229" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-313"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-230" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-392"/>
<methodDescription id="ref-393">MST    T1TFE 7.8       4.6    25  </methodDescription>
<name id="ref-394">SURVEY</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 href="#ref-395"/>
<lastModifiedTimeUtc id="ref-396">2011-05-20 20:31:00.913</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-397">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12: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-398"/>
<htmlDataBuffer href="#ref-398"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-233" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-399"/>
<approvedFeatureSpecificOptions href="#ref-400"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="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-401"/>
</a12:ScanProperties>
<SOAP-ENC:Array id="ref-234" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-81"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-235" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-66"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-236" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-237" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-80"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-238" SOAP-ENC:arrayType="xsd:anyType[8]">
<item href="#ref-68"/>
<item href="#ref-61"/>
<item href="#ref-78"/>
<item href="#ref-76"/>
<item href="#ref-70"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-239" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-82"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-240" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-83"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-241" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-77"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-242" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-65"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-243" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-64"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-244" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-63"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-245" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-73"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-246" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-75"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-247" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-79"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-248" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-69"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-249" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-74"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-250" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-62"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-251" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-72"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-252" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-71"/>
</SOAP-ENC:Array>
<a7:ArrayList id="ref-253" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-402"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-254" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-403"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-255" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-404"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-256" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-405"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-257" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-406"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-258" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-407"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-259" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-408"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-260" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-409"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-261" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-410"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<SOAP-ENC:Array id="ref-264" SOAP-ENC:arrayType="a10:ViewArea[2]" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<item href="#ref-411"/>
<item href="#ref-412"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-265" SOAP-ENC:arrayType="xsd:int[9]">
<item>1</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-266" SOAP-ENC:arrayType="xsd:string[5]">
<item id="ref-413">ORIGINAL</item>
<item id="ref-414">PRIMARY</item>
<item id="ref-415">M_SE</item>
<item id="ref-416">M</item>
<item id="ref-417">SE</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-268" SOAP-ENC:arrayType="xsd:string[1]">
<item id="ref-418">s</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-269" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAANVwSkYAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACAA3d6PBY2RgaRFhYGAwYIAAHyBmZAUzWUWBxNUj8azzvyzP1/+zyuoLM245RiYGBiagbmaQrIAEw39GeQaQGEitApBQALEFRCDijBBxIRxqFYFsAFVUDQAHoVnZVKFZ2VShWdlUUEsBAhcLCgAAAAAA1XBKRgAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAehWdlUUEsFBgAAAAABAAEASAAAAJYAAAAAAA==</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-271" SOAP-ENC:arrayType="xsd:string[1]">
<item id="ref-419">Reg - </item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-272" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAACRF/kQAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACACHxhZ+Y2RgaRFhYGAwYIAAHyBmZAUzWUWBhLKwWNTETa8r/8s/ffKFGbccIxMDAxNQNzNIVkCC4T+jPANIDKRWAUgogNgCIhBxRoi4EA61ikA2AFVUDQAH5AbYU+QG2FPkBthTUEsBAhcLCgAAAAAAJEX+RAAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAfkBthTUEsFBgAAAAABAAEASAAAAJYAAAAAAA==</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-275" SOAP-ENC:arrayType="a10:ViewArea[2]" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<item href="#ref-420"/>
<item href="#ref-421"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-276" SOAP-ENC:arrayType="xsd:int[9]">
<item>1</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-277" SOAP-ENC:arrayType="xsd:string[5]">
<item id="ref-422">ORIGINAL</item>
<item id="ref-423">PRIMARY</item>
<item id="ref-424">M_SE</item>
<item id="ref-425">M</item>
<item id="ref-426">SE</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-279" SOAP-ENC:arrayType="xsd:string[1]">
<item id="ref-427">s</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-280" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAAIxQSUcAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACAClEGvXY2RgaRFhYGAwYIAAHyBmZAUzWUWBxHGZRXb15++srv726vQXZtxyjEwMDExA3cwgWQEJhv+M8gwgMZBaBSChAGILiEDEGSHiQjjUKgLZAFVUDQAHf/0WVn/9FlZ//RZWUEsBAhcLCgAAAAAAjFBJRwAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAd//RZWUEsFBgAAAAABAAEASAAAAJYAAAAAAA==</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-283" SOAP-ENC:arrayType="a10:ViewArea[2]" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<item href="#ref-428"/>
<item href="#ref-429"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-284" SOAP-ENC:arrayType="xsd:int[9]">
<item>1</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-285" SOAP-ENC:arrayType="xsd:string[5]">
<item id="ref-430">ORIGINAL</item>
<item id="ref-431">PRIMARY</item>
<item id="ref-432">M_SE</item>
<item id="ref-433">M</item>
<item id="ref-434">SE</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-287" SOAP-ENC:arrayType="xsd:string[1]">
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<SOAP-ENC:Array id="ref-318" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-459">Pelvis</item>
<item id="ref-460">Prostate</item>
<item id="ref-461">T2W_TSE_sag.Protocol</item>
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<SOAP-ENC:Array id="ref-328" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-467">Pelvis</item>
<item id="ref-468">General</item>
<item id="ref-469">T1W_TSE_ax.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-331" 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<SOAP-ENC:Array id="ref-339" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-475">Pelvis</item>
<item id="ref-476">Prostate</item>
<item id="ref-477">T2W_TSE_sag.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-350" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-483">Pelvis</item>
<item id="ref-484">Prostate</item>
<item id="ref-485">T2W_TSE_sag.Protocol</item>
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<SOAP-ENC:Array id="ref-359" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-491">Abdomen</item>
<item id="ref-492">Liver</item>
<item id="ref-493">Transverse_T1W</item>
<item id="ref-494">mDIXON-W_dyn_BH.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-362" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-363" SOAP-ENC:arrayType="a3:SortAttributes[7]" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-364" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-365" SOAP-ENC:arrayType="a6:Option[0]" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">
</SOAP-ENC:Array>
<a12:ScanProcedureConfig id="ref-366" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-495"/>
<allowedGradientChains href="#ref-496"/>
<swOptions href="#ref-497"/>
<hwOptions href="#ref-498"/>
<coilOptions href="#ref-499"/>
</a12:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-376" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-505">Spine</item>
<item id="ref-506">Lumbar</item>
<item id="ref-507">Transverse</item>
<item id="ref-508">T1W_TSE_200mm.Protocol</item>
</SOAP-ENC:Array>
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<a12:ScanProcedureConfig id="ref-382" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
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</a12:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-385" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-514">Pelvis</item>
<item id="ref-515">Prostate</item>
<item id="ref-516">DWI_5b.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-395" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-522">Pelvis</item>
<item id="ref-523">Uterus</item>
<item id="ref-524">SURVEY.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-398" 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<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
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