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<list href="#ref-241"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-139" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-242"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-140" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
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</a10:ExecutionStepList>
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<list href="#ref-244"/>
</a10:ExecutionStepList>
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<list href="#ref-245"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-143" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-246"/>
</a10:ExecutionStepList>
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<list href="#ref-247"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-145" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-248"/>
</a10:ExecutionStepList>
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<list href="#ref-249"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-147" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-250"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-148" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-251"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-149" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-252"/>
</a10:ExecutionStepList>
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<list href="#ref-253"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-151" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-254"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-152" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-255"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-153" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-256"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-154" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-257"/>
</a10:ExecutionStepList>
<a11:ImageAlgebraPackageProtocol id="ref-157" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>7</operation>
<weight>1</weight>
<thresholdLinked id="ref-258">N</thresholdLinked>
<cumulationTag>1572998</cumulationTag>
<sourceDV id="ref-259">1</sourceDV>
<viewAreas href="#ref-260"/>
<rangesLinked href="#ref-261"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-262"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-263">mFFE CLEAR</outputSeriesName>
<prefixes href="#ref-264"/>
</a11: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-265"/>
<htmlDataBuffer href="#ref-265"/>
</a3:HtmlItemDescription>
<a12:VolumeProtocol id="ref-162" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<generateOrthogonals>false</generateOrthogonals>
<propagatePrecedingDynamics>false</propagatePrecedingDynamics>
<propagateFollowingDynamics>true</propagateFollowingDynamics>
<dynamicsRangeSelected>false</dynamicsRangeSelected>
<startDynamics>0</startDynamics>
<endDynamics>0</endDynamics>
<currentPoint href="#ref-266"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>true</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>false</singleAxis>
<renderMode xsi:type="a12:ProtocolRenderMode" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description id="ref-267">Default VolumeProtocol</description>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-268"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-269">VWIP DWIBS 3 SENSE</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a12:VolumeProtocol>
<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-270"/>
<htmlDataBuffer href="#ref-270"/>
</a3:HtmlItemDescription>
<a12:VolumeProtocol id="ref-167" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<generateOrthogonals>false</generateOrthogonals>
<propagatePrecedingDynamics>false</propagatePrecedingDynamics>
<propagateFollowingDynamics>true</propagateFollowingDynamics>
<dynamicsRangeSelected>false</dynamicsRangeSelected>
<startDynamics>0</startDynamics>
<endDynamics>0</endDynamics>
<currentPoint href="#ref-271"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>true</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>false</singleAxis>
<renderMode xsi:type="a12:ProtocolRenderMode" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description id="ref-272">Default VolumeProtocol</description>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-273"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-274">VWIP DWIBS 3 SENSE</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a12:VolumeProtocol>
<a3:HtmlItemDescription id="ref-168" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-275"/>
<htmlDataBuffer href="#ref-275"/>
</a3:HtmlItemDescription>
<a12:VolumeProtocol id="ref-170" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<generateOrthogonals>false</generateOrthogonals>
<propagatePrecedingDynamics>false</propagatePrecedingDynamics>
<propagateFollowingDynamics>true</propagateFollowingDynamics>
<dynamicsRangeSelected>false</dynamicsRangeSelected>
<startDynamics>0</startDynamics>
<endDynamics>0</endDynamics>
<currentPoint href="#ref-276"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>true</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>false</singleAxis>
<renderMode xsi:type="a12:ProtocolRenderMode" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description id="ref-277">Default VolumeProtocol</description>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-278"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-279">VWIP DWIBS 3 SENSE</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a12:VolumeProtocol>
<a3:HtmlItemDescription id="ref-171" 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>
<SOAP-ENC:Array id="ref-173" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-121"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-174" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-114"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-175" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-91"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-176" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-89"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-177" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-79"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-178" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-113"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-179" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-118"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-180" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-90"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-181" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-83"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-182" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-120"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-183" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-119"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-184" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-117"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-185" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-93"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-186" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-116"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-187" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-115"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-188" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-90"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-189" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-112"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-190" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-90"/>
