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<_size>1</_size>
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<_size>1</_size>
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<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-233" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-521"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-234" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-522"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-235" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-523"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a10:SingleScan id="ref-236" 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-525"/>
<scanProcedure href="#ref-526"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-527"/>
<geometryName href="#ref-27"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-528"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-529"/>
<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>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-237" 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-530"/>
<scanProcedure href="#ref-531"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-532"/>
<geometryName id="ref-533"></geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-534"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-535"/>
<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>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-238" 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-536"/>
<scanProcedure href="#ref-537"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-538"/>
<geometryName href="#ref-28"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-539"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-540"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
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<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
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<isPreScan>false</isPreScan>
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<isFromPatientDB>false</isFromPatientDB>
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<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-239" 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-536"/>
<scanProcedure href="#ref-541"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-542"/>
<geometryName href="#ref-30"/>
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<viewingProcedure href="#ref-543"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-544"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
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<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
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<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-240" 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-545"/>
<scanProcedure href="#ref-546"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-547"/>
<geometryName href="#ref-25"/>
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<viewingProcedure href="#ref-548"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-549"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
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<isFromPatientDB>false</isFromPatientDB>
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<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-241" 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-550"/>
<scanProcedure href="#ref-551"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-552"/>
<geometryName href="#ref-38"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-553"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-554"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
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<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-242" 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-536"/>
<scanProcedure href="#ref-555"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-556"/>
<geometryName href="#ref-32"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-557"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-558"/>
<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>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-243" 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-536"/>
<scanProcedure href="#ref-559"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-560"/>
<geometryName href="#ref-29"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-561"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-562"/>
<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>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-244" 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-536"/>
<scanProcedure href="#ref-563"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-564"/>
<geometryName href="#ref-33"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-565"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-566"/>
<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>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-245" 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-525"/>
<scanProcedure href="#ref-567"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-568"/>
<geometryName href="#ref-39"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-569"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-570"/>
<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>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-246" 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-525"/>
<scanProcedure href="#ref-571"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-572"/>
<geometryName href="#ref-26"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-573"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-574"/>
<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>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
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<a10:ExecutionStepList id="ref-321" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-668"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-322" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-669"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-323" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-670"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-324" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-671"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-325" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-672"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-326" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-673"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-327" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-674"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-328" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-675"/>
</a10:ExecutionStepList>
<a11:ReconStepProtocol id="ref-330" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.DelayedRecon/philips.pmsmr.examcards.delayedrecon_cs">
<protocolData xsi:type="xsd:anyType" xsi:null="1"/>
<stepType xsi:type="a16:ReconStepType" xmlns:a16="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Methods.PdfInterface/philips.pmsmr.methods.pdfinterface.interfaces_cs">MipMprSeries</stepType>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-533"/>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<reconStepProperties href="#ref-677"/>
</a11:ReconStepProtocol>
<a3:HtmlItemDescription id="ref-331" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-678"/>
<htmlDataBuffer href="#ref-678"/>
</a3:HtmlItemDescription>
<a11:ReconStepProtocol id="ref-333" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.DelayedRecon/philips.pmsmr.examcards.delayedrecon_cs">
<protocolData xsi:type="xsd:anyType" xsi:null="1"/>
<stepType xsi:type="a16:ReconStepType" xmlns:a16="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Methods.PdfInterface/philips.pmsmr.methods.pdfinterface.interfaces_cs">DelayedReconstruction</stepType>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-335"/>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<reconStepProperties href="#ref-679"/>
</a11:ReconStepProtocol>
<a3:HtmlItemDescription id="ref-334" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-680"/>
<htmlDataBuffer href="#ref-680"/>
</a3:HtmlItemDescription>
<a12:ImageAlgebraPackageProtocol id="ref-337" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-681">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-682">1</sourceDV>
<viewAreas href="#ref-683"/>
<rangesLinked href="#ref-684"/>
<windowWidth href="#ref-685"/>
<windowCenter href="#ref-686"/>
<imageType href="#ref-687"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-688">mDIXON-All_BH in phase</outputSeriesName>
<prefixes href="#ref-689"/>
</a12:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-338" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-690"/>
<htmlDataBuffer href="#ref-690"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-340" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-691"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-342" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-692"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-344" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-693"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-346" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-694"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-348" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-695"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-349" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-696"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-350" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-697"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-351" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-698"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a12:ImageAlgebraPackageProtocol id="ref-352" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-699">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-700">1</sourceDV>
<viewAreas href="#ref-701"/>
<rangesLinked href="#ref-702"/>
<windowWidth href="#ref-703"/>
<windowCenter href="#ref-704"/>
<imageType href="#ref-705"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-706">mDIXON-All_BH water</outputSeriesName>
<prefixes href="#ref-707"/>
</a12:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-353" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-708"/>
<htmlDataBuffer href="#ref-708"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-356" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-709"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-357" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-710"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-359" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-711"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a13:VolumeProtocol id="ref-361" xmlns:a13="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-712"/>
<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="a13:ProtocolRenderMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description id="ref-713">Default VolumeProtocol</description>
<isHighRButtonChecked>false</isHighRButtonChecked>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-714"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-715">MRCP_MIP</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a13:VolumeProtocol>
<a3:HtmlItemDescription id="ref-362" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-716"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:ImageAlgebraPackageProtocol id="ref-364" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-717">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-718">1</sourceDV>
<viewAreas href="#ref-719"/>
<rangesLinked href="#ref-720"/>
<windowWidth href="#ref-721"/>
<windowCenter href="#ref-722"/>
<imageType href="#ref-723"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-724">mDIXON-All_BH out phase</outputSeriesName>
<prefixes href="#ref-725"/>
</a12:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-365" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-726"/>
<htmlDataBuffer href="#ref-726"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-368" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-727"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-369" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-728"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-371" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-729"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a12:ImageAlgebraPackageProtocol id="ref-372" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked href="#ref-699"/>
<cumulationTag>536940554</cumulationTag>
<sourceDV href="#ref-700"/>
<viewAreas href="#ref-730"/>
<rangesLinked href="#ref-731"/>
<windowWidth href="#ref-732"/>
<windowCenter href="#ref-733"/>
<imageType href="#ref-734"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-706"/>
<prefixes href="#ref-707"/>
</a12:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-373" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-735"/>
<htmlDataBuffer href="#ref-735"/>
</a3:HtmlItemDescription>
<a12:ImageAlgebraPackageProtocol id="ref-374" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-736">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-737">1</sourceDV>
<viewAreas href="#ref-738"/>
<rangesLinked href="#ref-739"/>
<windowWidth href="#ref-740"/>
<windowCenter href="#ref-741"/>
<imageType href="#ref-742"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-743">mDIXON-All_BH fat</outputSeriesName>
<prefixes href="#ref-744"/>
</a12:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-375" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-745"/>
<htmlDataBuffer href="#ref-745"/>
</a3:HtmlItemDescription>
<a12:ImageAlgebraPackageProtocol id="ref-377" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked href="#ref-717"/>
<cumulationTag>536940554</cumulationTag>
<sourceDV href="#ref-718"/>
<viewAreas href="#ref-746"/>
<rangesLinked href="#ref-747"/>
<windowWidth href="#ref-748"/>
<windowCenter href="#ref-749"/>
<imageType href="#ref-750"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-724"/>
<prefixes href="#ref-725"/>
</a12:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-378" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-751"/>
<htmlDataBuffer href="#ref-751"/>
</a3:HtmlItemDescription>
<a12:ImageAlgebraPackageProtocol id="ref-379" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked href="#ref-699"/>
<cumulationTag>536940554</cumulationTag>
<sourceDV href="#ref-700"/>
<viewAreas href="#ref-752"/>
<rangesLinked href="#ref-753"/>
<windowWidth href="#ref-754"/>
<windowCenter href="#ref-755"/>
<imageType href="#ref-756"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-706"/>
<prefixes href="#ref-707"/>
</a12:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-380" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-757"/>
<htmlDataBuffer href="#ref-757"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-381" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-758"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a11:ReconStepProtocol id="ref-382" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.DelayedRecon/philips.pmsmr.examcards.delayedrecon_cs">
<protocolData xsi:type="xsd:anyType" xsi:null="1"/>
<stepType xsi:type="a16:ReconStepType" xmlns:a16="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Methods.PdfInterface/philips.pmsmr.methods.pdfinterface.interfaces_cs">MipMprSeries</stepType>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-533"/>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<reconStepProperties href="#ref-759"/>
</a11:ReconStepProtocol>
<a3:HtmlItemDescription id="ref-383" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-760"/>
<htmlDataBuffer href="#ref-760"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-385" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-761"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-387" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-762"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-388" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-763"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a12:ImageAlgebraPackageProtocol id="ref-389" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked href="#ref-736"/>
