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<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-132"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a9:SingleScan>
<a9:SingleScan id="ref-82" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType 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</smartGeoType>
<vertebraRanges href="#ref-133"/>
<scanProcedure href="#ref-134"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-135"/>
<geometryName id="ref-136"></geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-137"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a9:SingleScan>
<a9:SingleScan id="ref-83" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType 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</smartGeoType>
<vertebraRanges href="#ref-129"/>
<scanProcedure href="#ref-138"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-139"/>
<geometryName href="#ref-28"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-140"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a9:SingleScan>
<a9:SingleScan id="ref-84" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType 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</smartGeoType>
<vertebraRanges href="#ref-129"/>
<scanProcedure href="#ref-141"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-142"/>
<geometryName href="#ref-27"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-143"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a9:SingleScan>
<a9:SingleScan id="ref-85" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType 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</smartGeoType>
<vertebraRanges href="#ref-144"/>
<scanProcedure href="#ref-145"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-146"/>
<geometryName href="#ref-29"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-147"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a9:SingleScan>
<a7:ArrayList id="ref-86" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-148"/>
<_size>2</_size>
<_version>2</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-87" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-149"/>
<_size>2</_size>
<_version>2</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-88" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-150"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-89" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-151"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-90" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-152"/>
<_size>2</_size>
<_version>2</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-91" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-153"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-92" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-154"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-93" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-155"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-94" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-156"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a9:ExecutionStepList id="ref-95" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-157"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-96" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-158"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-97" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-159"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-98" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-160"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-99" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-161"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-100" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-162"/>
</a9:ExecutionStepList>
<a10:DiffusionPackageProtocol id="ref-102" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.DiffusionProcessing/philips.pmsmr.viewingprocessing.diffusionprocessing.protocol_cs">
<brainMaskEnabled id="ref-163">Y</brainMaskEnabled>
<threshold>0</threshold>
<maskDefiningImage href="#ref-164"/>
<thresholdStatus id="ref-165">Y</thresholdStatus>
<outputTypes href="#ref-166"/>
<bValuesToUse href="#ref-167"/>
<seriesIds href="#ref-168"/>
<currentSeriesId id="ref-169">0</currentSeriesId>
<windowWidth href="#ref-170"/>
<windowCenter href="#ref-171"/>
<rescaleSlope href="#ref-172"/>
<rescaleIntercept href="#ref-173"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>2</actualOutputs>
<outputSeriesName id="ref-174">DWI_5b small</outputSeriesName>
<prefixes href="#ref-175"/>
</a10:DiffusionPackageProtocol>
<a3:HtmlItemDescription id="ref-103" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-176"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a10:DiffusionPackageProtocol id="ref-105" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.DiffusionProcessing/philips.pmsmr.viewingprocessing.diffusionprocessing.protocol_cs">
<brainMaskEnabled id="ref-177">Y</brainMaskEnabled>
<threshold>50</threshold>
<maskDefiningImage href="#ref-178"/>
<thresholdStatus id="ref-179">Y</thresholdStatus>
<outputTypes href="#ref-180"/>
<bValuesToUse href="#ref-181"/>
<seriesIds href="#ref-182"/>
<currentSeriesId id="ref-183">0</currentSeriesId>
<windowWidth href="#ref-184"/>
<windowCenter href="#ref-185"/>
<rescaleSlope href="#ref-186"/>
<rescaleIntercept href="#ref-187"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>2</actualOutputs>
<outputSeriesName id="ref-188">no B0 DWI_5b UDNSA SENSE</outputSeriesName>
<prefixes href="#ref-189"/>
</a10:DiffusionPackageProtocol>
<a3:HtmlItemDescription id="ref-106" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-190"/>
<htmlDataBuffer href="#ref-190"/>
</a3:HtmlItemDescription>
<SOAP-ENC:Array id="ref-112" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-81"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-113" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-59"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-114" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-85"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-115" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-83"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-116" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-59"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-117" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-60"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-118" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-84"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-119" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-82"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-120" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-80"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-121" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-60"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-122" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-57"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-123" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-57"/>