</SOAP-ENC:Array>
<a5:ArrayList id="ref-192" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-281"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a13:ScanProcedure id="ref-193" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-283"/>
<methodDescription href="#ref-12"/>
<name id="ref-284">T2W_MV_XD_sag</name>
<anatomicRegion href="#ref-12"/>
<anatomicalRegion href="#ref-12"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-285"/>
<lastModifiedTimeUtc id="ref-286">3/4/2014 10:04:50 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-287">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-194" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-288"/>
<htmlDataBuffer href="#ref-288"/>
</a3:HtmlItemDescription>
<a13:ScanProperties id="ref-195" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-289"/>
</a13:ScanProperties>
<a13:ScanProcedure id="ref-196" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-290"/>
<methodDescription href="#ref-12"/>
<name id="ref-291">T2W_mDixon_TSE</name>
<anatomicRegion href="#ref-12"/>
<anatomicalRegion href="#ref-12"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-292"/>
<lastModifiedTimeUtc id="ref-293">3/4/2014 10:09:44 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-294">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-197" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-295"/>
<htmlDataBuffer href="#ref-295"/>
</a3:HtmlItemDescription>
<a13:ScanProperties id="ref-198" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-296"/>
</a13:ScanProperties>
<a5:ArrayList id="ref-199" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-281"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a13:ScanProcedure id="ref-200" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-297"/>
<methodDescription id="ref-298">MST    T1TFE 9.3       5.4    20  </methodDescription>
<name id="ref-299">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-300"/>
<lastModifiedTimeUtc id="ref-301">2012-08-15 06:59:10.467</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-302">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-201" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-303"/>
<htmlDataBuffer href="#ref-303"/>
</a3:HtmlItemDescription>
<a13:ScanProperties id="ref-202" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-304"/>
</a13:ScanProperties>
<a5:ArrayList id="ref-203" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-281"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a13:ScanProcedure id="ref-204" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-305"/>
<methodDescription href="#ref-12"/>
<name id="ref-306">WIP DWIBS 3 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-307">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-205" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-308"/>
<htmlDataBuffer href="#ref-308"/>
</a3:HtmlItemDescription>
<a13:ScanProperties id="ref-206" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-309"/>
</a13:ScanProperties>
<a13:ScanProcedure id="ref-207" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-310"/>
<methodDescription href="#ref-12"/>
<name id="ref-311">mFFE</name>
<anatomicRegion href="#ref-12"/>
<anatomicalRegion href="#ref-12"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-312"/>
<lastModifiedTimeUtc id="ref-313">2/3/2014 11:23:02 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-314">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-208" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-315"/>
<htmlDataBuffer href="#ref-315"/>
</a3:HtmlItemDescription>
<a13:ScanProperties id="ref-209" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-316"/>
</a13:ScanProperties>
<a13:ScanProcedure id="ref-210" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-317"/>
<methodDescription href="#ref-12"/>
<name id="ref-318">T2W_TSE</name>
<anatomicRegion href="#ref-12"/>
<anatomicalRegion href="#ref-12"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-319"/>
<lastModifiedTimeUtc id="ref-320">2/12/2014 9:44:46 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-321">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-211" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-322"/>
<htmlDataBuffer href="#ref-322"/>
</a3:HtmlItemDescription>
<a13:ScanProperties id="ref-212" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-323"/>
</a13:ScanProperties>
<a13:ScanProcedure id="ref-213" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-324"/>
<methodDescription href="#ref-12"/>
<name id="ref-325">T2W_TSE</name>
<anatomicRegion href="#ref-12"/>
<anatomicalRegion href="#ref-12"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-326"/>
<lastModifiedTimeUtc id="ref-327">2/12/2014 9:44:46 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-328">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13: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-329"/>
<htmlDataBuffer href="#ref-329"/>
</a3:HtmlItemDescription>
<a13:ScanProperties id="ref-215" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-330"/>
</a13:ScanProperties>
<a13:ScanProcedure id="ref-216" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-331"/>
<methodDescription href="#ref-12"/>
<name id="ref-332">T2W_DRIVE_3D_100mm</name>
<anatomicRegion href="#ref-12"/>
<anatomicalRegion href="#ref-12"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-333"/>
<lastModifiedTimeUtc id="ref-334">2/3/2014 11:23:48 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-335">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13: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-336"/>
<htmlDataBuffer href="#ref-336"/>
</a3:HtmlItemDescription>
