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<a9:SingleScan id="ref-120" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
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<a9:SingleScan id="ref-121" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
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<a9:SingleScan id="ref-122" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-265"/>
<scanProcedure href="#ref-266"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-267"/>
<geometryName href="#ref-28"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-268"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-269"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a9:SingleScan>
<a7:ArrayList id="ref-123" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-270"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-124" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-271"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-125" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-272"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-126" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-273"/>
<_size>4</_size>
<_version>4</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-127" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-274"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-128" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-275"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-129" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-276"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-130" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-277"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-131" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-278"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-132" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-279"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-133" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-280"/>
<_size>2</_size>
<_version>2</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-134" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-281"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-135" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-282"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-136" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-283"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-137" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-284"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-138" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-285"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-139" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-286"/>
<_size>2</_size>
<_version>2</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-140" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-287"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-141" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-288"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-142" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-289"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a9:ExecutionStepList id="ref-143" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-290"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-144" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-291"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-145" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-292"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-146" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-293"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-147" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-294"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-148" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-295"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-149" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-296"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-150" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-297"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-151" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-298"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-152" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-299"/>
</a9:ExecutionStepList>
<a10:VolumeProtocol id="ref-154" xmlns:a10="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-300"/>
<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="a10:ProtocolRenderMode" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">Average</renderMode>
<description id="ref-301">Default VolumeProtocol</description>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-302"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-303">V3D_ProstateVIEW_T2</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a10:VolumeProtocol>
<a3:HtmlItemDescription id="ref-155" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-304"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-157" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-305"/>
<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-159" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-306"/>
<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>
<a10:VolumeProtocol id="ref-160" xmlns:a10="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-307"/>
<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="a10:ProtocolRenderMode" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">Average</renderMode>
<description href="#ref-301"/>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-308"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-309">V3D_ProstateVIEW_T2</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a10:VolumeProtocol>
<a3:HtmlItemDescription id="ref-161" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-310"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a10:VolumeProtocol id="ref-163" xmlns:a10="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-311"/>
<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="a10:ProtocolRenderMode" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">Average</renderMode>
<description href="#ref-301"/>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-312"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-313">V3D_ProstateVIEW_T2</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a10:VolumeProtocol>
<a3:HtmlItemDescription id="ref-164" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-314"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-167" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-315"/>
<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-169" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-316"/>
<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>
<a10:VolumeProtocol id="ref-170" xmlns:a10="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-317"/>
<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="a10:ProtocolRenderMode" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description id="ref-318">Default VolumeProtocol</description>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-319"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-320">Cor recon 3D ProstateVIEW T2</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a10:VolumeProtocol>
<a3:HtmlItemDescription id="ref-171" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-321"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-173" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-322"/>
<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-175" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-323"/>
<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-176" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-324"/>
<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-178" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-325"/>
<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-180" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-326"/>
<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-182" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-327"/>
<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>
<a10:VolumeProtocol id="ref-183" xmlns:a10="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-328"/>
<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="a10:ProtocolRenderMode" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">Average</renderMode>
<description href="#ref-301"/>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-329"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-330">V3D_ProstateVIEW_T2</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a10:VolumeProtocol>