<cumulationTag>536940554</cumulationTag>
<sourceDV href="#ref-737"/>
<viewAreas href="#ref-764"/>
<rangesLinked href="#ref-765"/>
<windowWidth href="#ref-766"/>
<windowCenter href="#ref-767"/>
<imageType href="#ref-768"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-743"/>
<prefixes href="#ref-744"/>
</a12:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-390" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-769"/>
<htmlDataBuffer href="#ref-769"/>
</a3:HtmlItemDescription>
<a14:DiffusionPackageProtocol id="ref-392" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.DiffusionProcessing/philips.pmsmr.viewingprocessing.diffusionprocessing.protocol_cs">
<brainMaskEnabled id="ref-770">Y</brainMaskEnabled>
<BValue>1500</BValue>
<threshold>15</threshold>
<maskDefiningImage href="#ref-771"/>
<thresholdStatus id="ref-772">Y</thresholdStatus>
<outputTypes href="#ref-773"/>
<bValuesToUse href="#ref-774"/>
<seriesIds href="#ref-775"/>
<currentSeriesId id="ref-776">0</currentSeriesId>
<windowWidth href="#ref-777"/>
<windowCenter href="#ref-778"/>
<rescaleSlope href="#ref-779"/>
<rescaleIntercept href="#ref-780"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-781">ADC map</outputSeriesName>
<prefixes href="#ref-782"/>
</a14:DiffusionPackageProtocol>
<a3:HtmlItemDescription id="ref-393" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-783"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-396" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-784"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-398" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-785"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-399" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-786"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a13:VolumeProtocol id="ref-400" xmlns:a13="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-787"/>
<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="a13:ProtocolRenderMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description href="#ref-713"/>
<isHighRButtonChecked>false</isHighRButtonChecked>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-788"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-789">MRCP_MIP</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a13:VolumeProtocol>
<a3:HtmlItemDescription id="ref-401" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-790"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:ImageAlgebraPackageProtocol id="ref-403" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked href="#ref-736"/>
<cumulationTag>536940554</cumulationTag>
<sourceDV href="#ref-737"/>
<viewAreas href="#ref-791"/>
<rangesLinked href="#ref-792"/>
<windowWidth href="#ref-793"/>
<windowCenter href="#ref-794"/>
<imageType href="#ref-795"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-743"/>
<prefixes href="#ref-744"/>
</a12:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-404" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-796"/>
<htmlDataBuffer href="#ref-796"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-405" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-797"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a13:VolumeProtocol id="ref-406" xmlns:a13="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-798"/>
<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="a13:ProtocolRenderMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description href="#ref-713"/>
<isHighRButtonChecked>false</isHighRButtonChecked>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-799"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-800">MRCP_MIP</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a13:VolumeProtocol>
<a3:HtmlItemDescription id="ref-407" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-801"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-409" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-802"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a12:ImageAlgebraPackageProtocol id="ref-410" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked href="#ref-681"/>
<cumulationTag>536940554</cumulationTag>
<sourceDV href="#ref-682"/>
<viewAreas href="#ref-803"/>
<rangesLinked href="#ref-804"/>
<windowWidth href="#ref-805"/>
<windowCenter href="#ref-806"/>
<imageType href="#ref-807"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-688"/>
<prefixes href="#ref-689"/>
</a12:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-411" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-808"/>
<htmlDataBuffer href="#ref-808"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-412" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-809"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-413" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-810"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a12:ImageAlgebraPackageProtocol id="ref-414" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked href="#ref-717"/>
<cumulationTag>536940554</cumulationTag>
<sourceDV href="#ref-718"/>
<viewAreas href="#ref-811"/>
<rangesLinked href="#ref-812"/>
<windowWidth href="#ref-813"/>
<windowCenter href="#ref-814"/>
<imageType href="#ref-815"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-724"/>
<prefixes href="#ref-725"/>
</a12:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-415" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-816"/>
<htmlDataBuffer href="#ref-816"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-416" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-817"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-417" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-818"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a11:ReconStepProtocol id="ref-418" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.DelayedRecon/philips.pmsmr.examcards.delayedrecon_cs">
<protocolData xsi:type="xsd:anyType" xsi:null="1"/>
<stepType xsi:type="a16:ReconStepType" xmlns:a16="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Methods.PdfInterface/philips.pmsmr.methods.pdfinterface.interfaces_cs">MipMprSeries</stepType>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-533"/>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<reconStepProperties href="#ref-819"/>
</a11:ReconStepProtocol>
<a3:HtmlItemDescription id="ref-419" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-820"/>
<htmlDataBuffer href="#ref-820"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-421" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-821"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a12:ImageAlgebraPackageProtocol id="ref-422" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked href="#ref-736"/>
<cumulationTag>536940554</cumulationTag>
<sourceDV href="#ref-737"/>
<viewAreas href="#ref-822"/>
<rangesLinked href="#ref-823"/>
<windowWidth href="#ref-824"/>
<windowCenter href="#ref-825"/>
<imageType href="#ref-826"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-743"/>
<prefixes href="#ref-744"/>
</a12:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-423" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-827"/>
<htmlDataBuffer href="#ref-827"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-424" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-828"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a12:ImageAlgebraPackageProtocol id="ref-425" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked href="#ref-699"/>
<cumulationTag>536940554</cumulationTag>
<sourceDV href="#ref-700"/>
<viewAreas href="#ref-829"/>
<rangesLinked href="#ref-830"/>
<windowWidth href="#ref-831"/>
<windowCenter href="#ref-832"/>
<imageType href="#ref-833"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-706"/>
<prefixes href="#ref-707"/>
</a12:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-426" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-834"/>
<htmlDataBuffer href="#ref-834"/>
</a3:HtmlItemDescription>
<a12:ImageAlgebraPackageProtocol id="ref-427" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked href="#ref-717"/>
<cumulationTag>536940554</cumulationTag>
<sourceDV href="#ref-718"/>
<viewAreas href="#ref-835"/>
<rangesLinked href="#ref-836"/>
<windowWidth href="#ref-837"/>
<windowCenter href="#ref-838"/>
<imageType href="#ref-839"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-724"/>
<prefixes href="#ref-725"/>
</a12:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-428" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-840"/>
<htmlDataBuffer href="#ref-840"/>
</a3:HtmlItemDescription>
<a11:ReconStepProtocol id="ref-429" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.DelayedRecon/philips.pmsmr.examcards.delayedrecon_cs">
<protocolData xsi:type="xsd:anyType" xsi:null="1"/>
<stepType xsi:type="a16:ReconStepType" xmlns:a16="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Methods.PdfInterface/philips.pmsmr.methods.pdfinterface.interfaces_cs">MipMprSeries</stepType>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-533"/>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<reconStepProperties href="#ref-841"/>
</a11:ReconStepProtocol>
<a3:HtmlItemDescription id="ref-430" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-842"/>
<htmlDataBuffer href="#ref-842"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-431" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-843"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a12:ImageAlgebraPackageProtocol id="ref-432" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked href="#ref-681"/>
<cumulationTag>536940554</cumulationTag>
<sourceDV href="#ref-682"/>
<viewAreas href="#ref-844"/>
<rangesLinked href="#ref-845"/>
<windowWidth href="#ref-846"/>
<windowCenter href="#ref-847"/>
<imageType href="#ref-848"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-688"/>
<prefixes href="#ref-689"/>
</a12:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-433" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-849"/>
<htmlDataBuffer href="#ref-849"/>
</a3:HtmlItemDescription>
<a12:ImageAlgebraPackageProtocol id="ref-434" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked href="#ref-681"/>
<cumulationTag>536940554</cumulationTag>
<sourceDV href="#ref-682"/>
<viewAreas href="#ref-850"/>
<rangesLinked href="#ref-851"/>
<windowWidth href="#ref-852"/>
<windowCenter href="#ref-853"/>
<imageType href="#ref-854"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-688"/>
<prefixes href="#ref-689"/>
</a12:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-435" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-855"/>
<htmlDataBuffer href="#ref-855"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-436" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-856"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-437" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-857"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a11:ReconStepProtocol id="ref-438" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.DelayedRecon/philips.pmsmr.examcards.delayedrecon_cs">
<protocolData xsi:type="xsd:anyType" xsi:null="1"/>
<stepType xsi:type="a16:ReconStepType" xmlns:a16="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Methods.PdfInterface/philips.pmsmr.methods.pdfinterface.interfaces_cs">MipMprSeries</stepType>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-533"/>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<reconStepProperties href="#ref-858"/>
</a11:ReconStepProtocol>
<a3:HtmlItemDescription id="ref-439" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-859"/>
<htmlDataBuffer href="#ref-859"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-440" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-860"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a13:VolumeProtocol id="ref-441" xmlns:a13="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-861"/>
<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="a13:ProtocolRenderMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description id="ref-862">Default VolumeProtocol</description>
<isHighRButtonChecked>false</isHighRButtonChecked>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-863"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-864">VMRCP_GraSE 3D_BH</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a13:VolumeProtocol>
<a3:HtmlItemDescription id="ref-442" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-865"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-444" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-866"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-445" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-867"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a11:ReconStepProtocol id="ref-446" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.DelayedRecon/philips.pmsmr.examcards.delayedrecon_cs">
<protocolData xsi:type="xsd:anyType" xsi:null="1"/>
<stepType xsi:type="a16:ReconStepType" xmlns:a16="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Methods.PdfInterface/philips.pmsmr.methods.pdfinterface.interfaces_cs">MipMprSeries</stepType>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-533"/>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<reconStepProperties href="#ref-868"/>
</a11:ReconStepProtocol>
<a3:HtmlItemDescription id="ref-447" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-869"/>
<htmlDataBuffer href="#ref-869"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-449" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-870"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-450" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-871"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<SOAP-ENC:Array id="ref-451" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-162"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-452" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-127"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-453" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-237"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-454" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-101"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-455" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-238"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-456" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-156"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-457" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-114"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-458" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-159"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-459" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-144"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-460" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-102"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-461" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-123"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-462" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-245"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-463" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-101"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-464" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-113"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-465" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-241"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-466" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-135"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-467" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-94"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-468" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-101"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-469" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-118"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-470" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-148"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-471" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-129"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-472" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-140"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-473" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-116"