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<a10:DynamicStepProperties id="ref-90" 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>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a10:DynamicStepProperties>
<a9:SingleScan id="ref-91" 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-109"/>
<scanProcedure href="#ref-114"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-115"/>
<geometryName href="#ref-112"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-116"/>
<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>
<a10:DynamicStepProperties id="ref-92" 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>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a10:DynamicStepProperties>
<a9:SingleScan id="ref-93" 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-117"/>
<scanProcedure href="#ref-118"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-119"/>
<geometryName id="ref-120">Tra</geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-121"/>
<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>
<a10:DynamicStepProperties id="ref-94" 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>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a10:DynamicStepProperties>
<a9:SingleScan id="ref-95" 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-122"/>
<scanProcedure href="#ref-123"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-124"/>
<geometryName href="#ref-106"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-125"/>
<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>
<a10:DynamicStepProperties id="ref-96" 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>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a10:DynamicStepProperties>
<a9:SingleScan id="ref-97" 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-126"/>
<scanProcedure href="#ref-127"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-128"/>
<geometryName id="ref-129">Sag</geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-130"/>
<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>
<a10:DynamicStepProperties id="ref-98" 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>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a10:DynamicStepProperties>
<a9:SingleScan id="ref-99" 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-131"/>
<scanProcedure href="#ref-132"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-133"/>
<geometryName href="#ref-23"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-134"/>
<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>
<a10:DynamicStepProperties id="ref-100" 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>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a10:DynamicStepProperties>
<a9:SingleScan id="ref-101" 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-126"/>
<scanProcedure href="#ref-135"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-136"/>
<geometryName href="#ref-129"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-137"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a9:SingleScan>
<a10:DynamicStepProperties id="ref-102" 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>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a10:DynamicStepProperties>
<a7:ArrayList id="ref-103" 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-104" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-139"/>
<methodDescription href="#ref-106"/>
<name id="ref-140">Survey</name>
<anatomicRegion href="#ref-106"/>
<anatomicalRegion href="#ref-106"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-141"/>
<lastModifiedTimeUtc id="ref-142">8/22/2017 10:14:19 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-143">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a10:ScanProcedure>
<a3:HtmlItemDescription id="ref-105" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-144"/>
<htmlDataBuffer href="#ref-144"/>
</a3:HtmlItemDescription>
<a10:ScanProperties id="ref-107" 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-145"/>
<approvedFeatureSpecificOptions href="#ref-146"/>
<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-147"/>
</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-148"/>
<methodDescription href="#ref-106"/>
<name id="ref-149">S_FLAIR_LongTR_SPIR</name>
<anatomicRegion href="#ref-106"/>
<anatomicalRegion href="#ref-106"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-150"/>
<lastModifiedTimeUtc id="ref-151">6/1/2017 8:36:33 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-152">unpaired</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-153"/>
<htmlDataBuffer href="#ref-153"/>
</a3:HtmlItemDescription>
<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-154"/>
<approvedFeatureSpecificOptions href="#ref-155"/>
<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-156"/>
</a10:ScanProperties>
<a10:ScanProcedure id="ref-114" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-157"/>
<methodDescription href="#ref-106"/>
<name id="ref-158">S_T2W_FFE</name>
<anatomicRegion href="#ref-106"/>
<anatomicalRegion href="#ref-106"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-159"/>
<lastModifiedTimeUtc id="ref-160">7/27/2017 10:20:15 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-161">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a10:ScanProcedure>
<a3:HtmlItemDescription id="ref-115" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-162"/>
<htmlDataBuffer href="#ref-162"/>
</a3:HtmlItemDescription>
<a10:ScanProperties id="ref-116" 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-163"/>
<approvedFeatureSpecificOptions href="#ref-164"/>
<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-165"/>
</a10:ScanProperties>
<a7:ArrayList id="ref-117" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-166"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a10:ScanProcedure id="ref-118" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-167"/>
<methodDescription href="#ref-106"/>
<name id="ref-168">DWI_og</name>
<anatomicRegion href="#ref-106"/>
<anatomicalRegion href="#ref-106"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-169"/>
<lastModifiedTimeUtc id="ref-170">7/27/2017 10:20:28 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-171">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a10:ScanProcedure>
<a3:HtmlItemDescription id="ref-119" 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>
