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<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-73" 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-119"/>
<scanProcedure href="#ref-120"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-121"/>
<geometryName href="#ref-27"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-122"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-123"/>
<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-74" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-124"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-75" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-125"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-76" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-126"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-77" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-127"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-78" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-128"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-79" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-129"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a9:ExecutionStepList id="ref-80" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-130"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-81" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-131"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-82" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-132"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-83" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-133"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-84" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-134"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-85" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-135"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-86" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-136"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-87" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-137"/>
</a9:ExecutionStepList>
<SOAP-ENC:Array id="ref-88" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-68"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-89" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-71"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-90" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-70"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-91" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-73"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-92" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-69"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-93" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-72"/>
</SOAP-ENC:Array>
<a7:ArrayList id="ref-95" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-138"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a10:ScanProcedure id="ref-96" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-140"/>
<methodDescription id="ref-141">MST    TFE   5.2       1.38   17  </methodDescription>
<name id="ref-142">SURVEY_LEFT</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-143"/>
<lastModifiedTimeUtc id="ref-144">2011-06-01 12:54:33.822</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-145">left</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a10:ScanProcedure>
<a3:HtmlItemDescription id="ref-97" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-146"/>
<htmlDataBuffer href="#ref-146"/>
</a3:HtmlItemDescription>
<a10:ScanProperties id="ref-99" xmlns:a10="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-147"/>
<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-148"/>
</a10:ScanProperties>
<a7:ArrayList id="ref-100" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-138"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a10:ScanProcedure id="ref-101" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-149"/>
<methodDescription id="ref-150">COR    TSE   4000      30     90  </methodDescription>
<name id="ref-151">PD CORONAL</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-152"/>
<lastModifiedTimeUtc id="ref-153">2011-06-01 12:39:48.740</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-154">left</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a10:ScanProcedure>
<a3:HtmlItemDescription id="ref-102" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-155"/>
<htmlDataBuffer href="#ref-155"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-103" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-156"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>4</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>4</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a10:ScanProperties id="ref-104" xmlns:a10="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-157"/>
<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-158"/>
</a10:ScanProperties>
<a10:ScanProcedure id="ref-105" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-159"/>
<methodDescription id="ref-160">COR    TSE   2819      30     90  </methodDescription>
<name id="ref-161">PD SPAIR CORONAL</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-162"/>
<lastModifiedTimeUtc id="ref-163">2011-06-01 12:40:54.413</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-164">left</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a10:ScanProcedure>
<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-165"/>
<htmlDataBuffer href="#ref-165"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-107" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-166"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>4</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>4</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a10:ScanProperties id="ref-108" xmlns:a10="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-167"/>
<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-168"/>
</a10:ScanProperties>
<a7:ArrayList id="ref-109" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-138"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a10:ScanProcedure id="ref-110" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-169"/>
<methodDescription href="#ref-98"/>
<name id="ref-170">PD AXIAL 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-171">left</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a10:ScanProcedure>
<a3:HtmlItemDescription id="ref-111" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-172"/>
<htmlDataBuffer href="#ref-172"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-112" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-173"/>
<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>
<a10:ScanProperties id="ref-113" xmlns:a10="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-174"/>
<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-175"/>
</a10:ScanProperties>
<a7:ArrayList id="ref-114" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-138"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a10:ScanProcedure id="ref-115" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-176"/>
<methodDescription id="ref-177">TRA    TSE   4275      60     90  </methodDescription>
<name id="ref-178">T2 SPAIR AXIAL</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-179"/>
<lastModifiedTimeUtc id="ref-180">2011-06-01 12:33:47.245</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-181">left</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a10:ScanProcedure>
<a3:HtmlItemDescription id="ref-116" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-182"/>
<htmlDataBuffer href="#ref-182"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-117" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-183"/>
<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>