<a13:ScanProperties id="ref-218" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-337"/>
</a13:ScanProperties>
<a13:ScanProcedure id="ref-219" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-338"/>
<methodDescription href="#ref-12"/>
<name id="ref-339">T1W_TSE</name>
<anatomicRegion href="#ref-12"/>
<anatomicalRegion href="#ref-12"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-340"/>
<lastModifiedTimeUtc id="ref-341">2/12/2014 8:14:45 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-342">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-220" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-343"/>
<htmlDataBuffer href="#ref-343"/>
</a3:HtmlItemDescription>
<a13:ScanProperties id="ref-221" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-344"/>
</a13:ScanProperties>
<a13:ScanProcedure id="ref-222" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-345"/>
<methodDescription href="#ref-12"/>
<name id="ref-346">WIP DWIBS 2.5 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-347">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-223" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-348"/>
<htmlDataBuffer href="#ref-348"/>
</a3:HtmlItemDescription>
<a13:ScanProperties id="ref-224" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-349"/>
</a13:ScanProperties>
<SOAP-ENC:Array id="ref-225" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-92"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-226" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-81"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-227" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-77"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-228" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-80"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-229" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-90"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-230" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-89"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-231" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-87"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-232" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-84"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-233" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-82"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-234" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-79"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-235" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-91"/>
<item href="#ref-93"/>
<item href="#ref-83"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-236" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-78"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-237" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-86"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-238" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-88"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-239" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-85"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-240" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-76"/>
</SOAP-ENC:Array>
<a5:ArrayList id="ref-241" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-350"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-242" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-351"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-243" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-352"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-244" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-353"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-245" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-354"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-246" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-355"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-247" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-356"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-248" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-357"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-249" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-358"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-250" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-359"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-251" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-360"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-252" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-361"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-253" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-362"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-254" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-363"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-255" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-364"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-256" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-365"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-257" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-366"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<SOAP-ENC:Array id="ref-260" SOAP-ENC:arrayType="a11:ViewArea[2]" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<item href="#ref-367"/>
<item href="#ref-368"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-261" 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-262" SOAP-ENC:arrayType="xsd:string[5]">
<item id="ref-369">ORIGINAL</item>
<item id="ref-370">PRIMARY</item>
<item id="ref-371">M_FFE</item>
<item id="ref-372">M</item>
<item id="ref-373">FFE</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-264" SOAP-ENC:arrayType="xsd:string[1]">
<item id="ref-374">s</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-265" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAAHxGlkQAAAAAAAAAAAAAAAAJAGwAaW5kZXguaHRtU0RXAIwAAAAACADkfIJaY2RgaRFhYGBQYYAAByBmZAIzWRWAhAKQzcgK4YsCiUnd7tPMj762un+0rhGkjonBh4EZJCsgwfCfUR5DL4OACEScESIuhEOtIpANAFVUDQAHjBFWU4wRVlOMEVZTUEsBAhcLCgAAAAAAfEaWRAAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACMAAAAVVQFAAeMEVZTUEsFBgAAAAABAAEASAAAAJMAAAAAAA==</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-266" SOAP-ENC:arrayType="xsd:unsignedInt[0]">
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-268" SOAP-ENC:arrayType="a12:ProtocolStation[1]" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<item href="#ref-375"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-270" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAADdFlkQAAAAAAAAAAAAAAAAJAGwAaW5kZXguaHRtU0RXAIwAAAAACADkfIJaY2RgaRFhYGBQYYAAByBmZAIzWRWAhAKQzcgK4YsCiUnd7tPMj762un+0rhGkjonBh4EZJCsgwfCfUR5DL4OACEScESIuhEOtIpANAFVUDQAHKg9WUyoPVlMqD1ZTUEsBAhcLCgAAAAAAN0WWRAAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACMAAAAVVQFAAcqD1ZTUEsFBgAAAAABAAEASAAAAJMAAAAAAA==</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-271" SOAP-ENC:arrayType="xsd:unsignedInt[0]">