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-474" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-152"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-475" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-116"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-476" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-252"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-477" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-251"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-478" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-239"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-479" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-117"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-480" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-154"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-481" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-250"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-482" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-124"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-483" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-131"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-484" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-101"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-485" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-104"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-486" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-91"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-487" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-106"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-488" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-240"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-489" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-111"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-490" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-158"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-491" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-243"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-492" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-152"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-493" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-151"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-494" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-162"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-495" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-112"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-496" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-140"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-497" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-146"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-498" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-147"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-499" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-116"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-500" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-90"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-501" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-249"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-502" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-236"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-503" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-130"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-504" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-133"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-505" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-140"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-506" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-93"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-507" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-152"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-508" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-140"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-509" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-94"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-510" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-107"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-511" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-116"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-512" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-152"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-513" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-247"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-514" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-150"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-515" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-158"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-516" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-244"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-517" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-155"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-518" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-138"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-519" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-242"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-520" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-155"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-521" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-142"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-522" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-246"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-523" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-248"/>
</SOAP-ENC:Array>
<a8:ArrayList id="ref-525" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-872"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a15:ScanProcedure id="ref-526" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-874"/>
<methodDescription href="#ref-533"/>
<name id="ref-875">cs T2W_SSh_Tra RT</name>
<anatomicRegion href="#ref-533"/>
<anatomicalRegion href="#ref-533"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-876"/>
<lastModifiedTimeUtc id="ref-877">4/12/2016 3:36:56 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-878">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-527" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-879"/>
<htmlDataBuffer href="#ref-879"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-528" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-880"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-529" xmlns:a15="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-881"/>
<approvedFeatureSpecificOptions href="#ref-882"/>
<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-883"/>
</a15:ScanProperties>
<a8:ArrayList id="ref-530" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-872"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a15:ScanProcedure id="ref-531" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-884"/>
<methodDescription href="#ref-533"/>
<name id="ref-885">SURVEY</name>
<anatomicRegion href="#ref-533"/>
<anatomicalRegion href="#ref-533"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-886"/>
<lastModifiedTimeUtc id="ref-887">3/18/2016 3:40:47 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-888">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-532" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-889"/>
<htmlDataBuffer href="#ref-889"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-534" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-890"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-535" xmlns:a15="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-891"/>
<approvedFeatureSpecificOptions href="#ref-892"/>
<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-893"/>
</a15:ScanProperties>
<a8:ArrayList id="ref-536" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-872"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a15:ScanProcedure id="ref-537" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-894"/>
<methodDescription href="#ref-533"/>
<name id="ref-895">MRCP_3D_HR</name>
<anatomicRegion href="#ref-533"/>
<anatomicalRegion href="#ref-533"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-896"/>
<lastModifiedTimeUtc id="ref-897">1/7/2016 4:48:28 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-898">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-538" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-899"/>
<htmlDataBuffer href="#ref-899"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-539" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-900"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-540" xmlns:a15="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-901"/>
<approvedFeatureSpecificOptions href="#ref-902"/>
<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-903"/>
</a15:ScanProperties>
<a15:ScanProcedure id="ref-541" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-904"/>
<methodDescription href="#ref-533"/>
<name id="ref-905">cs MRCP_3D_HR BH</name>
<anatomicRegion href="#ref-533"/>
<anatomicalRegion href="#ref-533"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-906"/>
<lastModifiedTimeUtc id="ref-907">1/7/2016 4:48:28 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-908">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-542" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-909"/>
<htmlDataBuffer href="#ref-909"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-543" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-910"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-544" xmlns:a15="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-911"/>
<approvedFeatureSpecificOptions href="#ref-912"/>
<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-913"/>
</a15:ScanProperties>
<a8:ArrayList id="ref-545" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-872"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a15:ScanProcedure id="ref-546" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-914"/>
<methodDescription href="#ref-533"/>
<name id="ref-915">cs T2W_SSh_Cor RT</name>
<anatomicRegion href="#ref-533"/>
<anatomicalRegion href="#ref-533"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-916"/>
<lastModifiedTimeUtc id="ref-917">4/12/2016 3:36:56 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-918">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-547" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-919"/>
<htmlDataBuffer href="#ref-919"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-548" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-920"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-549" xmlns:a15="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-921"/>
<approvedFeatureSpecificOptions href="#ref-922"/>
<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-923"/>
</a15:ScanProperties>
<a8:ArrayList id="ref-550" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-872"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a15:ScanProcedure id="ref-551" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-924"/>
<methodDescription id="ref-925">TRA    DwiSE 1149      59     90  </methodDescription>
<name id="ref-926">DWI_b800_RT</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-927"/>
<lastModifiedTimeUtc id="ref-928">2011-04-18 06:20:36.105</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-929">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-552" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-930"/>
<htmlDataBuffer href="#ref-930"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-553" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-931"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>1</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>1</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-554" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-932"/>
<approvedFeatureSpecificOptions href="#ref-933"/>
<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-934"/>
</a15:ScanProperties>
<a15:ScanProcedure id="ref-555" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-935"/>
<methodDescription href="#ref-533"/>
<name id="ref-936">cs MRCP_3D_HR BH</name>
<anatomicRegion href="#ref-533"/>
<anatomicalRegion href="#ref-533"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-937"/>
<lastModifiedTimeUtc id="ref-938">1/7/2016 4:48:28 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-939">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-556" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-940"/>
<htmlDataBuffer href="#ref-940"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-557" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-941"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-558" xmlns:a15="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-942"/>
<approvedFeatureSpecificOptions href="#ref-943"/>
<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-944"/>
</a15:ScanProperties>
<a15:ScanProcedure id="ref-559" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-945"/>
<methodDescription href="#ref-533"/>
<name id="ref-946">cs MRCP_3D_HR</name>
<anatomicRegion href="#ref-533"/>
<anatomicalRegion href="#ref-533"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-947"/>
<lastModifiedTimeUtc id="ref-948">1/7/2016 4:48:28 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-949">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-560" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-950"/>
<htmlDataBuffer href="#ref-950"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-561" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-951"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-562" xmlns:a15="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-952"/>
<approvedFeatureSpecificOptions href="#ref-953"/>
<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-954"/>
</a15:ScanProperties>
<a15:ScanProcedure id="ref-563" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-955"/>
<methodDescription href="#ref-533"/>
<name id="ref-956">MRCP_GraSE 3D_BH</name>
<anatomicRegion href="#ref-533"/>
<anatomicalRegion href="#ref-533"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-957"/>
<lastModifiedTimeUtc id="ref-958">1/7/2016 4:48:28 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-959">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-564" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-960"/>
<htmlDataBuffer href="#ref-960"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-565" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-961"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-566" xmlns:a15="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-962"/>
<approvedFeatureSpecificOptions href="#ref-963"/>
<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-964"/>
</a15:ScanProperties>
<a15:ScanProcedure id="ref-567" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-965"/>
<methodDescription href="#ref-533"/>
<name id="ref-966">cs mDIXON-All_BH</name>
<anatomicRegion href="#ref-533"/>
<anatomicalRegion href="#ref-533"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-967"/>
<lastModifiedTimeUtc id="ref-968">6/10/2015 7:20:20 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-969">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-568" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-970"/>
<htmlDataBuffer href="#ref-970"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-569" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-971"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-570" xmlns:a15="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-972"/>
<approvedFeatureSpecificOptions href="#ref-973"/>
<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-974"/>
</a15:ScanProperties>
<a15:ScanProcedure id="ref-571" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-975"/>
<methodDescription href="#ref-533"/>
<name id="ref-976">T2W_SSh_Tra RT</name>
<anatomicRegion href="#ref-533"/>
<anatomicalRegion href="#ref-533"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-977"/>
<lastModifiedTimeUtc id="ref-978">4/12/2016 3:36:56 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-979">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-572" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-980"/>