<a10:ScanProperties id="ref-118" xmlns:a10="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-184"/>
<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-185"/>
</a10:ScanProperties>
<a7:ArrayList id="ref-119" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-138"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a10:ScanProcedure id="ref-120" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-186"/>
<methodDescription id="ref-187">SAG    TSE   2461      30     90  </methodDescription>
<name id="ref-188">PD  SAGITTAL</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-189"/>
<lastModifiedTimeUtc id="ref-190">2011-06-01 12:45:47.244</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-191">left</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a10:ScanProcedure>
<a3:HtmlItemDescription id="ref-121" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-192"/>
<htmlDataBuffer href="#ref-192"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-122" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-193"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>4</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>4</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a10:ScanProperties id="ref-123" xmlns:a10="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-194"/>
<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-195"/>
</a10:ScanProperties>
<SOAP-ENC:Array id="ref-124" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-56"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-125" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-60"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-126" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-58"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-127" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-57"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-128" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-61"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-129" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-59"/>
</SOAP-ENC:Array>
<a7:ArrayList id="ref-130" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
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<SOAP-ENC:Array id="ref-143" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-204">Upper Extremities</item>
<item id="ref-205">Shoulder</item>
<item id="ref-206">SURVEY_RIGHT.Protocol</item>
</SOAP-ENC:Array>
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<allowedMainSystemTypes href="#ref-207"/>
<allowedGradientChains href="#ref-208"/>
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</a10:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-152" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-212">Upper Extremities</item>
<item id="ref-213">Shoulder</item>
<item id="ref-214">Coronal</item>
<item id="ref-215">PDW_aTSE.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-155" 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<SOAP-ENC:Array id="ref-162" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-221">Upper Extremities</item>
<item id="ref-222">Shoulder</item>
<item id="ref-223">Coronal</item>
<item id="ref-224">PDW_SPAIR.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-165" 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<SOAP-ENC:Array id="ref-179" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-235">Upper Extremities</item>
<item id="ref-236">Shoulder</item>
<item id="ref-237">Transverse</item>
<item id="ref-238">T2W_SPAIR.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-189" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-244">Upper Extremities</item>
<item id="ref-245">Shoulder</item>
<item id="ref-246">Sagittal</item>
<item id="ref-247">PDW_HR_aTSE.Protocol</item>
</SOAP-ENC:Array>
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<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
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<delayMode xsi:type="a11:DynamicScanDelayMode" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a10:DynamicStepProperties>
<a9:SingleScan id="ref-294" 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-305"/>
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<stationNumber>-1</stationNumber>
<detail href="#ref-307"/>
<geometryName href="#ref-98"/>
<reuseStackSizes>false</reuseStackSizes>
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<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-308"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a9:SingleScan>
<a10:DynamicStepProperties id="ref-295" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a11:DynamicScanDelayMode" xmlns:a11="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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</a10:DynamicStepProperties>
<a10:DynamicStepProperties id="ref-296" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
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<delayDuration>0</delayDuration>
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<firstDynamic>1</firstDynamic>
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<a10:DynamicStepProperties id="ref-297" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a11:DynamicScanDelayMode" xmlns:a11="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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<a10:DynamicStepProperties id="ref-298" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
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<a10:DynamicStepProperties id="ref-299" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
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<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
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<a10:DynamicStepProperties id="ref-300" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
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<delayDuration>0</delayDuration>
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</a10:DynamicStepProperties>
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<a10:ScanProcedure id="ref-302" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-309"/>
<methodDescription id="ref-310">MST    T1FFE 3.3       0.49   1   </methodDescription>
<name id="ref-311">CoilSurveyScan</name>
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<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
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<a10:ScanProcedure id="ref-306" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-318"/>
<methodDescription id="ref-319">MST    T1FFE 1.72      0.79   1   </methodDescription>
<name id="ref-320">SenseRefScan</name>
<anatomicRegion xsi:null="1"/>
<anatomicalRegion xsi:null="1"/>
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<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-321"/>
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<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-325"/>
<scanAlignOverlap>30</scanAlignOverlap>
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<madeByPhilips>false</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-326"/>
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<SOAP-ENC:Array id="ref-312" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-327">PreScans</item>
<item id="ref-328">PreScans</item>
<item id="ref-329">CoilSurveyScan.Protocol</item>
</SOAP-ENC:Array>
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</SOAP-ENC:Array>
<a10:ScanProcedureConfig id="ref-317" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-330"/>
<allowedGradientChains href="#ref-331"/>
<swOptions href="#ref-332"/>
<hwOptions href="#ref-333"/>
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</a10:ScanProcedureConfig>
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