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-273" SOAP-ENC:arrayType="a12:ProtocolStation[1]" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<item href="#ref-376"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-275" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAADJFlkQAAAAAAAAAAAAAAAAJAGwAaW5kZXguaHRtU0RXAIwAAAAACADkfIJaY2RgaRFhYGBQYYAAByBmZAIzWRWAhAKQzcgK4YsCiUnd7tPMj762un+0rhGkjonBh4EZJCsgwfCfUR5DL4OACEScESIuhEOtIpANAFVUDQAHIA9WUyAPVlMgD1ZTUEsBAhcLCgAAAAAAMkWWRAAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACMAAAAVVQFAAcgD1ZTUEsFBgAAAAABAAEASAAAAJMAAAAAAA==</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-276" SOAP-ENC:arrayType="xsd:unsignedInt[0]">
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-278" SOAP-ENC:arrayType="a12:ProtocolStation[1]" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<item href="#ref-377"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-280" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAADRFlkQAAAAAAAAAAAAAAAAJAGwAaW5kZXguaHRtU0RXAIwAAAAACADkfIJaY2RgaRFhYGBQYYAAByBmZAIzWRWAhAKQzcgK4YsCiUnd7tPMj762un+0rhGkjonBh4EZJCsgwfCfUR5DL4OACEScESIuhEOtIpANAFVUDQAHJA9WUyQPVlMkD1ZTUEsBAhcLCgAAAAAANEWWRAAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACMAAAAVVQFAAckD1ZTUEsFBgAAAAABAAEASAAAAJMAAAAAAA==</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-285" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-378">Spine</item>
<item id="ref-379">Cervical</item>
<item id="ref-380">MultiVane</item>
<item id="ref-381">T2W_MV_XD_sag.Protocol</item>
</SOAP-ENC:Array>
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<a13:ScanProcedureConfig id="ref-289" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
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<SOAP-ENC:Array id="ref-292" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-387">Spine</item>
<item id="ref-388">Cervical</item>
<item id="ref-389">Sagittal</item>
<item id="ref-390">T2W_mDixon_TSE.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-295" 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</SOAP-ENC:Array>
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</a13:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-300" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-396">Spine</item>
<item id="ref-397">Cervical</item>
<item id="ref-398">SURVEY.Protocol</item>
</SOAP-ENC:Array>
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<a13:ScanProcedureConfig id="ref-304" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-399"/>
<allowedGradientChains href="#ref-400"/>
<swOptions href="#ref-401"/>
<hwOptions href="#ref-402"/>
<coilOptions href="#ref-403"/>
</a13:ScanProcedureConfig>
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<a13:ScanProcedureConfig id="ref-309" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
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</a13:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-312" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-409">Spine</item>
<item id="ref-410">Cervical</item>
<item id="ref-411">Transverse</item>
<item id="ref-412">mFFE.Protocol</item>
</SOAP-ENC:Array>
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</SOAP-ENC:Array>
<a13:ScanProcedureConfig id="ref-316" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
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</a13:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-319" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-418">Spine</item>
<item id="ref-419">Cervical</item>
<item id="ref-420">Sagittal</item>
<item id="ref-421">T2W_TSE.Protocol</item>
</SOAP-ENC:Array>
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</SOAP-ENC:Array>
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</a13:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-326" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-427">Spine</item>
<item id="ref-428">Cervical</item>
<item id="ref-429">Sagittal</item>
<item id="ref-430">T2W_TSE.Protocol</item>
</SOAP-ENC:Array>
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</SOAP-ENC:Array>
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</a13:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-333" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-436">Spine</item>
<item id="ref-437">Cervical</item>
<item id="ref-438">Transverse</item>
<item id="ref-439">T2W_DRIVE_3D_100mm.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-340" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-445">Spine</item>
<item id="ref-446">Cervical</item>
<item id="ref-447">Sagittal</item>
<item id="ref-448">T1W_TSE.Protocol</item>
</SOAP-ENC:Array>
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</SOAP-ENC:Array>
<a13:ScanProcedureConfig id="ref-344" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
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</a13:ScanProcedureConfig>
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<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a13:DynamicStepProperties>
<a13:DynamicStepProperties id="ref-543" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="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>
</a13:DynamicStepProperties>
<a10:SingleScan id="ref-544" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-572"/>
<scanProcedure href="#ref-573"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-574"/>
<geometryName href="#ref-24"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-575"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a13:DynamicStepProperties id="ref-545" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>2</dynamicCount>
<firstDynamic>1</firstDynamic>
</a13:DynamicStepProperties>
<a10:SingleScan id="ref-546" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-576"/>
<scanProcedure href="#ref-577"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-578"/>
<geometryName href="#ref-12"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-579"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a13:DynamicStepProperties id="ref-547" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="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>
</a13:DynamicStepProperties>
<a13:DynamicStepProperties id="ref-548" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="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>
</a13:DynamicStepProperties>