<a3:HtmlItemDescription id="ref-184" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-331"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a11:DiffusionPackageProtocol id="ref-187" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.DiffusionProcessing/philips.pmsmr.viewingprocessing.diffusionprocessing.protocol_cs">
<brainMaskEnabled id="ref-332">Y</brainMaskEnabled>
<threshold>93</threshold>
<maskDefiningImage href="#ref-333"/>
<thresholdStatus id="ref-334">Y</thresholdStatus>
<outputTypes href="#ref-335"/>
<bValuesToUse href="#ref-336"/>
<seriesIds href="#ref-337"/>
<currentSeriesId id="ref-338">0</currentSeriesId>
<windowWidth href="#ref-339"/>
<windowCenter href="#ref-340"/>
<rescaleSlope href="#ref-341"/>
<rescaleIntercept href="#ref-342"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>2</actualOutputs>
<outputSeriesName id="ref-343">DWI_3b_ZOOM</outputSeriesName>
<prefixes href="#ref-344"/>
</a11:DiffusionPackageProtocol>
<a3:HtmlItemDescription id="ref-188" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-345"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-191" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-346"/>
<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>
<a10:VolumeProtocol id="ref-192" xmlns:a10="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-347"/>
<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="a10:ProtocolRenderMode" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description id="ref-348">Default VolumeProtocol</description>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-349"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-350">Sag recon 3D ProstateVIEW T2</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a10:VolumeProtocol>
<a3:HtmlItemDescription id="ref-193" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-351"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<SOAP-ENC:Array id="ref-195" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-76"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-196" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-120"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-197" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-119"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-198" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-118"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-199" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-117"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-200" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-83"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-201" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-202" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-114"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-203" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-113"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-204" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-76"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-205" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-87"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-206" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-84"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-207" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-208" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-121"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-209" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-72"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-210" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-116"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-211" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-63"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-212" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-84"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-213" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-122"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-214" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-69"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-215" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-216" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-78"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-217" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-115"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-218" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-75"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-219" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
</SOAP-ENC:Array>
<a7:ArrayList id="ref-221" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-352"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-222" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-354"/>
<methodDescription href="#ref-234"/>
<name id="ref-355">cs1.8_T2W_TSE_ax</name>
<anatomicRegion href="#ref-234"/>
<anatomicalRegion href="#ref-234"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-356"/>
<lastModifiedTimeUtc id="ref-357">8/17/2017 7:43:10 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-358">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-223" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-359"/>
<htmlDataBuffer href="#ref-359"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-224" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-360"/>
<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:ScanProperties id="ref-225" xmlns:a12="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-361"/>
<approvedFeatureSpecificOptions href="#ref-362"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-363"/>
</a12:ScanProperties>
<a7:ArrayList id="ref-226" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-352"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-227" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-364"/>
<methodDescription href="#ref-234"/>
<name id="ref-365">T2W_MVXD_sag</name>
<anatomicRegion href="#ref-234"/>
<anatomicalRegion href="#ref-234"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-366"/>
<lastModifiedTimeUtc id="ref-367">8/17/2017 7:42:54 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-368">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-228" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-369"/>
<htmlDataBuffer href="#ref-369"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-229" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-370"/>
<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:ScanProperties id="ref-230" xmlns:a12="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-371"/>
<approvedFeatureSpecificOptions href="#ref-372"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-373"/>
</a12:ScanProperties>
<a7:ArrayList id="ref-231" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-352"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-232" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-374"/>
<methodDescription href="#ref-234"/>
<name id="ref-375">SURVEY</name>
<anatomicRegion href="#ref-234"/>
<anatomicalRegion href="#ref-234"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-376"/>
<lastModifiedTimeUtc id="ref-377">8/17/2017 7:42:54 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-378">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-233" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-379"/>
<htmlDataBuffer href="#ref-379"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-235" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-380"/>
<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:ScanProperties id="ref-236" xmlns:a12="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-381"/>
<approvedFeatureSpecificOptions href="#ref-382"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-383"/>
</a12:ScanProperties>
<a7:ArrayList id="ref-237" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-352"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-238" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-384"/>
<methodDescription href="#ref-234"/>
<name id="ref-385">DWI_3b_ZOOM</name>
<anatomicRegion href="#ref-234"/>
<anatomicalRegion href="#ref-234"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-386"/>
<lastModifiedTimeUtc id="ref-387">8/17/2017 7:43:06 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-388">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-239" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-389"/>
<htmlDataBuffer href="#ref-389"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-240" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-390"/>
<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:ScanProperties id="ref-241" xmlns:a12="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-391"/>