<htmlDataBuffer href="#ref-980"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-573" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-981"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-574" xmlns:a15="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-982"/>
<approvedFeatureSpecificOptions href="#ref-983"/>
<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-984"/>
</a15:ScanProperties>
<a15:ScanProcedure id="ref-575" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-985"/>
<methodDescription href="#ref-533"/>
<name id="ref-986">cs mDIXON-All_BH</name>
<anatomicRegion href="#ref-533"/>
<anatomicalRegion href="#ref-533"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-987"/>
<lastModifiedTimeUtc id="ref-988">6/10/2015 7:20:20 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-989">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-576" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-990"/>
<htmlDataBuffer href="#ref-990"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-577" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-991"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-578" xmlns:a15="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-992"/>
<approvedFeatureSpecificOptions href="#ref-993"/>
<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-994"/>
</a15:ScanProperties>
<a15:ScanProcedure id="ref-579" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-995"/>
<methodDescription href="#ref-533"/>
<name id="ref-996">cs MRCP_3D_HR</name>
<anatomicRegion href="#ref-533"/>
<anatomicalRegion href="#ref-533"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-997"/>
<lastModifiedTimeUtc id="ref-998">1/7/2016 4:48:28 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-999">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-580" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1000"/>
<htmlDataBuffer href="#ref-1000"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-581" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1001"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-582" xmlns:a15="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-1002"/>
<approvedFeatureSpecificOptions href="#ref-1003"/>
<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-1004"/>
</a15:ScanProperties>
<a15:ScanProcedure id="ref-583" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1005"/>
<methodDescription href="#ref-533"/>
<name id="ref-1006">cs mDIXON-All_BH</name>
<anatomicRegion href="#ref-533"/>
<anatomicalRegion href="#ref-533"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1007"/>
<lastModifiedTimeUtc id="ref-1008">6/10/2015 7:20:20 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1009">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-584" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1010"/>
<htmlDataBuffer href="#ref-1010"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-585" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1011"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-586" xmlns:a15="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-1012"/>
<approvedFeatureSpecificOptions href="#ref-1013"/>
<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-1014"/>
</a15:ScanProperties>
<a15:ScanProcedure id="ref-587" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1015"/>
<methodDescription href="#ref-533"/>
<name id="ref-1016">T2W_SSh_Cor RT</name>
<anatomicRegion href="#ref-533"/>
<anatomicalRegion href="#ref-533"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1017"/>
<lastModifiedTimeUtc id="ref-1018">4/12/2016 3:36:56 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1019">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-588" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1020"/>
<htmlDataBuffer href="#ref-1020"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-589" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1021"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-590" xmlns:a15="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-1022"/>
<approvedFeatureSpecificOptions href="#ref-1023"/>
<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-1024"/>
</a15:ScanProperties>
<a15:ScanProcedure id="ref-591" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1025"/>
<methodDescription href="#ref-533"/>
<name id="ref-1026">mDIXON-All_BH</name>
<anatomicRegion href="#ref-533"/>
<anatomicalRegion href="#ref-533"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1027"/>
<lastModifiedTimeUtc id="ref-1028">6/10/2015 7:20:20 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1029">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-592" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1030"/>
<htmlDataBuffer href="#ref-1030"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-593" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1031"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-594" xmlns:a15="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-1032"/>
<approvedFeatureSpecificOptions href="#ref-1033"/>
<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-1034"/>
</a15:ScanProperties>
<a8:ArrayList id="ref-595" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-872"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a15:ScanProcedure id="ref-596" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1035"/>
<methodDescription href="#ref-533"/>
<name id="ref-1036">SSh_MRCP</name>
<anatomicRegion href="#ref-533"/>
<anatomicalRegion href="#ref-533"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1037"/>
<lastModifiedTimeUtc id="ref-1038">6/10/2015 7:37:55 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1039">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-597" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1040"/>
<htmlDataBuffer href="#ref-1040"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-598" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1041"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-599" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1042"/>
<approvedFeatureSpecificOptions href="#ref-1043"/>
<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-1044"/>
</a15:ScanProperties>
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<item href="#ref-139"/>
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<SOAP-ENC:Array id="ref-601" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-125"/>
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<SOAP-ENC:Array id="ref-602" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-145"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-603" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-148"/>
<item href="#ref-106"/>
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<SOAP-ENC:Array id="ref-604" SOAP-ENC:arrayType="xsd:anyType[4]">
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<SOAP-ENC:Array id="ref-607" SOAP-ENC:arrayType="xsd:anyType[4]">
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<SOAP-ENC:Array id="ref-608" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-92"/>
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<SOAP-ENC:Array id="ref-609" SOAP-ENC:arrayType="xsd:anyType[4]">
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<SOAP-ENC:Array id="ref-610" SOAP-ENC:arrayType="xsd:anyType[4]">
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<SOAP-ENC:Array id="ref-612" SOAP-ENC:arrayType="xsd:anyType[4]">
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<SOAP-ENC:Array id="ref-613" SOAP-ENC:arrayType="xsd:anyType[4]">
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<SOAP-ENC:Array id="ref-614" SOAP-ENC:arrayType="xsd:anyType[4]">
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<SOAP-ENC:Array id="ref-615" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-96"/>
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<SOAP-ENC:Array id="ref-616" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-143"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-617" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-94"/>
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<SOAP-ENC:Array id="ref-618" SOAP-ENC:arrayType="xsd:anyType[8]">
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<item href="#ref-150"/>
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<item href="#ref-112"/>
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<SOAP-ENC:Array id="ref-619" SOAP-ENC:arrayType="xsd:anyType[4]">
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<SOAP-ENC:Array id="ref-620" SOAP-ENC:arrayType="xsd:anyType[4]">
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<SOAP-ENC:Array id="ref-622" SOAP-ENC:arrayType="xsd:anyType[4]">
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<SOAP-ENC:Array id="ref-627" SOAP-ENC:arrayType="xsd:anyType[4]">
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<SOAP-ENC:Array id="ref-628" SOAP-ENC:arrayType="xsd:anyType[4]">
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<SOAP-ENC:Array id="ref-629" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-122"/>
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<SOAP-ENC:Array id="ref-630" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-130"/>
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<SOAP-ENC:Array id="ref-631" SOAP-ENC:arrayType="xsd:anyType[4]">
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<SOAP-ENC:Array id="ref-638" SOAP-ENC:arrayType="xsd:anyType[4]">
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<SOAP-ENC:Array id="ref-639" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-137"/>
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<_items href="#ref-1045"/>
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</a8:ArrayList>
<a8:ArrayList id="ref-658" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1046"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-659" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1047"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-660" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1048"/>
<_size>1</_size>
<_version>1</_version>
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<_items href="#ref-1049"/>
<_size>1</_size>
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<a8:ArrayList id="ref-662" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
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<a8:ArrayList id="ref-663" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1051"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-664" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1052"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-665" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1053"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-666" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1054"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-667" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1055"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-668" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
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<_size>1</_size>
<_version>1</_version>
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<a8:ArrayList id="ref-669" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
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<_size>1</_size>
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<a8:ArrayList id="ref-670" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
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<_size>1</_size>
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<a8:ArrayList id="ref-672" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
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<a8:ArrayList id="ref-674" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
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<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-675" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
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<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a11:ReconStepProperties id="ref-677" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.DelayedRecon/philips.pmsmr.examcards.delayedrecon_cs">
<stepType xsi:type="a16:ReconStepType" xmlns:a16="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Methods.PdfInterface/philips.pmsmr.methods.pdfinterface.interfaces_cs">MipMprSeries</stepType>
<_x003C_SaveCpxEnabled_x003E_k__BackingField>false</_x003C_SaveCpxEnabled_x003E_k__BackingField>
</a11:ReconStepProperties>
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<a11:ReconStepProperties id="ref-679" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.DelayedRecon/philips.pmsmr.examcards.delayedrecon_cs">
<stepType xsi:type="a16:ReconStepType" xmlns:a16="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Methods.PdfInterface/philips.pmsmr.methods.pdfinterface.interfaces_cs">DelayedReconstruction</stepType>
<_x003C_SaveCpxEnabled_x003E_k__BackingField>false</_x003C_SaveCpxEnabled_x003E_k__BackingField>
</a11:ReconStepProperties>
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<SOAP-ENC:Array id="ref-876" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-1122">Abdomen</item>
<item id="ref-1123">Liver</item>
<item id="ref-1124">Coronal</item>
<item id="ref-1125">T2W_TSE_Cor.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-879" 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<SOAP-ENC:Array id="ref-886" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1131">Abdomen</item>
<item id="ref-1132">Liver</item>
<item id="ref-1133">SURVEY.Protocol</item>
</SOAP-ENC:Array>
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<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
</SOAP-ENC:Array>
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<a15:ScanProcedureConfig id="ref-893" xmlns:a15="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-896" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1139">Abdomen</item>
<item id="ref-1140">MRCP</item>
<item id="ref-1141">sMRCP_3D_HR.Protocol</item>
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U1FX0RZTgBOTyxZRVMsWUVTX0xPQUQATk9ORSwyRCwzRCxERUZBVUxUAE5PLERFRkFVTFQA</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-906" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1147">Abdomen</item>
<item id="ref-1148">MRCP</item>
<item id="ref-1149">sMRCP_3D_HR.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-909" 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<SOAP-ENC:Array id="ref-916" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-1155">Abdomen</item>
<item id="ref-1156">Liver</item>
<item id="ref-1157">Coronal</item>
<item id="ref-1158">T2W_TSE_Cor.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-919" 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<SOAP-ENC:Array id="ref-927" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-1164">Abdomen</item>
<item id="ref-1165">Liver</item>
<item id="ref-1166">DWI</item>
<item id="ref-1167">DWI_3b_RT.Protocol</item>
</SOAP-ENC:Array>
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U1FX0RZTgBOTyxZRVMsWUVTX0xPQUQATk9ORSwyRCwzRCxERUZBVUxUAE5PLERFRkFVTFQA</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-937" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1173">Abdomen</item>
<item id="ref-1174">MRCP</item>
<item id="ref-1175">sMRCP_3D_HR.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-940" 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<SOAP-ENC:Array id="ref-947" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1181">Abdomen</item>
<item id="ref-1182">MRCP</item>
<item id="ref-1183">sMRCP_3D_HR.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-950" 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<SOAP-ENC:Array id="ref-957" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1189">Abdomen</item>
<item id="ref-1190">MRCP</item>
<item id="ref-1191">sMRCP_3D_HR.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-967" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-1197">Abdomen</item>
<item id="ref-1198">Liver</item>
<item id="ref-1199">Transverse_T1W</item>
<item id="ref-1200">mDIXON-All_BH.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-970" 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<SOAP-ENC:Array id="ref-977" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-1206">Abdomen</item>