<a10:SingleScan id="ref-549" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-580"/>
<scanProcedure href="#ref-581"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-582"/>
<geometryName href="#ref-12"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-583"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a13:DynamicStepProperties id="ref-550" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="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>
</a13:DynamicStepProperties>
<a10:SingleScan id="ref-551" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-584"/>
<scanProcedure href="#ref-585"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-586"/>
<geometryName href="#ref-12"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-587"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a13:DynamicStepProperties id="ref-552" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="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>
</a13:DynamicStepProperties>
<a13:DynamicStepProperties id="ref-553" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="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>
</a13:DynamicStepProperties>
<a13:DynamicStepProperties id="ref-554" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="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>
</a13:DynamicStepProperties>
<a13:DynamicStepProperties id="ref-555" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="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>
</a13:DynamicStepProperties>
<a13:DynamicStepProperties id="ref-556" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="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>
</a13:DynamicStepProperties>
<a13:DynamicStepProperties id="ref-557" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="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>
</a13:DynamicStepProperties>
<a13:DynamicStepProperties id="ref-558" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="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>
</a13:DynamicStepProperties>
<a13:DynamicStepProperties id="ref-559" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="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>
</a13:DynamicStepProperties>
<a13:DynamicStepProperties id="ref-560" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="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>
</a13:DynamicStepProperties>
<a10:SingleScan id="ref-561" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-588"/>
<scanProcedure href="#ref-589"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-590"/>
<geometryName href="#ref-12"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-591"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a13:DynamicStepProperties id="ref-562" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="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>
</a13:DynamicStepProperties>
<a10:SingleScan id="ref-563" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-592"/>
<scanProcedure href="#ref-593"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-594"/>
<geometryName href="#ref-12"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-595"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a13:DynamicStepProperties id="ref-564" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="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>
</a13:DynamicStepProperties>
<SOAP-ENC:Array id="ref-565" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.9375</item>
<item>0.9375</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-566" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.9375</item>
<item>0.9375</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-567" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.9375</item>
<item>0.9375</item>
</SOAP-ENC:Array>
<a5:ArrayList id="ref-568" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-281"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a13:ScanProcedure id="ref-569" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-596"/>
<methodDescription href="#ref-12"/>
<name id="ref-597">CoilSurveyScan</name>
<anatomicRegion href="#ref-12"/>
<anatomicalRegion href="#ref-12"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-598"/>
<lastModifiedTimeUtc id="ref-599">6/1/2013 7:57:21 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-600">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-570" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-601"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a13:ScanProperties id="ref-571" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-602"/>
</a13:ScanProperties>
<a5:ArrayList id="ref-572" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-281"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a13:ScanProcedure id="ref-573" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-603"/>
<methodDescription href="#ref-12"/>
<name id="ref-604">B1_calibration</name>
<anatomicRegion href="#ref-12"/>
<anatomicalRegion href="#ref-12"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-605"/>
<lastModifiedTimeUtc id="ref-606">5/30/2013 7:52:41 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-607">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-574" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-608"/>
<htmlDataBuffer href="#ref-608"/>
</a3:HtmlItemDescription>
<a13:ScanProperties id="ref-575" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-609"/>
</a13:ScanProperties>
<a5:ArrayList id="ref-576" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-281"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a13:ScanProcedure id="ref-577" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-610"/>
<methodDescription href="#ref-12"/>
<name id="ref-611">CoilSurveyScan</name>
<anatomicRegion href="#ref-12"/>
<anatomicalRegion href="#ref-12"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-612"/>
<lastModifiedTimeUtc id="ref-613">6/1/2013 7:57:21 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-614">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-578" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-615"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a13:ScanProperties id="ref-579" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-616"/>
</a13:ScanProperties>
<a5:ArrayList id="ref-580" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-281"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a13:ScanProcedure id="ref-581" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-617"/>
<methodDescription href="#ref-12"/>
<name id="ref-618">CoilSurveyScan</name>
<anatomicRegion href="#ref-12"/>
<anatomicalRegion href="#ref-12"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-619"/>
