<SOAP-ENV:Envelope xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:SOAP-ENC="http://schemas.xmlsoap.org/soap/encoding/" xmlns:SOAP-ENV="http://schemas.xmlsoap.org/soap/envelope/" xmlns:clr="http://schemas.microsoft.com/soap/encoding/clr/1.0" SOAP-ENV:encodingStyle="http://schemas.xmlsoap.org/soap/encoding/">
<SOAP-ENV:Body>
<a1:ExamCard id="ref-1" xmlns:a1="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel_cs">
<name id="ref-7">Brachy Cervix</name>
<instrumentList href="#ref-8"/>
<data href="#ref-9"/>
<description href="#ref-10"/>
<patientOrientation xsi:type="a4:PatientPosition" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ScannerContext/philips.pmsmr.platform.scannercontext.wrapper_mcp">PatientPos_FFS</patientOrientation>
<dockingMode xsi:type="a4:DockMode" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ScannerContext/philips.pmsmr.platform.scannercontext.wrapper_mcp">DockingMode_Front</dockingMode>
<anatomicRegion id="ref-11">SRT.T-D6000.Pelvis</anatomicRegion>
<anatomy id="ref-12"></anatomy>
<laterality id="ref-13">Mixed</laterality>
<reviewRequired href="#ref-14"/>
<namedGeometries href="#ref-15"/>
<heartRate>60</heartRate>
<autoFillInHeartRate>false</autoFillInHeartRate>
<mainSystemType xsi:type="a7:MainSysType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWASW_MST_WA15</mainSystemType>
<configuration href="#ref-16"/>
<version href="#ref-17"/>
<alignOverlap>30</alignOverlap>
<pushToWorkStation>false</pushToWorkStation>
</a1:ExamCard>
<a1:ECInstrumentList id="ref-8" xmlns:a1="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel_cs">
<list href="#ref-18"/>
</a1:ECInstrumentList>
<a2:ExamCardData id="ref-9" xmlns:a2="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel.datamodel_cs">
<tableUsage id="ref-20">UseTable</tableUsage>
<processingStepManagerData href="#ref-21"/>
<geoLinkPropagation>false</geoLinkPropagation>
</a2:ExamCardData>
<a3:HtmlItemDescription id="ref-10" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-22"/>
<htmlDataBuffer href="#ref-22"/>
</a3:HtmlItemDescription>
<a5:ArrayList id="ref-14" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-23"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<SOAP-ENC:Array id="ref-15" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-24">sag</item>
<item id="ref-25">tra1</item>
<item href="#ref-25"/>
</SOAP-ENC:Array>
<a1:ExamCardConfig id="ref-16" xmlns:a1="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel_cs">
<allowedMainSystemTypes xsi:type="xsd:anyType" xsi:null="1"/>
<allowedGradientChains xsi:type="xsd:anyType" xsi:null="1"/>
<swOptions xsi:type="xsd:anyType" xsi:null="1"/>
<hwOptions xsi:type="xsd:anyType" xsi:null="1"/>
<coilOptions xsi:type="xsd:anyType" xsi:null="1"/>
</a1:ExamCardConfig>
<a1:ExamCardsVersion id="ref-17" xmlns:a1="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel_cs">
<swVersion id="ref-26">5.1.7.3</swVersion>
<modelVersion id="ref-27">5.1</modelVersion>
<methodsVersion id="ref-28">31.1</methodsVersion>
</a1:ExamCardsVersion>
<a5:ArrayList id="ref-18" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-29"/>
<_size>4</_size>
<_version>4</_version>
</a5:ArrayList>
<a8:RelationshipManagerData id="ref-21" xmlns:a8="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform.datamodel_cs">
<outputsToInputsRelations href="#ref-30"/>
<inputsToOutputsRelations href="#ref-31"/>
</a8:RelationshipManagerData>
<SOAP-ENC:Array id="ref-22" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAADh0CUMAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACAA0ZbsAY2RgaRFhYGAwYIAAHyBmZAUzWUWBRHTo3kf3GSNeaGgsD/jEjFuOkYmBgQmomxkkKyDB8J9RngEkBlKrACQUQGwBEYg4I0RcCIdaRSAbAFVUDQAHvO8EUrzvBFK87wRSUEsBAhcLCgAAAAAAOHQJQwAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAe87wRSUEsFBgAAAAABAAEASAAAAJYAAAAAAA==</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-23" SOAP-ENC:arrayType="xsd:anyType[4]">
<item xsi:type="a9:ConfirmReviewType" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel.interfaces_cs">
<packageName id="ref-33">MobiView</packageName>
<reviewType id="ref-34">UserDefined</reviewType>
</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-29" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-35"/>
<item href="#ref-36"/>
<item href="#ref-37"/>
<item href="#ref-38"/>
</SOAP-ENC:Array>
<a5:Hashtable id="ref-30" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<LoadFactor>0.72</LoadFactor>
<Version>4</Version>
<Comparer xsi:null="1"/>
<HashCodeProvider xsi:null="1"/>
<HashSize>11</HashSize>
<Keys href="#ref-39"/>
<Values href="#ref-40"/>
</a5:Hashtable>
<a5:Hashtable id="ref-31" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<LoadFactor>0.72</LoadFactor>
<Version>4</Version>