<item id="ref-1207">Liver</item>
<item id="ref-1208">Coronal</item>
<item id="ref-1209">T2W_TSE_Cor.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-987" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-1215">Abdomen</item>
<item id="ref-1216">Liver</item>
<item id="ref-1217">Transverse_T1W</item>
<item id="ref-1218">mDIXON-All_BH.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-990" 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<SOAP-ENC:Array id="ref-997" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1224">Abdomen</item>
<item id="ref-1225">MRCP</item>
<item id="ref-1226">sMRCP_3D_HR.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1000" 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<SOAP-ENC:Array id="ref-1007" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-1232">Abdomen</item>
<item id="ref-1233">Liver</item>
<item id="ref-1234">Transverse_T1W</item>
<item id="ref-1235">mDIXON-All_BH.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1010" 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<SOAP-ENC:Array id="ref-1017" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-1241">Abdomen</item>
<item id="ref-1242">Liver</item>
<item id="ref-1243">Coronal</item>
<item id="ref-1244">T2W_TSE_Cor.Protocol</item>
</SOAP-ENC:Array>
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1++in1C6JjpkIgSrshfA403nBdjlwaETPXmaAWYmOQ4pDQ/2zU3GTAnNXhPUFDyraSp8mwaRzlJ8Sj/oYuTONHufWDsXjjN2Glv0eImMLXnoiOihLEzsWTtwT5EW9A4cmuJJmDZjFJ+ms3X/CF9be6E2DZblIrihLdri6Z7elbQy6nKxdgl0XhPFwG8vR+lOK2WmNv4L3OYTT3zPv0QmUDIfhPIi4MW63zPQrvIVZlIRRIgV4q6iV/H5P6qZla3X50Nglc5Zo68K4B++67B8CgP1rhm0WDFXxSawf2C9b2oht0m/3OVqH5PmjFc1peJoichok5HO+GkhF+dWtoXBKuyLDsoBYZVH4uWe0iqnA2nibcNudu9sW3+oKh08sCIfdan+HQqoSn52at2xNxrI6cp5kcMZ5SLz+3hdDelT4bxGH4MwhlQPK/c73YwKRX3lV4B8m4Qj6vEzM99lCvfLXAntyJp4j+7g/pd4ugJCKnr07qPYk8otqxstLBypYpXPiOlfRAo90A/+evH6LzV07y9fls7UQ9TwgFiNZr8cavZ1OFkwx/hbujhducL+wtuQPkPIYO3WvKtUe/MHTi1SJyMU3kplr8L46zdiXTMPVvaaZivmn2RhIOWGwtUgzz5uL/ZBRQVQZRH6wNu/b/JmU6jbFi7WLEWzrNG3xmtG69WVaaudCWd4thWi7J4mtKvoa3LAY8DRkfFMw0uNvruKffPjHNGbRS2tye392ftP2VwRaOq0cMTGZeg+19My1wbLfFvPtc3hco/zypLnhkbEW/BpZBIi3+D4/UibYx2CF9bZLygy/3RT8Bfo4EwuvOyfptHU1WBr+R0ZQ/Hx7yEEgfwqVZGmORaDLk0XfKAvuo2aeXDXARLO880kpeZbWFZ9A7MYnB6B8qnhFzsacGMf8c2v3g8aoVIjq0USz8vKS3Cj5f3v5ZCib1KF7yois4IQfk35YySppM4jGSY9GGPzoPfnJsg/+4lJ6xhbcwdoOJvkEbcTbm9e4jZE+/RWas63uQXOJyGFxFNnwAhf0pXQgtybd73f6/wegfHVflSnqfm5b75/K3S2FNpgZuglFNCaBHqYpdMsB5PNjPBRjAjRv2HgZZSP7yGPvM1TYK4u3aOTf3wVm68Ruqw0OPTn6OxaXvL6e/Uoh3v96/ePoloSRSgLfIu1GoQKlVwqDlhdqH+9iwPU5WGoABCOB8xvf7+ncZ/FefAhlRyTYwpo3HBtiFNjDhwfR/N8KQIFM08PIPQ/0xRg3fK9a6KuNfosCKMCCsy5B8fCint8ZD4KKKQzzvnTl7h1ZIGjDxugenAR0gK/FXKb7XWzllzPc8tB2c+U6BiL53kpPC1xCjf0UY1nzJoaFe93QsQCM04f7wdOjBwzMrWgeDuyKUo4hoTHZ8c/9Y46qCuGeIRmJuVoWVn+EZVibk7XtEhleVHTnyInGRzVb3a3FDZetvB36h69iTpDDlnPW8Hf5yzZ3P2vVLE0JGbvv48Cozix9rwxg6Dr4fZNDseouoV5hPuKGIG/QsLnaNda5WSTwwnDtnMdTg3NLcnm9o5pKbm4SRHtDMD5Tf+18/1UpGa3v89lsIGFSmNfwCuwuHmqXZPkoiUlzb9bI+Quu/FSw4fWOaa5Piqi8E54CP62uNSczqH+mKqoQAG3/X8A60ndSai9Zr81Hg3aYXddg+84T3SyDNKsI2bIuEfji1dO7qcgGi/G2FhecVgznY24TEjp9Z53/gROwYeXY3+KFVqf/K2R3dt2MzzzO1nPfde8ooYut6/sTF/iHbgwXStFBP238DqzxDXFtYlbsBF6fMiGsr7vAD4Wi7l/guHt59wfkoYqAOo/0+1Tj5HbT3r90i2Fqo7V+wjIzyyFsHQ3ME+uhWbrVr2lVl0VFBnlzYGMUOhRb+uovvWD9uSmq9M6iNnxztwcX7ChoCzmtQGHQ2jR8wGGlUXWlx1b1Ik9M3XfkQb65t//oADfHLPdJ8XvpnXJYv94DtFfWd8qxlxx+TFbNr89wV/l9CirSB8gLl5lkv4o30Qoe1VJUyqOFLN5ff3Kh6bBcXl2Aei9s2ND3UuD0KYgCvTlAd+HOeg+8b3Sb42jw9xBYKyp3qbKYPyIZ3IjhSTxH5xC1LDN28YQ2Tfj3jhd3scdlEm9ikwL579GUyZnX2pAIZxXwqqN6uRRMO29O1RPvQKTvLIjF3H5OGL7/J6V6+wPudlr84vfz3gnTcnFmh+PaT89T65s7pNYm7N/FVz76XhPPBWo6jCxqrDa+zlZJE8ih9PDAQee3/PO63A9itzcVr6R0FEjvewkL1vDLct/1gqLGaJjx1nXfzZ5wrkA2ZoU+SO6tn2en3Fw+I/AO0DvWblRPAWi+uR9UJVNdr7Cq5bJiq1v8hb4nBZQ8lA80QGV0pOVef12UGf9vn9LgXA3hgSBDcVor+RtrWQCkjfsxutqhvqfNXIvhf3OOoonFhi5PfKD5PFSYcYGUfaHu3xlF4J7jx2BxsFifUSO3wlFq3kkWcYtqua80KI7MZn6G4Tq0PPJ/Iuh2bPVzAGhNLpLM5+PHdylPef0bTy/FnSwUyhqjAvTs+GzcF4DlaQiYeYiQnJx72+6Bf6ypT73XTdm0XZQMZXPRV9776urfHxUUYZXnsOfzvaJyeJIqLzJpx5NUKl8KQOcPcdq7hV4e5+9ochG+zbGAEMookkNI5KYtUQrU/qjwc20AgOyxcv7w9T+0nTIRgXSwJqXPGm6maWw4ZIYEhraJ3YRKe5StVMHUCzUyfGmdUynTNhfbqq+k7xPNNkgVNAcrGV6WBmhMfwLaLmGcTRPV5i+hXmcWTo2e47HAcEnV62okuo61GPNWC2mvZXTdO2QLdoIWjcToBOVQiJYnA0s7uFDf0EeYbsU4qLlwNuNnamBnjvoFXhjisSzf7kY/xROBb0Y8McchnZksm4VYVqj1Spoz+/4C3s8sww3NpB1Ufn2q3iR2vmSl0zwE2eRNgbqgxakiZ47wVALf5LA82XOWfZci27MISeBP34EgXV3itYowhii9acwxhga1lO+XAxf7E64W03ryr+La7IzETKV4hR4l29+p7arNyJ+SOrEhVtxew3gzjVxRAfl/PybF7b5JO1hRJb4LaUE0FWii1og1K71fP7513Db/XHf9OvZM6rrPmwKJ7ucrDElTX1nNM8DcviPk5wJnmWxYsdMyi0N95Efxd0M55l93OPq8A1hSN760lOprHuBZEzTDmZJOHbRAt/C2/V4WTR9dvI1tsiTWx02R0ultjLr6h6PEwWY3QPBy8XNyX0ri9Ce9L1kHIioBSh4dExT9rAyYGn7R8e/7qOkw/d9GBUDT3/aYgJiC2ke2/fw5Kxing+xH2JeyFBJFZ88erpWy8Zc9Qnk12NP1hNzNKWVMkmGf3hgRjDb9FgzpU1dFme0Amjvx/cOcVEPUD4OYkjJV8XaK2QoDXRg0qv3FX6b2lBMMtpB8r00aJzCkS4KEOYAfbVLlItxokckBMVjNYZYo6V/EuxSUaLxdsh+wCVx9u+pUViMqpElyHBXDHGXdq+hM6BGREtLYF9Om9GONXM8+0bXk3iYGx6Esf0yAJjJk4LY/4ue5C8UnEyIBnXyfPW+oSgjS95I/SkeXuAK3n+52+7oytrbDCmsFfXqO+vYpzEXkSipXC+L2x5XcbOUCBo/wmNA4/+r/EnGg73uyULsT1tP3tY3IdMOqZ/B2dVO3R3kD9bKWzhg3I2IHkW/WHOL0TbVezFhK/Tyompg7vu73Pv7MtD+GOmlDG0RcVWB1KLCW19rtLXvQ/bhtTEYLcAWBSnNHrfJX98jdlQwoYd/pyUXtFpD+tXPOJn7+EnSESEAoOZWjyE99C13C0ZNVxJNzGG3yMEYcKvBD9IOAbpum2Vxf35ByA7pJ3jXouuKYDyq5ZuoIub6z8CE3kD/GAOoCVSPsEoyj0H6I7z3N+zISGRN27J4j0B/lKD2xRUFgi66I/4okAiPnwNQtHiC9J60Qwiz+rUfL/4EOdvlnp+5bp+Hu5jz0YoAvW1mXKb/wEgkaBZ47S2m4jEIfbP8nCpLSLAXQM2+fzS4Fy4JOCF+ZmQ0Nr0DfxFME+I2hLt+Po7IzTo+I17rK95VMPxSK1wQ6NjmzSxoBs+aUcdJbuoNll2Tsiu4xN7mFrCLAOXJfz7J1i3/oZS7Jt2WadOCM0OfUlzjPk6F24rAW5RBz7yl07VshP8jcmT5E/wLkns2HmDXszfzpbmFHA+0dFecvS4qCXQwu8SGpzMuL3J/0huVwTHsL3QTiru9Y8PCsFtK5K/Z77JsLqVi6pUSxmNixGkSMU7kHLYWas4XixohcSYHJ4I88wVR7qUtUQ6wiiXi942cBAzf4sW4gKZjgZq46rFJUR3TFe9kSJ2ataOjL9CtaSPa4EnyRgLueiTanbbVjjuL9tGDaQlQFqGf4SgxTHB8cWcanzUs33MKMoGwhIBclj9VRbFd6IWLXp/5yi176XTZAsbH8PJ/5DRuSjQY4DfqiuwRm/mbLuDXbJKEoj82yd8DbK1TILN9m5v8TF9XJYgNes3+a3rzOdrsXG+w5JucmZ7CQ8vZvlUBoAUyHLST/EEdd6MLox8MdNqhaqCd7G+D+/+Aey6WX4cKEjNy8tUNeRKW8ydGqJ54omF7mzz6H+mbH4Pae2J686h7tK3ravyvin7q3uf7EfU5EHsmkfvFMR5/ucufHkW6LVG5cbfrv2WREXNrIo7fidKZxaHBMYmGC+V9rTvFVa7RMvTFlUndatjsDqorwtMZJKLv3pOxrSqVhtn4GA20ycuYFs0i/E4HttKZXUxZXycEMJRFJjZR1f/qGX2TyV3V70B0DvohNJKY3BxH48LSFf/rq0JIZUno1ZiodgoEf5E2Uvee+gdzRbRz37o9vi7N1lOlOxmuxFcY0Gv9r44iL5NLwyQfq/D+RhkP3mfML5VJhhFwSnxKsnY7JtoIFzTKSCpyv82DvAgqvguH8uTmRhGecTYndBFcYCSTY2Uv7bdMj91P2sKZTAAufxee7Xn8IBGkuLPpgf4sRxbO5jMaFUoONaOHCUGJ2oVN7dFurnFgR3qLNXOJ6iSKBvUOSuLAMroUTKuhH8AtQ3mO4m5DuMtIXutrlntm79Ohc2DB5SQrDLkD4qP3+RVzD6CHIiZvSnYYIzi5ek3Htitc7dNkfgO3W935NjCt1hbTKZae5ve0xCt2NfZCzW+Ja2Os9AQ5VLFH9AQ1ULLZaQW1LPKz0ps/cU/QGMphaqPYyAONkj9/c9BxUg28odHgVl30jsTLNU7+SFosniJfwCpy948wbleVc7DMPolfAP0IaLLqp8NEv/E+qBx5ErIcHb0rww0ffgX3mIX8R0tpnvIg+lg/fG5emyujw/Qo+JwiWMOdP6QbfMOnVft+03t+SAeIbvVkulcdFNjgvmqULjDRr3pceb57ZUr1of146ausJafkJN6G6Ys3k+Z+CiPtxWFcvN1a++jAAnOvvE4rmZd5qibU1uKGhCav742enAM75HtYsQGqGPtt4Q09Roi0T/70RqwbSENFfkRSVKL0wlxyYU+rhH2xMlP6u7DzVfNgy9OvoymzIaV36ljz7ZSo63ZIE4L1fv2zPoqFZJVUKHV+j5cTQYhPjoyvovCiL0YVU62T88dAdSKrmwJjGS9Ik8PPbFhs/9Nw4N+U5fonQnu2YuOXngztn9TYm9A7azw3oHSNOB7+FMF+odFReReTRlbgsOCby3JevGiyXSQdLrToEGDmBMTk8jTN8ApHhu+p9LKqLOp5aErG0z4Cd+2AFtCN927Wt+zJ6GdIr9fPtNPKpY+UrCW+qxTz7DaH8ch3nsMEKHP3XNiQ8my9Z2RYm1eNc8hWWSZXpxUbymVx5Wq1K9EOg/2CPXzkM80vtK3xLvdj0aRk+3n/I97gvttGp37pwix/wB9aa4B1pydGN7mhZDu35+rqkR2YTXmicfPByQMx7wET0tsBS5OnXseIpj6JjzsPWjmizwprV/fJHPH04oy0QnGpRXBGBjYOmBPgryGTSSulAvMLToyr4WoqTJDq8khdiS3UnZ8xonkanmu0U4ZRELsrJD3jM1wogxWtPYwRVGLmkp3O39iJgBUzQxhz9iRpkTcmFXB6XsArOIBpQ0DzJ7utldRaptS8352lzomQqO9qvVrINUnSizmO4aKlN2bZbK2CA8yF8TeD6tVNP1Aq5C4Jk5WVoH/ShsRo+YHnZy9pAx/XtOg+5POOTh9tQWtnYNjgsrhVtbuGFdcpETi4J7Ld2GAOuFUB2rb+WQ6LTD2KuL88QeEqGjKKN8z5MdRL4bWHGhr663OEac23VmiWFy/w7C0LLC+/PFgW1nvsO9Z7H+Jc2uxxveEThXs0bQxEiyR6PXN2goE77H18KBLu0x0gTn2u9ffHTGYOKVI3AXe1zeBms7oCX+3op3nTnZRFwjoYjG6DlQE9gUtU2vMaKWZZxX5qTtzxB7HnhjtyBHWSILVkShGkV6rx8cIqjWRv0L/AHFNBq7uDl96414tm2swbIGqT1mehMCh+v8ACdmafRsMIW+XmmopOjT6NG4t69Cupi4zQoePMrZucUc5L6th5kYTCSJCbzR69iHL03j78b57VuxjweWi8zCQMeLFrilMv2Hf0FCpCu+jB/V4oWUDbllgAb6PeQ6ffeMX+qRut7zdUW130n2QMaeCBX+X0TuXBIYMWmWPpn8A9RC5W2ksm04jym3FbcJ7e6sUllLE14JS9jxSGKGejLC1i+irUp9HUVT1cldfnttsFcMGHt+xZ6vBtOXVFJd300aNzYU5xAcCE95ecqbFaZfDmTvg/N7f2bgCBQbyWOvr1DNBMfsY+/ht+AE3wmXdye4iR90JAp1cYuIwNDcxxVdZcfgrfZWC9dk60d5M7ZuKk/VdEk4bdfejJi8WNRvxBqaOd4ghXNQ8b3TpYRQcqaOeXNxZ7eDu5cYt6+Z6tEK+11bLQra419bYhAaguZS5NVRh20plBMGZYgbkHzATFex6azPd2kUawoJx7gmV68mjaNW1k9MlNz80yV5FkHmFy5tcfjsSeFnlMvd63FCgpTSGQeftxBMCYiFAGOnUecPKm+ljPwaRY+TsPlFZ9j0XnbaovRfzPr3FM3PHiLQ4Mfs0UFHYhXG7R+zGE8mxaj11DFnMHzBRE4u4VQN83LUtcZlUY50nRSBZMvmb1sTxuz32Vhs4hPOS29xaM/0b5uf3qQQbkpMzJJMbi57FnI1RYJVw9bpbRt3sadjcE6SbG9SP5XuktMtJ8SOVE2rbPRtBYJitZ4jN+T+Aan3zXPi2Vaibl4fASMWqVtmhtPDQtdea5I13gxVX+7eVwnQeaY20PVvAvQdG5Htid9zZZrL34sarczWEWk1lmc06OGdCw2mN3o//F7fUCBNXD5W6QEhDZaqY0obEw3TeI1nhOKa+uh6C01RH+SeIa/JvfKjP/c4UfdSZhpM5tAZBnNzzIb0zHWZxqufXV5nn/rVbt7r8f0+FFI2aRHu+CbeGUy9KeVkOl2fndk509pc8WWvc3tsbHeN5K4dz0VU1F0JRcPQevBH48/WCkS7lICL7mEJZIYv3YpXQnc31E9XXZN3+Sa3o62YfMgTOTcQ5m1aqAaapBFEZ/s1qZVWXxLv0az04IgA4UtfDqbt3kpGxgzh/7eDIW0hjIvgPUK9AglUsXYOITT2ORx5Vyl0yDtD0rVgWs3GoB8rfIAIjP90UByLWHFXw4UFv1ZfueLBGty9cxnxCvwXG9l1ug7KZ3rQ2ZV/RikWWmGgVdcE1jF12ExhY+b7Hp9WIsqljxAc3HvtCpQ2bsG4lByg6TN8LcLs2SH7wB5vrmCgsSYfbJPC6m1+KgFf6A9mUSFw2d2bsA9dQCdppa4HVoTMigxP1adBCbC5KhSSuBt766RHn89OdCfX1pX8A54L/JFV+/J2kC4vfPc2c9azHyTR1wikv2iXAoudCZ/e/nDDCYcA0Gk853E5abou4fgM1Mo0X8XBmdU53j1AL1CpJ4H4uus4JUeb+2EFgubcq6jFztvxs6/df1vwKbNEArXRbiDRiygNKAVMLyHSP+n6aVL/OaVFVwXlD8alF//iYzuUr2d6roz4LVKxfsmmfxUn0QFmcL1+NxG05sWRHwyoHq86VIyXnzCTw7YnYK4ps3vlPJB/FrDh1pQyEdofT/tvyAtzEgLCcLA5Ri9WV1bPo1SqRffA7hGk2rQFJfVv5Q8E/AFTxh9z3Ddo7Ob/tM5KDMQiG+FVja0vz/G9/uPnpIrXQlfYlbjxp546EJ6X+EEWKjHSvcVZ3zhQdNqDfmmShRl5keyw4B2oxZuDmQ1JxleXY9gTlYEHaaMnknEoK+P4ISNn/ev7LBx+Fxwu+isR3SueLBV74j2gXj9F31prcHbVUq2WfI6K8VgaovmmKQZM+7zpCoqCCtt1lZ8siYKvH24upfqU6dH2KVBICZra+Ji1NocGg/ySGKP2+0HPE4FYeA3XHXKKZ+uQIo/w/AJ9FV75bgJufT6GuZE8jxAHxKKIEQVjiHLlN4dWm9EZw9BeDXdrgt65X8q5F15qbpgOhmipYvvMis/mTscMulqU7uQqIbG5VGzzceYAZwhtnOSTRC9b+pTAFDfZgGmMqruEErWm9JTtUfQ07ETFgt9/TCYnuZPuFGRGrMLvSuhgs8B8ho3QyDeIJsqR5c5A3LWikoToVgJeVJykqYUedNK70jpMIukdMaz7/mBBPPuv95VnsOnBOgT1QWx3zOgsoDg6MoV7guDBX9NfRZxil/Kp85SwGfr33MINfr3OpRVJM8/vocacyaf+WfSB0KwYEJlhjDZL/MXjzPN9Z9PVK1rwG4qiFHtUJMG6J1IoPkKbA2UOrvzvicyR+l2PslEI4OryHp5agmiXs4E+YkNKdwYYaOhb4GhKCbMOERQMSB9EhuKHihqaiVpZTJSttP9A3CYWnoKSgz8tZzUgTg2dnGRbAe5OWtnbbq9Qv8jCohoOJJpx8tBa3GxF3+NqHOW5EYHhEUEWFLnERyC+0s0bTDyu1VOXw/DhqGWTY2DbpDmQgA36lj3rN4H3iiXM3FiJynh/TxYO1N7/P6Ibc49qWH3Q7K7DNi7h7/D7KCdXUkpLycuui6GptFnL2CnC/ePdcK4hmr3K1L1mld/+UAjt3qxc2nid5n33nF1RwRItCp36UZKqM7yDb0UC6VDXdcxRnVHO1u1yvmGEj15dxD9tMswf5DE4F13++RqBPbY6YrsbvM/4BthxcsvMT5IGwA2sZ5Mq3A7jZ6pibYADtkpD46oq1uTZTj1+g8IKdBgVBHjpoT+nBW3oPgm3drE2xIe2wOlfddozu6q76JSs03THX5NiaaFW38Pvz6lClhRUF85if296albm10mEWbLmUNjtKCqXE1N3oMQgl26o9Pji/8uuOlOs/10iJ4M5iRAu0IOkdXdyNmEJW4quXOcV0xogbKsGVzx9338eGkO54YHnzT7jcPPwelficV25d1Ul60FjCwrk/ZSK2HibecssVwKlanRJcPgL3WS6ANcAEtp4xNhZszFJPtvWH67l/AMdcMXAwsRlebIpenbADOb8We1BpezJnNoFWKXwE7DN4nhN+tvRACLsV+BE2+d++7Rz558RDA9WASR2gH0q6U6/Icck7VesOckf+A8gePLvYz5bzhL9qGI73+Enh+vkpF+CeZbqDrTDQRq1h2peJXuidxIoqxBmv3IEo7rsYNUWLJxe6QcNobP24XKtnqD3+q3Y3nxJClPOuxCpvi8vhaWWThZKFoLA9tHJvcBfe3n5GPuXOaI6XE5z6shglcCnwKVm+lUKftHdPp1TDc/okT4p7zLGjrx/db+KVa2vrotsxrRkIZwCm7C/Qr7aYGLVmLZpGSlMUKQ1TcFM46uOyIUtLuRLeLl4bIMuTL+QcaZU44TIsey79TPYZOvo97LFjcuC9dyNc3chAe+fgiE5cdFUmSbpSjs63olGXUUFbWKFt+1cHiufwjrMHqv/c0l4ZSntK+CyQ50v/96ARj6hc52T//iOCFhmnBBseUM+lEgWMze/rEUzPjXhNI0DDTFVQX3M3yDtNfniD4AegLHiIqyPpIijOi4KddD65uivVL9gzjU3YvEaYuvyiKJLw1OFH1E3c20e0jvDnw69OxpDyYWTrB7JL/TZx/wBMYQqfDU8k3Nbsdc7fsf06vyFydKTJS/WS2Af7NSPnONxyVSAd5UXJy1lWJUnQe+b7RgX+Q1YWrFd5oEcvsWCXACZ6BWJiUq92rfJDi6Qy/MXaXtxPvmvgGrlZ7nCaUoNYmPmdXwMms28j8oECq7kVv5dqiLE0OFpXWHTwb6yblRDQDnxdwNNU/p2gurNpYKeHeYbpUx7GPoXevg1iwQO4w2Ijylaxqd9nV8AbIxVatYH13VscbStuP/Xa9ma1mxH74FKYO+jSTsj3YvzbHmeCwtPX6VsrpM9eN81A35pxEjODrmb6a71ExV5hoGavV4P4OHhhgrXJ5bG875P95KXQpRF00afuZbNItqd9JaGlt3puDDWndze02yfE6q5THuVr2kITFdl44sIACoSf7PugjtZkk9lVK8uDlEvNJ2BtOS0SeHE1+wci/MJVAvNi9AwUlnMtNojEGdiAnEGdS3sEQRTrEMa/ohcV2dq+HlJKr8Q06N5q6XhX8gIHiTV+XEsZmo9JdsAi5L3rYIUmjt4wLu02nQ86hFwjFOlNn9uPzXr+/AM8zVGkFXpIDIawwOU3oOYcF3sxs4frMtVOLQlTcNQj9PNZsPpVIm8id0+KRJ5GVeIU2WpgrG44VlNi7LbCd8kGKRB2sX8okWLitkgR06TJX6Oe3BFpmNTAX6+Z8kF+FjQc7/AmrZdpzDxPIk6r3QdAo+3u6PhJ/KYhpID8Jtj4dXN+sI+z9Irv2D4SQZRk93diouN1PzTxxEBYjZiqkkPRyaU43df916GzrGzol6knFtYO6nwujBxEKW5vNRa8GFBPL4cULEBr9KMqHd6VkQ4Jek9fV525z0ymSsAGE2LMVsbSZFInktcd7tGnpoTwMXIgedI4QE4gPK6tP8x4sLIAgspsC9YVai5gWoegLqiT4rlago38CBZaP/VJ50jGf3hVNpHR307i5ZJPpsC7Yn2wrpjY2/zqKrhmpf8aA1liiOO36sott4CkDzcKCN/Dl5clUmxxCoHjMvRUxnPQ+Qnq50r1bW3rvcN995w2EioDQB4VEkdHtV8YQlXKPawIy9rGL9mAFeRR0JlT9hUvl/K7uVUtAEWWMD4vl93F3SbTp+iiqVy/JtQmXvN56nHEOa1Q2IJEsJW4sajVygT136EEEYueLRRci6vZvuwQSn1AgT+En7atqeYuzCVadljWN4UXGNBv81S4g68YbUZF2jhQ1sPSdFvzx9g3wrkl5Q2PfsoV3CK1Q0r2jMr9LmemluCYfKBU14dlfG83Po/LfUJcnVYoPeQDV6xqYrPoZwspY46s7weFGL0EZDl8QxfzuizrlTpdRoWVONKHgbwKvO/yNt4h+g1hYttIFkn9Y4o0UrbEjUcd4Zv/AJQTATzxoc6lQ1w5lTlWCifVs2S8U4SEkVuxnwMmj7joHUU/XeoTmN9xvVuk06MtYllD+qQxnBqa2bcYiWqu2reYW5uQqDnat0asW5XcrNmANgKHBv7G/wO8xvh3+kCuAqKRSws1OtdKQNd9vsR8boOuKWSL+huDJ6+00hbpYhTosZVDrNwf9aaRRuWumQ3IzA9xJtq2gU8GqE3FaejavhQ6arvxalvJ/1ihKt/Fo+vJY5/pkLyCvhZ6bI5xr91HSiGk9a0Oml9dsMOSF8bbeVpFpVTU0no43jjpSQQRdKuEPQnMuYrEJtPkDlaQhJN00Y9Uqhb/mNg8wztk/HK2LRdPd9zFomt3pr3wVddw2zeeRmTffI2hawKyTz8eXhFe53FHFRIivNQhiaEaMgkjxywgWjeFFI1p09XLDi1io+SDA7z2WDhg+y2zNZyRPZTmzs4JWiKFsC0n0JjpUWZcuJNIlAUiPYg6jAE5+wVbq4G57/1l0JXFWratR1o4VLy2utLnR9o25lJSQ2uGxr3oYxrZH61II/vZy7b8MDYg1bBuFeKNXfPzzvP71IaI3RGwYl1Hn6Jl3hzAzX+4iFq4x2ypWP5YV5vTyKE121RpuuweSMU+U4wK4zpYIg7dETIaMBX89p83iB6yCg7b4vzFya+6eGaE5OW2BXj0xFR/ci/0ADLSx8Wg4Ut6yflEVV1P7zTqMbT5QZJX6RjTQTKSNqqafOfiQHut9vOdoa2WsuSakJXc99c2jd2dze0JRNw5Grd2h2JDlOimoJ9X/wBRIjWMw67NJteiMs0UWQUoRQH5AvJREl4H6OmHdy1pAh+e0JLg3EU9zIWfv55iDAF8NFj8Pcaicak5L+yYqV93eSopJyPUr09YOOOXyEFzWk2XQ+LDImIIhkKkpoD6rm7443kVt9KQemzllSvGqtgIMrOG5eSrPWN3cWxMdUr0eZkbvfeFqiR5YWCFp+KK9BWQiB4xi4bowF+dd/++3vGIlRVJleerwIL7pfz/xqRXgMfwF6GPvwQmEctNyI3BXh8FOcW4nOoPCFVyiEKzDJbOg/vZ8MO3QNiP26goP3CW3dyfl+JGjfW3Lz9WSRvYTD0tK8PW7BwbCAYQ+VwJBFdrEHygF67yoyIJ87rkBNy//AeIhIZoIDGavUvnJWO96H+AjzVNDl1zNY4ZtTyo+ZNqx8bWFKJH+/pVtyfVa1B3YSF3L3bVfZFfN3U/7O9vNBL2H8XlOIsCVY4gZnf9oZmcWmUgbrFRHUPHPvAYT3i+yA/pAYvMvn+ApDqsonXz7H7m4Ht+60Dnfln1yaJyjZAKxsCT6F/w4KDjkBwZu8j1t/nL0ohePvl4JzhR99dbPj/z46+tqJaILYR/HGh6wHNW9cm2kmP6tUuMLbO3Nl1WyDcnB9H6+C+4qxTqzHBBqgbZ8Xj+0QvQbFqhOfMAR5LgEo4ZQ4ajKrXjFlr75LLTR08t25al2NbO2dDhKT7EA4BgeAv6jEMvWh+1epNSY6snBuqVOeFerIaWocRXKi4Qug0jchJO3FnsGTsZkUHfsMlqyUBDOfHCupvVC1aOhZPS5MKYre3gKGlTwMoQOxETjOys9Gm1y6wKfVDtXiuKss8NSDICeJzs2hbdtGuo7vOks/6CdNwQCaAvWYMiW132bISDOlb8l8WitVu5dYK8hu4G/wF6lMPINu6IsYdh8thXA9VID2rzI4FyNOHijkPmNlN7d9PXZsMEVABUEPeFh21LFFgjEWioxf6QK3nP/2IaGuEUWn27CHZK0Cpscytnv18FFT4fYQ0AjfEwFLjAaOz/N0NkSoh0PSb8GLXtFn8Czdc/38W91o04+WkO3Z3bbf+sCaFvucB9JZRtSkHjxgtdFIhO2P47uQVQTN+IZXy3LojJj5R/ydh/4LdtQ2ZWBRVqd3KrvGXSPfHwXneoFxudGa9DgwxmxRpfsNf+rb6TCSXr7SbpINjSJixobpiW5yqCQHCRHk9KanKgLu5ScmryrdYvtl3wNOJGOJNjXbtv9O6eLWikYui2rqq9vJj1XbqEp5u4RfCGSfyzqzsn9lrvx/rHBAl1SvqTvmEEPSicHf4BDGzwsW2k4D5r1gX7LJ5Yg9mq0vgf4/gIjNkppbrcCJcSsLnlVgnmQC8WkmMaIoGz5ibkIceecAz6qh39mMn4EwHvuQB1gOjWx9fjKcNvqoK8Lq9T5ImDwstcHfeWqgtaUrgb4X0mXRFoda7rK4w6fw+0TZWpKMj7GxfSW2Y9OvTvbb+sX+mZghbbeFoVbXOd1Zrl2sRu97IxrhrBJ5/X5aWHGqjI2UBUx9TPGFbbGuxU/zXuvvHcbzIyyCI8a2AjTuQ/aegcyb7+zssCAtNjBg6RJIoJHidMd0Qk7XF6kqUgNz7+/ZLHMde0u9hhAC13uSZz52wPDqoua/JvTQCHWggwkQmfroMDlSmrYrZ44DzJcBC8K+fW2+JHz7tB81N8Q8Ekk2B9+JCMOqH2TSmJAMEK5zB+mFpcVL2FgRuRP9Rw8cZ9KysJGuDo6FX2Q+95tpFE/MuVfQJDW7HKdd7QWaJnKKcXJbJ4bHkn1HVnoUv8+6A80OooEMK2B6wZKYJ5JtOb4g83pOHshgmcv8wr2s6xoXOdZjF1/NhXhh53cLGFmyTDr2gQbz5O+K5xjrP5wlX3K8XSnzwohfcod5hXBLYPrNPc599JXUBOhFowzokeOhV7Q7b4AS6c884fRzkHFwnDlti/yBuOX7mkyWnA81dDLT1Q8SxpHoh1GW6EWrjQa/+OIEe0faqdRHAWDL+gmdeWbSfzpADjs3Vf2y/k1sOKc14TGeLsVbJ20E3R4fTr2qIzJZM7R6gZkfmNWGLa6ZEoWFapgcAE9l1Nn2wCstRXZNCS37dEFvRWCHlLX5sLTOAjyO0wOUwr6a2qf/yphfwjOwF12AFph8DXtHFsqNgDOOjj4Bk5IpBbFS+e2paKzqWCa9hivKohzppBYXJQwl2x74q0bLnPUf5UvwO+8qHSCxhJxBzbAiug2Lb57STO9cEsnt0ORDZHXFH2RUtChNmL3FBKapd8qqX/Q2iRg/43/v6UCXLK7lMwXEl2a1tu7ZWVgN68GqlfResstOkfoLFKHCxRqBaDfrhA866N5Q6ETV+ID3HWyzVnb8F3jKf/yLCTedl+gyxpC+Y7mrN7KKzqUa0NCT6x9kC+whSJNo8bvFrhEk7l980WWk+8+qE7bsSk2ZEgB9lH8L2Fn3Km4pghRITfSeTQ88FBjviDyoYTBzbUvm8WbF5jyGKegWFebmWdaHNZTUGjyop2iu/nOWUtTS7fL4jjipph5OrADhDOvkV33PrD6lSVxUFqqBOlc1egwoAgpkOMQiJyvoZieU0t+TLNf4A6MdMlRKjmINPa4wcyZ+XEAA7hbm3NeHs+CQP4UshZFdd3HqQ9YtWdT0gUa4uQ4yyfgI80mcKe22ZjttdZdoLkm2Cn3hNEbp7G2pkrsaTsrNpiEqA6+cKe3ysu6LWw6cIXm6hLNlYfLeDXr/eXr0usNbPlMpLaR7gEEccg/LZ+1LWuT7DgX7+9zg7DwbF35nYpZkVwRT68KiOr78cNOFSDaUOMH58UqfPHoiGLAVKMkZbtTD+O7WMWD/4L09UVd0c3T6vuwAK19KHbH/Mn/i650X7WTFiP7XCashjB351CVb7V9vpZDyteHE0xgZtq2rWyfGJzN14V8fsGQEMpWxtZ31w1a+D55+k/L021Ip6sQuosV9BtX112YBbPxpAGVUZjgZsjKIibH48ocwL5h6ePJgV0eaAKi+dTj77E4An+StqL4HYwesI/xuEGwa8nEqZ+EUMOx03lqHaDuj39ytNMqeVxdbA0fitGDIE6dsJFkIOc3ufHeusTlDK5feRJHGI60jWKjc5zRVGJUQuP84H1ReA2LaigE7Uh8O3bliRk4r6KQ6TSTOWr7k6j6UDpXnRmYtOKHplZvpQWrYjQ1w81wz50aFo5/2zdSjyd0agXYqOEZioNHR9YK8/Tt/qwY5YgrmatbSToD/HyIpHQyQ6qHaIwxVRsMvzNg5YmbfvN8v7oBB9VZ1jGQ6/i09+6RlcfZ+SVy6wgntaBYXoU4APZ1yVbI3+IX1qYHdecSFTYdcF4EtUbm/IWL4LvncC8TDp59M+aEHx4CScKT+9oGs4fR+tWj9tAlvxI5dV9WZnK4C+4Td74BmYZ6rG3+Cq2xU4ExSXJDp6dKJ7r1dKDsXg7EuE4TWeAA3R3nAZqO9QGhFFHNmeH1dJF/5GUjUWXLiaPWbo9t1xlq1uFlJD9qKYfc5QvfRapT7aUGh3AaJrIkwmelqyWMzx/WuSS7XEllBIhnL3YxT1z4vDRoFXXnLM51aQ5GwuaOdTLSRzQEhYa47Mnq3Jti2ksPVy86BXM19ZuQZzaNE4IWA7JVjdVF40JfGpACFQY7mn3Tq9qHFAkyNTEyVyZsj46j15VoE/QI3OxCMsROJT6a3oVXZNPgLw2XRJrRxOdaceVIrZdCOOLbWRSMyk1+tmksJW3KncvzwNi7qDlBxb/cb0/4bSBjr5yrfKiAYEHpVbN5evQZOTf6C90YlyhiPXgeFoKiWzoVuS6aXLCiv7jn/8AJ1PFB+vPsYnneSxcQ7IeV3m539yapR9Y67pR2Zd94r8atMu74/6Q0unN+x8sjfCUPMrCv/ZMVlu1uUfgQqMHssOsQ7zPw6o38+lfZpyWCCJk58nCCzeiggMfpqknwoq/el6sdGTG0zum260OUaozexfmVyCF7HUwIv2h4dud618kblPj8oSWBJG6DM5zTQKdElYTT4tqLA7bFnMg7g5aznPqx9LXtFdbhmbQ/S8jXI/LbtXuJPMHH1gbumZrNlNNpsughgsixSYxbuC4zKmUB3uyU0fH/noJYEb6IxN+rlyAgvG54uAUzZ0ifOPWlHExWRKpJZTbv799uri2/wZ1SzC/jx+3Z2KOX1NZR5j1wYnP9Kq19fy0aYuUansy852kECvFPwDhYrf0j+KOzNdNGObyRdMAqQr2rEeZFaoyMHdD8mnXxioGc1GRuI4lNy/PZEr8iJ+o3KJ2lD2DRkZRWr+FAVWhKj9tmqCIAOfkL3xXpqeNkG+BwQNdFPOWE4XYblCmTrentVuwcwYJOvQsbZYCD2015r43ppfhXX7iXqeh9Fzx7RntoQILFlV5x79U/Q+AlIiC7/8DfM9sQI+8bGqCxde4n0Fr3LlSNiHvF/Mwq6s30voDJCOCT0r2YOlXJoQ/52o/sLpy6v1c+fwsoOlzPJdaHIfaJ3l3DJvUCWeM0V7v5uMAvdHaH43b4X0TZNqzHRy1RyZS4RS+KycBKk0JR9oJ6AvfubNZ9EvhxQuXi5khQR2CDm1cIg62DlHiIunDjrZPmdN91DMD3lmXuKreo/UqbymHCAZOf6KyuIyDKNhhdlocsIVVhQVAwxI8/SVytCauoahCkYNS6SbrbYqXIIOIR1ZpC+0eV3+D0k3S5hqMu2Si2LNype2bfMwLc3/B4t4lNqfd8YbS+cwTXmASEaUkXFlSan8fvXmzSNkYb6vYBdu1kSiyik5xulg3HX3FEV88pkqF9K7RiRB3aIEDEYSjWcBoNbwnWnDyZGppBj/YYuBWm4+or0k2L9pWMLH1g5hfU5yqYCQPrGP4ZPp+EQ7kPBGDk/FKZ3+oSFFtULdcDWnQUHh8Xy/ytfH+y4PompU20Etz6+XrQ+4NYi0PweYJ9wKD3tUNy9eZ59WFiDXmhpvhX86GCmvzZ5ygbBkHYhmvd5kp6bb+g/g6M+PawIKoUj97li5tOkoZLfs73//IO/LOZK6D+Fb2iJUOjF2yxsZvE0OfaapSaPc3Bu7M1+7GmKt/BRsnMIF+Ks1qUoLci4PQ6pFvyfYU9dqDtcsdzUPqmcRxV9CSdkVPZ75CsQ7JzW8fu8yYpwGOHqIUz7UV0Ypa91+7HTZiM89dvfS2bQhdFh8oMVYRrVo1XG2zEmNyZmXt+pi3rggv9CSLf+YqySMte0B43hd3Lj/veJ65XDiuQdxBiwAfO6vXF2bbCEPle5X/Vu0Wtp79D3BsgIGzBBimGi2FMQWWhoprYzyiORJw/8ZkCqxO8NRDmIaFYiqL4jkDd6OLgj8Tm+v1xzN+CP+qUbTNu9nyHIxuzd5j59ze2gq0fbO67UVpOd4P/jnuEFhNAzRnHuMSjJQVU4Nbco/PjvnwF/CaN8dZ7fCq1FtdJOFfyq+tVgK5yQWrJ0OeYzPPj3byPyAV4zeIO1SLsem9YdyomFBpg7mfItQ6PbbB2j847K4CRgRHHSLVzAvgVDR71e2PIH9j50Q2eaMqh7l41ikvbtKBLoUGXvxDgmI6nnPs8QHRSXyeczevcVTNo/3MSqXh1EkxCFV6Ry47GoNPbweBqd4d9j8/vWV4PNGdlzJJeILeoKiq2BtMpZIvGiOiUqa20+3VEi5MgRS67GoIU9IG9g9ydJYPCVbIa4DQWssAEWm/lijavVzuseG9/aQY6PQgrQmvm2hp2wWjE2Ct3E3MXsXp/nhWQPzG7nkEq4Q2hFOs4BOoTEzm4sOLKaqBINrkCqEvhkwHHHAmbc9k4Jg8YtYSjLAlSjarcsClm9SiC4z2p+weN+3vJjhcf4xhS93D/L442KAMcaw48maRrBX6wyAM9ZBMdIz1W0te6NcfnQbntPfT1X/e1g5sZGqJ7y4OT16XRGH1Nj3IA1H6bkFbs7+Dbz9nhyAgXA2IF4UU/JMYcdwR6oGQT0/qb+Im5bt3+7Fz/Yp0YQJH63IYgskCAUsr60MKZRlHZCNUI0iYUkBb91LT5VsBJ1z/APgPIOHBCGLWwDmkXXxu1ueyhJizBPc3iAcZjUHlMaO9hjlfL4ExMg6xvsFcVNrkMM6M7kXhzi+yXh1wXRPiWzf/T9wNB3U9PkEech55cuYc3WlEQsIGlFJwq9rbr8b7sF6Cp6XDxcNjEmm5VUJ6WRIG+C4ZPET0FL2cKVpjN7cF7FUFD6Djg0qXq9kVbfps80HsXesX2x3em9aLBVZ68kfR+Hn+t/EksEEjhw94FecP6WWBZW9ytGc65CRzMzo7i9vyKr+5erUf1IvC3HnadCOJrWbVgaLUnyr81/ZxiD9jb0VIDx+YF/4Erz0eaHBlVOnzBkZAVc1Xta+GLgaQboLxCtew/ZTDrd3cMhPv9NLNRafu+Srk3FalXFy1oEdZyk9wW9IINerdzHhzs5iV2qALtMBl0Yh2GOHFB/uh+XNwZfE9d+f1x3dNxHJjIJ5Q3arTqv4us7zF9Rd503ADCugXpvi7zzX2VFZqz0xJauJwDN1qyVyvs/1yf2f+R34C3LxhruG2PoSdrRD2UIVgNw2xNfOVtgEfodEe0vnGs2aVGQZ7RQ8s2xXVEnIqpi7EHltZA1nsol/0ayzCkkokWwwKSRvMnlSjQ+0H2vqXGnqqf+RyPsgIFp3XzVVLAnNOTE33XThAJTfgzbD40o0Q0/O12Hi1kXd/o1tnTxzJB1imctky3K+vG4AJdUOc/XVIEpjKSq5lG43Nr6NNVKxELf3B0kbj2dDC9D/AFimGez5gg0SymmusbRapGOd/VcjlWFXl2dm/+MCRhQCtQa1nzdHacp+LU7Qhb/AunXsYnyYyHYWRzvkuNDfX1c/9ESLuHw8ZC6ewYDLnACGDb+MN7XcLG++zRaENayV5y9ZE00M3M5hag1CBAdk7kyv/RZ++YGk0WitsMc2SVjucd3Xg6U2u4wZ/f8my/XcEexyPzQ+RFNYXqVf6rQvIs7guBr1jPZIjn4O26oHcpnGBrfJ9OKigC9mWh8YRiZbk5dFV1elyQOy9xZ0F2bZHquQ/sQwRxurd2riiF+vPubYXP748zlySjanYal+uIYt7R4rUk585gBWbEvuw5LjnmTnGWGmscfmI5FMVx+HcnG2d0BljeIpsbUvRNpaujIMVBJ1NGZ8M9V5Ot6apP7V4luBodrfKJTEDjkomjM5WcrhPvc/veoTV3ozJ9wjfPnrTikF8g/U5QzgtXp0PiJJMKwsS7Ht+692HWAaF+2t+ulFPR3fhPIx0MWC1CWoKFz0DcwbnzFVfLHLXUVQX42SL+hUPCDR+v6Das9TyanZM238xkxhkZZrEqqs6tE5e1xQDbA5Y8Ni57GM6ahXcdqGm5sesDOB7NdaxagfNDAFrEigIHweUHL3PmHZLJ+2wMh3tcDNznC0N9qJo/VDEFOMINxuW1jC+yTpBvDxk6314vnon6lINvQvfHrN6Zj5XDPW41dZa3K2f73ixOC0oZglZStPI/hKAKA6Kd6MyHwkQ9YG46vPGjv8DuNnEPUhivcqwJlO9qOZm2jCBDviUycLijIgkT3AGeRXCcLhOD8r0PUAw89Gkb1a4j2A1g8Vd+eKZcI0k+Pd5597aekE4pYXVxtF1NPqceIpfICAjT60tYT7LQtfEJWQ/zy3aqm7onRPgnqVhMYzCLbsmv0z3VvdOaT7dqiVm6Faun3zNcvWQY7naHmHlYdzgHLO9CqrrE0RctOSefgHZ+rz4rffR+hnWfHvCZrs29vfZU+xtX3Zsn3nBdJMHJXbu9fyJL6kT70f5gPevC14e56NpD34CK3mbQZxvDFF6nMrM+enoR7HblVDrhyCh30csHn29i/s71vPkFj3FN+ktqGz0Ie9PKnm9vRXu+sb24P52EHeytdrz20fVtzqBF+EAqzvBxIm2WXaKIPRdQHZyc5f+qgzYnrrCu7HHx7uqgj4uaDHslcXojGA97+Nfij1WeJtnvWM00x1yGM6XXk3hNG5LJtfS2dEL49F/Ktjd4qosTrVhHrsM2RSkQ2lbTjCe+vtt+q56TBWd/9/XJVIZDVvry1ny/YF3+7wcTsnu+Isz5AkYouwXn+WVTTwd0Yq5xIrkbl7rLlJ8oV72zoVrFmtlV8glNseW+Tw9ZPXeOEXxq6sKz1piXXJ76Ls5daB6iTnZb+LNZKf9ne/WTPNNTMM8rW0zgmGLvr924T/WVjXsI+mra+zsEAl2cMk3CcQxyYVUFoNjw493TdpDJCac9aebEGAtYUntg2OudnWHNnNnb/joo/lsR18vYNwEEQ431WmbJrzBFYguJj/OWvdMq1J5g1LB+/bqPMb+CWHsZMOz7HXtm2fDpBy3zldJ5wF9ZwQuS92U8sYEAwPRHWHeK2CwSgNvC6QUTeNeqK0dAOJKMEwv5lYTf43RY1SX3mH5ecLydc1NfO1XPumfgXNowqq2P7TDFOoWVjfiPeDOoV0hvO2IVHcpTuFNm+BzjpFOhqsDDuX1zq8HRLFlRhi9j1UiJf/xrbMybMTWm8SaMgJU+j8A0bPln26BJ6UtdH/NEsd8za2+3KQ/b8+WvN/HBm3npFJgiXuzt8IbtGogsv4lPtBAfDELK0tlW54SoteccHFeyiqcrcDMU4/PMnq9ejQP0wr0neexfSKsIRydGNb4aqxNPyrbOUHChmrdXNvLCxJyrov/V+cqc4mWCpJutTzoCAdVCXO2q1x8n51o0FtJXf45pB+igQV/xZbs8MYhMIfkKxYDP80PRdwrgj1IyOW/q9P0tgneIqTE24E6OhPsj+s9yNU4jenjSUooSKQ2KeX3NWQipd+WNEt8+CLy+TArzV5PRqnX5OJULQaSoJZnV9hWBehsFAWhHwV6Lgl47Y8xMiDWNXz22ZCm/UdTUTbEHc47t6T42PgOuRKeGt+z3y2GIKHTHcTFOt+JHdihHU4GszjhaI4dFSGmgcH+AVjcwzdbFB/vTnPAwsjvtBSECYrgvXJTxOpbGB7n4ED4KXi4CQcK9Brhnj+HqHPCgLQXa2Ps+HhXAYNhXNN3osWH1gIY1jK3kl+MrzO9Kg4z0cm7/s3NJjYHRmsjAiMQse+9EpShMaZthJOlgdnG/xHpwdiTgVsjq4fZbiZJD6qDC222vtqnOblM3ytl+bUDnNus0OMPrpLH3kcQPoRDvHx/BLTaHR9mzq/efmsYthHOoOjKu/EaY13cRYX1YyJ6d0e8ZX56ciIpwl3WNqvRXb6qzTLYKBEG1vY8YabPQPCazI/h5U+1H3U3jYJW7S2DrJ2ffj11JjBICmkkWEO2ggrH3J9a4iZbNra7QeCqrTCawe8aoBWONyRBZuO1nfMhJfUcGr4WZeqAsA9hI90o1AnpLQs2IkT1/OOAjsRIAQrq0dM27n1oTbP01e3zmWNj+4xafZ8Hl0oqS9ViAFGowxJ8Ah9TFcf2Vw3L9w/wmD4ED/M0iyB/yCYqTOGctendYvP75trNCol8xsBX+279KtcUFhuusibdbk39kboK9H/MOcWQHDR2SoqJCwGqn5xUh/gH9EZ7hthTkr71zXx6vosHZgztawdrrGtdOMk9nWMaourHdJnbiWbAtajcLbWAt8aXnVYAxU5dvQdirtsnbl1M85JkBIFz1pih+IRixsd9E1w96L38+D+5VrMB2rx2rShtN38RkimRrNCu9QkU6SFsRff31HEWJnG7bCgfV3unO4GN6HGveFDVuvqWkNjV5X+M4OzuJQn4+A/xCtSEvuadh86lbpxw9TakKHbqVhCXWhnb8w+A/793dUFY9Q5R51vzEBUkqntBpKb25IHtV0AiHuS935dH27M/bToMT35u2OhyWYCL5UxfRehz6UrARvNnX/42QGtdzcYI6MqitaBf463ZE+xg/p8puD3YVyQcH2cfEaqH1jz+DFDk/QfYLN+gEJb4B4jODv+AbG8p6sb417q9q5XogjC+H/LyCZUD1lKDgAn0yhS27GL06z86glIxHurT1b+rLbAHi6dH9mWQv74X9Kc2U/OFsePw0N2sL7JZIDhnIumW5mqXfWeo+m14iHXqYDircPWzL2suYXi+qIzqUpSLiMiHZD83F6Go2sx4H+rGiH6luKvhU9NeCajWKbQbiW9oAXYVF8wzyqSM+sQ9/ronG5TkgZuYiOCjFHzX0CMfwfkGoNew8R2VKUDwI5lbvQUBtN0rrprTGDwmzo1Y5DNR/um5LXah1zQN0XS/AI6/jbAzD5tyt/UQPlicDezNchKTiKe8AZU0ZzFzfY7BzkvWngSXvK13Neqh/nh8TQu3soizN2N0tJfs+AdwTTEMIIimFGrRn+BMjnYZ8HqJFKy6uMEzyN5S5W8AZXJQbhvW9082DtHAguz+ATQvmslEtXBpARXetOMr7VyPXfaTS/VNbORLR05V6ylfV83Vq2eOyhVoxKjFj6RXTfvRtJ3vt3/VYnawGqK5s6O3p5RAiKrKF4o5PU/iC3BUX8FvaYHLeV883v8ycRVvB5d2qenPs0FvIhZFZG1Ehs2J9j6gUJooXwOBrMe8x+M5skBnjZbI/cDFbYekHuCrc11GZfHGtsFDFYSNdEgKPEuVS5Ok4gv50/StTyUhHpuLuUyvwcnei7OTQRnNK/y0fgkOl8vjo7Cb9BsVkLUo1SvHZP+l348rA6m0WrDhBcPrLxErxggROT1G3T5lvhbEjFBtGYZEuOHX+Q+whGhn9CGxQLv2ryhiwULHrO78KcJff/MT7rS2askO0ixtDtnQ5CNQCHGco2EtlaXE3Mpgj1T8zHIAJ2gcBoQN8WzdNjo+zTzP7FUkPQ0xZlnbTyzGDvXJpiYeV52s7xhl9v3122pbjE33zuGJUyeIgLkzBgltaw2UXyIWtZReGt4FSu/oxVaFUYRAl6qE7wJYk722qgX6L0ENA9tQYSZnKUTbffEByXOrqbL+dKHiDSfUwk5yra/bUGveIc7dyMMMW53eINuPxqu86Y7gcxRY1q/q/cnAQ1aJcFEwd9NVvpd8gN21GirGcu2Azh/e2W5mia7eT7p8+eVbu4HR30fYG4xIjyJTGJs2xv77ozEQtmBTV5cbyrh2jMzRI8c+M5jfa03UamiHOHjQK8Yw2R/8HZd9mTz4aUljWYS7KRqEEaG/C0kc+gcgBNZj1GPyKwMrt3QHP/uSUXeWoeVVayDvx+uqB3NFW76ALHon1WKCs561t0CqFdA6Ps8lcP6g+tjiLNy7z0eXBkgLzQf8KNEDAcFSJJleYmK63HEk5ysqqETuFgThyS5581KbaLFamKPrPwDqccTZg/RRFxPGbw0V8edIYPH8Z2x112yzESpfsGGCUPpqrucqi1njKtGrXG5EQJW7P002XnMlnyzE+Oth91Po3vlfIvaFqmIw2D+SCp9cQOs5Og301q21ROkWnyQdaOcQMiTod0Nxa4jluno5cxe0qUhxF4Shi+sQ35kIHmQMHfyMFkyEPqp++gVz0jR/stecIfTDapDWLU6kLwg4QdooCIMCbtt3cBYlUyMaIRaMG4FnA1frTC0KLIvyVqV95dbowEjqDCr9Beg7BEOtQ+ZERKEyyTedAlpuSuGzQZuYbuIwhTtlzFmsPJ8fT0n5UV1g0QRGoYk1kSdza41n9tATOHfyjLyoUQ2m5RYElay7fAU6hZX+qf2F18OISIaWuVz0CITbuTKGHoMnEjTgB12WtbbE6fFfo5+jTArXwc7P+TvmkMUDdJrnjSpNrU3pFjO+OUI0wu4elOvguBItp33Hlo6MbAbhXOCwS2mH8Da3EYfZx28fAtcbt/RiLJgNXBhF+to9mANr3Eifu8rWwr698gOv8b9IMtR1dOMA784VI8XVYIPVid6X4GK8icTeENOtqadaVf87Qvn97An4SNq2abFJe4oSq/HXWW+jGtOUcrVzQvGq/NxCU+RHtXCxvl1r0K6Cc5fr36UEhcfYq7n+v2/0AvA1PBr0cv9C4Hu6JfOmPwLT5AYkEpu3cjnccjGfvwhC8m/VQjzCE03zCJYkXyAhTWtkIFTDkodv0NuWjtzj083slwqnZjoNGytaJXTRJEumz9V5422bkmec0vCe9dk0Bny3SdL/lV3avXlv2se4nv+ypN//vV68U32oen+EMO2VFOy0xjHlwmX80YEhoGJPU1Qjm6+ruWEWWUv4axHNk+NMTSv7Nm+UkJtyQgipT+255aHmFVRJtW04C/Qetk0bnankvzs47x4ME16q8V1JFgA1IWcL55MQE1If3sYM0j8Zs3cnMXk+JscH6mg5/QgOOmOe1ZRJUGWbZ8zZsLLsb4tK9AHOqit+eZuyDtmHaH5JEiKROuJq/OjF7K2OnxCnXSmzjnN5faK1eYY1D8eVty1V6g0e09autnvmFhw0gkqQunUV9IQu0wxUwL6iCIpVSqCK/oW2dz1Hf4Vio00NE7yg4r/q2NtQeehAoVrH5ypqM4JX9iectAig/9sG0IORRMwvsbH7j65iZssHS1rlX6UyKwLc5G050jqoOJc/D7Q494YizGaAF7220qJaD6o3ipi+B6LKrak4BS5WLmzodrVcHy06enieu8HMwznJsjhNz8fWTig7MEu4xj45m6kcOiudrWHOKVfIzpa6joe1rwws2qpN6nCnXRTimetfZ5tjN7lfq3Rty717PvQOs7wiYCFBW9fjjcJV9p7w2AeXznbb33f8j4K4wSe2yOKsn4qNCPzK483etQD5Nw5Uuvx1KmLeUyHq+OVR0AEo/SXMk7flQDHWTlv7v8PZVL02jWyJD5RYO+OFpgPbf4Co+CZCPHQu2HLGrnm+et3cVmy1z507xs0FEFTs1IbAof7Wy3unefVqoSqEDpPSp0cptnKneS6yXGAuPzJ0B5SlOc6sdWnQc8U3ksoIaz4XrFsRU2UG2DDIDwHYytDN+WWuzbKLGZV9pCfV+/mCdGnrK+DOpoGSWVWqHmojopC95I4RjuTeXqdRbb4W0dGNwWd31B+v3s/9Azh3o/XA03cybkKoj3c2uG5/GT/PTSEjtzZjQvmA7cm7ebOD2wuj5aBSMN+VpQbUkEPkqqLS5dfsiq6gCBO1Wbd/Dr1gJBHLGD3uJuhsv8qrI8YnpwK3oEVxyvmOTnFrYr4tvM8mnpYW1mCxbumyhEqqiYe6HBHct2SDQ19SLGrnmKacOCKYO0s6V9NBF73MeDdfYYlytG9/vlj9Gs0RZvyjxNSVAMAJ1f+GG63/nMG0iZCE7qnUSKwz9Kw1Y0zuxcWuR9bVIIaImNZW+K6enif5/3zGheZI8ZE8UyiGeJsuKoSitBhFF8aHUYxFvrCNkSnj9YMaCvDRr/DMCBzzfxcRlBoEqow/RoAHHbMlCEyFWhqjeOM+tLcLRnHxczaK1fcBTL9sd/+neuIVG6vY6Ltdz0gDP9rM7s13yJwX6Xgwr38vBKJCreVyzDrEGuFWOlfodF3O77D76t34n3altClKZMcrm5p9LwU2l3o2YjdIfptRjg71rjPW1cf6NeUiz1fNVlpbjK7sVvL2D4wfptO7HEUYG8VGGE8D40sbZiUZLJwhDiLURJIH6tl8d5/PufQTrHb9UaB+lRfoTQa8/oQ/Szbal/gpLtUqacYODlmgSAnzZf8O3n1l+qBS5eTiOvYTWCAZjRWwOfOCrXEMn7aRMnB5T711D1KMeLT67dssmxDQ+DW7PZ8YOdku8bZjacW2Ynwe/6yfm9KlWzi5X6CHR6F+ueN8yGtEtxNib4U3bYAvhot0vlBrieI7PfLnkUjCA9NcCCmGuD+P7r+4aZrxoz8RipJ6eF8SZRGaU/yc440ARcJz5xSxRNcetnFfB5P9Dm37EmzqtnO/24kwAYJ4isr1qs14oi02RlfjEiz2wxo8Ci98uEFWforhQmos8ThTEJA+K3+YY9T9U9tfGTu/umLpmsd4blJSThRD8YcvRNzDw89rL+PiRAn6S36BUk8+GA72kddVYmXwb0bn9sZVnfj+QSW/hS+i+RqpvfE4K0fk261Bu+YsIuwkS6QK3PHVSz9n5vbdiOyCnT7I88qnwmVoZQpgUbPFYlUf38voW5h+KU6iJ/ypnvE1ZucY8Q/gBIO6S6v+1Asiz8ib/64FAweqALONxCZHGyWmiBwE2nwTmLQT3cbKhU4yStoRMh2foYXZEEdY3rNseqHCpDU9rmF7jsUlN4d6X1zoV0Y6xpLd60y7fZOuDtgXkMcmZHb+M7tVPchBzHwNxOVEx0n+QaL+4UEDIRp/BamtYW+aFXQ/k2SqxFZv1s9am7S3tgR7cKIJqzvqTE7fvIk2YA+tJP5+UWGCdyBC8jD6D0D+Z4PMtZu8w9nrcd8GMdpc932dqxGw69nSs0a1DMM+jeB2iOoH5ptMOzqS2LGI3QT/Wg2s8Y7Nk7tnYDZyrFFfm1OFlx8/U66mCbKpHUPaPthlKdgw3DgC6LwkDKwuskoV6MjzHqP+hnN1dhx9KzVw3q2OxNQmckDkg6vQq/XNbR+DsQF6LZ/J6oR6oR9vVVSfvJzWPXpCgc8eLbZUFxLY1V4/U93ERFxan71Qgy8tBIUGUOQBv4QPlaA7pMMsV+ylLvniG2a1mVQoDY4UGOa7t/hmfqdSanLMdSOR2uDlD29aaWFabCvPSD6Om7/q61Kl1Gnsp5R0hJUAAq+Hctrd/gHwXN9/orDkzkjy39vPH9YuazB/8vInXJjgi7cVaHqybioIX78qAtjyISYJEGbm+iCIeVSw2el62599PvuzYcm96vcEK8i+HtWi/TPvYf/vOtieJN8OZW6n5Xv02b4u/aR4cPFXL//mAwfW3gYbUGLxawnzuksAkzwaojovsfdJK8itoMdpMVvFRhng35L3IFfkReGZxv1NU14fFKkU1oEx7enUND+PeuCvf2aWMNeHdiryYkYHZeuqSyaWZl+BdvJ8AgIUUotVMhnqmlqQDlFVoj3OzQ87med/kvLJw1jcHgRldQswbCv20+5NR+0TmiZLfi+f6URUz2y2tLY3WSn0btmmDArJaSKTJWr5qk/dv4B2PzjfsWDca22/1sac/A7O6eM+KX47IH/Vp1cfMf7rapDnogChma3ZGlQc+zaSWoCRGeWB+bgl8v0fILHtZ6wdNnbrlo3uqIvFYdF3f8GdxOsA5b0GXlsdTMZRFYwE+2VOGDzOaWLkC6lQVnD2kh6oJdNz2zqLCid1lzx5rUe04pa6DdUtjtVtnPdjiKpBXDWav3a4JSFMUvubMPCcOFFTK2835J7aWjZ9QDY6M9lPWyCfUlvu5dZc9Rmnlaz2oFkNtLgVYr3xXnMfHBtJRSWOnyxVOPqVrdzwSPZZgq8ICVa6FxW/NcLVifJr6aZwT2B4ZgaFHh+X3spTAcsVpl4ODCwgQTWlEi1OlzbHTBOKr867Y+8kK35dQ6945taX9GOOXBwWkN0yDqKVsprUASYoUs4e2vuI77evKdnzEe+vj4d2wimxipoYkb7ExJGaE6HTDeO6DhH6YCuxfQbG9cmjE7u9/WVPksxmh8nmB0M1SnM8kdI7ufkwEay0en4v4yqdbFf8Lk9Zrspq/LEO74GfLcTPj2ZgNO7tJYPw22xb/3pqp/DnQW9ZL4N2gvzIhRxdJvOD/QK71NLMgZTI9KoEEkczlXFr/AgGRi3HN+LAb4fV0ZXmkLfEOYqEWO/ZfWk4uLJ05sTCND428+XAnLwMwkCWJijK6Z308oxnCXgmhHKdpc2ND6xr3AEe6tJseQOU7RfbJ794EcXSKxcpzAJXSx8TV2O0se04j8ndZpHaPryaDA4VIwY5drZpUb7YfttTdZJUopV7ZvUqiHByslhicWBPBnAj/goTHifUFHiypDQv/A5aar7b3JSyL0B/8QEsKLrMPbu8DVroW+Mfk5VIwHS25ATUQdIPM2mlMv+udX+a4a+yQxvJN9/u3r6iRbw1sRFWmQHB3yVIZb5V9mx8srrYZCXe658YWmmt6QwJGwN6xsGfR65LftDlmWXV+apuCpMaIkPUy/H8Sfgz0BlT4UhJjPUTMIrfvnC3cEh2n0Lb21LHcfGPpbXGj3P4K2ZyMAAu82m+zx0sPe9tQ6IGTEC5+AYTJPUaRGKCyYLwKtiZaGG0bVRc0PGv1H1WmgU/YiHcbYHyEniwru52U4o08Z5otq+vMXztDhmfTb8b+UPCW36K2ZF89dsta1PIu60WBE1bS864X2sMhJIbBouLkFZp1JB6vtymW4/3kXW1ynmrNj4fKfYrGzNbMA2/52nP4EIl/CXcjXEpjFCLIP4osCGfxPXlOHmWvds56GfyJuDvbc/5upXkfOZostCM2Syf3VgT8uR2p7Uol1rU5H6nII+tcWpfVJCimy1E9/EdHxnaRI90zXLsKlRgKIwOEx6bywIE/a5lGPIpPITRn2SpgEF5ftVFhGUxQSdqRgWwItp/gAZFMkn6pg2S5SNPZSCny9sUNJ0Z4zKjWW8Hj0QMSVDVhlO6LwpX1LPBnUO35y7jvguJmOt2VYx5n5z4DzBsqjydffI2ki/gh4u1FMKHubzHhBZ0Cn7KnTmM4ExEiGoBHh9LIsWkYC5ziAxH4xSJbHUBJsshkjNgKjC6ebK9d4AzDiEl/kjdYeM89Y5aYKvw7s09oosXCz1+2Ai13do4OXlZGCnjLI3Widwnki+6pAniRHAx8qU8QsiYb4R/6g448Af7rqhy9r/5obJVqOlF4rXyyjxSXVaTYu1Jsdf4ZHGd0kBB1mOu7Zd8kiect32mHOilfoRptlWvbGipccwD33aL8pN3purgqORYdBx5zY/pEwjh45tN1+Z8pydwWmmTS22IF1ezbn9de/FeQMbnauQMUq4kmr5IQ8zYpN7tKBx9u3laeS6383PAJpbxiz8MDfk73pYC83KjaECGMj4cQn63WsgkpXecvBPaQfBypWWqVLB0OAtcaBFomRCYa5EUkys/xicPwmcllP+oRKROrU9whPc4i99SsxMYo8TM6xzrmhlE54WW0mC5xg9SNqb4iDB56PwH2FyzwR9xO1/ZMe2PSsZZ8Osk6zOZrUaCaF9S6bXM75l90uNu7OfuADacZZC48ToHKP3nLI28eO7vCepZO5ljWmr89HEPM8TiWjAYI8GqP/KdGX8QrFKc7Dj8gfQMswh7dvwHQ/V9tkPValreDh318GYmtADZPsHNmeAU/UZHKAoxqzJp75z/NjnnkaIg3l+8try9hVMLdQMu+dudQLRSSKYgRyoRwfg74xofrkp688g+5vpBo30yNN0AnTUZVus/3rg4l0WlPS3p/IxCnS4XSNlHjlpxzwIVe7JN4r6IN9RCEFEoRKX1iQ+vjMcDG8ptxEAmnBdWHd4jP6MjhjXF1CKDvcfNGYgglnfgWw+btb5bmTuTOiR3SesMZ8wz/V/7cjlHxM5uoZX7Etr7clpcGjbXybQ/Rh+xs6WFNz7K8Nrpju96dP6yDWFlt3dnVNOgMVn3A737Kmlb5knnrBZdLvU+2mw3z0NqT4pIc42teeP4dudlcL8sXYr8463WO02a5qxSF9nk5EinYLro3ZShN4g14jEvFzw94vYguMVo88wgV6RpS+z2xo/L/jbTXg+0Wy/igSuw+l2IerFeAdp1T7lRuvE7bK0ga8c4jmn4JCKp4AuoyzmP4RXbL/3h2vKC75+b4GKjKvXJFGtcLnsiuSkp9vwJgRRvP63V4Z3f9m7UX/eTgnW7MCKpxfVYty2w2VvIzwVKrSa34ZKgRbBDHdwlpIIqPJMQfqrIlzYmx59F/HcSVnAnjNV128Uyjv406g566H3g7JAaPJwliGpbNafP25cLrNlKK6eFSwxLTRo72rL/rb1KxXTWJsrzbevhBoJfL0oySCzTgvNpzNbNhVKygsuouPqF1uXaKw/YjeHEd3ruUrq8yR475vRh77FKgXDoUze3aouN/kXZhxKIPKU2ba5sV/N+qOToGPd9A2TxSlQWWdcDgUK9+EMruOGbk/T/cVdCiz6MkQ7mS1v1Xm7SX4KOS80gYZOjEwEqS/CPCfdh/5XVlUF39jYqXbIVd1MIJbJ+ALz1+PgfALJT+1TdK9Sbdnuq/2+UYWJiMHVuSHuwpnFMIOszKYsvhl8Dv5xJ83EViTWcXdbGKj59EDxa5+k4v8p4WlB2U78CPvwHeBdpQPLeMV19F7E4bmpyVLo6tDdAkNuR/A4zRD3KfYmm+Kt7PvaddIuMhJTOtNstsbzJLdfuYV/m7AS6E3zpRoG6+AfYOXSZqAIW7covEbcfz/Ai1QC/sdUcsyECbLEmLhwxi2g5s+pqwhQpFKjISSNtTTBdm79BYoQTCRPgH7rEY+5SxKgwVXbHWgvU1zcFOVsxXoDBgYUJBhKLnpKHHFqGgYt8D5PN3hzxXGmEC9OA9KdTZhiFfHt8gypWbwt3/Uy999yOniW20Z+V+d6diEp+916coU3rvTd3zUfT4pzYBwnVzp5r0LdNcWQ5QVRuFOUfcUl4Dwlzc3gzcho34Fzm94Vq9sLv2BclasmVt1lMwNV6mm31s8gJyjHltib4/mT48Zoq3d/J9nCIUKFlcVt0DWLm14U6vgk6AazOBS77fCeXsvS6eT6Eq7TPh6v65MhVpIIdtb5kmgzUXw1F2DpUCDV0Hp8RLPSOnn4fYNaJ+ySROBJCHLpTi8MkVR/UVOn265NVU/VFddGUoB0Gr+3o/WsU6c38Vme8Xcb688x850+heQqxW4arqttsFIUWXK6M2RoYoJdFaJ5ZkqIT/JdKT29HhHxTXMM4nMB2X5Uj5TlZrQIdFqS9faRLbI1qgDPIizqLotjlPVXf8nyqsuPjTp9AgT+BtShlgBnbfIwSPQ4e/d10kKX3/wCDt2NFJFou61xShS9qFtn40VZhwc9W3Jf4f10brUg4PeM+yX3z2URuKLLbLUTmmx4UQzmmmSvMns3CyuTjxpwORkgjJtNecet1t22zW07WQqkn6j2rqUx7rv4BcP7oUWLjAk+15eS0a59iV/rRuinZCEycpXrFqp4z9WXcsock765JCwfdSII4c6aRRJoY++MFm0