<approvedFeatureSpecificOptions href="#ref-392"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-393"/>
</a12:ScanProperties>
<a7:ArrayList id="ref-242" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-352"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-243" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-394"/>
<methodDescription href="#ref-234"/>
<name id="ref-395">s1.9_3D_ProstateVIEW_T2</name>
<anatomicRegion href="#ref-234"/>
<anatomicalRegion href="#ref-234"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-396"/>
<lastModifiedTimeUtc id="ref-397">8/17/2017 7:43:09 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-398">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-244" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-399"/>
<htmlDataBuffer href="#ref-399"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-245" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-400"/>
<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:ScanProperties id="ref-246" xmlns:a12="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-401"/>
<approvedFeatureSpecificOptions href="#ref-402"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-403"/>
</a12:ScanProperties>
<a7:ArrayList id="ref-247" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-352"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-248" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-404"/>
<methodDescription href="#ref-234"/>
<name id="ref-405">DWI_b2000_dS_ZOOM</name>
<anatomicRegion href="#ref-234"/>
<anatomicalRegion href="#ref-234"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-406"/>
<lastModifiedTimeUtc id="ref-407">8/17/2017 7:43:08 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-408">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-249" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-409"/>
<htmlDataBuffer href="#ref-409"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-250" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-410"/>
<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:ScanProperties id="ref-251" xmlns:a12="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-411"/>
<approvedFeatureSpecificOptions href="#ref-412"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-413"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-252" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-414"/>
<methodDescription href="#ref-234"/>
<name id="ref-415">c1.3_T2W_TSE_ax</name>
<anatomicRegion href="#ref-234"/>
<anatomicalRegion href="#ref-234"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-416"/>
<lastModifiedTimeUtc id="ref-417">8/17/2017 7:43:10 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-418">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-253" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-419"/>
<htmlDataBuffer href="#ref-419"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-254" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-420"/>
<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:ScanProperties id="ref-255" xmlns:a12="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-421"/>
<approvedFeatureSpecificOptions href="#ref-422"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-423"/>
</a12:ScanProperties>
<a7:ArrayList id="ref-256" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-352"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-257" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-424"/>
<methodDescription href="#ref-234"/>
<name id="ref-425">T2W_MVXD_ax</name>
<anatomicRegion href="#ref-234"/>
<anatomicalRegion href="#ref-234"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-426"/>
<lastModifiedTimeUtc id="ref-427">8/17/2017 7:43:06 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-428">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-258" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-429"/>
<htmlDataBuffer href="#ref-429"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-259" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-430"/>
<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:ScanProperties id="ref-260" xmlns:a12="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-431"/>
<approvedFeatureSpecificOptions href="#ref-432"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-433"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-261" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-434"/>
<methodDescription href="#ref-234"/>
<name id="ref-435">cs4.5_3D_ProstateVIEW_T2</name>
<anatomicRegion href="#ref-234"/>
<anatomicalRegion href="#ref-234"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-436"/>
<lastModifiedTimeUtc id="ref-437">6/26/2017 10:53:15 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-438">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-262" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-439"/>
<htmlDataBuffer href="#ref-439"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-263" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-440"/>
<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:ScanProperties id="ref-264" xmlns:a12="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-441"/>
<approvedFeatureSpecificOptions href="#ref-442"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-443"/>
</a12:ScanProperties>
<a7:ArrayList id="ref-265" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-352"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-266" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-444"/>
<methodDescription href="#ref-234"/>
<name id="ref-445">mDIXON-W_HR</name>
<anatomicRegion href="#ref-234"/>
<anatomicalRegion href="#ref-234"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-446"/>
<lastModifiedTimeUtc id="ref-447">8/17/2017 7:43:13 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-448">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-267" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-449"/>
<htmlDataBuffer href="#ref-449"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-268" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-450"/>
<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:ScanProperties id="ref-269" xmlns:a12="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-451"/>
<approvedFeatureSpecificOptions href="#ref-452"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-453"/>
</a12:ScanProperties>
<SOAP-ENC:Array id="ref-270" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-79"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-271" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-84"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-272" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-71"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-273" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-75"/>
<item href="#ref-87"/>
<item href="#ref-83"/>
<item href="#ref-69"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-274" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-70"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-275" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-82"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-276" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-85"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-277" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-77"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-278" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-78"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-279" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-280" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-72"/>
<item href="#ref-63"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-281" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-66"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-282" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-65"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-283" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-64"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-284" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-86"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-285" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-68"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-286" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-74"/>
<item href="#ref-80"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-287" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-76"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-288" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-81"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-289" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-73"/>