<Comparer xsi:null="1"/>
<HashCodeProvider xsi:null="1"/>
<HashSize>11</HashSize>
<Keys href="#ref-41"/>
<Values href="#ref-42"/>
</a5:Hashtable>
<a1:ECInstrument id="ref-35" xmlns:a1="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel_cs">
<scanSet href="#ref-44"/>
</a1:ECInstrument>
<a1:ECInstrument id="ref-36" xmlns:a1="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel_cs">
<scanSet href="#ref-45"/>
</a1:ECInstrument>
<a1:ECInstrument id="ref-37" xmlns:a1="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel_cs">
<scanSet href="#ref-46"/>
</a1:ECInstrument>
<a1:ECInstrument id="ref-38" xmlns:a1="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel_cs">
<scanSet href="#ref-47"/>
</a1:ECInstrument>
<SOAP-ENC:Array id="ref-39" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-48"/>
<item href="#ref-49"/>
<item href="#ref-50"/>
<item href="#ref-51"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-40" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-52"/>
<item href="#ref-53"/>
<item href="#ref-54"/>
<item href="#ref-55"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-41" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-56"/>
<item href="#ref-57"/>
<item href="#ref-58"/>
<item href="#ref-59"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-42" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-60"/>
<item href="#ref-61"/>
<item href="#ref-62"/>
<item href="#ref-63"/>
</SOAP-ENC:Array>
<a10:ScanSet id="ref-44" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<executionSteps href="#ref-64"/>
</a10:ScanSet>
<a10:ScanSet id="ref-45" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<executionSteps href="#ref-65"/>
</a10:ScanSet>
<a10:ScanSet id="ref-46" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<executionSteps href="#ref-66"/>
</a10:ScanSet>
<a10:ScanSet id="ref-47" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<executionSteps href="#ref-67"/>
</a10:ScanSet>
<a2:OutputDescriptorData id="ref-48" xmlns:a2="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel.datamodel_cs">
<seriesType xsi:type="xsd:anyType" xsi:null="1"/>
<description xsi:type="xsd:anyType" xsi:null="1"/>
<seriesName xsi:type="xsd:anyType" xsi:null="1"/>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<useViewingProcedure>true</useViewingProcedure>
<pushToWorkStation>false</pushToWorkStation>
<isCandidateForTransfer>true</isCandidateForTransfer>
</a2:OutputDescriptorData>
<a2:OutputDescriptorData id="ref-49" xmlns:a2="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel.datamodel_cs">
<seriesType xsi:type="xsd:anyType" xsi:null="1"/>
<description xsi:type="xsd:anyType" xsi:null="1"/>
<seriesName xsi:type="xsd:anyType" xsi:null="1"/>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<useViewingProcedure>true</useViewingProcedure>
<pushToWorkStation>false</pushToWorkStation>
<isCandidateForTransfer>true</isCandidateForTransfer>
</a2:OutputDescriptorData>
<a2:OutputDescriptorData id="ref-50" xmlns:a2="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel.datamodel_cs">
<seriesType xsi:type="xsd:anyType" xsi:null="1"/>
<description xsi:type="xsd:anyType" xsi:null="1"/>
<seriesName xsi:type="xsd:anyType" xsi:null="1"/>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<useViewingProcedure>true</useViewingProcedure>
<pushToWorkStation>false</pushToWorkStation>
<isCandidateForTransfer>true</isCandidateForTransfer>
</a2:OutputDescriptorData>
<a2:OutputDescriptorData id="ref-51" xmlns:a2="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel.datamodel_cs">
<seriesType xsi:type="xsd:anyType" xsi:null="1"/>
<description xsi:type="xsd:anyType" xsi:null="1"/>
<seriesName xsi:type="xsd:anyType" xsi:null="1"/>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<useViewingProcedure>true</useViewingProcedure>
<pushToWorkStation>false</pushToWorkStation>
<isCandidateForTransfer>true</isCandidateForTransfer>
</a2:OutputDescriptorData>
<a5:ArrayList id="ref-52" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-68"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-53" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-69"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-54" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-70"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-55" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-71"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a10:SingleScan id="ref-56" 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-73"/>
<scanProcedure href="#ref-74"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-75"/>
<geometryName href="#ref-25"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-76"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-57" 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-77"/>