<lastModifiedTimeUtc id="ref-620">6/1/2013 7:57:21 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-621">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-582" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-622"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a13:ScanProperties id="ref-583" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-623"/>
</a13:ScanProperties>
<a5:ArrayList id="ref-584" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-281"/>
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<a13:ScanProcedure id="ref-585" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-624"/>
<methodDescription href="#ref-12"/>
<name id="ref-625">SenseRefScan</name>
<anatomicRegion href="#ref-12"/>
<anatomicalRegion href="#ref-12"/>
<AnatomyChanged xsi:null="1"/>
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<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-626"/>
<lastModifiedTimeUtc id="ref-627">6/1/2013 7:58:46 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-628">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
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<dataBuffer href="#ref-629"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
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<a13:ScanProperties id="ref-587" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
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<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-630"/>
</a13:ScanProperties>
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<_items href="#ref-281"/>
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<a13:ScanProcedure id="ref-589" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-631"/>
<methodDescription href="#ref-12"/>
<name id="ref-632">CoilSurveyScan</name>
<anatomicRegion href="#ref-12"/>
<anatomicalRegion href="#ref-12"/>
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<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-633"/>
<lastModifiedTimeUtc id="ref-634">6/1/2013 7:57:21 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-635">unpaired</laterality>
<NameChanged xsi:null="1"/>
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<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-590" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-636"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a13:ScanProperties id="ref-591" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-637"/>
</a13:ScanProperties>
<a5:ArrayList id="ref-592" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-281"/>
<_size>0</_size>
<_version>0</_version>
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<a13:ScanProcedure id="ref-593" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-638"/>
<methodDescription href="#ref-12"/>
<name id="ref-639">SenseRefScan</name>
<anatomicRegion href="#ref-12"/>
<anatomicalRegion href="#ref-12"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-640"/>
<lastModifiedTimeUtc id="ref-641">6/1/2013 7:58:46 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-642">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-594" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-643"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a13:ScanProperties id="ref-595" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-644"/>
</a13:ScanProperties>
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<SOAP-ENC:Array id="ref-598" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-645">PreScans</item>
<item id="ref-646">PreScans</item>
<item id="ref-647">CoilSurveyScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-601" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<a13:ScanProcedureConfig id="ref-602" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-648"/>
<allowedGradientChains href="#ref-649"/>
<swOptions href="#ref-650"/>
<hwOptions href="#ref-651"/>
<coilOptions href="#ref-652"/>
</a13:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-605" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-653">Calibrations</item>
<item id="ref-654">Calibrations</item>
<item id="ref-655">B1_calibration.Protocol</item>
</SOAP-ENC:Array>
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<a13:ScanProcedureConfig id="ref-609" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-656"/>
<allowedGradientChains href="#ref-657"/>
<swOptions href="#ref-658"/>
<hwOptions href="#ref-659"/>
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<SOAP-ENC:Array id="ref-612" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-661">PreScans</item>
<item id="ref-662">PreScans</item>
<item id="ref-663">CoilSurveyScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-615" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<a13:ScanProcedureConfig id="ref-616" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-664"/>
<allowedGradientChains href="#ref-665"/>
<swOptions href="#ref-666"/>
<hwOptions href="#ref-667"/>
<coilOptions href="#ref-668"/>
</a13:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-619" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-669">PreScans</item>
<item id="ref-670">PreScans</item>
<item id="ref-671">CoilSurveyScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-622" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<a13:ScanProcedureConfig id="ref-623" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-672"/>
<allowedGradientChains href="#ref-673"/>
<swOptions href="#ref-674"/>
<hwOptions href="#ref-675"/>
<coilOptions href="#ref-676"/>
</a13:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-626" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-677">PreScans</item>
<item id="ref-678">PreScans</item>
<item id="ref-679">SenseRefScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-629" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<a13:ScanProcedureConfig id="ref-630" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-680"/>
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<swOptions href="#ref-682"/>
<hwOptions href="#ref-683"/>
<coilOptions href="#ref-684"/>
</a13:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-633" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-685">PreScans</item>
<item id="ref-686">PreScans</item>
<item id="ref-687">CoilSurveyScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-636" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<a13:ScanProcedureConfig id="ref-637" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-688"/>
<allowedGradientChains href="#ref-689"/>
<swOptions href="#ref-690"/>
<hwOptions href="#ref-691"/>
<coilOptions href="#ref-692"/>
</a13:ScanProcedureConfig>
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