</SOAP-ENC:Array>
<a7:ArrayList id="ref-125" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-191"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a11:ScanProcedure id="ref-126" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-193"/>
<methodDescription href="#ref-136"/>
<name id="ref-194">T2W_TSE_sag</name>
<anatomicRegion href="#ref-136"/>
<anatomicalRegion href="#ref-136"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-195"/>
<lastModifiedTimeUtc id="ref-196">1/15/2014 3:50:01 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-197">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a11:ScanProcedure>
<a3:HtmlItemDescription id="ref-127" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-198"/>
<htmlDataBuffer href="#ref-198"/>
</a3:HtmlItemDescription>
<a11:ScanProperties id="ref-128" xmlns:a11="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-199"/>
<approvedFeatureSpecificOptions href="#ref-200"/>
<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-201"/>
</a11:ScanProperties>
<a7:ArrayList id="ref-129" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-191"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a11:ScanProcedure id="ref-130" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-202"/>
<methodDescription href="#ref-136"/>
<name id="ref-203">dS ZOOM T2 ax</name>
<anatomicRegion href="#ref-136"/>
<anatomicalRegion href="#ref-136"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-204"/>
<lastModifiedTimeUtc id="ref-205">10/21/2013 6:30:06 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-206">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a11:ScanProcedure>
<a3:HtmlItemDescription id="ref-131" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-207"/>
<htmlDataBuffer href="#ref-207"/>
</a3:HtmlItemDescription>
<a11:ScanProperties id="ref-132" xmlns:a11="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-208"/>
<approvedFeatureSpecificOptions href="#ref-209"/>
<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-210"/>
</a11:ScanProperties>
<a7:ArrayList id="ref-133" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-191"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a11:ScanProcedure id="ref-134" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-211"/>
<methodDescription href="#ref-136"/>
<name id="ref-212">SURVEY</name>
<anatomicRegion href="#ref-136"/>
<anatomicalRegion href="#ref-136"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-213"/>
<lastModifiedTimeUtc id="ref-214">1/15/2014 3:46:31 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-215">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a11:ScanProcedure>
<a3:HtmlItemDescription id="ref-135" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-216"/>
<htmlDataBuffer href="#ref-216"/>
</a3:HtmlItemDescription>
<a11:ScanProperties id="ref-137" xmlns:a11="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-217"/>
<approvedFeatureSpecificOptions href="#ref-218"/>
<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-219"/>
</a11:ScanProperties>
<a11:ScanProcedure id="ref-138" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-220"/>
<methodDescription href="#ref-136"/>
<name id="ref-221">DWI_5b small</name>
<anatomicRegion href="#ref-136"/>
<anatomicalRegion href="#ref-136"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-222"/>
<lastModifiedTimeUtc id="ref-223">9/30/2013 12:52:33 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-224">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a11:ScanProcedure>
<a3:HtmlItemDescription id="ref-139" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-225"/>
<htmlDataBuffer href="#ref-225"/>
</a3:HtmlItemDescription>
<a11:ScanProperties id="ref-140" xmlns:a11="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-226"/>
<approvedFeatureSpecificOptions href="#ref-227"/>
<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-228"/>
</a11:ScanProperties>
<a11:ScanProcedure id="ref-141" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-229"/>
<methodDescription href="#ref-136"/>
<name id="ref-230">dS ZOOM T2 ax SPAIR</name>
<anatomicRegion href="#ref-136"/>
<anatomicalRegion href="#ref-136"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-231"/>
<lastModifiedTimeUtc id="ref-232">10/21/2013 6:30:06 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-233">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
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
<SOAP-ENC:Array id="ref-195" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-261">Pelvis</item>
<item id="ref-262">Prostate</item>
<item id="ref-263">T2W_TSE_sag.Protocol</item>
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<SOAP-ENC:Array id="ref-204" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-269">Pelvis</item>
<item id="ref-270">Prostate</item>
<item id="ref-271">T2W_TSE_ax.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-207" 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<SOAP-ENC:Array id="ref-213" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-277">Pelvis</item>
<item id="ref-278">Prostate</item>
<item id="ref-279">SURVEY.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-216" 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<SOAP-ENC:Array id="ref-222" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-285">Pelvis</item>
<item id="ref-286">Prostate</item>
<item id="ref-287">DWI_5b.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-231" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-293">Pelvis</item>
<item id="ref-294">Prostate</item>
<item id="ref-295">T2W_TSE_ax.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-234" 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<delayMode xsi:type="a12:DynamicScanDelayMode" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>10</dynamicCount>
<firstDynamic>1</firstDynamic>
</a11:DynamicStepProperties>
</SOAP-ENV:Body>
</SOAP-ENV:Envelope>