<scanProcedure href="#ref-78"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-79"/>
<geometryName href="#ref-12"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-80"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-58" 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-73"/>
<scanProcedure href="#ref-81"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-82"/>
<geometryName href="#ref-25"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-83"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-59" 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-84"/>
<scanProcedure href="#ref-85"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-86"/>
<geometryName href="#ref-24"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-87"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a5:ArrayList id="ref-60" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-88"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-61" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-89"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-62" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-90"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-63" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-91"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a10:ExecutionStepList id="ref-64" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-92"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-65" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-93"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-66" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-94"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-67" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-95"/>
</a10:ExecutionStepList>
<SOAP-ENC:Array id="ref-68" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-58"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-69" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-59"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-70" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-57"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-71" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-56"/>
</SOAP-ENC:Array>
<a5:ArrayList id="ref-73" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-96"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a11:ScanProcedure id="ref-74" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-98"/>
<methodDescription id="ref-99">TRA    TSE   4620      100    90  </methodDescription>
<name id="ref-100">T2w 2D Vinklet 3mm (EXPORT-BRACHY)</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-101"/>
<lastModifiedTimeUtc id="ref-102">2011-05-20 20:25:45.327</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-103">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a11:ScanProcedure>
<a3:HtmlItemDescription id="ref-75" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-104"/>
<htmlDataBuffer href="#ref-104"/>
</a3:HtmlItemDescription>
<a11:ScanProperties id="ref-76" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-105"/>
<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-106"/>
</a11:ScanProperties>
<a5:ArrayList id="ref-77" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-96"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a11:ScanProcedure id="ref-78" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-107"/>
<methodDescription id="ref-108">MST    T1TFE 7.7       4.6    25  </methodDescription>
<name id="ref-109">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-110"/>
<lastModifiedTimeUtc id="ref-111">2011-05-20 20:29:02.337</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-112">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a11:ScanProcedure>
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<SOAP-ENC:Array id="ref-101" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-136">Pelvis</item>
<item id="ref-137">General</item>
<item id="ref-138">T2W_TSE_ax.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-110" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-144">Pelvis</item>
<item id="ref-145">Prostate</item>
<item id="ref-146">SURVEY.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-118" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-152">Pelvis</item>
<item id="ref-153">General</item>
<item id="ref-154">DWIBS.Protocol</item>
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<SOAP-ENC:Array id="ref-126" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-160">Pelvis</item>
<item id="ref-161">Fast</item>
<item id="ref-162">sT2W_TSE_cor.Protocol</item>
</SOAP-ENC:Array>
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