<a10:ScanProperties id="ref-121" 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-173"/>
<approvedFeatureSpecificOptions 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-122" 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-123" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-176"/>
<methodDescription href="#ref-106"/>
<name id="ref-177">----Optional-----</name>
<anatomicRegion href="#ref-106"/>
<anatomicalRegion href="#ref-106"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-178"/>
<lastModifiedTimeUtc id="ref-179">8/22/2017 10:14:19 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-180">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a10:ScanProcedure>
<a3:HtmlItemDescription id="ref-124" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-181"/>
<htmlDataBuffer href="#ref-181"/>
</a3:HtmlItemDescription>
<a10:ScanProperties id="ref-125" 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-182"/>
<approvedFeatureSpecificOptions href="#ref-183"/>
<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-184"/>
</a10:ScanProperties>
<a7:ArrayList id="ref-126" 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-127" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-185"/>
<methodDescription href="#ref-106"/>
<name id="ref-186">S_3D_Brain_VIEW_FLAIR</name>
<anatomicRegion href="#ref-106"/>
<anatomicalRegion href="#ref-106"/>
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<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-187"/>
<lastModifiedTimeUtc id="ref-188">7/19/2017 9:41:50 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-189">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a10:ScanProcedure>
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<dataBuffer href="#ref-190"/>
<htmlDataBuffer href="#ref-190"/>
</a3:HtmlItemDescription>
<a10:ScanProperties id="ref-130" 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-191"/>
<approvedFeatureSpecificOptions href="#ref-192"/>
<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-193"/>
</a10:ScanProperties>
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<_items href="#ref-194"/>
<_size>0</_size>
<_version>0</_version>
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<a10:ScanProcedure id="ref-132" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-195"/>
<methodDescription href="#ref-106"/>
<name id="ref-196">SWIp</name>
<anatomicRegion href="#ref-106"/>
<anatomicalRegion href="#ref-106"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-197"/>
<lastModifiedTimeUtc id="ref-198">6/1/2017 8:36:40 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-199">unpaired</laterality>
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<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a10:ScanProcedure>
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<dataBuffer href="#ref-200"/>
<htmlDataBuffer href="#ref-200"/>
</a3:HtmlItemDescription>
<a10:ScanProperties id="ref-134" 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-201"/>
<approvedFeatureSpecificOptions href="#ref-202"/>
<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-203"/>
</a10:ScanProperties>
<a10:ScanProcedure id="ref-135" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-204"/>
<methodDescription href="#ref-106"/>
<name id="ref-205">S_T1W_3D_TFE</name>
<anatomicRegion href="#ref-106"/>
<anatomicalRegion href="#ref-106"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-206"/>
<lastModifiedTimeUtc id="ref-207">6/15/2017 11:43:36 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-208">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a10:ScanProcedure>
<a3:HtmlItemDescription id="ref-136" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-209"/>
<htmlDataBuffer href="#ref-209"/>
</a3:HtmlItemDescription>
<a10:ScanProperties id="ref-137" 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-210"/>
<approvedFeatureSpecificOptions href="#ref-211"/>
<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-212"/>
</a10:ScanProperties>
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<SOAP-ENC:Array id="ref-141" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-213">Head</item>
<item id="ref-214">Brain</item>
<item id="ref-215">Survey</item>
<item id="ref-216">Survey.Protocol</item>
</SOAP-ENC:Array>
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</SOAP-ENC:Array>
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<item id="ref-225">FLAIR_LongTR_SPIR.Protocol</item>
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<SOAP-ENC:Array id="ref-159" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-231">Head</item>
<item id="ref-232">Brain</item>
<item id="ref-233">T2_weighted</item>
<item id="ref-234">T2W_FFE.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-169" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-240">Head</item>
<item id="ref-241">Brain</item>
<item id="ref-242">Diffusion</item>
<item id="ref-243">DWI_og.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-173" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-174" SOAP-ENC:arrayType="a6:Option[0]" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">
</SOAP-ENC:Array>
<a10:ScanProcedureConfig id="ref-175" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-244"/>
<allowedGradientChains href="#ref-245"/>
<swOptions href="#ref-246"/>
<hwOptions href="#ref-247"/>
<coilOptions href="#ref-248"/>
</a10:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-178" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-249">Head</item>
<item id="ref-250">Brain</item>
<item id="ref-251">Survey</item>
<item id="ref-252">Survey.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-187" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-258">Head</item>
<item id="ref-259">Brain</item>
<item id="ref-260">Flair</item>
<item id="ref-261">3D_Brain_VIEW_FLAIR_SHC.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-190" 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<SOAP-ENC:Array id="ref-197" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-267">Head</item>
<item id="ref-268">Brain</item>
<item id="ref-269">Other_weightings</item>
<item id="ref-270">SWIp.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-206" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-276">Head</item>
<item id="ref-277">Brain</item>
<item id="ref-278">T1_weighted</item>
<item id="ref-279">sT1W_3D_TFE.Protocol</item>
</SOAP-ENC:Array>
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