</SOAP-ENC:Array>
<a7:ArrayList id="ref-290" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-454"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-291" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-455"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-292" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-456"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-293" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-457"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-294" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-458"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-295" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-459"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-296" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-460"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-297" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-461"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-298" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-462"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-299" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-463"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<SOAP-ENC:Array id="ref-300" SOAP-ENC:arrayType="xsd:unsignedInt[1]">
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-302" SOAP-ENC:arrayType="a10:ProtocolStation[1]" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<item href="#ref-464"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-304" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-305" 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-306" 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-307" SOAP-ENC:arrayType="xsd:unsignedInt[1]">
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-308" SOAP-ENC:arrayType="a10:ProtocolStation[1]" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<item href="#ref-465"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-310" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-311" SOAP-ENC:arrayType="xsd:unsignedInt[1]">
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-312" SOAP-ENC:arrayType="a10:ProtocolStation[1]" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<item href="#ref-466"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-314" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-315" 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-316" 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>
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<SOAP-ENC:Array id="ref-356" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-474">Pelvis</item>
<item id="ref-475">Prostate</item>
<item id="ref-476">T2W_TSE_ax.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-359" 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6E4dLj2MbTezy6D/fXhI5r2kADvysVt8+IjLjHvM2YW/UGgqoalwMHMRvJf66tnLmQ/rG7l7xBMdHTUBO1Aq7d6chD2xbYwP7L41udtxxdIHYmTvxxTxfDRC508M/aJ5Irdzkv7ZRLu10AQ/V4vXeOV0q78qCrtFtd9lwVKny5JZ9/pCAZzFNtK+4rN5gT7f39e/bxEtmArJnEiDW+n2xEy746snmmCGPLWy10ljNdkruWBEHlHdbOLRjGQQFRk0a+GLdqEfgnj+ykdEPxeY0SkBLR+ipgUGJJRX5KJI2Z6VKj0nyB0O36h3j8w5C6ItPCegBMz83nqASLAvkesceYJlnwP7EhrRP5E1FcSXrEFt5h7to47MCuWc4PWkatC2XgbvN9pc9LafK7bgBhNAEGsR6ECQxvZcPFpnuvkUgp9cM+dpozJjxjUzoC7uCN5dV+reZfQ6V0kcQKEMMyHVDuhq2+NjCw71o/pioH8f7pTkJsa0D862RWDkO7w15xSlJFB8Ds567Zvx6AG1xS1P9u/h/euQKk0qPWjl8/iX3vj876kD1C39tyNHrB2ML+7L23VWczaL9/b0GX/ssHP5zpMabuRVtPj1MRf2+b1HvATHQgFe9PElS8noVP98gOBhy0eGmWforiVH+seBk98z60SPpQY1N6PsWOTupbFQ61Zubj92QgGeIXEtNVKL1x6bEnVKkVULqZRIeXf3ftLpiaWQhyItu5wHBwtp3326700pyKmBFOW7c9YDettK54kMAfben7IKEqyot56Bao2vJVJRP2EZ8iJt78RumceD/nb5Uvtk2uGF8dj7lBEgGV7wbwI8C2jKhs/O76u/cXaTZe2zR8i6GqnzEgRRo0M99DQW1/xbP1YJB+rz1fCHkRVl7BosZVVmgQN7QPLLqVxWoTLq6WNjS0NtSnuacvWTTUyEtXUJZT3iXK+CDAnAiSEkxJ0k8w0UfNNLKo1AxJ5QtfmKBoCGb2VzoCdmEGPCHTlwRLwhu3roXbohO2ftkSZ5wOFGj0lvmTqooODQ03Yz+fgH8Y4EeA7zE4EGJmoUKqWrlI+xqNUiAClKtZgOnkHsdiNV9h7pDog//jq1k3BswJWXIqRcuhcigz3El3wgXUVqmui8LTbdtlR8S8y3zkCfjS/GFdCyl8OaUYupKtmzXy/NeLmPAXX6zcaDNue46nsCO61SU4cV5KBkkUXMlKekrzlsQfQAv/Wu+XLxKS9JqBv98lpq2CuOT7SHBnqDl+QCS21rfnyWdH4XFAOcvXBaNAA7CeRTlrRZit30GpEgI87lJwVw0nN5ytwc1g//2FXPzc5M/Rh4pPOAHS56WHht6MpoYGoMnc/va0AG2V4FoiwkB8hXgTzTGBovJ0D6+18CoeWCm4UbUfq41b9jcCs3x9dPjefzWCMGUEiSkwDZV6XLcMl9B1rJ6fdcc9CHziB1JvbI+5E8BZ/ZEoNLYZycneIYjHqC3kxnBYtPMyV6M2TSpqt1W8mxSM3UOJoqeVuueCx7OrnQdNG0Op4PNNDKdbRgBY39KzqQVNy79JisNP9dwMsEaBXgnvWpK06alB4As8FsqX7gPuizqDjGDsCMxNHD2UZ4woWXYp7S+oQMs2CuC7UUW7vEqQUn3UZeHe8Okigv7KuYBwziFtyEZ5y+rXYvkdiwgWSp2Lqdapp77QsTweOkutVfvlV6NLTfvPNnP+pp2/BNrqw7zuabALgRtBTuDY/voHa1RpK36OJziNZYUB7Fip29a+G+uGgnGsXHsrIc9/naPmDVC3fOrr+vuMnbTM/8W94379Yz8sk3yS1oR6wnFAJY8OOyseCBgc3t54bISPLMtPcUlRHZX5fVS1q9+7qP5e2N6zY+dT80fz7KT+Bk9LCQwWkvUZ7AtgS9LaF2orF8NMM61DIaDFi8pNOaaOltD0hQ141IhsRphYLqQhTgn7AzVidHzhdoP1LghNJtqZ1ae+Cf02FR09eI2YhM4Zdrwaq8G5CTrM6R6CaHlK6pqpduM+D58A+ac7kpzuT9C9iWyuVpdw7s49A1l4zglah/bcnLeqHq+ezLq/6EDJXLnxNCXhse9f/jCELopOwJKN9AXBgfZh3MKrThmftvpyryb7aKAI8k/iHInsjwxDaVAkm+N97rbj86a2kiwYk4tz7I3d7Blyn/sWdIqYZCCIppNkccH1uZtFQ8XfugVsTKF/vVDnDgeWCG/lJVOiw8RR57124R0Sc9733Vhq3esJhXNW153jYLow8a+iJ0V0607GLOJ6VXBtYvuSSEw+FE9p87LTWJ43xsrd7pKhFesPWjzz3++Ye9/Y8JLhMCYK2uYhfm4t89tIqEI27dHBX8H3Ih9cF8YygpNnM0HfRl2euLpjJrTyz3MV/x0dxvWbX4vJkMLLaXQLdVmAVqKHNJ1SQBGLmdOtblbj1eOjmO1uS1zIYTvcbMoY9pc3+frv1WUv55k75NKIjE8IzRsfxIB00mbVNns1FCJR2hDvzldZnYLz5Lo00qRMxqX18wnXKxWWq8pZW9nUSOfhsLtydKjzkdDPPg1u4g7WYKLUocq6aG6SbGhq3GbkfEeG7Aw2f4blx3BquJHpJXGZhvqiubmyDB7/fRF7TKo3+ODPp0rZu0O2RzaBRYRwkG9hlc8wvZJyzhNIuQEKtc79hu1vch0sWtCV/EUMS9ZJHlh4saunCjoK+jwbhbtMmJ7oCC3u8y10BUckY451+yEFr2HNVGShxzKlvxYIMMCLn7v1xZPVGBE7ZiXtujulcZfd1HUKeZGi2g0b5pwIiCqwjP/jOANsa082znaZL4c3dW/VwmTT+Xd6N/4iNBNdOEgHqdoJJyjN3g9G5uvZvJif9OHKb5RMuE0ORxdXPqh9ulolPWj2ipiEaQteX7JZC1gvdqpad2oc9Quf7/wzsT9XKR+vwzs783gpySISr3FRPep1xW9lK/2yazRmVZwfCcm5Juvxj6su/xkYO0rpEAAUqN+1cFSECtps7cJPIPn51Q+BnpfJtDeQ+5PQmJtGp/tEy6qJ7n8JWxi/2jTUZNQB/gkXqgcmj9a2Q0l3UmJiqd9tF1AGzYPqahN+IoH3OrIXFHCimVBfT3ExRwQW0GSd3Z1OdEMfUL4qrM/D3DWnAfJMDUd9oMgSbZLDYQ38jK/iJzHgTEPoWyPNzV5eJzMjKamb3Ni1uA4RCVmUXunQ8HKd6tx675GKxK4YBTQw80QGHzoVvrk2sCyG0DgmeBk0cu3lpGJEtL/yZKALU+IkA234W5tKCNTERwOM4duPHrYr/ZZ5b/pVCpQlvPeXsQLuuh31ABLBLcmgPrcpNFQGO7OiWlz2XgF3+kTIDjCO6X2JbrEB5kuiIbncV4ReuMz1FAvMo3bI+724WFI1aEOSbKC/lKjXXs5iVL13dl+zV8vf617arRMv7NGbJ+1Itw/Li2vdShEroBnKHyTHW17Y5kI1zm16ze1w+dbCcNtOaOTzZdaLD9Hy8SiwYv+SokeiEy4LE/0w+eaR/O3BHSH8LnuNFAGqp8NBrnlEPAxwvB+uKGzFCslN6XUITZ6hDd3bMlATO5C9uRVeUprXdVzeYhV5GACKERt0KJTZnvPaWfZvvQhhNqTxDZMMSRIDT7VJRg9s+8cIDUZ+YFUsN2/jQcMduieRcjf1dve5/jyJ3UPMWo7e9b76S6vgUdcT0Nhnvdt1wLcM3OBt5F3dm1FXlN9Mfdlg4kHsu4eCO7rEPzGk9YZxogo7FIkSA/dxzK/cy1EY2BiLtOsWsA+8mLJ4wLwyERxzMpTitMB9Sx2+OV0W1CjJN5LmZnGS2YjHvatQ39/NNzazeJwEnXo+NjjuAJ5Hefowly1YN+jEKVTX5dfHE22r1NA2I24V53nWZDLnV4oBgsSgbbvhl/+D97RTQ2uZTZKDC/FilVC8Wr+Wq+3lyxk960tVC+m0uPPccTndPUPJ14vlL/cZRJdzELpcljDRWERO8o/hRir7bq6UlcAOLj6QDak2lvhnME3gXDW66w3Cwwi0nXOs1zn7IsGLx8czHi8SMLckJcSX2nn+jKMKvkhgVMkZ+TiKFGtNGKI3ZzJNfLpudrP/g5kfc/hkTFI/D6BcPifd0u3gtUUtqmjUGFArgLIsff3f4nD7WYZwTaTub990D6z99Z4b/qJ0t8aT9sCquKr8Ic4XYjlS2b8M3eSd3ujlsOTXkFKdB0Nm378q5flaxF8f1pMk7W6wzdzpjiRtfwR3njAuyWqUjK7iJPSLA0VYJ3+3ghviq68Tmo4nvJ32puJLkdXTI5K1My3SXumhrRUiZN2FwK75k/duEUac8auUS5+lOD0tiwAQSW8yM/XgBKWfohLEoxJzHx1QpEccA0UtzDg1py10pgT6l1s0LDBuJZWnXCVdT1GOKVGfsOYBJVJ7wYBsrc7Y67qcIEOs2nkcHPy9oTL/rXP0XZRNN6JdU/f2wKliMdHyyL1SvIlT8PaEt1vDywbAXDQOaiFDZLzPqaPLN0XZx/gPWVNRRbrpaXnCx9Qka9f5wK/LhIurhNi3G3r62JuuPi+/0j6RjreZgE2SPnByvcDaTf7yPY9hYm/kRe3gtSgM94JwVibhNCeLiE40Dbb/NJRwEra0FR0xDuhvkQmODeFdwDt2fZEbIzCdnYuWbtK5vx/2A8WVNGRYxfMcdYXkKPs6XNO4RkJ4amTFQEsuOVIxeDa5thnD6YPOz5qpMlQzaQ7K2WWuzUxMcuSajtFLzufqlxMIaJ5kbwYbQq4hzwL0IvTpuPZ30FIOqWqSoCUenrOhJXrfxI8FXVoOs/Zc+/8Ye7Su7WvYrcytEhpix7V8yopJJRbj3i39cpz3LI2S+MFFE5J7CnjQtxthxI4twDSlVaI3eLL30Mlc/96PEyaNls/SKpSxvDgF1fxuWVzox0Y/VytuX9x03iydMPuTkOXBRnALWz2d88WrujS4bVSOE75Y7aMwIoZsXr6t9fLmXyqAuQzMm7yZpvi0iBPg3P9P/TLv3wtlsb1+E9Z8+tpy2OAyxXQ/nNGzf35LdSv/7Fzse7+zVeM8r0vh+U8ayWb3Wvr4JlXaK1CFVzJQZIPnsPybz3EGW2GwfUwLHJTN2qNYQ1K14qm54A3jCLeprrtaY5g9ufwHUz+VuUnVi3FMmskrXcO0kGtuZq9qY1qmtb9/MPsBX3s5IwiL2bThsj4aDP5qoNWVafAseOorO6t2G43HaTuQV1K08FYOhuJ+EhhxVfHsCR/z3xxQpqptv/cnB+qLfLq5QHZTKO87bsiWXo8Wosl/k5plrdlCvvXWTf6Qn6y61WCE1vrb0/7Z45yX1/LtBb4pS3qL8zqQzJ3hAIZW0C+PB+smpEuTyJXYepJp2kQ5jvA/EmmjAh3175xjuhAK0oUOclf5FPwfJQf34F9tRqShU/oyrn1xynarvhrG7WLpM1iyws9gaJSSAZ2CCQ35yWTSBH7aVtC01ZjqXwi38817nPwk6w0QJO7czhRmDzieqGRJ/JBBYjuwoaaPB7xPuAnDtxE4G3IQJtK7bCxXALAsRwMpiEz6HUuxgpwsPNe2gfouVkcmYvmTOInXSYn7/ygWRg3EPDK2FqrXJC8dJwxuJcKj9WBVOExl8kP5COf5BayPB0u7Q3jh63n6MIbu6Bwz8RROPkkMjXCjBbSiH6EnLEZDOZntzxvDqXtulcPzLCzJ6fooaOBu7trwVamS55bqrBepwW1TpjlG5DPaufkrDh65YsX7StxJNlLIjbwnHu4SX2psvwinWs991COMPZz5/XliIiLG8bvC6y60D6RUY8WGpfuIpR+/FHxEgcNIPtpfkgZMMGpoonP35zORvhOTA/pIZAzZSwGbPVydsJP4Y1cHZ36DglOoI2BXgyrLhoIZpY00EjJmYzbTGSdmewF/OiArmVtMlosGeA3DUwGKUrqAQA2TYngnMRycoHPjIcdjWTdosKS5w4k52yem2UssRsuO2UERZvttnLXxQ2/AmEkQ5pbYpESM8xiWCO9ZkMOHc5Wq9mEC2xJ1ohTO6OSYjPAbwRat15XJWSDb9j1bmnbaEuU6506xJV9df4bF5RX7h02NVmYj96T7eRe4mRWmDbGDnjEnLKD9izkYMPdkLk2r1CFaGeOjlqIQDJIIvO23STrj3PwquvrgsQ83IQ5ZcH5exp3V545zcXCsLv4oAD4HPTWS/EapjDLDJmGCG9jFE5xgfUgZ3MeuaInYlvo5o4oMR9DBd8RDGskVLNGPyVhvC+R7hd/vIg/YwbxmE/y7eW7qNOM3XXZobxkLRh/Fs2T7gcd9t5HTDa92tVMHT4oY8zrSN6+jq/VxTFKIQCjX+shVKuTTpqqMR+LjWTKWOuDy+MsdT4xtzUfQrGDOGzV6uIcMi4UHsjJtXn8NWXJ+Dy6ukiCuUh/jEJAd5hHykJoQT0QZ6uGHpwhmZsWodKFTALUeJYzskmbrVz2EyUSC+DyUoRRrd9VGcDknZA4U3j41xigMrlxhrXVmvqL3V5UtJui/0Yb6ErHt17t2cjGJ6bABqvgtWisVjmfGsUo5BK3mzbAN4ymw2RcpPAlm+CJPgO/tUoSOuZcww5mn2RB7yVbh7yt6sd77ylhl0j1GfpqZGfHPcAP4lICoPTeaEC/LaQVxJvn7ALOrI9wm3HtV39k7w9MX0CVd5xOs/KsPV+OXJfqUEPaWdWK6UcVz1XW/UaN5zmowROIz3FzrbjItkIxyeoSMY+76UfhTqhiANekrW5wiJXfoS5S5UvOf52uvEi+7u53nWX5JCr/yO38ybIAsPk3kXokaEl3dcPFcawh0r5ZZvr4rlONrDjlCv0pcjrPxV5KrjdfurgrOX3+h8R5ZmMJbWIbUPxEFdVxGqo7WHuDSuZkbbLCleBKivessO7Qzd1qoPZpn2hoQnUV5HeJVOuy/JRcxMQv1kMmUcQ5jBC0syI64QX/GihPHbB986uXx4t+fPoqAqaBl2lFvBiWGVNM0WzqUcWZT2bb+402US1ijt5J2IMaP5rVINJfVL1j/OKdEmgotfL+eGO+ezhLUH72cgFcOCBMgoa8ErMGLtEN+QHZJCl6C2dLmk9NlMlMOYg8rdipJN+zBm3l6VE1ToBCJLfPMLh6hncma4vcu7At7Qj/uHoq9XY1rqR/kn/pZsVx4VHnWaD6slkTfeYHRncdeWeJ3NwpxSDVP5737WAb7bv7/DB4s/Bu863VAdev6cUa6zPkgn0OJQt6DK5AQX0UWl+kUda2Y1NHkz0F/bs6r/JSTpLZuOIoMt7zdLDtIz43VRRxHnTvYW7mod05lcA1Xh5A6OeTcCOClJtFr1ndCTYHKGG8MW4+xnY/JOtUtBl1329b5mUbYh8Kgrv7bBSXwwqmqyoxR9Q4zX5tMr036CEkukK5gvAFcGHVZ/QmI5XwfcyGmMVdp6ytyDJwzjPfSfyTpgRS60R/Ek2zxxliZNLZ7juvhqo5j219+aDDAiIp2Dwl7vrjQHRR2PvPH1y1fte6M5RrVlrMy5A9020eBjQSlAPpitwIlnSBydun7vhfGoy8Ma6HwxubpSjDpg3NZxeL1zYXrPtYWzBS/VXwsUufXCwxaz2Ekb4aEtHoKLYBxNmaVJ8D3rBCkkX2v/kyvSkDr27iWqYxcuisoAHVx+7Apaiwu+vKkfad4r36LgPgPDu/nKXIR1KBA+HWBdEmKHXP7nSPUJMU7yGfqjjd0LXqnG6O7kpiGzqocoXq62sKNCBFgsyzlps9WqLXhmKwKQUw0lqAsqMKrP3FQB+j68XZtv6hN7Qfut/wAj5/bxbIxtiZPCL8+wO/nyb10van/V3bBgokQA9au8HTGc8OTuhLAy8wqY4biN5Y59BG/fuJDH/lsEGO8H1ooAh9r10SNrHDBXnhXe52Dg87RVX7u7IsnuM8X+YVbPDGlu7YSfmFrVvQeIn+SCZm/yX60wrVE3V+NWKxA942dK2uopLaRn9Kxr61+ebi+MJhufrCulvv02ILGaZvd55Iaib7f+kUPa8zRAfmMLF0mPULG6HxE3NodP+O42YJQGqV62pSs1mLsNaI3tdo3fmy95ur5PfTHuI5arXt1n88L9ghxkAi4UG8bhHm4CT3DzuseTvEsWZTL1cdLX6qjFzOn5H0kXYvA8Q6sfYXS0zPk7HY+kgHWoOOHhRYPKKEPu6MyZ0Y3B3RDcI65PV+i6cwUU2qezQ8pyuoTeYoXcfKNHHSq3lxSPtJGfHlrhm+l+/C0fK9jRYV8v9lpfpgslLv87WrkjpN/Dg26z/9ewjotaTMmk2b7it7EHM056khrNAwJOoTPM8oJeQozq/UJNpnkuvnkS2Adre1wwp7je5aSENQwsAB44py2Hfzkz2WOSCp70HMEYB5TetF/RjwpuyA/ffqevZoFWJsqELAdtiQDZDcyAQH85zWugpzXwaUmq5edBye6fZ3ZrXFLWMGs5dcr5BADsBZ7N3u7gXqnwI0kxWG2lL1CVQfUlTq4IORGAr2xwK6Uaccy1L1T8y7BpcODZpzbfQyb/FOxZOKVspf78KG1On5nC5vVZ45wWsZKojWkl6FDdlAv6OsLAPZ1jVeWVIOZIHAtOejAKX4CGeTRAIiBiFUGBnJxrQmgoyd2UY8tyyEGxpCKx9o1jqibq7N5C+vJzilhwQy2x5hsGXOYMAw22LmONiD52GWKfBnO+5inUNthebsrxcguLOraUuiRrcAp5a+BWY2MjBbT5pPQLyzr/b+OvOJQKh+U29BAEUbaWjP32xiEsqduha+jFnp82MXKl3SJAtFA9rxd4FOM5ozhWrUn9vPpjMkX59rDWS4iKbO+2z/q9tOsJD1qTnE61ttWf8ggI2yYVY1xY6kwgT59vypWocHbxdb8iAjxz+c2QdypGJAIlh/InIGVO6BQrRFmVGe63CODTp5VfAgl+pPXexuTrbL/mAu0H6rnwFEv1azH9HAYUtO1S/C852E3CrY6tGzOVFVJ7f/zAXTJuTcdJjne37Q2ordmsHPeifzcqbVxf/2LQjpeMOul3ntt3tba+/oADWyKeiY9UNPMFzY+qUrRBnsTYJSpTE/fw3lg3peCCStrk9U+LRt80y5d2ccsYd6DGUSKABeTpj0Ui+WopvuTaUOn5GbHKegjy+A1W5HvzdujBd89/ZMzoXeQ4UPVS5lA7hjg5vmR6klvaGVLjviQCeBji2yzM01YpX0FXC+Oj4eMXplxdoJ/vEfRGaq201OttL2AtBJVRYsvAvUJDbmFn1tvY1TnIuJHF+ylCVSH8w4R1aCHMddJo9+/xL+SSwD3Ol2X0UdI6qa0ap62PJ3YLv+aeI46YgHyz/OuPW3RFafBsnrRe9Q47nqQwnfJ8tMN/fFKsnOqylObs1pR8xuSTc75UY9LJPR0lsQyNxHcGJYuyA2HHm/sMj1WcfnbeN1SZrdxcmWZed+jiPx90q+vExRwienxX1b5tnmVYqXivz0POYcpu3jhyo/zWkUnT+l6i/L23RP0Vm14wVw2T+1eLKQ/sF9Icl7ymucBWLGSViAA9elLoNLGIX2ACUlfi4C/HjJDwjOr3sO9DoN68x1rVJTy5HuPu5+nQKfC8T3deTLsxN6zELxXd1dlMeXJEz2WzwLoMLldcINYIWvVMGyVMN8Y/eF7mvNtQyfP8+vmLn2eBycG6pO0fIkAYdkP1gx8Cu1km3GmiX5C7EslgRsrCv7+MPLwVUp7rqiYLP+/kINnMzFsPs0JlqnXnO/Qc1dCgT61PT+Z4Sn3U1840ep/TOojgPhWaUmmCmE1tASirTuOmBa8Huy1wFAEgqcdFgDgbvqQIMGLL6+KdRK+bjwjFv6P178BXzEtngyPEnpsXaucw9pNaMnoNEyHohRS7ZCc1lNoI41JpbzsCcvz3uQvQsY1qOXjWBvXoO+HZPzFtow2yQ8Fqfz4qXcZXyHuoPmP/iVWB1LjvOXWxO3FPwdX10JUxrEJJHqujNAFaW+JrPi9rc6exRV8/rW4SKsjysewqCtT8t7Km4sNj8rmXxdh/8g5F7eert30TX21h76ZOdlJcdNzPcgfnxBbv1ZM3IPIV8CpPlklqGdzRINq0wu8pZMz6y4W/3TT17HqO9MvXd8X7fCJJGF1CsXw6HvMD2aVdi6taGA0j2gSZf5XtX4ZEMMT9F2gDI63g91zlTk6zSQsnhpQ1M8fcijqD/4ZbGVllzFmPzlgif3Dl+3L1x9rVl6mliXyb4NNUDi7894y+DLvvXLDTunTLjZd9R25/eH6pRSPz8f1rKjyI8LA47xpGnRsP7so7EjWU4agH3h/kdpG54Way/RUSGSL8bZhJ3jSGuiRb+aRFvPUH7ZUJKKpx7ipy+m5ec8pfq0obbLIBhVfN111yva7p3YbVudxoyAj2bs7JuR8gZyaFTNobk2EWjHym83yX4ErURxjBIhb7YGji7jwhQwSwZefFC7+RvLNWrfW7UoohB9f/yvVsoGQ+Bq40ZC2I7dUP9Q+ajCh7j4/3JvCX/hMoOPgFEC+DD0o5hhg88KSgtTnT5hvuQY3D6wW0FkiJoloX+20wDLUL6PPvxCSVMKm5MDX9ddw+vC+m/eTMMq1+qzPviHkK6gM3s/MxusLqyTuL3VBiopG9R2w8vfGNfBlutTjiedErT0uP16BP3iZXZ1OebbkrsLWy8qRxKmR8jsQdpDnUsmeqOvjIYqCP3Ft6fWt76v2c97yDyaC6gTNJLno+jgAW6QhQFiPJDo3l28/CjiXt6Q43G6ykupEJPc1/EoPq/rZWxXMczUce9qabq2pfdLV8rsAAyW6osg5w0rihPGvMUW4qa4ihafAgnn0ANkxQGdMJQ/kHi6vfjXU761r6HKOvMDj/ZeGyrrx5M9QyGLAdrnDBfcrQKG4HhJw0lnlcKEPM0BjYlZUSG7wsLsUwtr/G1suu+JXVNRDwo7+k0uVWPtIbnZn28eTnrYZvUIhYL6t3ieYrA75vswud2Zmrwkpuq7oa+FAbc5UeJCvj6/8zVgHhmDCCUE2SPFH0Wy1jYr6Ftocwdb5uYO+lyPd72AMM7x/pXF73+KXvHfALFNQMwgZ0aV9bz5cZtzro2dvFmiMKn1322ioVnenaBRwGH8aI0WnJMDGMGb1F3H3SnMuc9a4dbVXyaY+zJvMDZxEpJlYbgK32B5kyJDrTFMXRGe89GAx1Bm30tFjfEjfW9hVOYA+pcXeQ0mvgVhyz+U7P5BLbISUMian905DJGWfBJs3tzrMHTzerMt8V3Baa3lL5nXXK851jRtRQrvooX5Zd+tGFkDS3uB913JfqtWTf97fL+9ZRnFdDwo9bis4Pcas4ZJW/l2Xre5CXE+N8bcy/l4ek4O1nWJHzO0ay1bnQVYUiK2UacLQorbjTeuF9xoOsU609zhnnB/712ndjH0o/PMwxOes7d09fxemhkhb0pW6751pGfS/zR9b6vo+g52zPvC7UmG89uPuElsf15ym0tcQdxSR5p1C73NIG6LBu6Vka1cfKitmKZX2d/mkAjsdYlFh6sj1YhLbiWrL9bSucrrhdBOTyRuJJesMolWWjUUjqoBFgfGnHOVKnzb/tV7h9CHnuAD2dr8cuaVJ/rplvt+2dnJPvJ16mV4xU0uSMy0hNTn33u5Xar9DW0yJx5VXl51380fHqqKG83+7Cg9gJdy5ixz3nJrqburfxTLD9EdwzIoB3BL1aWBIOCvTCTrGxHHGYCGB981cnto2OXVFKEb6LH4uiiAC/g4B4oCBD+zl4+5UfYb0tUpIHFQH6v0V9w3Kc2v8SAZZsy8e/bpJHwPQUYdoLv/994du2CMCTdeNCTbnYWWOLuywBbzmd5ufY7NAWGLQ/NxWee3HMOa3347O0H6ZGN8bNp7Pusb8mOH1WAta3n+MOsCUcuNASjCLXiu4GMRvHRFTS+qowMAqx64Mg73pdEyRH3ry+vqm1qba9SUhO5lm2k56ZnQ4dp75theRc/AzBvhABZl/Q9mGusr8OdBkIy7RiMRdYPuYUnZyjnTybumj4qpHNXLX08pZs76ohNKBsAF524TCVMD84WCfmdA/98EzCXuFbIzALa8WCU1oh5RCvMr8svVSTMpTx7y6iDRnP8/056lmT7DRPvhd2/qP0yUYnRuPToLTr5MtW/LCob+Em+bMpklPoPXeax1DBwKPLLm1dVpXTVoFlSuin/7BCSlICA5Tr3xY63zfd02x92rY7oUwlzbw1MwaPtOhx/+sbRrqEOqDVhpv6vthw6GHLDy/l+PWa/r+tm3Vz9bot5h+eDzn6lEKCr8lMYiCC93wPxtnCxrEqXayM5qPBI1+YOra+QjmyEjHlRwzoGcQnwGf+qkJb+acnkna6f0iuYE8gV+1BLZJhCD7BbafCpLitXNPe7S8zEg0vF7PA0RuGefuWZML1CsuWOfr9wdrPgbatyZPW5MqVKbMya9Qjsg0KHqH7/sA4rVYriZWwzAGx9f/lw4K2bRJV2AcSght1s93kO4llXh6lguiZQzunb3k7+GtF8T8qxNgJz3rKxhsmDmcHtarWPaGXCXyVJwV+CD6CvtU710Fx/4tFTAw+q1X1UN6JTGerzscUt7+7T4z45Jl9gxw1rFV/XOY3taTQxyOytHvoxPzr5Pd11GwaobSbJu8k/IQVbz+F0WODONl0nERPuwk5SmkxxE7w1HkU4+HNSHI4MarbtPLFpqw1/E6GbZfC8PQe3U1qWcTzH+AELW6aQ5qF4d1Ei7a51IT5py+ZSYmjF6aw6NpzfzjfDqzsRPCHJInvsK4InF+zduIKzAqfsDoOS7xbOxrEy1NeYcOp0OUVlpi1wcSPZGDdVBsptXbXXcmzAi9BvH/QUDxJSkc7wSVYmFlJRf9NhQ7uplA2/d2MTLUyw47maGZs/5v2e4R8vYkWGFbpNgGzuEcpU9nNYCL9YX+OJ9NT38Vmh1954Duq8bDDI+bQ62sHVIhfbu+9/Z4Q+XOHauZsnmvzXDAnSSy9ivJF6yLMVdbodvF88din+lj5wWsaJ3hBMtX6k6Cb5mH+npKQ9q/UXwffHAFIVIP9Uw7mSaPHOc/YzAZiQKUrWoMh8wRnUT5YivXGCVPnfiml27WmfbVSfzMoky/eypn3CXM5te/HsMvQlZq4dTHLd5NuTn5gfz2XhvQPJQUKkFNSTsWx9lce77p0tbYoyelPdCBq770OjXKsN6229KmJfNR4Hj6UWVrsiyyxpmNP+4Vr5c1OB3a3n4xdlUdJomE2o1orN2fk2+PzW2pZCwSPHdRRXBIIJdUIpcUCw08z22e4SSLAPi1BQhDtKe2YibJfu3R9PSukZbYCpy+UyeuyvmSdQbMkz7Y3+WoKlbigblu4HdqwW8qPYiXIgx/NQoKCxQ7FZtXbVCxunz/QhJbguOzACLXfjL3+ceYKu+QJuxd4Ap3iQmA7JDHa7Lu2M17IOrfl3SIOV4NWVVNsCAb7epNOvI5PENOIlIPVa9oeynISKMO44ywGmU7rsYnJY91OibUzZZCAaOWeZp8uiaQomZq6sSjgNMbGRKGNkHKbnRmz6k9v5AZULxu0LA4GBOa7DNENE79vyuP+7jMlg+7h8exqrgqWuQ+0lbQjn8Y+tgkax1l5T4KnlW+sm71uJZrIsgQpT9R5l5Nw7y9AEEXwzDQN6Af9dPOZO1vmstkbLZwFbuAsWIa/l5tXijAwSy5AtQPRnQszm2lmGTPMoIrsbGjnGWexabOwPZE51bmhhAGk5EH63j38uf/B/d8e/R9WmZUDT2N7gIO7Cv9P1yGwx7CfInbkoKa9WAQorncwgz8XAdDVIgCsXARYfKyUx1rcSbzg7RvgEhRXrbQTexRBOxSliM61ObLoMrY5/ezb5050FW2n+xxvT4jf6vXZP7zwzmIf7nuweDxu2CJLam45JQF4KArkzsU6cx2Ll3u76LSETQhYlpvdFSJj8CAnmIGSQj/WaANa1ZPayQ9VsnkyamzVDxFgfJ/H41P7RmvdxCKFqjsocf2me46vXo0wcHFJTMwTR+v/k/FZ20Tqr/RbudtU5yOPBLnmoz7QjMdkq79e2qjEnwT9jOKisz/KkI62ageyEd0GIYmoKu7jIZdWMiFiXj+Uenwd3hy52ZachFBo0tcfD9Xz89+EpNSYeaP+Ntu9ss7MlBqai2N8fZYrzn1axb12Ti7SsJO4nZtz4M39txlUw0V/vX+8f3/Ja8sK9rXbZ6r+Brb1b+oY5grri1CtvSZheMt9Ih2LVm1O+KqXbKMPks6UYet8G0Ii5Br7qM7p99Lorig+qr2eG89OuYM6DF2SGy11piC9Iw5Zb1JKywZ2yKPwd1XSaAEDEm/0dsb+8Usz+fSHh80nSZYmUlF97obcq6xMRmhKlLLTr6zYQm/WWteMQTOrpzHblvTNSCGff5X1lgJ1bEmY6vDGzXy/TmzIeGDN9NjXZKVoHyDeeGD5I9eWNYL9Xkgvaldgm/XFmCjzlVi3nugntFqHlvnC6QPyO5YDv5T5yC/TBe+wbooKDCs3QxXC5U4Mjm0uu/7hNGvlP6oIhb0AnyI9FAEOaCxun2gTxgTrZV+0CCjvC/jwlVP/fSCIcrHORXN1/JG7Uvew7tOLHnfphAufNWDCwz08U3ScHSy2fR/XJlAEOFj9cRpCt+niLeKrD33UUdB2Gg1GgnlRS8sOdfXR5x6M+rQ0p1H5rqe84UFJsbfTUvXpHsiiXX+J53Qcsjj6/d5Rp4xrRRoxAevMfVvpabt4bDCznCZpZKv/gg9ly1pwB8v8zpUMMIZOTE26d5Q7/dHr/dpLOc6Oynzvh8bXIxKvx5mNDNYQG6KttE9RgrEjIsCEz0e50u68Y9jOzhryPRMAqxhvsPr6sVqsjYRNxdSNCtTR5oeeY5sQN23L8zYh1NfTVZmckPo0az3GnD3Ud5lLjX+dqPd4GT/br+LXq7fnr9/2j14q0RN2Q3S8VPLG1rjKfcntWr6khuqORODB5e0pRfkxvnMBF9ab5ZpVNPJLLiVWd+JnzahmsIKalQqhxbZU3M7JFpRlyS/N1Sd4r9/Zs1LNPasd8zDqDMZKUGWEKnX7vmTRdYGvy66bFoMsa1gVtZPxOAmHRnJB47lITt6VL46XbqUoTBc/S5Rr+9z3I0oFesvenjCmw3l9K42T+Q1fn3KhivnTinH+gDm8KNn3qrP67Q9L72r3SiyPdwCPCo8LyUDW7WqqPX2ri2nY0T8rlneAG9rFyZBtvtDKyiie8yG4+diQKDrnHAfG+KrID1DnLob4UV+pcVsylvBw5KL/6i4+eIdO4oWdjnn1tAS+xRztgLjSZGfmjF47yybRaA/ixJfHfH02R3cy0tSiDpE98Ecbo0ItSS9zWTR40xLhu8A7cvvtQ5ev8/8a/6RvrcRp94Kjo6S4bNaWVetIa0BA1fL2am01GnE78QZbvAGHYgjMJ+3HdHiNWsyfuZvBhoUyP3KU0wZx9CwzwrEnNpwXgnoTHYyqIIPkO/REBDg9Mt6nKMnNY4EZfdF8BQZPwQQSMajc0w5iHa3myNvILDaIAPdG7lG8M9aZes05BEL3yEHv5kZiXZPzXOZ37GwKVg65WWbkwSqJ+EUVl9MwjrCuy32QlNRbhlAJ5UTcPdRc71xdNXWK0VS3D1kz9JgiLVEIni2jHW7dNycxAeEkI3L0vvqwMjtEACB3+VbaRTeckSl9BxxLzdM5DLeO2tzQtufKFhoGxk1vT7cvyvwLHvraFsHBiABpWyxT4eetLpjg5obLb7n/i8VTPv9/XDy1KCE8JMmzQQfSaU+NjFk0Zyjs0JQ7FREIRRcw6LiVYEpc7/b0n6d3XrWKAQhxjrnUU4lWh4iEJmfVp14JAhNBowjwMDHvGemIJ2s1sWxxeyvBKBIVCi8teVumujBoQleLtb5l5ZVTpUrTKRjVTIUSVh5P41HKH2cc6QdWUlhmJip8MS6SAXtGkmTiUS8UT+XB3GCd28kFHOmBgMg5mlTJW62UD/JOmjo8nxEmPriVOK6WbtmcJlyFEypUnfH0zYz4HX35I8BFaaDbT/HDwlhdnTILvkEDebLctTlah4JGF3V/KucZtESS2O2sexC08f1BxpKbts3Iqn+n/qsMKau/oqNvigBctbUOkD5jrTdx7TiaeI3EBj8VnvTNiovfVJDrpEa83ZwO2ZwZtyAXxu9d0xnETV/VvDD5pripGWII1NtlYICNgtWDV7aKMdpcqO+WQ6ATOrvX2rsanTvh9WXbr+cM6uivg8v+Iw+/BX26bjfpeoqBtFu+nbnCdplxvUaKJtWCO0lc9dCPnzCmPE20BefTN6NQdkqP73ZmNy2+eS+Jlcg1GGJuKxYXc7GdIoBEMPPGKXySy8whAlxX/BZjwG20GjUzdqaRWJuMSLwjjAY/kDjoRzrCV5XozIlgTPd157h/pv7e6jTRGCPsbWoZxZx7NNyn8I4jAlBdnm2ncO4OUb3TnaLP6kH74Qi9fa22N3bx00WADhsTqV/g+p/MVLZyV62fnFbcLCwx0wCYzMQvv65Lv0kmTJufLMm8G2fZ3khsJEt5py2MzNnVE8eYxaHND3ZfcR/RHshLBNYrJAPvRBp8ph7yCSse07nwY825pzGmyl0jlHi+SZXZPoRSMZ8aUAc2nxB8jaKBa7DPwP6wOGpSQ/W+jKQ51OGJyZwD3TgvP3/NTTcteEakFJWxtCsyzJPVbzQuDf2QfI396uJq7hXw/vYL2A6wyXnh0I6kMfn2FSVZze2ZgYrpVS5orAtxFE+SXkQ8Sp14s7GDCqclSuZHefi+FrMAzb7BV8+SL/94vod1oANb55DIaKn3gFcvyZXUDPegStE+Vk+0N5GenB8GlQaPJ1R+l6vkXn1bxQR9OxCgDN3nJgKUzEhyDQuEHWAJ7VbT8uUs7/G+atlFRxnYUf6efKuAsDI0zJYtXuH7tNvkr9a4zxk/nYhxt9PE1c2Jlrj83OmtmUvZRRZoRDdWSo1dGotRZql/dMiVoBjd35/9wa/hwzZyKy80AI56rDa6igQVpPnO+yqKm4h1DtvIt32BPxr+Wzge1ZfHsoT+MTnH9ZnLZMpK+SUV+ZGoNb7uaqP32P6lZV8b7N2pS9S6gQC1JI8HWp72KMTfyyj/sh8VPWehxQDBDp9EGwk/N8uu8Hi6aK9ufYrBu6hL7OkFIsPmGA3hENBT5T4N+/PSeGDhig8h2ekvaADi+DreIbU1dcp1yg2fFiQCsOwkoqP2sR0ywSl8W78ynzna7uW8euCL1YVv43dy+Brs/RotFQq3LEd0c09hzjFU67MhzTmrIM+0bZTySjKnOamaZnKGvDbHvbetHYuxDmR1uWRfbyaykmuLfakmhagCPy3iIXEenNp94fvXl2ekp+CDau965Ax937jr4nHcIZ7PTsdeJT2QmJibHaXtaQ1m/8AEckkf4Nv/sIHPjc7NQs5irgaUUZdeLgc0VCB33HnU2+IZN7cJTeS9YAWjSbhvukV2KkpQtIt/DY1133Hg96uptxhrN/McRsfpmUmtEHrbA8PL2TdHdQW75Ylk7VfOUwegEfE45FwrTytf/vm7v6NHoue2SHOlTF2Wex/HjX0gkc4O2i5jg7uqj5s8oS8nntKJ+IF07Bp/XngnQ7gkhmZc0rH6Ce0P0Tp5vCZ2221AuwuMJzKv8M4Ix4fRpQ7cNlb2Ha4CO9Sqpc1mP/8RV6zQdfoqW+rg6pnYyRvcn6y1nubcgu2FaplMLzjKiwE7wu39vP2V+c4v1U+vRt52PTMW+wC2m2/GikvUtTlFw6BGTOTRPl1RGmz96Id8r0i1FBHgkEIH2acpWuIQ2n11qMcx7ROntrs5mYAsNruHHT4T/xYFolC9L5tm5gYkpgckvEp7nHbL2kw/TPf4jxHr370296nwK4Yqk0gN1UioLSwCrsUsbgFnOeNxdjTrOoo6uTp/RFe+zdSGvGmFVE+51U4aKSD/HNPEabtfQAaGlnRUwO1hk6bKgz4yxR6qnebEjIUb/0P4aYuAsUSAFCgd3DVoeie9N537GHacf22Ef6nQ79hSEj3nQtAAdj9saXzmdHQQT1PWIDefcUgamjZ43BoUkzZ1yerws9+v8Y3/Ugc1L1mI9z8gvp7zTg44npD25r7ywwL1z1Y1OcmHGx32Xeu6m/TgnfotDGHJru1KoJbfXZ8DskF5Bj/8rNSa5lRlVarulI0m2L2W2yiYv6yNvBFUbXCRE3wnLG3h9od3/s3Om471/1fxLIgBntEQAcaXSNuuL+AiwNE8rrIIUFS4vaPd0WZRwyYSXBtWiw0roynSu8iPmpzpUdH1wYbjO9c+Ug1cIZvjzsXLLe9E7P4s5yw66H2j+fmCmynINTDr9tAklebAsuVazIJCBtxHMRDUo+3B1fhyyKOgQb3gloasDipl/RPvellc66sz9ec4Vu+lVl7mDdr8S9slPI3x5hqyAqIk+FcbRkw0nflXyOrs0Bg+BFHe4SlUsvKpTYMd9ZMLkiVeSCyBOrbzkHWLibqTQ+IrkplEG4II4KPNVepjQtlzPQ/m3EYxsrPgw/If25XZg33JrdIMpzPk0sbnfloUF/0EM+YXFvRA3or++Rzms8ZUo499Ul+AXNWtlY4DySS6Gnd6jukgAnQJ5bihYT5edPnn91JBRhBGvHbaln3yjLNyFqKrCOp61S8o52+xthvbWw7klW+TA8EH83jXWdUrLSUdvJNoYmeU7ohPSrcIIB0U6dVtopVM3Z/Foa451QgHRnR86uIZjaPMIOS+yiyeZdqDaOQ/fmAfSX8rGB0WDaulrcwX8S9kcyy4quytDrnS+Hb5kjJgitHVYnRhl2yUevJc77Z7JtxDYcpdpp3MFJKNv+bNySdaGxhfE/60Nie2NRNacyGQYEExV3f2e5B2TPiBGA+2sHAOieqkynOxdykE0N3Nc9ra+Br2gCbjUYkVbjZtRCPilxQDduahC1xrl8xvADZPhqiYiONWiQCccLZ53FEcQyJOUYsNjglKbInLg1hDumzdli7CqYbOfhnbr+eLF7KNaHAC8UvPvbfR982rSFLoOY4Pe1/K8ypQENfz2xmpS6pxz12WPju9Wv3Nz9BL8B/+tnDlXoNTiHbWDfNKpuAVtuMf0my6AbYHGG9QyjRmeTmO6Aws+ussk+S/L8tpx2ttgGxuv3a0aY/wbZX2xVzfghheHzmpuTr3bAaiMFXzt6s8anDtOfDIirauBngXJsx5buQFJaTBxBCfQDFGmOUOu8xQOw3/7M8PDfApS9Ga+bIUcMg7+aznO1NlYtouvpCrzbFkqz9XasvuUVQeaQXp+K+hiidRFAKkZ2KhvANRjO8QX/S1ox5ymrrx2/xB8rSXD7iNVk9bGaLncdV+rrArhd9gspsKJkNz6s+DLIO1n2LFsXipob6ywOBS6xN98RinNBVZGb1AseIneIRhmEPn15GFkXW71oiW5ZPGRLpeGU836msg9BftUPupZZgkxrmCIBjhDvUqKggnSQ0pN0bteqR+qCWrsebrpswzt4MJG3r1XacHP6zlbhbJRCWy1DlHuak8DN+ymZvCznOgYKRZ7GAuak3z4UbPKLC7IeQCFt5Fb9nXDMlRtyZ7xao0tvlWVa/eT7MmyoX/babzERi5I11tO1lBETghAuw0rxz/Lh2RGBnaN3OpffQeRbclwKSw3Ow+zkthuizrc+fSSM+J+YZnupv8TmeUrdYLbRQKtZzHug3+PveRdszkAvopw+ZFMAIsgTHmdrAiXLhXGG5Gky7ULyZ/TQ4q1rK2+hxuu2qei6iaHCidcFJeg87mnqw577ZXX9FmkZI6q30Eo8/VL+Dq/8N+ATsQFAm+KicRqwv1+XbBG2swoNCktz3Yygkdz0x2X6FOFuMn0q6qrh/nXYclkQhxTBLvnHBwh92CSM/cTQQ4f7AvMKldbtQmAa8xqVwiyFCAmI1pB7td1D49wzUf7wnPnAQN9swkFy2V4cx8jHHZUKd/ZHwAQk0vipEX73gUxYWJ19ffkhvvTFHgZne0KzeYZVq2jOuALtk21bzTbSkq74ReT176fGo+7dB9hIP5a1yaFdaZhEBRI+ixTbwjGL+UzvBJv/Goy9xzc5MH6WyZ4hLfLZdI4nOMLI7atY+FEFytxpgiVVInneCpT8LKZs7pjag2ebYR+2gpJJZVHvdscrp2N42q4cZN4R2LIlPGbRez4hKNZOnVJ/j3WBY9GmLnmEE8Ba/u8P1J9BQmJMlcQXHkAlInK+5plZZqFjSb1+Z99+Ec14uTLEgledIAUYMkOYw3km04V5q86h8lwzdt4ap/WBYeSaQ/yMNxY1pBFW7oa/N82epf7X+x7RcNCBtymPTCfnp2YrY6Iofy8gu5S+vRi8JTty68+tOk9ONVEaOpqCC79Z3Xmk7VKEq9oMn22cKox6Fb1kWvPH9MptsmWKlNvsp6YUexg6tMWgrvVuvk2Ns0kLVRG5M8DWO/ETdTi+ZmfCOxYezhX6TWkYU2sk+GTsL2CMjGhkQubmwI80je7v09PGWD1IEv0up/8jNJ0UCOY7ucCLDkU0DmhxZjrGGHMZdMNFFAt18X0T62bazg0vh7lK+Jxb/6K2fgjns6EVEk7zjLDGtF9Ubhl54K197VH5+r49t3O09T+aFccd0eQvcxGt+Riwr20vwGOR7a0D83aNC/ClJJPaH1VzLn6+rgQkyubjOhkQha6Phb/YTft+p/e75eKjW06yX7v3pXGO5OzakaCb0lDim9iCEmFW2fr3kX4OR847UfnOFxgll2K/1xsZtdmbdKVaEdSK0qq779wy8sAvvHQIIqIRyQ7QYKbui6/Jkh2WL9bJ6AJRa462xUj/7MuTEvsi4wRVGbxanSfKg0hmJuRqQ877rRSK5UIjZFU5FO8MxxubaGnEi9nOMl/chVVOXgoh5WHmPGUo9uP70klxkXHKb7gx3yttzVNOC926S152KBG1woPca/gDOedLE+KJwiB+f4L0ABJsP3svzTvvgIJ3KCqh1enN9ctMUdQR69gS+7k0RPsJt/p3x2OhJmMaBCbc+qejFftWTf7Vj6t+7pfJci1YG/xdVPXW4BP6wuJyPyXIVfIagizFlWMqkI3bwjqTMgSJId9KziILJS7TrbnCj7Fs44ifIvqSXF4Jg/LKt1EuV3pxiVOiX7psnnBbazc7YS7bbs2LGJdJqU38vrf7k9MDbpsqbMxZ6d9+X3DXvXR3wo8rnYH1kBH6/TfHI99NuFeybCHReDjeqg1WkzxXiqXP2+A3OhiXisFDrwNoVQ/dxAt5c4CzUUs9kDdwdRbjUJEouXKQZR1QXLod88+26MESoSSUe7yr5Puc3oUnIiPDU2gLY7I9rtECN4Y2jfEFviBpfIHuqVMy/+sBiu/gzJ38cGzxKf++sqYG+TVUZLyMHZFcC40EfokN8jU7iewVc4Y6rL9MSrdf+qojo8yeOGCLD2BvvuQugioWYweGn850Nj/KYI8KD6NzrCmLR0Bl69iSPlmLHVgrYQYZqg4AtX9PUYI6tW7V/TrAKOD8+AyIU6aV+W/Pc+cp88FivW+Pq7RN2O+wFzz8KYESzlXgdFTW4YG3a3dgwHQm4szrKrMvOX22XZR1MVy3Wddab9GCLAzQSnh1Vadiph2XfqGpMtshaMPQ/512C9MVgRYK+5IM/oEsvmFrclgg1klHYledL8SyvN2KHO3MgSrgMURZSHRmpBeRL7Jmhce3eI90Wzo03ekXRB1ORtstbCGN42MGx/zp+1D8JBbM2BLhFAcjFL/4URgnedb0McX2iqYTHjVoYYsBjwMRTBLcBhlQV3yFxHy1C+2tQ7/ZO+JGVtnNP2SiNUR7++c9ior2bHtl59E4F9eiISRF4ShvtxJJD2wieIPzNO3ltYPEIQAvYA+wxxLy8t90SdZTnGYH3BT6IUWRvjWw4GFolRZ7jgPrl3WW49nWxEmPfsoGmnAe6FpOa8lv8DRYNHnBIr6+6f58EbgWw1pHSfiST7OAqOetSuOuzZGOscH1qTMEslvO7j+H+qCopfbcVlULY6ZxBvs+4db9XYg83LTAR72si607APMYe5l9ieXR1IIykLcM9avAgg8RADlf5T59pznxN15NumwtlJU7Fyo60aQYNFHNMGXtwt1w+2jFLFdtwBz+aLAHuM9jfkHcM+qI55iYZdHza6lL+kqMXiEBnGFk6jat+QuI1sG0luu3C85xJumpN/JkZXwW7NlIgfJUASMdmQT/jv7/1itBqnDEhbF1BrDXLLqxIIu3Enl5lk9N3JduUhls8SbUWfd55vxCplnmKTGVMUMjqZZsO+VUxfO2w86jluLtfTXu1V5dfc7ET44jeu4RPsdX8N1Nqv2dDn8Fqr6ohfnv8OCnY8WinpEPae9gHfcZNzrBWhAfcpg6m32SrBIlu05d3Kc479/JsyaT8aDJZSrSr2zoc3ZlkW5kKtfrwsSv3eFXDlb9rn8Y8SXE1H5pUPfs3CJFY6J4q1Fa9NSELZsn3i/8oy3nkbs5H5sRF5+bdn2oQz5KPZR6Iv329oHq2uqvLJ0Du0sBKryxQBELA4WEMo/7ihHWsoBeNNt3mWJ6HdeqlwalHP4MFbBlhaKTLdttmgNT5srws23rpJ9tIVmfCHa0dsP0l6hTm7Ah0LS3n+8m6CL+7ZQdu4bU77ixMuuAk6AiRNKZEfEBboW0QLKWDWThagSnO6KLpMxx5FUBvXi95mai38WMsNnj24WvJNh3ni1MBEZP3t8Yfa2sFQsjKkwl1JELslOG1d9Kz+mfbCi3ZVAyQVQhfYO9WPKdVHK2PLbumKW7nQj2RiJ2KXbyUFEXzC1HhOGTQ7YlpYYfLq0pUHubBCoYZwgHbaZJ8T126gZ1v2X13g4aXmDbkTwmL6XXEcN/QuReuh5sMkYctO2q4qryizMXJo9mbOTwvfejxeA70fof7zmwMUa5XfQbQgs5eoKMedY5CoT+lBnZAKOOaqydvZJMT1kYXYcyCvPIfEGyxU4ubyJznm1Z6U2H+8Eyx41y8CL0p+KyAt6IuLAP968ht2OGq9oWFUwSWzrpMSPjnXtWMW14A/MLZeDMM2pW0xpt4SxNhBfV1p7EHW9A/n4pn7aOriTSut0A9Nzq3fB4Ca+BeVzTNa3GK2cq/ivlEj9QhG9jLqCDw8NF73lFK6XdNbf13xW19Ny90GA7DoIeOe9b/jHQyfnK7cBXlcbhY1gtlJqdGIqE8zOtkMx6RgUgJM1siaZdEpI14NBx5rP46YkWDjYvMLp2gQhSTmZnIe6zdjy6YtmQqFB+fIiADXR4LBR3Vjq7YHcUk52W/anbgTrDjhoXwkaydOZXYAn+fhScnVGzka7ugzFC0jMfr0FeWnpg+HKmewnQdAU7QHY4oH/e+NVI6cZFbRL9y47h7YzXK6kfyu3PNR+utzgeTAwoTsUn3ZA5fB5QMZrmmvwl7naRbLL5EDuh2ftp7nPu+nruqeZw9f7o8YONbgpzU9HoS9sCOK8XyPMFYLfSamwoUbC5b4lfsXW7AWq4v4VMX4tuY5Lttpu9QgZzR4JGRcXy6quGBAr0zFUVZKg0btOB9/L8bm6DanNKIEbnDiS8NvONV4WjCTW9DZoUVPv4MAN5hvvwsZKJtyueTco6mnr5/u7DykOsoJ4azD3PsDll30SLMwKbSxTh4QTexpdkuJdtFh6T+tfEadrmQtu2w4Rp3LIOtth7wuhhEI09PbM+4Qne0iil6WWzeF8tKpVR5EJ018lX5kzzBvCxlekuFQzGldBj1NLQSk3MwSQ7gknwjKyIjH9eulJZ6Yn+ZBP1KfkK+dLMx6xDUy1sDiZ2fb2lzaf1xAasNdAn+Gdq4HEuxuhbjoq8rMrRlwCJqM/Pis1p+8z/j7o0sD1DGrzy14NyurYipVUez/+B1HdTsGwtNDa4EsIKNAW/be+DmsJBplzpp+Hd1RPuPnQnvxUCvYl+kVIa1y6Ghuhb+/aiDpc1vDxb49sh7rQ0mthqz6TsetLB17dO66C9l7nKmrYHg7etm0sZ5Extho5RRDXbtCiz9xmOVcb89xf8n+bKtRlUzTlhcDKE7Za7h5cPlXLXbOjbREeMncOb1sm7tBlJQ7d6RvR4frnizBDxdV1yNWkWF5cD4IIS5Pr+7KiehSPNdkHUKzwGdxPkca/Ka4XeScUr+MJ0Uv/b6C+34iOO9z/ZkbFdcrd5m0MSROL4kA0sU23FvI+2zrTUI8ITZif9Pw5qvnRl9SHgeVedWO5lqdKm5vaR9eI8hePMt7+Nh8QmAkSMB6pHyHzI135MUaVMWxsQx8c24m/W21iTLcDh1H34plJKk25QRlTx+2kUGbi+UY7MXXtraMnhlVGstcqVJJFo5VUkAWqwqXhAeXeQpmghbGYAQjtOcpa/XP3IjwNPppB/a48Pjyup/7mbcq7ZHKLrnacdbeyACv0sqL0wVTcGkrI8piqdjTR9dPvcIaN0t0u3l12UrSofl04wf6dZAIBaWR31bBVqCJjK9wQkSO3YLw3G1Lhk0tqPXht8wX2nl/ay8eWCGLAPsyBA3tADdoP10EkIfPKLNWyOVL7vJs4tPWC9j3S+Tmqw+HytGxA5bDrZAjFafP77gthQBKryE6pmtKE3VKICkoxs6+IO02kUBrQ7iJhdxqht0k1XefPzNKhe/AtaW/yXN5JlYBGZLgMubom8mvIzwGJoBHETW+imcRvCtkawJ7VxNPldiNPUx6IAJw1Qt+pUIx/3BzeKbcp73uZ2vGtPFDsTQAQfsIunftziiSoEdmCMfHcEJZV3R4X+egpm9WMoHDaaxpyQWvfFhdzTnzcs9m4kcYK2Ast6V8UVGRW8gz+tUuwxK8LgpEd3XLWXRHWnTLyCWxfu+96LttHRdtCnX58ydtZsTaRWijp3rR72gqE0u2oSrTYSs83i2MOGu8V4Y1FrM5k0/noWQtKsy3KXEfegoQMvAyCLJwCi6X/CQk80LXfjryEWvKretE1xst5Qy6l9AcPzRh2kV1jDe6lkHbR/L9gBHXKmjYNiGWo8fpuJIqKpQ6pFgMr/DNYyX5ZWxFC2c1OY9mrLwiPRCA5AWdZvhebMPazgw95B5ibX10V+Ci2IYfSSdbdbVSin5RxZMzd6bsCJyThWQPbxDIZ1rHgLdbKQ/VRlFBmxLYH1S4SxD1xYgb9Xv0JB2wAfxeyrkpyMZEMoaOorusUpw1ZsH7uPo32N5kdGKvQRaXxwDlFn5ANNPiCYcI4uaGxkrsoqaa2Ei1z4d0fNOuW4KOuRRPbHdxVnd0oh+jLXjKh3qzYB3Aw9VR2lxOV5eDrGODg6LK007Fk6z4MG3NjR8U3fTC5dzgoYnuNJuS9wdB3QFJN65ojQRzQ+lA/vGfHGmuNB1RgTqc8iL35AgBGdgt95rzOmIWqWGbpK2bWNrcXJew9k+kweU0CpUF1zuypa9/Gz4MNeWs67aGXhRioij6IkDdAaYP+wCUO0FfOxo15iICJAWPJd8lX+NGdLWLt72zTITvbWQ1lFYL3pUlyKj3XLilfFuzykvK8KXEWUEFeLZSBMCHMlMDw7znSPIpcduK+aUWRX2zwGfu8mH3Guv1A742B/+MD7Z2WmJQOdelXC1KqX41B+7mGhsX5uBK+IUUvumHociwAI9Kt0nTD5EFM7+XPNOXM49Z6dQatxeXy1tqnajy+Ec1ecbSI/fiyCDqCFFfD7Ip+8IESOMGdrscTWfrzxJfGB3KRycrmJqyQproQCm0mPVbVJDAZEHA5NtEHoj21yIYL60U/F6/jR/VNYQrR8/ZjvqQjUY3gE9MDu1Mhh+3r/sRV3tOv8cmRQQ4UNz2G/mD0mrmQ08EHoVvD6hcOJnebaAfa6Lsppo41fTGza8ZGIuce3a+ZQx5pzVhFys3ndHA2gg0K1VI/VTTF6iyT7Ok6fpZh0PBGpGZjANXzBtqWwj6Z/OLsyVfgviB3FK2PAPcCZPOA3KFiEiJnQQi0WrjPbsT6xDH9bJBG4eYHmSdQY1bkPs1tR5+KaqDG70XlF3deolbW47mc1sVXUAWBPvdzUiXvYcBe2HkzbvpBxYz0vfT1T6KFgHoQsIsSQoN6w7/Zxypc7aauTkAe7aVdXezeB22SH0VSiHaUp1dYKY+wRp+HkgVfpmgHiO7Y8JEANZ4p7b0sghQX/rC5ArGNGLnVKBnKJatwRVcLwsyPvs5HvEJH2OJr94/6epm9SHb+pq9lLuRrYrDoObWxSGVa6q33s3fsi899Dn9VdnngBc5V24ZpT1C6sue5dX5TQ0PT4vfsOVCHQkr1LYcynRuRf2YXxQAvd4NPBYME8dciut5yc2l7ZCkckABWu+nE74VT67e2Duuq3D3VowmhcNyd+pQq1HO8lVpVnMQV1lROBYE28O3qNgRn1M7+VJcUYhWq2ERe7R3wbeVVGPzUAEI7w8YyzrKKm6B1ECIFQFsXyxlvRZM7bFratFLCtVxiD15us/Fpyd3H5sUa3QBxZbuEV5IalXxx4DoeWK4eQoO/h7tqSC5Wrm2MhYUYaxFkR8MNxTXExr65N1tJCbP2bUkO9TUpdhyJKLdFQXZoHZdjIZBaEqrfdlSAOYOq+LXhZ73O65jnCizPRMTQP9O2N9a+2Qlz45yhIpkPZvu8kIptLEaX/uXxHbF4lQttLr7Jkae3qklXIGrzZ26w/ntbzScaF1GVEtzfPUHKZO22NniWVObdGMkupucueZ3A5WFQ4+VIRpe7ZiOHo0J56DLEpM29qP/BQ9tqkuvgvm2hjbXXQSQ8o955xgqSU18zfZex30kWu11D8cfq8n0eSN39vk9r2smd7PgVSpwnwzn+Xv5xVnmGeYHy5+fmqo/9rw84dCfu3fNAbvbcwQN2B9rYDiKB9oZkLSpMVoxvzSuJQKkRh0QfmSRtj339IkAJC/sivax9iUyGAl+0Mg3pQO/r3dlvbiEToHEMdwT5wSyEAOzMWb5sl4amtwrp5L0+B5axlpN3OdWSBpw40OV1gZ89tzCJXnssPb3cU4VO2VFmZXO2BvaIBN1gU1MuRV34ImRBiOFsFyLllru6v9gPJQwbt3mjB80gFyN2nbDS4iPQlR5iUGDVRUPjNc45txxlvb1HXxLY/Y2EFlbMXwf9g4+ark7v7LFwd3h/jk4UmzJzmN9qAQ5YWb1hIu7Zp10KRV7n1aVxc4WK6sHfW61mzYN5A4wFGzuto+idLHHIGV+Bg0lJezixqv7tq0fde52ObcQiPIR2yfTQHmeUdub592QTD3uVFHzwxg6l8K0ZZM5cWzxvgShLv8aG5ikq5qm2tDQNkpVOHDV/rj47l/NumWEEfyOhPWH4MkgpHVXpwvDIS+IwKTVaydgTOckTmHkWSqPrIugaEdHtv7zTPuM1fvOsnfqm1jzlSGUIYkJfA8RwnT/auuJ0/xtFRgZrLLl7tAPvj80YeHO7QKNJ2IsKVmyXSlHB1D7y6r9tr2/UAMQRKhHAOqI7fuM+y+v01X2uk0plfcFlRmML/v0/W97GXxsM5zNTDDZj7jIHe/scmcRin8m6Uxf9BGOj25G2q3dHNPS/rJd8l6HQ65ixmYLslVHx2Uea5w67oo6umv76qwIcMjX5UCMju/myYVcn6dM6YLW5PHmpJF9so/fhL6GKx30/vLkfq5DmMo0Xv0rmOCdF/ffFzHSaKgjazT8mYnKCEFM/oPdSV2gyczSxXWLR+13Zu7cntK0K/jjz3xcpuVy2eh75IAtW+9DLnC4SjMIZOE6Xq2lI5Du2lZ45ShrwKn9MCCNgogrnVVKE9xP/kf1ldJBkx7NEdcezTolgVsJX4OF+ojTo4CTDe4S49tV0NQRjYoPa9+nShLDNau087+pNORM43wMrkc55HGeFyb/wUNagqWuNLb+I7HwVHhIl/7JSH9WW66DUX0Ecrz9L3bigAmprOd06B6rOvIGE2xj3pjqFUIktrj5MQ5af7wLeuRyZgE0GMX9SoXFFNbXmD6kem82t1UOf5/81K//8onewDGeYQfi4R+wT4bKWyeDotT7+vnciBvcfeyjv9ChH6NOsUixhFMy7GAxSAQEXrmZiCBn3/Et2GH7+rWCxgw6Thdy2ZqqOzjd1kM+FG8SydCOi7rIFZ/LMewgSSOZPixYwtwTE0XEol5+GNzrQxhKdyEvoNy9S7zIPMIXifwrYSZiMq7Js6KZcfv4nt8o4WH9kh6f2UScicYAFHdte6nvNpk52O2woisua0vWtTbcqtO4OSjz/vp91z8XrhHFlHRSACD+NnqmqzvkkoXu9icKtU4vvwhGq0wKDCgt/tEQqnfRyiBD1uAuM4fz+sOAorJ+yNYlFx2K0swCahHMaWbFJbTaspfpoTGaUojvm9rMioXhaqXXeJzdpHlN3ZiCi/kFF1fV1kfTk89X3fc1vVWri/bmXce5apXyTnEdOYKRTWwcdm/RcBQQ48WSya5Y7vtnlHC8Dc82IeaHZYQWnJ3Lxa50jzFkqDcfTwyeSPqsiuvp1tf2Fn/xL3DoZ6dNCul4+15rHGQ2T2b6+y8T/REtnaHTXPOVAe1YI/v3X4nHTOIrfyWpf68ONQ3WaQh/F8KGLTpma29UDEBfEo8zL8iIX2LoigBdiD3V6FB31tfW7a0Yf9XnyyYyeKjzzHyx82xAJVzJ6RR17RbPKN8L7xyD55SBgkQA2ahdmPuCXIxVNVp57sC/ujl7nFlT43J3UqrQIcygyfGkgZbFLYOYmNZlXnF8Zr+k60eF070ZaSewqjUsYT4KXs5NvPYUOgaaHV6jLi3fqm9JEwGsetMfyxhfRQ5+apBQPqTUnOW9Tie+uXpausPo/L9RevZzIoBT3lq18Nm5VztMSLEQbosAv679a0CTXs6icVYJcEFtuSBjHDZa3NAg/NbCM259OUOzOPLS9GfYo1bbqakilFyFkuut8msDf/nfcvbOtciCq2Q5n2xN+8xUSTM8Xd/SpLlio/omzUaF0hcvAvzwZksI4nRRAu3GSgOAoI4LZ8UxcuN5OlwLRwTS/qYNEK18Nburljq1ItcQh1EfBZ2uyjHakrIIvvf1PpGUMCyJQn4+VeSTBLYjeQ1RaT3AOomP2Hg5/d4wgggARCf2ZZGebgJ3YNnczAsy2LcWgx8MoYgADllu7s5IvJNn7lxXOHIY3wCvyockGl7J3bJswhM3SBPqnFbBu3YNEaBD30QaI8aGdVa0YF/A9kVJXy1C+/SkaIbHppSDMrLLv2zZU/sCS619HrMmixJV9AwKezuUs370n0klyWwOQu9SVNJd2Udr1pe2LvY3zNgbzFw6deTbl+6yWJC+QKX4GbQwzfizJ/FY/J5/w+P6hqhP534ywYwy3bUXJEmMLYOHPDXECX22Ke6yRO5oP13/ICmty5QlKIT+ojoj0B7ExqyvvRqJnGfWHwYNMRXbNjtWjTXcGli9tFxOo1a9LUHLdqXxjYdLJHtQhoNl6BgjbBmo+VX0yEnkyLJ1fRritdoS/2zu7Ek6webf/26D1Geg+iJv0ZyGny426xZ3xFqj7ljNxVoxkq0y6MqdxdNtrzsSGKt3fSx//Ob36zcXRg3+d0ftET6Wd57vbDPB68mI1agAig3OyUO7k5c8qq0q3EHTPSta36w055hnVXIZp/xnA5U6f5VQdP+RGDbUlnC2eD/jhlhDee097yZfppqs8ab09rfWPIR5t51lVVEvq+9s2BuP9ZMZJEOTM1GDzbCeIaYbyi3C7ZKpVHG3RrD3EekvKsc6SnvExD4UhbU2nSqIdmtYijVek75mVD0scYSL7Sbhq7vFquOa78i9ypVjWRciaMe0Ww1lJ+8ldEOOZLiEfDJ6nlz9t6tZmPjrsZ6KyDeHQgfEiuyE7lEzWCBKy8izfTerrVV4tIE1mlR0NuH3KG6+KscLddx+EFk6EKyVV67yMqOV0Nb2mtGKeGbvNQ/KBjxEQziXWJQcevbAW/dezmd5N4vbo+pvs/3O5X6Z+FJoy1PZ0hcvdbEOVMs+4ug5anBq9bq98sAGqQN8lGuN7yj6+7up95HPvb6eFhnUyX6e0QP1JzKq5lDb07WfXXwTGntaYiT+eLBSOAXjfHCEXh7Dary7+fjW+ck/jtSczZcvNHCEnsHiwXcmQcmsPSjt3LTrnypaY6VAUf2/+ne8K1eii6SokyfhJyf7rNpfh6d9Iq5VriruFCmr90K47oeNyYOgT1lrzIsTSw229V2nM/dzfE/iABgazxmjh1Lg67AdUoum4yj4yQfjrZcq3ECV9otC5eGFhJ8Qx8brjWmX/e/Damm9H5SbybqnZi/e8HeVWJB1a2hNcWghjlWpPqmcb4z9fXAAH7L1yLWppcFBdc7j+G+zXRl/OZjdzwlZBWlvBvLuTKGJ3TOnv2F2zU5e0awSqqFbbrBKnn6AJurjR0vH/EFesJX++SzboK2LtIPvY2ePfXU5V2ip7Dv5cyerRKtyeXOwjkgLBqlzoMXN/u7IjichO428G9zxHTLEMt9eqJu7R8liSHqfeKfRObUBw4Eu4ETuvuiQx593cftZZM47bhmL3NE81Klhc4rbafNEqFebRes12WNtMVD7dratob12LMjyp6yF1SgzGAo5NZ9uHTtGgEaEIf0XLkxVstAOTXREos0z7Kmvb7HARIwq8CnGOexgEyFrZusqifgt+AqoiiCvF71KnWFd9/l9v2H0hFvrIq5KbsSqMO8X+AWp7mePCPD0Q4NQhbVQXY4OtKL4rwRDl5EmPz+PaA0XWXmMqZ6/QfX88sF9BPL2XjTn7ut8M0z571xJrn01AisuAvgOTCLB9qN8Y48dWD5ixyyU5b/VFTc0b2QNPdlEuvROdtv944yvaJIaWTrH3HQgpDmxA3yJemkF5w/MCsK3Vv6IAKprs3GC12uxpO23vwg/dJf/pwvW43r6gqGd031vTATYGP36Qp03IyvsPCsCLH7KjeM9FAH6Z6JGaByoUBW75FjmODC2eYBZO8QM5UGA27idmCACSO7Mh3vJ5U2+sUBjfvtFi9CMC+Tt6dwZ4blsyrhCkghQ02ojzH0r+Afb8bfJYXRhD61OkFulixJHA2+wb8WxZW+w+hKMzIOWf4wa2aAYWBmo016yLsyAthKOoRC/fbrXENEy8Nbh7EDPcSZyK29lc4cdYdx8tn13ZjgtEROaP+V7e8rmwyGz0W21bAa0xetn/8PtrxXw0L+h0yeHVceo1DCcm5RlYS5QLwLWDZ4AX2tnEVfWWTCGWVU9IzFsUyGwR++2S2sqlPt4ZKSrj7o0Pe3y5b7VREHGtKKT3cKw+yrDsfcMtgF7d6dUEcBPO552eI2vOlt9BH1tbU6iM0wHJr7kdaMt5eaIkRW8fNq5A1W23OAo06AZbHPEb6tOL0O1juyZbt5cV5+OCZyx2R1yOm7lQAr4Pupf2i6sT0q8wfEsK1icEMSyLonzoFcsp0iYFNIlZCbhF74v6tHEHm5M7z4rttyunCWfA3vISc5sGCpznaoJ+8vm5+Td7B6SeNQB/mXu3lxVMgZU7guUU+dulv93I+UMsQDefnYEj0AHTYPN2xMhwwSmI8+xW1rBZYm6ujRkW0vGC472Lo102SXeVuti0l7kybaazclXS6BR3Rf6WU/pK5l9PUIwawdyCUHMkB3z0644cpLmhs68NYIk3x0Pis8fYbZ/X8NNWiE/NEITDU+67bUTAS7l4VHMu1UYC25SBbe+ozmjGEFfRBWN4M884myF144gQeNmtev+SDwPeNFwVlsXpdR70jOm6ke0SorfeYCwFjv7ekaKLdGLTYxSEbxvtYbno/9sAI/2v+dCO1i0/v9SxEEDBF09r2s8ayhOazPStDvDISPNXXctnd7/Rb9FvDXkyVzr9lPhYd0DfCV3WZb3z3hPfI3creogjLFnXWM04lMlZsJfF8a1VI+7O6Yrv2xZnIHoX8kn5rJukHwbrc64/EZxVbVaDkSDZ/NIh7Q3rKMiz6B0BAgHiqZOy6/ZUSOzMJ0knRTctBu0Pd+ndHJilzG9LkG28S29znpk0iYCxd2xLftsBYV4m+PoBeBRjA77a0tEmJwfp3ktRktXPPT2Nx1ri9ux47famuP51nqEsODmb9315uMy+scgP2Aug5