dPy7Y28CCVwOtxpzYM7Zdvmx6dFOsTkADSfm8EXNJcPm7z8UQgiWCc9Nf3f8ChJlDvv0rT6qQlvYKGWjKfPiRDdkdIZ5uQQKZYSi6qd82RQN8ATpcA78X33Eux8nJbfyKDfwkp9EkVVen6PVnmzp2YP/vJPehO0mPobF6M4N2Lird7Xt3xWv83Wq3Lt0LoT1WUMnBa04f6M7jdhYEjwImS1kPMlqu/4Vu8vY0sT3K+9wdfzJ1CU6w+ibDvr20U+ee8UQ7J7cexYZzmOv7Nm8I3e/DwF4LeiUUcQQt2w9hUDFefNSUStDPnVylCam6GzJSWqhsKJ1g4PA6OrzFBbwugYGVOcCHEpdpFP1y28IV9RY31RrJGsJljEvqQVX2yUPnilGQRrg4UrWUP/RLPaJ4EYYet0xNGqGrbyId4YWiKaaXCWOvzguWSvc9kP02juQcm8nLsmdFRg0waCLn2C3W4xZCP67q3snwJpwAfP87efyq6Q7UqMKH3eptgPSfcr/BgRmYayniAmBYX6vdHWUSg3Ja5EdvafpEgEv+ZyrErLZ7xEqpf+RHTq90fJcoleWuFaiUdmzOKm1Cfhjg5JbzBaSCTtKAkCwluaRBcnF4/+iIXT2Xpz72z2rl7/vaJopXCsxi+psGG1Huq1zPGc8bwQyamZyCNdCh3dF2wGsWwu13siQ1EeDa/tklIeHFHb87WOFW7Ze6u3cVdwlFXFn2uClQxgJIkqDf92dXGn9VoQQXhz76I2Sr49CEwM9Wjg69k1WrlcJ1rDlnaoV0Sub5txtmS5+IUIxOSY0iJftuADJ6RH/kHWGRrHGwkUEzupnx4FsL+cec0Z3Olm6ZkztJqpWQXgZAmhzTv6lKfANG5E7Gf4B9JNAJPkr9qgKoRJ8Y+j7/+A/So/+6Oz6PBSHbH/yby03WyslB6J8ig4/ZOyJDP3mwbPNTslqhpvCHoHdudGu3NdVl0g7pyuc/z20CrmjQvhPgU/wPYH2VLFUAU0dzNLU2zQlst7aLWxJGciFna7k+jV2SB3O/6mk+V9yxWpx+fpUa8q6oOkS4bKhn+r98jvpNduyrht/BFcvjz+I7OdJUxoDYDEcPF54Ifw+H8/wBQgWTFgX8A6vCmamGDU3m+aiy4p37Ah8/t825X67xkKHQWHMlJYPDOLo9OTTdZTJtC9FvZMVLhUWrfe+vMgoMJgrWm6GJ/ogDqMa8n6R50WTSTl8BUAOwZ9Nc5UwXVdWA8V4peX34SG9mf/Fg25qqTP7kh2DYyyjvdrnmrsrlezXeSpCYOhL9QBBzkYxUkH9t4fNzDJinVTAD3HxtN5n7nEJa1uNRO5jsyuzEOEFNLIcTpV/mFem0DPuPRD8FwCCsoCH+gEqqaZ5UwqUjpPJ6YU2k21wT6ajQ3GWM8w5gskJLYL8vWE+i4wfc7J5l/cXtwUhqylS0nYHJJT2vmDF/gccnjYIzR+m5W9MhsLwa0G7DGeBIW5LsCBvFk/4TmNn0JTmzj/GAwMLYapO3DUm+swmlmsfU1qy+0CNDxDucuPbzH+bjq9wY6v+9CmTBh++y7QU1xIrXJnDZQmtR18uL7Em1jh+vMyu5KEeHF9CjdLltcOq3YqGW9PRdCOFJa0Awh+CEt+cupEsgojWggDPZftOiGiZiFmN5XdfhVQ94nWZTGbt643zEVjbmcCVUPn//5jTZemKejKoDBt29OdW78nxhSMGca9JeES+Wi5KTHA8SlrFCtI8/2Q4T3f+5Di7xGvk/y4iAN1AEyVnP+g46rJUxuNKvJ1xl1Gm82HV8rD3F2Ye8ju6EitGGD3bTIKSaX5qNK7Ps9+zl5cCHVc9nJZC8gmW+UJkce8ckLXImck267SIdHZvEez0OITYRWBfg/fNt3yZPJylDTiVQqSeRKFQkuhpO8rTLjAop9CC+eOr7H3G79A5yInHe/xuaeLxnQ5bEtxPk3IpRQfx3veGv9HINd0zjVA6A0i88uRpVfIv1RJl/V0oPyXt76W2uWhU2wUUk65Y+1IOfe8URKxefhHtRAqkAp3KxGjwIndx34KdSCzY3nMB4PpH8wpgmntWGSgQpH+vPc50lp2HArVOOlO7Cxecms6cslU5ABq1YxMqtQqX7w4iXya/1FhsAV08MTKlG2hutUxIu7kT2Pp+Zq347h5fkDsi4Ik8SR7ZcVnEylMFrQxoizS0cVIMwjBP/8T3f/WWI+QReLbLHb1tQTLQzlg7+Lw7zCjJd/LfPkIU3PRV7gKefQX4GxFmCXxed/gIA/cm8rWEoyBgY6kosT+WrQ+/R3LaNBpNKTrPqlQdQZAf7Z3C4o0Owrrjuxf4DIwMDsIdP7slkP7rsprEn2VbTAuzWBNUiALMkBByxP+Z0jEuG5zftjgnPMTzbI1TnzWrPfP+fkjNGsNP74R10U0esDM3SHEy7P05mvxoRcGfIjyh7ictlKZKNnlNih/u7H24sh4sXYsH8AnQXhgYHMeA8PnsY57nn/SYy2YCZqFoCx6ZwRd1K5xuXdtmlAcrOlnIf+rga+X/sZ6zD3Tmg/uob9fGJqBenyBxwNueASR69BZkaA4q1P/Iy1PxyRJMXThHJg/g5eG88jj6hIa0olZIrm8fncgV3zz1qEPDz2V6W/HDzNZpVKWXvQ6IBYSAHp50ZDFM+fbecnQTtU/UrNpSLsgf5toSU1JRWSEd2ZhpS6QZ5c2WDt2iZ17rYRloGOj+Pa0eOFuh8+hELPBczr8tCnS6PZPDFbNbUSC/Nda7hDggbETMUReS/mggW/nX474fV7aqGYEToo90sQhESZJch/G3aI4HDhVqolrj3DTRdMOcLlsnzsUoOnUTT1eOiB5I5vSYH1wHCiajS7prFcvhv9pDDouAAsDXY5KXQ5hdaYIbdOuQMNuXO9ywd5uXI74ScWEjl6LU1ziUhS/Lm+n4koVNB+3rp5fHs2LYIPN/TzffYSEX2ApowJ4EZ6KIwTcXFxwcXnaG6pube9Li6D2JRfHKQZo+awcGR9w21Oo4eY4fg9FZGNKPKislgdv6TXrdTg1pQWVdqbrirur2txQZuTpMnP4LNXavy6bbwz3iSYP4Pfam948baaULGbKD3OFIStaTPCt1iVMPRfvbnGrW393r7U+55tEQjWdTH38qdX5y8ENA51jBfKeM8Ui/IR4vaPk8DVvsoyfcBJxTz7jjZBSV81rgyi45wTzDemoneTgS4nO+0wbhGg1AFnjsvXwM/F9cMHjFIH8iLf87xDNOdPOKUq3EqxYVaqnlrUOLa8o3JjvBSqFC2gwniQ4YVOrxZQNOuhHSM4ch8vj9IWapod8J95lzqRIpHUMMyDkygrYcdpAbxZ8o0XfIKjKOXywCjL2lmKTTfqiDmQ1y05ZHX/5BzJILiZwpS4IifDlerOqBbv5JfbsUxr0/waxjmmxMLTvR3sQXyncu7efFU/Vnbk5lcQWMjeaDHlhu8vV5W97njhEFxeW6Blsc+3FUgEy2Mv5Emn6t8glzgSoTqypmlu+6g3eycXDPXzDBt95gbxC3ZoDx4rrzY54GhtizR5TOYuVfDUyYFCeCke+UuSLNKaBRtbUt+R8xqj876m1p6xf+zKS1DU9REETW0auGW+OLEJ5+ZPTRXewhu6lE6S97ItDlyynPeT65R0l9fyIugBU1y5MBJEPo43YAxyamtsRCWzowLXMZufhh2d3w4qkdXdqU0PhVfYjNhSrfF8Zs8oGxhubavTuCQJQFR67Q/wj7EOURGVza0VgKpX+Y1znyygZ0mf6WVFret4r9Zrzar6ASuFRmJ9Uyj0FZir5xe3VAYokg0hdPA6TEp0+S8nslynhRrounTCqTRpybchmqOSAhx4oPxXSrOdi/1sLUaPl0VAvzaFag/ONeFPClNBrWXIZn9Uv5cW23JS82gDCHHBXS8AxFXee7EOKxx+88EtsNLI5ulUBTaGTfhwcXR99qX4a1TgolvishBqtRA3Zsaesne8YZhZ/WJMnEslOoxz8S6g0PIozU2BP+Vq1UxdKGOk/pNl5eEIy+8xHw+ORL9ZZaaOAMMfh6Tu50F1LArg4Ljx/7LHkW6mzdzGqxYMd3fMfie4EiRiG11GBhQzG5H8EjHdawJWRCJ5tLYznuWMxj9Mj70LE2/CgovG/IJt/bYFfv0hxdNHQVWuNiwb62btmuMdpJ/yzL/jAWUUitt89uZM2WX/Yfuk/kMo17lN//kyNsrtLxjoEW7rV6onE5h8C3GvG9btN6nN0XKHfSDel0nGH7X9jK98hb+58QiS8TCs9Pydl0Q126cJ5kkLmgwdyN4QtefXcPH3svIkBCF75zZ92a9zSqyVmv2vCyflAm27Usw8XhdQN8Lwqq5gqlAfRnUJ4W7nDAdIx7DjRZzYanDvqkzKotBLRhnK+Xdxn1qeF89pfibmCCy8fZEioSfNy27HUgQjf/FYcoeMFBs+2PxRBVOaWuZqMsin3lQyHSmzeqpxaYJJG2ThCjLTJlJhYeQsL30xKRy92flYg1EjcWuCVeiZZn3+ic/yj8F6JUc7Sr64FBpK+i83CbNZDslF5s+y1pX3r6+lfrW7Ww9ulTkhZKRecV7st6Zwwwpdohp0ScYHTGQc4Di86BmiJxEFZZBB+uvhBnV5WCyuSpz9Ix4/mL1XvQPvMde6Q4AKgNApEIDj8SS62dc8a9OtXz1PZQsX8ZGMMwR2yeySyDj6reqWMy0mV5HxH8CtWlOnG1tb2GMrIS6ciZFd0tMudiAjuG89bzpZzhDC95660l45r/yvG0GlwClM6/lDPzbfsuk8NTZEeVuuojBhQ2NW5E9QetC+nJuWc4u32rc8A1aLKUakO6vpKquWpcil3JYNk2s3dRf/gaguEBX/7U6PleO5ZjqXdlVgymzwfF0y82qOti4/MbGlgyqVGoM9gi/KFeee7xG4XTuII20IaOELILpWW2EBmtlDSC5E6Vh9BSTGU+mToyb4T59Lb0nf0exc7S6FEUNUr0KxXu8XWQUwrAmZ66IY7qa1lvbZ3+CryNkl7UaK3HivKoafXkHul+FFGg191M4fb+ccoZw0EZ81FbLkpSJ4IiFkmW5u0D0i5UCazaCvwRki9NElnOzS8WrdI/l3dEabNY1fQ+zOrwfBYLf2fLLAqdeJvddinwfmPTd+pWk9Xq4pjgGRcJPuyD91j6Jom6AEyM9/wjsXAHciLk5/GnwZYrkqkpxbXyk2iNaT8pBBPYKbkO4/fz4OuOQwW1cUeLsxtTCGRQhU0BCL3RXLifrDmiMEMhWDknqVdj2BT1usStRl/89P1QRs9BryjtU9oAyQM0cKga036oTcjukhleRKX2kQarlfL4pdTuXLRN3HExSl3qTKqT4nwQ6rHV48H76x17eKZycw1AJQKuopbuYq1tOlKLqRJa2zZi8Obi99D3uyKLHmPJg90G9/K7Wii8pmOBV8ZwFa10PaDD1piuyfJYxsGyHxQuYAFEtssFyaxxWK3/M/zASOWacEyoMx+uAjOkL/m7/usTQ5pLIM+HUd56vj11TaAiOi0MYh+uQnmoL55mEbsvKzYZNd7E/Lt+eMzptWz1f25SrjhO4ci25WmO1Pnh03jH4jpm1O8Och4E7K98Dq9Z5jfTRmkcnyok0zxyfH2zKc64SC1UUxotwdb9XsQZw4FmZWP3l/XAIJ6H6Grzj3ZuZx3+c+CGDdf/QuiWze3v4y34IslM0+jFRKOEnoIYNsoQkfPQR9XnmG+xsrA+5w7qPvjNy28lfIQF1aHYlsVIHtljNVH9ctNbteOuu1flgFDD+AaecKIx8FWYtI7fMY38ok0/2FZE/reo7sZ3HZCmIan3s0CQxxFr+uIZ+8kItblzTs3dIbXQc/eZC5k6t2XafCpH6UNyggcv+jK2I+26TNDlsd8cyOyeVfu/lld+GRTRwnuB9f9NTqJHurGl+nbPzhexcN9lIDm3O+02stP/OM6tcD96ygnwBPc6SRhIi84kHaSD1DEYLpow+ET51SxXjmlHGz8QMZLEzsThzb6LhDHE6N5aSohcgicqVyKn7ZQFCM0e10fM5BDpefbZtbUbbSZzzmRUgEb8pKkGLIy8yt/JgQN9YMr/I71dbsFZv54rguGNQP6tn2svOT3WIvTVcMjvQKQUNsV+ApA7ANOlp+Hpv+a3COA2GKMENJhOkocYkBK4QH4VuZk6YI6IEsMlUwlRJfuGa2LD85wCU+FPg2TllvLYbVUo7roy+HhZZ/JlxpRptvpU2JJSv1dAewe7p+qkZhMeHdfD45E50Ajk/Uu4gvbsXVyMC352O4KPWmqTOR4ViLlcsqTt79JNHAybDnjDDqaCS9GJ4Sl/t8JZ8jikxnQ7AwuNV0xE4pM76+uu1REksBCjFQCvC9EX5CZE5h/gqXOdOl76nhVeDvPQPfZfOsfWceAUSM5Xj9QKZRZ9L0t3UkaILXqh3fS+45Aai3Iok86ZvpI8/ZbxlcDilPr3yYCNL3KWkdCTIujJvedVQIuTfLqfMsmJPAvvV+o/8+nio6nK0mzo9AEO5eDidSlMOC0r+Bb77BTxO0GBIrNezNAkKGuf8zdid5kWzBO6nxDyBI9LThcYxtVIpJqqARkRcVr+FEu62vIxG8n7mUaLWqFcAQJtaGrK9zIxLaSRpjEL2BB/msqtVrAr9ZaWnRa39O5ICWzKsiNXru5HaYUQ9s52yxd6BkPGtzvYph9ltZ2uDESi3uZpdCsahO2u/V7cO3pRpqFK3J9Pmvux0W/eLYg6NcODIcnE3H66eY5Hihs9Qi7/VOdwkPbY2HIVYhtbz3JScWO5vJ99Vzz9O1u1K2Jwrgb6fHBIj9hfgFM1XWTwkoqkw8qA/EY+7H31YDfGwabQbc2OJYSTqw5t9AuCIx6UYRsJB2rZrN1gwPDsPpVxdT8bRqzk7gdD4i/xhxrpB/AIzI5sXKndG5fxnj2mG2q+vVuzbH5FVKG2XbUEpNhTx7gDZ3Rkc9kT2J0DqIpFL67n0mq/gtRQjk/DZw+4XI6Z6upXK5S72VXCpSGT/Zz4sIsUxxcjIOBwdprIwQsd6+6chTurGxxP7BeLw+J+sXiW4rmD+FCnUYlS8ru+9vEwrD5RSl+HTH4kwgSW7e+3Ll9in6Rj4drxLM8E6HO8i2yn/TO8ySjl9TKns52D/BDDhztiLcHGN44TYNDBaggmw3kDCRbQv/tvKWAj5Gp80mNV1p3lFBfbAQcd5G9OS+/rtT/MdXe3ZRg9rRyk/4s5JmgRyxi9nS8VUhVu6ovyGL62+2CcnxLx3COekXijVBrM6sAafZjhBWJ4cNYJGX3pRiUlsklmn7r/Xy80jio8/CPEEljmZ3syNe1CRBPJrLXMd+fubcIaCTWMAtVb8hRFr3m2bFj55QR4qQldFj2GqjmO5+n2BwjfFJQo+vBfrN210oRQRx7RSqi/Q8pXZ7werR6D+A6TnyMovJtL15oXo/1RyVFA45uACvWjdY5bh9ba7X813CtbOQAQYExIg4Y5VrIBY1JcWujB1pay4BG67BWHd7SGHm67wBBdBJkWqn+6IMDim1+gLgyRzIRMQUo9kLfdbbxdWMYfsYshzCFhBM+iMFQr+yYskp2drSbKq+TDXEJV/JghQd4O7gPyHmgwCEAoM1UzVmEOh1ylJyivxxk+dKILUoerQgoIGwuU0HHpsz6kgBmppHS8yGwpwzj8+/jZ5P5oQsh0117wbRdw1vmXN/9zVLCk53c8dXLS0coVhmhq+t7uPYWb/4MghM3r3fNYKv2xEQUqAorXQMC0dQ7uqozx3k9VnEfTT9/MCLAjPQKo2Fdjgwhj+6ULiB/vMAdQ/wPcBBFD0CrEn+PDi/DhcrbpCooR491NfyosIQk89ubbeI6wLrkRbj9SPkHplPZ1XOMzzaGQdLlh2AGZ8b/wEIk5vrU3mVLLFZrOYUOvC7Au2q4SNceVcjhxL4r9BCiQQNh0vysdFhc4f3M1GF48nPRQACrVR73jhyXd6eykyeXzm2Yj8TxyiRxYZ76MXRsT7FSvtsHWnBSY2GpLlUksfOYkjlV4Eo6alPz0cjoBbcwAYihnk6fbMH8bCBMOrMfjZkQOSbcZQJ2qllicr2mVmZXUSNRSClCJwmW86IugarRRc3LQX8W/bwxAvz6PAfYHspNkS67MNVHsV5+uoEruC6BTa233BC8NXVSKcPpLgDSp4n5Ru0LsrSmrQuFI7lzvxwKpkfb/0Mo74VJDFFooRRmW3XZX4f8/VSsNKrTVSweQ6s/uITOaKmVVWojo7iFc7t53MtZrppLuCRRMPE06uWt3hlCOhQjljXYMILmDNc70W0So98AxCrd/UHS1QWNsfWOJTcgZ9tp7XtOCcsmU+iY0jWZHHUDFu1gfwDOKaPJacdkpL4Z9l1Q4VI28/2dm/3D6Xqsp1b2fi3NfR5HBwvgf6+FCjy5jscaq/PsFeUlYzFCtDqwsrJ/b0+pYugvVdtVbObqXBO/IbBEyqlcSiJ4YuMnVRnhJLixPWANfPibysP0/N/gDiosG9ugPK8n/ZLG53OJqklk+zyeVoGKLP817rgLAauT33uSglOLrhqpx1aBK/pyT2fErJvfXCUv3LkiPiljO/p9vfmHyASHvY9jBi7sOVBfWeKDfqqWnjnWO/U1doyW3YrlJmIrzNrWT34GR1SGqptgPCkDSD1YTawqIAbCBpO3WUGxmp017d1g2997IPKNsZK1iCX/JrBzFeRxm2QbUqJiJP9BJCjiXrgwqNN+VYpgPe8gTrgPV1fLYmrwnOMZkyHSIlKg01gpfXcnVxZvRa3UKWrTyKTsehXc3yp7VOZsluxMbGieKaJKF33/F8rt9QPowoU95ldeIGqWw8RpT2OYYJC7neawR4cYkeMa71Ck0Xlr65xtw84ITUOKZNrP1TSeiMVBeWqbPo27ih/fqfNU7xv6QJgvU9n+Y7tMQ+wSm17L2I9moHJj4KMXyBMKpgsZUV7R/PvOr3ploPChFmKM/sstMSeBVw2HBxIN5eVJxdxC4xepI3EjikbnsGqzLDRuhfGkPq6cZx+a5Vmr1attxT0nM24W/RZ1DWrmc2fGrSBCmZZFFYRETQJcQ15kG0rnpd6rzvrWlG3DgGIy+UoXAezk1PoxvgXfJcSfxjAJd4ljoeMz0QnK7TPpCHGDvp2lf4sBTQ9edlhR+zDOBgyQohm+SzO3z+jDuSRQhN7pi+jV1T5ter3uLPNyrQr7NJerJB4TSY++Xphn0ajz5ltzwdTVpr5EM7KRvtbSHXzH2DAhuZAat3OTYEC41QltDKSp67AQudlCRGNDeKGB/6c2wMZhXhnVRse6kkH9dzL/RcdwQ8LeXSzd1bB57GGi3lspIHfCOWVt4i18BvAgT5WnS0rFVi79f1fxV5o6wnxDZcjyX+ASfv2JvTs51c++edG3VFwLHgojB67UoxWZSktkYxJrM7aXnNakvV5OZj5ct5HaCLp4R3n4dJYLkmAO6Zp10c+7E14vmzVOmChiwvri5WVSyUd8m2mI8ljyxlraWhvQ0Vqxy1Oegi8Bo/JIVqzZ4m5oPW9EhRgiQsCwEPLMx8q+30HfzOEWYai/xl7vIOCDx//wPTXC/qaRTE+fN4SP+YYvoWdIPsfJJFAZe75SVN7NS47DLEd7MNsVUnhaNvYXmz4KIviVTPm5/c1st6pnWouG2zFprlQURx2T1Cx0W/qyYpgmrqLZLWQUA3jhV+0gxarttlqh35Gi7MTnG2mOzaf8u4Zxqd3sYv3XKHVvhYivR4UV5W6TzQ497J4mKBzMNcLt7Ec2QIrvXByzLxnc4jCs97/TyLlma3LGFwRKAPJK3sTiuNmFsX51tfff47B29xjs9tzlfW2+S5UvP9DQuetEkVzL7ec3dthPBkXmKrYEL3uEHvGS5ZdHHwRRgItdvOrUsIEaYEmG+4SuxqsNGWduXaVV5Xdy8hoQOBu8/V7k9LRBr3yg1cktJHqWsURtC7NZC+lguDICAvawJxxtWT8w19E6/HOjJ65P0CY+KSGz3liUQR8PzU5IrgSgcXCD8qfq6KzNGbbAzQ2TgJ4QCETDRR8MarRmjdq5ZXkxtlSolVdvlWpcmLHctfqE4HJi0sarebPC0aR0tMZJMqE5py3r+L2/RyVYEh3+y9i8o6Mul+ZkbSLDZAlVDOEbWW7w/j2BdKtyN8+ycMRlfEBDlrnAyYN+jMkzT4TrdcTwZxUYoe2BrtLHIty3sztUtg5swbFwewS3+WFpJJUMse62e1cv0orfuFfTao9hOiiQc3WugubMKwYIudKnX3ZWua1D87EibTjFf3kZNYBl3b+awxmY4rfKfVYswKcvtEGP26fJV19d6nt4+ghWA6XXRXsUq3yjDys5oxgRPg/0QWE4biwUnVifTAqoRpuEC6+SskubDa3blvUrJn52Qd1yiGm4VmGVJin7lAmRwt+naLeHfi8JLZ/g9Al06J9Ldlta2BVqFIP7z9CE25n7fa8ymgyDkavUyGf74hAP+eM0uLIKk6SDehuuo5BipAdrTPlqLfNndwZVboiBBwLbiK1fh/FLAgVSxsCxy+4q1fzLOuoZHFDDtizVCiMkaF8kqkUgYUvpZ41xeojM3sDLiwH9i1cf2EKDw1F4XwsyL3OXjCU656DMTAkA/5cSaHlPuFOvQZ8IPtfgtX1/JsbXf1Q8iixYvVErKnQUotZ05d3H9iMjNeplWzozmLLEVS7MSLRW1FUj9Gca8pVeDF7tAtzzh9LPzFJ+0pBoPE0+s0nOu/Bj+PJhvTLn9O6km+lNMuUy7mT9PvcwmZGfHzwG3K8QmnQ4ogkGiuU4YYqdyt0Q66RxINNxPZWB+s9ZXj+ZqkerOkl/HluwFHeaS2JmxpZn4VvTx6TbMLjnAx08KHWH61B4lxsHP/H1J8EC9yGP92wsgO7meVt7fBe9B8JjXuuWuD2qzV8x60iYxCIuknqshj5KwLdkZG0wtWV/QewbG1LGSU2TXErryWBVTkwGJwUpw0J6jJGq/2YxTendIMWAFNvTs8z+/OPReKzkws64YvgoOrtPD78CoIdJQcymj4ZJ0pVYNr4T/qseZ7euGOFbaw6pkf4zjNb/bTIz3eJjvVNhY/vRdDshCB88IyYgcLcsiJFIvVaBkdfi9kRoKgn0d6eqaVGruXmSMwFfqXzENrvCEjxns2Ar1Obo4HxRSQ60TpR/Bo5jaMDHPifguPST8ik88x7T1NkWF7FOcQNNW0HbsMdHIT2GTSu+2cb3lVn//S06gHo5tmDC25XXs8m132N5T3gv3twUhVySWxP0mOwM/TZ1261dwjwHkiowC+KxKM1fl2fYWe0C1hG3eK+a9VtL4LZrzxZywJmbZm8iZK4bf6/ArwpQ9a8glVTNEFkUGIgbTI+T4x8V3fhfRNV1ez0m81e+06xkubPSbWLz5NSvYVYpZxRGHzWjuHYRR3DhIpJY1UL5fm7+W8W+PtH+HOg3HiHxLqMGm6XYpI/nXSx/I00LOohMg8wGbC7Fjyru6FkdXYN+bs37cXiLUvi34Tg1bTNKi+FXifU7vSdO1dome+bzLeJrSTbG2zynldYnkSaF4JnSSSGMEz0AfAX7S9n8Rr74i6l4j8dLdWt/rV0PEV9YzSGNLRtRkuLbTtLhnhby9QtdJ0+BFVxuiFxO6FMySTJ+xX/AAS18Ajw58CNR8Sz6dcQXvjfxlrF7fF43CNbWWl6dp5doZWMdyqNBN9nVXcQo7XDtbl4wPiD4j/BP4oftC/Gy8uLrTzZeHrUQ/2TFNvUaRo1pMLuBfLgZkuhcWVxOkzs/miJliyUVo3/AGj+Dnh4/Cf4c+G/B7Lp9nHY2IsW2RzLHOzQ/aEuzDJlLdWcIs7LiRpoJRbM6rEFAPUNYWS4RjcjbBcSSwLLKkrAhAxuPNkCSOkkzlGia22vLC26ckBNvi+qJEtzPG1qpSJoTbxyD7Q+95XMsQeIuTtSJWlSPzXiTd5q3AUo/qVz5tzM7TholkUYuC12ITHIJTGIQWkljVikjxskUbEycMViCwcB4ggCGGe5iTZGlpa+dJLE7Sr5qmQyF0DPEjSsX8yIKWVZQYpWjZADwrxGsNqVKtGRMrQkTSsVfzLaTyZb4RuxFuBBGjCaeWL7YYozH55Yyfx8f8FOvglb/CD9onWdX0bS7mLw38WBd+JWDRyQW9prLKiapY2zG5Kk3Nzaz3RjuAoPmLcQmLDIn9j3iWwP2C+BlCQwWyzhFjFsYwk88EitH5EggSW2kieNNilQypChkMSzfz9f8FqfDOmP8NfhT4kmiZL2HWG0xkj+zRzGDUNKlSa2SWSK5WOY6hayGVo7oB7lWgmt4yo2gH8y9FFFAH6sf8EaNes9G/4KFfANLuaMLqPiKaxF3+/d47u8tLmCKaHeiOJp5bm3txFGvmXLw7VIkeESf6PJgjgkby3lD/Yp1mSVViZBIkDqsjKrGIO6I6KkziVnjtLiNTmQ/wCWv+x547X4YftN/Af4jpcS2cfh34o+Arye4hmuEeGKLxLYxXtupheaeNGseY3dnJk8iNIis3lx/wCo34f1Gy8U6Hp2oWL+f9qsbeWE7ikTo0cEf9oJKIikiyxLbb7ddoi2zxrumXcQCq9nCs8z53OzAM8cjbC0SSwCSNlKsN0cjKGBAxtdQrjceL1XS5iZUMckltuMcTIyxBttsJlklCKGPk7HVnRJomcGaVGcERel+Ta29uYI0BmtBES+0uoTavRJSrEpM0NrLHOH2qGkWESNOo5TWQs1m4WTbhnhdHYiJmK7gs0BAafOxfLQFAVkE28Q5cAHyJ8a/hh4a+JPhfV/C+vaejWV8SscUzFXhu13yQTq0MTFnYsxeR5JEMAAxcvsc/hX4x/4Ji6/YeIJNc8OeMkhhsYprnT9Pgivpvs98TEYGaVzsjRAZPNjKeZavbxufmMjH+kO40C0aMtKytKqiUJJ5ZULEziQkuIxMsUUxVC/lRiVvMYxCQCPzzxTNpulaZqWt3lsLoadZPfFY4GuJIWiV900qxql0kUcNuHAtppFmZQixLPmVQD+dXxP8Y/iz4e8UeAv2U7a8sNc8SWUWpXni/Xrp0urjTvDs2yOy0i4hmieC6uzElww3tHdvHJBJHMdyiT68/Y48ZaB8Ffij4i8Ba7qb6XF48dNQ0u3mymmzalZSxrN9kFwyQQXstpcmCdIVa5lzG0siv5of87td1Sy1b4yfE79obR2vLjx7qPiqW61bThdF438LWsz29lZWlgUmurea2jUBREFZZlaKSKQySNL1nxmvW+K3wvsPiR4NuriHWdAumv9LmguLoXmmmCOOC6b9yUuRfF7KGWaKEG2lSKRZcSxlqAP6Q5RwrKHePAKXLB8TxOCLd03fKsTQx5iUbiQHO9lCrHBX5kf8E/f2vv+Fr/D+z8DeOdVN7450C5h03+0Z7lGfW7KK0/4l16XuGR1Mw8yGPzHCtITCZHlEIk/SWbUAhnjjjZ3ibarhXeEAIjSySNGrFVti4EyAFwSgGC52AFmNTPcLFKUjyZV8uWYbTG7RwxylIzta2ZfMaQ3CO8cjFV+UDPmXxE1ez0O4u9PsbmG6hmj+ayuFt5lhL27O4h+0qEhjl2yTM1sYkykTI0XzTt6Xp9zFJcQ3+0w3EMpt8rKXDBMyMiiOSOO4Ro2ZivyhgGw21VevyZ+OvxpvL74h+OLPTrk2ttZXf2WxjjfEhaztlgcNcuXUo3CraBrqMsGJLEKyAHDfG7xtqeo38um2V9HIsEyjZZTQvLAY7lIUH2WQNt2TYkWcvKzsoVLZy3mj71huoPCnw20j4g/aIkl8a+CrfXJLZ5kLQ6lbwwWuqQNaRsUSeWWAPHGYkk2zs6kpHIqfjd4CLeKfiBFPcQfaX1PVFMUqsJDJCshhVIonlEIaJXlAjMYjLLH5UkpzK/6YeMNO1dPCum2FlbzG10fUrTVId4eW1MU2nR2Wt2S2yzIbRZG8m7eMBlnuJSXjdUBAB8PaB8PfiL8d/ixqXifUNK1EaVd6vCsmsS2NvcWlnaQkSW9lDLeRTFZ4YmjWBlO7eGQjYnlJ+hXxB+CVheaVY2vhq2GmXumWkMUUNtdOVcW4jk82RYpopIZRD5jSOpYGQu1rEIpHWvMYvjnc29jpvhHRtEgsNStIhJdpJqVnphaSCPa0kemiOARPOh812k8xsKwJZtsrfTfhbUbvUfC+i32oXfm6kLWWKUkRK2+WQKLeW4UMywyGTakabyojiRVaOXBAPhzWvFWufBrxHZ+KBZX82m+HbnT9NiaFFkie3vbiNZrc3kTICLeWS4vfs8+JGPlOu1SzH6qtPEum/E7wfr8uma5banoGv2QvYfIMc0lrJM0bSx3BKsbIW6Os8oAhuEZQoVYAzDU1Dw/ovjHw9rXhLXtH0ySCPU5b66ne1s1lmmeIrCboqHTZDEZEtpQjmMI0pKOvlH4+0L4J+NPgl8VRqfhK8kvfA+vahaQz2QWN/s1k0yPPFd2BadXaZlkW3vEKi3igUG3XKowB+Rv7RBfwF8ZPEN1a37OINSntomhkSRCiTfuNoeKR/3DwNNIV3pvXJHmvGtct8LfiveWHxK0PWrCV2sZtRhaOVmjjktpb9fIbKzNHIqSLK8ibhJB5xRUt0VXVPcv26PDVzofj7S76fTIFh1gSySzAySJIt1eSSRIHkZo3e3aSPzEPmMvyhG27pF+LfCmkTW+uxXVm8sUFteqRcXBMFuUikjuDJJbuohadWd2S4hnWdpP9UyoxegD+x3wXqSax4L8PXshkeW70uydZAwRBCYXDrGsTYjy5Do6OxIO4FH3GTXnuRpdrdX+pyILa3laY5BUR2ZhedGlwIiIgkRV5d3Bmh/ebX3r4x+zlrn9v/CHwjNO/wC/Gi2aHa37xgsEMZ8190cyzJ8xkYorw7oYgqDGz44/by/aetfh34DPhXwxfmTW9ReSG6naQef5aSMs1vFM3lyvE74wRHCsyweU5BKI4B8jftY/H7Xfjv8AGJfg54Y1Vm8J2N0LbVRpH2gteSS6lbzQ2ataiEGNRbXCPIDDDMLVkeGGSNLifndd8Q2j6jpPgaOxt54PDEdldwiazy0V0waa0kjnkHmwtdGJrZ7pJmfBhZ2cCKRfnP4BCe2h8Z/EfVLq4gvdKjjvIJ7xooby4lumM7m2mVkiimwriKGVxPKkrl0MUcbDp/EupajFrcOspCkN7q1k0oDKWknWQ26wQr5jJG0UkwlkiMs6QQIxZEVz5SAH9Mn7OuvaJ46+HHhHxFY21tFqQ06ys7+fEwaeW1h8rUYUcyTQyllEYYDbJJGXMhaNy7/QGqJZ3iR28qyvcxoPtDIkkqXPmxuXgS3tTBHamTy3l2go4jZQsxSMGP8AKH/gmb8UrWbVNd+F99MI4dNRNUtEu5Q8r3KIbe7gSDFx5KSrCssCxIiTwxyJ50isJa/Wa/nMcyW+0kYneMhTOzbTLiLbbwxpcOgkDQzrPG8LRRXHmIYoTIAcVA8VuHhht/IgjaARtMyyh5WWMTgLMspCyTpG8QSYxlZXjMayy3EKcxqgnmt3uJFeGZpTvMESqGB+W1klhZMwxNP5sEUj2hMVqx3lmjUy93KPOScW88cShmTzJIt0lzdXDmSCWL7R9pUTReQ1vawXCSrP9okEuZJjE3I6rGy2K3MsMlxI63NvcMZRBdyT3EkV0rtcKttDefZfN8tAkmUihjyA0e8gHi3i9Wk0+QwidzPbRSzSRbvP8nMy3KohSHz0njDRqJIiEV0kiWOCJIx+Ev8AwWNmij/Zx8OvPl7y68e6alrKttGxkf7Jd3M81vGkMkcE729rJEEa7H71plkF0waOP98/EETRQsyst5MLNo/JeK6kVYt0gge6ijyl3J9rW3ct5sKocNgb3Vf5ev8Agtv8QIL3XPhf8N7ZQtzZy6jrs2mec0YFpA3k2sU0BlUI6JNKB9vtWcgyG2ltQJba8AP58qKKKANCxlfeAhkNxB/pFg4JkEE0BNwQsDHy284xgcq43hco2Tj/AEJf+CN37bulftLfsy+EdE1jUJV+I3w80628DeLdOvLiE3s1tp0bWen+IJYnMEs0V5pUUEjSqvli9hKzOyvG0H+ebGQskbMXVVdSzRkCQAMCTGTwHA5UngNivu//AIJ+/tCfEH9nj9pr4deI/BXiC6hsNV8TaDo/iOwgkHk67ot/eRtdWM9h8yzTM0JbLvDdx4meN1e5lZgD/TjXUN9vJtQuJYmbcUeGRo7lWaK5bbuXym+0NI1vLlVmnV4JNjLHDw881xNPc27Y8sytHEMM8Jdnt7ZRIy+YFEKSCfaCvl3TKzqZNkdcB4e8VT+I9F0nV2aRU1TT4dRtpN8QeB7jL2tnGWLRrdLbtEzBpVeZ1WW4iD526mo3sMEcUzSebvmgLSxTsrstwyyruDnZLueFolyqmUvMiTFGBoAZqs1xbxboWRo8NA7KjAoGLlJo2VY3BYsRvmJKkQKqrgivjf8AbA8aDwB+z/8AEHXFkMLXmkHRbadViSZri8V2nRJp5EggEFol2yTO7MC4kVbeTaW+o9U1WC48tlSTduljiH72VCY9xwPISQRSOQ4nBSRlEC7GbZIK/Gz/AIKy/E6DS/BmjfDWzv0mn1wDVCUmaGONnhNnCNqSeYx23VzJG8sKtIpAVShSgD8sfht43t7FrFWitItT8Z6rJLPP9o8xotFRbtkibyUhZyWjihtIUEwdZlnuQz+Y1HgrWpfhdfCe1FyfA3jiXUbC9tWjE0Oi6nqGqyQWo8tP3KQXqzvG8vlIySKimUxeZn5i0HVr+bxHoUZguHk0zbbt5Um+zjeSXzILhkEL+VGMRKrswKrJN5kc0m2vp74P3lp4t0f4lfD3xJteW80ea20+W9lll+x3FvdSXcdzpZVcLcWt6INs/wAjySqo3FDKtAHzvqPiHxN8F/irqF94XubjTr2O+N/Yi3maG2GnG7kltZWSIx20/wBnLGJGibz1DrcqzkBX/oM/ZO/a08O/HHwTaW2tX0dh4y0qOGPUrO4kRXnKwrbzXqjYGlWeaCPEokdmeQFo0aQhfwm+KHh9vFPw78M+K4wZ9a8GXN5oOv8Amxrv8q3vDB58xGT5uwx3AYu5eRkIwIJSfI/AfxE134feJLbxN4Vu3slV3ka1jMiW9zDOQ37+380QuSpZ2SRGAkbMZi2igD+v3UtTFrpdwxb900bOhhVSzOID5TxkEIjBELmVDG8gLeZJISgr+aL44eNNU074r/EGKDUZ42l1fURFBOJDdgNIigyOj/ZZ0lVg9y4aUq5VlkFyWWP9Afhv+2fF49+Edxp2oSeX4qsLcRTwpJBK7SxuixlJ1lVNzoVeQAHzElk8qHcDIn5N/GfxGmt/FWXZdLIdRmms98cobyJo4oUiEyJvBYu7lWnWcLu3fvVImUA+9/2MvDeoa9c6trOtxTmXwvdv/ZoQBEVbiCOaaeZ5T5zpuTCEs0g3CFkjR1B+/dM/aE8Mw3dvoetWkccTrDm8jZcQQrIYXuLm3fEU0by4leW2ZmLoxSFVGZPKf2f9Ig8DfCnSLlpbWW7u9Psp9YSaa1D2yx28CsJY0dIQtxboZ3dwS5YwpIgEcj/L3xd0xbHxjeyWU8Uui61P9t0q9dri4ZDcxoywW8TvutHt5nkEaK/kwKQVKcCQA/WK98O+G/FEQv8AUNJ0TW53R2tr690iznAJPmW7WslxbzSRQQ5AjFtJ5LBpSVd3amxRtplvehok2RPCghEUb20pPmSn93tEkhVWEqxwYlDurSRkbtvlHwm1me68E+GRqdx9suNM02K2lnW6QsyWZwm+5z5zsu8F7gRkYBQ3BmUvXZXcssEq3DtcTBdqRhrqd1kL5V3vZZ98aKhdFgLOWyAC2xVEIBq2gt7LU7m8Vp4W1F47mRIo9qzx2bLCihPMVUiVXMe0yyqjFgitmQ1k+LL2aRrR9PCQhXUbZXljfy4o2Q+SYd6QACXZsGV5DhSWkA6CzaDzvs9whnnJMMLJOgitjLKRBKYSkwnRH8wsnmpDcneRsBNcl4i1C2sNQWw1NWZZmcwT+bJG7PuYPKyHKNIyEyxCTcgRXd5tshAAPgH/AIKAfCsaz8GE8Q2Fti48IXUF3JHDaLvEV3JCl2ZbpISvliSUSPcSS/vSohaYNGS/5S6DYB/B2n6lbNDetbxmKSTeoZTbks0CRStGsrJwgWdWbykkDCONYlX+hH4h2Vl47+FXjPwwSL1NdgXT45Lxmlt41uYnMbt5ijzXjYKyMIlX52KuoZ1P4CfD/wAP31jrPjPwZcRs1xo19qsFut4ryfabayVommMToViZ4YAYvs5AbMW1WxLGwB+zPwC/aA0rwz+zFr+r3F8gfwrBHZWiCcI0by2bssEJJVpniZ5ZZIpVbaySRJbYQOPxJ+LnxG1T4ueN9U8SXU0slqyNa2ikCSEi2k86aRACoa0lcy58tQJ4vOE0i7IidTUviJfaX8O7rwVbTajBcXfisfb47V/Khu7W0i8osRar87xKBLeIdonEYMIctLG3l3hu2urjxJY2MCN5uo6gLaCIO84iiuXRHu5EFwBHCxaeUt9n/dPkSSqmFYA90vLq80rwDoGgQHFz4juJ7+RVZlfybBrZo4/stsiv5bxGaSRUn+zOVSPe0RIb6a8TaLYSy6L4uuxHdabong2wElnNctMp1maOZLHzmtNL0y1uY3ji+3LFILhxGkETNNJITJ8x+Ob2G0+NWl+Gv3J0zw/o9pb3SQRl/Jk1UBbna880kdpIiiNJ2hCK0uyUSsQij6e1jxDd/C/+ydG1iysZND1/Q43khuLLKtcww7La5gNyjpbsIljDyQASiVQUlt5sEAHtX7H/AIquPC/jyx8T3UV9azXd5E73qrqdnFIZgjxWlxC9tbm9jIjdbs2yukdzcG43CRtz/wBDcO3UrW1u4JbbyZbaGK1YtJbDE0OfLKsJbiU+XIFjSWSEkhmaB45CZf5R1+Kut3E2gwaFBewXdrpkl01xY3d3cNb6g0cdlJqMKtI0IlDJaRLODaubBgrG3EoWf+in9mnxlB8QfhN4Z1W2vPNAt4dPuJJ5BDOJbOK3kzfMsmd2zyN0b79xjKq0yNGigH0TDFG19NETFdRALbI/mS+dHEILiYTQhI5Irt44isJAhykqxxrNiJI04vW2EuqLZQ+eYQVUKgE0RjjkuE+1yQebvlJMZkhZYHVpojcQmFYreQ7F1cmyuJ4gC8Acxy3HnBELJM0bxiNmO4otuZTDCXbzVAMYd/Mry7xB4heN7nVEMjeQs8peC7cKCLdd7KxJzIIQ4vJrVRcGMxKlwjSC3oAZrkJtpYYZLqdJo5Xk3rHC8rwmSFonZXEZtS8SI4SGOOQSCSJpVbzZH/iP/wCCl/jiDxh+1t8SriK+Sex8MXMGhWcySRIBBpaXmmz7oUurob7u4lnldbcWrTlvntWjSIr/AFJ/tJ/tM+HPgP8ADfx78SPE+uR2NpY2d3pmn+ZNBINW1i6gvIdM0iKFIb1L1prlIsWFlC8slusrtNbxSmRf4avH3i+/8deMfFPiu/nlmn8R+IdW1yUy7N5k1G7lnBkKIm4xxusUe8M0USrGGIBLAHHUUUUAFes/Ce/k0v4h/DrUYI4o5R4n0JEli2LKjQavD5rtER/pBljSLJkZo1kDB1CSlJPJq9H+FuvaLo/xG8Cav4tuLmLw/oniPR729ltIEmlt7S1vraWSTygu6ZI44tzqBK5C8Ry5MbgH+jH8CfiNNrPw58HEtMXTQ9NgEqxhFWdrOIQvJ9nUWaSRzLILRYRKnkmVI2WJS6+yzeIpdQjSMXYEbFWt4ON4SF5MMjykXEZRo1BEKpHJ5YYqvlrn8tvgT8ffAvizwVoWofD7V7HxDoN3pdtDHq9hqFtqNi0MavbSQF7S4litbiBh5V1ps5gnsLgCKeC1kjfZ9bxeP7eK3jm85A8g2jLbHMkUgMj7w1vDLEskeY/L2sMwyEsVYsAfSlrqKxLcXLOJ0tImaSFdscMDCRY5GjWIOqyorruVYUZhLNkgged/Lf8At7fFCT4h/FvxCwvheWWm39x4c0/90gWCPSLmaFS6zFYojK/mYljKPAoMgGJiq/vD8YfilD4D+D3jLxbPcqpg0O9kjjVz5rXd3E1tHLguko8xW3hZ/MiXcDIjkbq/lJ8V6y+v6/qeo3E1xPLf3VxM0SAqI7lmZIVKsWWVhxHIYkjLLhw8srSFwC/4K1y40meeS2sEuHmvbGK6lCMrx6fPKFuRF9mYt5UrMsLR+UpjwxjBEgZfY/DXirTNO+KUsFhMyx3Fr5V69rmKO4S3uZJ4zvmBUzW8MqrJMpIViJXcSMkNfPupQS6H9ptIn+eWSOZbaDcskUcv70ukzSxxCTeTHNlmaVV3hyTiqtj4iFnrV5r8yqfs1iYri8kldEhuEjxFCJmLvIzuoYxRAPEFG+R9mYgD9C20K0j8S+J9FDi+0XxvZDxHFH8ksljq10DY31rJbSt9mmltxax3UhJjUpMZwIjlz+bmv6PeeCPFOuaBfpcMIr6Y20JhRZoomlK26bEMcTbkBy8Ybf8AugrELX3H8Mmv9a8Nv49ur4XlzoN/baoltGbiGC7t5rW3j1HTCEby7eBP3c8dzukUtMVgjZmeNvN/2mfDUery6Z4z0y2MDT20RTy5ZZA0csk0w3z+Xt3w7SodnRQRuVhDh5ADzf4Kak+naxdpc3UttG+kXd/OsTyPKJ45IzanypHy8saN5avKsjxiE4ZliYNJ4U8Oa98RfiJcWujX0FlqF1dpNBqFwqRXEEluJUMskodVAjw0iPHLGwZtxUyKJBwnhy/hSC7u7eWSXUbnyrGytEZkVJXlQMweJoJXVyokVJlOSsRcQeaqH6K/ZlsJtT8cazp12sy3a2c4kMsKiQtIqhQmARIsKuy2yLGgSWNcSOGJAB5H8M/EPxU0X4vyfB7QvHHibxusniYr4i1H7VfvpyJDdGSayguHkdJLeFDumkxbpFOqNHEFJJ/Xua40Qarpfg3xtLZaTdTRR22iPqcsQtPLjREm8i9kRYRPIo3kEBdwd4nj8xM0/h58MPC3w9e516zgthrd4WaW7kt1hlU3OWklmZgYyVYqsMRIMUhCgMkQ83ofHen/APCX2cEF7aNqEMMakxARGK7RVTynSUNLJFNGzL5RSJEK79oSNBKgB9G2t42jWWnadbzRG2aJPNeIsyNabmWF43iEaujQvJ8qqyNgHYV2Z34NbS1fyo7hWZ42WIFHlUBiWJt2ClCzOpGxGZZJVCMjyKqj5l8G3lp4Y01tOXdI9vDISuoyyrHJLGJNoZole6Zg21REHRgzFcOi5j+XfFn7UPxa0/W1ttH1HwjDpcc0y3OnW9lBHdQRLMR5LXF4hMVwybiWi37XJbIyjkA/Ue2v58wyyS3e3fDIyPK+RHndJG8TNguRgYLhQQysG3Ark+Lhaa5YySt9pVZ0eJjcFreRyciZEeR9+Xicu8KhC7KjlZfNIbxLwP8AEOXxNoOn6qRcW8d+puJPtTRkwyws0xEcYiOVaZcqQxadmDHerItflr+2z+1V8fvhb45CeB9f1LS9GimtDb6Y0X2RLxrmNwA0yK6XC53P5Uc3lMNjRgkLQB7F+1X+0j43+BbRaN4WjabUL+zsL7wrYiBGk1IR3QguICksrPtCS5ljVpFmUGZNzIBH8wz6x4puvFfhD4nazpDeG9Y8aeH7i9u7SB1tWh1azicXkSNEm1I5N7XMULu2ARChlZiqeqeL9D8Qftl/B3wR4+1KKSx8YeFJIonvbW22tNcNJHK0sKykywzOiyRmJJ1BAjkjk+fDN/aGOs6R4Y+C15r6MtxZafJot5vs44BJdWATMjTRrIPOKy5ZwiPM8hhy7cMAfJHxIt3v/EiSKstrdXRfUpBCkiwyGQNLJdBU2FUhQuEeWScvI6EPHtaRfUv2btDttY8eW+qfZxOmg6dNfTvLax3dxLI1tF9nj8pwqST+Q00zM8jxHZtCqVLDwrW75bW/mmimmnlljms7UR3Et+sJuFVikMcnmJFHI9yHljTCQEr5MZTzJB9m/ATTD4Y+GOo65qMcsOp6pE63k0yyxyRRyBzCwEreYII4d0iOGR1YAvHKSBCAfPUF+mu/GH4iavq7MFXWLa1QQsFaWS0DNBHyrRPG6KibobhVAUwxs0m1h9o/HzSl8W/Df4WXUMcVw1xZSPPeSfaJ2mEE8NrDPPKs0ckY8y3Co7QTCNR5sbTbZET438P6PaS+BvHHiCB4pNRg8b6jqNoylm+0WDG2sLvzpUt45LyKDYghaWUvG8e6dgVCj6o0/Vn8T/ACG5t5JZL7w08cb28R82eO3cfZIZbie42i1M0DTyCW0d5LZ3jeOQMrBgDy3SPCeqxaFrF5ELt4bIxQG5WIzW2nmKdLy5uS9tKwt3uoAksInt5pUjjRpVKrtj/XL/gnl8R4RZ654de5DQs9vLp91fy3UkM7JpcEV1dpG4LSuzLLBJPGHVZEaVUgjh82vyc0rVpbXwFrsVtIrPG1o2qWUR+0RLbW8gkmhW3LxpFIUaUoYZXkT7MrQqblwBr/ALL/AMW7H4R/EO18R69rMGh+EUtHvdWv72W10/S4LeW4EZu5rq9aONAsZYXTPKqs6xtsGZI2AP6SvF3jAQukxkSO33yBYG864WSSPdEE3JJCjW0wWKaeNIpGdZCAcRu4/Nv9rn/goF8Hf2V/CMq+INYHiXx3qQkm8O/DnQb0za/qUsRQRXOqzSi+tdA0SNbmOYXuqpHJcQCUaZBfX6vAfyb/AG0P+Cw0urDWPh/+zJ5rIZ721vvirqtqEhRiZYXl8GaHcb4rlyXLW/iHV7W3VRBbva6RcAx3o/AzXde1vxRrGo+IfEerahrmu6vdSXuqavqt3Nfahf3cpzJPdXdw8k00jYAy7naqqi4RVUAHuH7RX7T/AMW/2nPGV54r+JHiG6msvtBbQfB1jc3UPhLwtaIZxbW2j6Q8zwC4jiuJkuNWuFl1S+Mjm5umi8qGL55oooAKKKKACiiigD0z4VfGL4k/BTxRZ+L/AIaeK9U8MaxazQySrZzudO1SKF9/2LWtLkLWOrWMnIe2vYJVUnzITFOscqfuL+zv/wAFd9C1ubSPDvxx0oeCr8SxxN4q0YXd/wCFbqUx+X9o1G3nlutX0V5DlWmzq9mC4FxLaWgkaP8AnuooA/rY/a3/AGm/C/jP4BWdp4L8UaX4j0HxNqlrE154c1CDUbW4hsEmuGAn06e8gl5FvbyQiTMjRplyrPn8mn1OC2tYRbXYFzgFJJ45lkUAKhLyQnz2E8R35lijBbDQ5SSQv+Umj+INb8P3C3Wi6peadMGDH7NMyxSEAqBPAd0FwuCRsnikTn7te9eEf2hL2xkhh8X6X/a1tG2Te6b5VvfFVXKrNazYtLrc4AdlltD5ZOd78kA+1Zrq4aW6AlK3X2Rbu7kfdMVmiihUQxK7GNR5YXdKfOLBguf3a7c+E/bzb2EVtFN505kmjmuHzOzlocSPIU+cxtvk8rzFY/vBGqiSKuS8K+PfCniewudQ0q8urqWeY2dxFNZz2U0Bu/tBiBDRyWxad4CWaKWVIvouJvrj4GfCx7jULXxt4j8mLT9J3yadaQym5W+nnbyo5dRjIIT7MVby4YomRix3yupNAHusOvQ/Cf4R+EvBd/HA2teIILu6lgVYE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<SOAP-ENC:Array id="ref-1027" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-1250">Abdomen</item>
<item id="ref-1251">Liver</item>
<item id="ref-1252">Transverse_T1W</item>
<item id="ref-1253">mDIXON-All_BH.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1030" 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<SOAP-ENC:Array id="ref-1037" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1259">Abdomen</item>
<item id="ref-1260">MRCP</item>
<item id="ref-1261">SSh_MRCP.Protocol</item>
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<scanProperties href="#ref-1524"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a15:DynamicStepProperties id="ref-1496" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a17:DynamicScanDelayMode" xmlns:a17="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>
</a15:DynamicStepProperties>
<a10:SingleScan id="ref-1497" 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-1525"/>
<scanProcedure href="#ref-1526"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-1527"/>
<geometryName href="#ref-533"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-1528"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-1529"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a15:DynamicStepProperties id="ref-1498" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a17:DynamicScanDelayMode" xmlns:a17="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>
</a15:DynamicStepProperties>
<a15:DynamicStepProperties id="ref-1499" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a17:DynamicScanDelayMode" xmlns:a17="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>
</a15:DynamicStepProperties>
<a15:DynamicStepProperties id="ref-1500" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a17:DynamicScanDelayMode" xmlns:a17="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>
</a15:DynamicStepProperties>
<a15:DynamicStepProperties id="ref-1501" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a17:DynamicScanDelayMode" xmlns:a17="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>
</a15:DynamicStepProperties>
<a15:DynamicStepProperties id="ref-1502" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a17:DynamicScanDelayMode" xmlns:a17="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>
</a15:DynamicStepProperties>
<a15:DynamicStepProperties id="ref-1503" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a17:DynamicScanDelayMode" xmlns:a17="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>
</a15:DynamicStepProperties>
<a15:DynamicStepProperties id="ref-1504" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a17:DynamicScanDelayMode" xmlns:a17="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>
</a15:DynamicStepProperties>
<a15:DynamicStepProperties id="ref-1505" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a17:DynamicScanDelayMode" xmlns:a17="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>
</a15:DynamicStepProperties>
<a15:DynamicStepProperties id="ref-1506" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a17:DynamicScanDelayMode" xmlns:a17="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>
</a15:DynamicStepProperties>
<a15:DynamicStepProperties id="ref-1507" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a17:DynamicScanDelayMode" xmlns:a17="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>
</a15:DynamicStepProperties>
<a15:DynamicStepProperties id="ref-1508" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a17:DynamicScanDelayMode" xmlns:a17="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>
</a15:DynamicStepProperties>
<a15:DynamicStepProperties id="ref-1509" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a17:DynamicScanDelayMode" xmlns:a17="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>
</a15:DynamicStepProperties>
<a15:DynamicStepProperties id="ref-1510" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a17:DynamicScanDelayMode" xmlns:a17="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>
</a15:DynamicStepProperties>
<a15:DynamicStepProperties id="ref-1511" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a17:DynamicScanDelayMode" xmlns:a17="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>
</a15:DynamicStepProperties>
<a15:DynamicStepProperties id="ref-1512" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a17:DynamicScanDelayMode" xmlns:a17="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>1</dynamicCount>
<firstDynamic>1</firstDynamic>
</a15:DynamicStepProperties>
<a15:DynamicStepProperties id="ref-1513" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a17:DynamicScanDelayMode" xmlns:a17="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>
</a15:DynamicStepProperties>
<a15:DynamicStepProperties id="ref-1514" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a17:DynamicScanDelayMode" xmlns:a17="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>
</a15:DynamicStepProperties>
<a15:DynamicStepProperties id="ref-1515" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a17:DynamicScanDelayMode" xmlns:a17="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>
</a15:DynamicStepProperties>
<SOAP-ENC:Array id="ref-1516" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.64814811944961548</item>
<item>0.64814811944961548</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1517" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.64814811944961548</item>
<item>0.64814811944961548</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1518" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.546875</item>
<item>0.546875</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1519" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.58333331346511</item>
<item>0.58333331346511</item>
</SOAP-ENC:Array>
<a8:ArrayList id="ref-1520" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-872"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a15:ScanProcedure id="ref-1521" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1530"/>
<methodDescription href="#ref-533"/>
<name id="ref-1531">CoilSurveyScan</name>
<anatomicRegion href="#ref-533"/>
<anatomicalRegion href="#ref-533"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1532"/>
<lastModifiedTimeUtc id="ref-1533">8/17/2017 3:39:47 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1534">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-1522" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1535"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-1523" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1536"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-1524" xmlns:a15="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-1537"/>
<approvedFeatureSpecificOptions href="#ref-1538"/>
<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-1539"/>
</a15:ScanProperties>
<a8:ArrayList id="ref-1525" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-872"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a15:ScanProcedure id="ref-1526" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1540"/>
<methodDescription href="#ref-533"/>
<name id="ref-1541">SenseRefScan</name>
<anatomicRegion href="#ref-533"/>
<anatomicalRegion href="#ref-533"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1542"/>
<lastModifiedTimeUtc id="ref-1543">8/17/2017 3:39:50 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1544">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a15:ScanProcedure>
<a3:HtmlItemDescription id="ref-1527" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1545"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-1528" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1546"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ScanProperties id="ref-1529" xmlns:a15="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-1547"/>
<approvedFeatureSpecificOptions href="#ref-1548"/>
<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-1549"/>
</a15:ScanProperties>
<SOAP-ENC:Array id="ref-1530" 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<SOAP-ENC:Array id="ref-1532" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1550">PreScans</item>
<item id="ref-1551">PreScans</item>
<item id="ref-1552">CoilSurveyScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1535" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1536" SOAP-ENC:arrayType="a3:SortAttributes[7]" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1537" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1538" SOAP-ENC:arrayType="a7:Option[0]" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">
</SOAP-ENC:Array>
<a15:ScanProcedureConfig id="ref-1539" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-1553"/>
<allowedGradientChains href="#ref-1554"/>
<swOptions href="#ref-1555"/>
<hwOptions href="#ref-1556"/>
<coilOptions href="#ref-1557"/>
</a15:ScanProcedureConfig>
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<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
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<allowedMainSystemTypes href="#ref-1561"/>
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