rmGhTARl6M4oV3mGvtcv4FNVNL4U8rz2Lx/irNBGflt6VkoA1C4OB2zWpT/lgGCx2ytE/KQnJU3zK1X3BIOBJizbbhaFL45xjGF3//7AbNfgiGHe4qWxQBJqRB4zEFcY7trd9KGsc2IwNvjOGYyKqqWdlmh8zghSLxUO+TsYyTpNgUAN+SXd1FilfcxU1kuMFgWZOd4VVPgnWoNwMWqd8Sb416k3KXb6RFhG28VXeyJDbsSMcocv41UmoJNOkJnsR+pE1qfKTh157hcdA7IzoCn651tLPO9F+gL4ciigYFr31rXd2G7sV7l7nfons24cc2EPCNMohFaaVixFAFAKtjcl5Qcp8VF28ijYgyZkdlMxQudaTDHaiR04Jn9VySE2v8hddoq36VXq1mFnmROC6HzPkWFGto+bowWi1nyzR0X/g+WmyrI8/QN0qd+5OF6glvr96X9/w9e8eVMXH+zI7hYCediZUzcmOvN0rtfvtkfLPaM929HIHOGJkMK5Mnzqvzj7+Dm5wWlAhVuDadLN3kJ0VLnNsT321+t8pe8DUBkhpf6HyymWBW+ftckFb/4tmoFGqRrMKDcPwFBVVCI+FAlCz3UjCddnCZJtUuueQYfjdntTCy/DvC/S9uJKqkv5zrwhAH3xzHO7Ddq+mTy0l+M5bMqpKXvwxupXsFFC2R7rd47trQ7yRNutA4Ldx+xskoNbSS8Y2tXgOLWGawdURPthpLWDcjSSaA9lqY5GGDskDrtMhGtwn3laYxnDrheq75az55Q7bHhqueshIw+5/Fc+KmR9AL87mFXSQJvi3DTayrfR/7YWGHwUYFvWVyAmkeqxPvr/NL3RK0maig6BB9SSX9o2cdIQESzr/GJbHVe9qPsgNIrOIy1o+FhQWNcadb+adltS/LZjPXmD8MMEKrl4KMiMm+WJ/giDdqd+IjW7rABNkXm9rRJEkj1bmyVSMrOlgKc4m9t+GmT7S4o+mozpo4Om5lPDxyMKkI9gBifWPV2IFh6AQa/KLkqyAcOhZ9W2JuNQ+4/UkEoMEEB+3PsXfff7ErvQ0NXDsMmGCD+S/az+xozMKOGhVvnYiD5qqLAKnp3eq147oPI0SA0qmgzZ1MInwvAszmsTHSXAgrlK6eYhTB/tkld2K1bTb+S7vkCNJsK7Eyud6nYnFkihYYMD8N19sCKaZ4hJ1of/Pb1dXvDGVBL2GNin2QN9FFt2FKsD02gM+ooQkY23zo4MKSyXk230Anc3t0IFK6R/FpsfPn5pBXc/t+tI1Wo362pCGCPO6zby4vRh0VvOEfmiVxlS3+28ufWtp10iiSgTT96C7Bzn2tnqqp54K5pNbcXFJaIf63r1bV15dQm7bfwWE+NU0JUxXQN/7FxMwliR13vz+TPnQYTlMUnvAzcEj0UU/aUNivfdSqBDkyy3Z/fbQQE/Q2o0elrT6xr9m7aCspzLvI9TtcNlx1erohJ/IUBP0vuBA4sUb36UqZ8OK4cvNw3OwulwNx7QrYTiWMh3/w2tFFOf0kELMySIZA0YFJit2JsHZn0JzrLqJdqX5KM3O8a/IHL9ZAIeD1QJ5z1HCafnJfL01safvI9lqM8EDfbBu4K6sKNz/kE1ixnOZeVWyS6eEVqFcRWGpSn7/ICd/3tbC4qTEjzLoz7Nz9vNo84k9mBGubPHvg31bg/pwKU7oGT1y7FyaJAYeFve8APjVSLXWz1iougW9lLkeGlsGWpKiui7WLMqnTPaUz/SW6g6+T2vNLoDZ8OyeMxWi7Mt+SFb38skNqacZ4eFVbOX5aTdKdm3XqR0MWdlrpql9C/imqT/Ll+TD5g0UAbOBO98g+MbJiKXOAyJAFp81qIP8eCwM7YWRV7oqIL+b2akuiM+TDFKl9Vi0jUnCdbENotpuJce6ZBAeeQbOLjX+tDqkfxlQtX94e78kJhLKbW25qb+qT9OXuluRFvfzELsf6TbpAJ3vdFrIm7mfct6pSudDfVAKSFH5uvSWU4dqytt2kOjkQtwN97vtZeMdc19u+9hMwrIevgZ3feXQ0W/fkJlNG+FX6IUZXK0Y1ZopasAT6oNPAMgenDFFRc2qZDJQc+ufH9qPfMMYR1TO0JaoJga1FsyAO50YqQygmY3CUIMXbQ/GVt3n0zI7HlUQY/3bqUiB/XrcJ+OvAUKgkGmGP/wbS8XUXdxHL3/fJ4aZ8bINl8YMncvoS8gffQtKG/2Q/W0qzqt/m/nclBb0fJhfVIzRgqcfjocwbQ71U3fZ4L+/AfDdYv27jyJpaRD+zqrT9X1/KS2qLVYBe+vGGwWAfHYZj7kEEd5mVU4Jj8bq3/dsqll723WcXqA6+0D4x83Zfd21l82DFTbJF6L7KZPmVkZP+zsTnCxfFmYLuqC53E9Zat8TE2mxJHB0ovWyiNp4fBxlGyS2cW0ib7JEL2vaeb8+JLOyXnbhXsz5bm7sGq8G33iU05q5dG2Uk8swKAEKsUQRj2mIWGB+M2o2mdffdYKGi+RZ0iQSgxAaiJWy1hDxPDoZEOkTup0AGxkaBlkS2yZugXysPtSpXg8Yan0cWM7tf+oHraDVYZhjr50eS+AOWeuLagxEC02R1nQGOw1UGZWYM9LmLc5+vL21rVdDL7uY6jjoHmxoyNqV/JHCt/J06gOv1O85gha0+SXq4JuNsAP31Gx0+YF3XWP+EQseB8a0a72FT13ItD6n0M06w9+Rjz2Em5KZKM3LvCFB86T2cHDLmsghwdL5+5CuRrfHRYMN9f+NvqjBiMm/30iVrtdRqKJzDcrNW5yg+VU/QMawQA2v9JtuM6CBaKqD54gzLXbwOOGtcKNtbtmOwtt+PYYzL/GbU2MAXRtpzEtI9Mm+9Igr8JEAxyfFhJa4doSitJ/tf756csczKWZG72/PFKvikx/x0lKpwgnS6fTf/LFeXB+OKQbles7DYvNN8a9aeudKuZZQUOqKTIxfKV6MogrgwRo7+Z15wgemR6sAyV9916DQ1mxKGee5vlDPPBDti/aoTYcdafYmpXKVIiOWwvxT5Dnu3rxgCG1oG1X31mOu/tN4zo0FstfakMpnWC0nAuI3lg/Ra8bBQ1UpqMAGPHfLhH1/rNjnNZbKW77IomfumXOI6Up4oXmTvyyAqjA2Yg4KG9i2ObxPjfpBVMyBOyHyozcrA5MBZJNmuraGG4gmBhmV9AWBVLMqEOeDD/3d3lzSGcOijVVokBJCq9PlOvVPQWhJMOp+IQBra4BtTvdnJFYZtgulivKzLK4bFo0y5F+OBPTKflNIuSyrD0peXgJM+wlvrnAwRoI7G1hAB7NputLt/GCD9gD3ZISojbeGbJ2gRYIuPEsQwsBsbQ4s/6beq6doSIkDHCeGewUB/D3YIjrHj2GWyxMc2nsvQ43qG4tXtI88dzz/2HQpdvDAI+ngvk5rs8cayRpC5hv2+NTf0jA9lOfIuOTzti69elKt6W8gN7+uiSHxAhDpmDL9qJSYLPNojxPW/jP6VdtWvqYYGV6dqFsLttn5DOccEOSZGURTs3vY9XJMtu9H3XP3ZM3NozMV4Iwe5yKSMfLZGrwEtoTqNwQCrTPWV05b3Q2p/Gj2AGIYquhzs+yUCdEvPaX/fHuoGHsT6YA8tJUm80MlxvC0CPBvqDr3ttz0UTaDJuKg/NXL7YPVhCteaghSkehUgoo5FBGpSHRr8tWRGrLRAezinY38y83h3ucq3uHYzR7hXgxEejGyc+n8bnc7gECXyOnlWbN16XyArHi4pDci0qR/2ac90GQsecG61CKv0c7Tzf2lVOjMVpViipdrgNA/ta8vYf07u5ILE3oTUzucxuzObxc7dkQr7np6Un1bGbdJlanGWuwwyCgPLrb3Kp25az09/+Walu5BTPHjubobD22eTyLeyD6tC1/7UHVvi7h/cBEst1hz8kbX35VS/Kh6k/CxG2SzhpFnLnlOdyS2Z6ojUFgBwePxfrG9KYt4erCfwaYP7wdoAvcJ8rYKsj2RcsBhIboBnb1tXt+fWy7X0O+2NZK37PqQ6pMnMYOVCzRPtuaf2qM8DvYrq7EJ0ZrdsaulzDIQhnwN1Sv41X7zTjorQP3MtAkHjhGbB0uWCBmdm9JcUseNWMA6tF3Z0pRr7QPtJs3umVwUNKIEBs05H6bQ3Jcx7kRdaiJFG8BDKdnBRyFZISGZ4zHRlqZ3se8t27+76q6fXe/6kzmnHusuz4hL3teMe+e90bbCVna9S1hkVvd+RhUxrL93+tJPBB5/qUOqhLTr2lmVHyicS/jpSTTXsNAGObKwdAccRGgmTstbX5mzr6ptT5xNvxWjKSQeiZNRkHb+m/3nZO5yRrJ8qJQnMlBjDsm6uUZW04xQvN7Mc0nYgworlm43vf1shDi/9XYlaA6nUENpqHi3uqwx3E/S8nv8yEt+wWOtqqZ7wC/fZTvABCX6QJ+eXu7dekIfxmUPQdk2ita1gx2zY2hbfgtZOqL/QPhjnQsYPMA+YDvtr4xN93anTWrpBzj5tEbXizBWbnxMdvMuYM7CD6KddzZvPQrJ6BCkvmLoKJiML/+0y0QCFt5utZEjC2SoSCr2F6t9XCs1iGfDVVUZ9/HNfu78kkkizVbm7WlnVzJg5gd2PzLgeF584I9Mjdb3Wwwa5r++TDffeadgVrLEjR59Lszol6yAZr8xJWlH9wGMqXFv28scZlWTGJ0tdND6+ZFQ5kXflZyP6x0jMl2pNu6vFrm6mu/0uXqdgfchVP15NayaUwapoLMeUmJkrbIk+4OHIakt8XPfMX1xQ8XI0tYP57KcDC/czHrWK/55mmB2jbwFpGN3qnc9YCMN51umb3FeDfTxZ1BztnauXcWil6sWXXTHF+hmT9y2/fNR8vC/5rNvLAaXPivD7Jl6v/gISaJIYiVkUNXEO1ZO0p7M5Ko6e43NrrCDPbUSTIH5Xh4cobWogb1q7oz/m3SVqhN+HtmSrt5EzGH/cis9/PmWiIyjB7GLkTYyM99KOVG1k/8oid1GLc5LzT5CXOL+vZ92vPxF54/OpQv3zfX/FLh2RDzG8z3vAfX/OkROF547RwTKLWDysa9pMk+/MMLbpUfVvNUMiy7iO3eE6F118FdXwlIf+aQvGtiv+2sgZ6J0MKOnilmVrTYZGIlzrYYQ2tY/Rl7yJ3bNMhEm1nvA5WlFN9fsq/Kv2pdWxXHG1XwS8r1oWpV8zA6bKiDaDTytaZkX4EDNuS8xT/w/BRASoTBFsigDfYgAhpGN80w/ouB65Z80J8OfbrlsuoGqOe1yBryVFT3YreqKK8W1DYGJszo93cl2iJrj5jb8319YulbwuHYcbkhYBPg0wgLyjfrRtWIBT0C5hsghQLyQVlPKPKc8+SK0a3Ku3HjWgR5m5nv+GRH3YanpE/2BaZbwScTWVInu0/sLhbKN5cCqNZUNLcDfinuPpYXxYq210N0/wUTT18xzjwL9853K0j3Mj68UjzBXW1xb1lE2BRrdBVE4kCsmA7aK6o2+sashXVGhYYelKyQpXixIWKJd+Y+NEAKREPFYe64WaeMox5nohgr2Kudr06jijKwzId680CeYhpmdGZ9Al/1Rnr9z5adWMc9KnzY5dc2l/y6bE8G78ytvNV+Cd5kpfSx6g2/uFx6UErwH9xrMKlo9ZMdaOOqFtGFpxRUPYD0M+wLhWK2/6AKQfz90YfT7j1B8g3h2i3/3+wFearAjgn2PDQHW20HZzYWZy+zPL0f5DHULVsVK4WgvbIg7ZehdevWhweMIqNAyZ/2tb4Wdcpe5lrxGZXsbSwuq2Rpk6+cc5cB9WHLPF9k+JavccRJY5TXecyJJ9wNMrLu1v34VSuleW9k+K0fDf7WL4G560IS7tajOLUguOA93pQ5X4Zb2zC3uvsgX09tV88fh6wohRoFXpjdq4VA+HrDkxYI4y0E+Q2noueEeIk9v3kEE4RSdltlo8aKSl/GM/8LlO72tVaoLLybnHW49Qf03mNLDizZpuSyzzGKFMq0CWF8crY8ipPvsmxch6tgKKkEcd863BIru3OCmqvYVGgfh6eDo85LefHGZI/IejjUHPib6JjOBoUoZYpMStkVU8StIMlNQRL4P0uRG9cHBT4QbSjLo41RegcwiL2n0+7fyDUN8RlbdWqhpbNA6NG1GN5n00eJBertOQlfmMuT81qKHW1Ti23p+jH17ZQFkudVvS8+JdvGw0mnL/0pShm0mxN1IB/3hgx2+VdtGObGqfdHLCPNgR7GbwgZI8LCp85vBoUIWNzOQU1cUow6F2ejnEIDcHDkd9kDdEDIfB9Xh6rybXT3v8c9kmyYXylvGU/okP9jHJ8UIV96o4Jp+tyo3oV4EXpo2IxSOLvOKV3ipIevIuuspakr8Ai8CsG6TkcfDh4EQUoJivT5lRZ5ukVnJNbQmjVcxVo0sMxJ0nP1KnQ1z6ERXFRTL1LjM94IlBAq5b3DNtie2KSWF3dQAPMUF8Q+0uEeAUpHrAJNNgKWQ7uiNQO+4MuXVAQU2C+eZ+7NffiFn/4qbkSUhd7OVCwtv7KPwnpc28746dcq8zuyPAkovhGP0yOjPczQpfoFMoUxv+0KeeQFbi3fecEZusGKhvdZ6aSOXAfxyslt696yeY5bLZwj7ARDGA8n4S8+7o7E6hWAbftcBc/IfLdU6J7wP7BVedlIOI9ONlGq75skfe7Lf5SpsInAPGk3zWXpic4GbT5TtKuU+7fls2B38ZVh1Vt82QlMlNWxwPtQVNXXJrdUjvltKHKmtYBIt1PsBSbbiajh02itwCHj2vBwI+MLVogNnWHY9jHLg7HHxKW6vyR6R/UKOeY/oQwkjvZp5mp/zz/ugpw4MetnyuM26wl3g/g4UvgQ7c+WdVxawxY8HywMsXK7+NzoBDhv9+hawa0NDE7+KtiQB7pwUFrTDeNYwnt5g+9CJKlb0/35fjEpdsZEgXQ/e0vSQHJ8YZTC9k+yf9PD+itfZwX1XKA/Xffc/VMm8d+94T0s/9ybPGWLH1u7DHhaMkCT6kYHqx3poOTjQ56BTsWw1aZRZSdCJvjN9SvCO0L2J6sm4usW/kU//JVsrQx1bsnJxnQqUmFjMunn+qfFlRjk2KCbY5tticUVvkd2mRaNE5Mj0NNa7QCb8fHeFmAUmfhxGKSW9lckKIkq6Rb8fJIgCieqJq1WbCi0FKbvWb657RTaGX9gDllxRVKKu9ZZWwJYdwxbYPU0sGGS1l0+0VkRX1g8fz/rY4/IVCyehXLfJ9tuePXLW7IA/8o41/bMf/tLHGRQB7Y5nW2P/FljYLvSJA03//ckaOJMx6O/xMBIjoFAG+mwEFV6S/7ZBr3h/DISpUOIDtrhbc2Pz7T3h7/v9qWdb/6TKLCBC1M+53d3URwOamkIqdjQEq6oj7cC6wYJ0oKWeo0yRfe9QIgSpdlpkXF3wRnuemzIElXS3+vmjIsAzOjAtXzoCIBV1VYZyI29Tuox1sPYfzdel7XlWNYSpe1gZpv/m4fhKpfULuyqr6BUMQ/goat+Ztoa1J8m1suPM7jZQN5iq928rCPtM+9TNjsmt9oqQ4CCf/dn9bKXeox3bCL0Q6M/FYzjltfPaA77Nf/gu1afPP7HTxec1YAoqJmNWeqJhNrt3bXJxRW7XsguTLuSeq1Kh2U3N636qcTB6xSD73cT8VUfFhy9qvJeee9o9Czum49XM8a18qNk54iTuBv+JfiW9anW0iJt995Wb6YPtAnPfTL6n8+hDPZKdrU1a7mpoc4avHW3LayTw5vkor2yhc4oXRW5V6NrBbBNjPvzish0v6sseFEpwoX/GdIA8tSR7dSUG56rHw1q5Tacfq+s5K4WEGaOA1NoqpzZb7oak0aUvx+e9WoPahYL3MgoniymtQymHvVCVCQ83zifqvpl/Ljjz+Mvi3/oaAkTIhxZsl8qWpk315Ehs5BgpidJNiuo0UfB2eZfJWr7gSXd1pQOOrNvcltNp/cIK5aZIHTCqCCz5n3U93dXJx6imZHty9OO4gBQjOIwKZoSVR/dgj41e5dDrtAOYqm58rMxyEisEe0mHjpn+Z7COaRYD03cbuJ/y8xWooRHggvLA5cm7KtskLHN/VlU35sys9Vfn8XO4yp4ibNIc65rpUm7Ona361qKnBGtjVrJAa4wpQ9my+f/v8tZc3aqBOLi7miwvUiUm1E9ibIsDshxATdUE5cLaPeYJupUbRqZbia3yrrFopzD0H0jSyfX8J3n72G6NZejB7UiONmOpsKQL4ydiHpWum9amkcEMvp51ykU+dH/K/aXP8hfmpw93s9680lJW1v5aeVgskNAF4MHNBQ7u6ZYvwTFU2+xpb9QkuWCFkhjJ0B9/Q0IDwuL/l4p9Tt6lXnN3tz2jK/QoNk5vO0MiOQVFTuGokZinvCt+LW0uHPW3XY8lUs372mWg3IsGd7WdrWkdWMWBkNeFdTR/c+IVM+O3Gp46Axd9uS7ZuSxcgep5NWsgZiYXdB+dT3/wTk5Bp+JpP/lcWUHLwLymrfypfAICXtOQ56sJDZ3gaaHIvDA+Obr9AQyO6Q03kuDa4nrmB7pGNfrXGZPDRyf5qeH/oic8d0q7ojC0ba4kuimdERJJZcmkISzU51/vdnq1Q4eHTurQjwlFaXea/qt9ytU8uGzC3zcSWApbYy826Y1mLiIB9H5tlL1gZXbJC+pz4Ihdu6d2YAX3d+O8QeB3Ou4/5my3bsZYkVBs2MpVJMSYm6kTq92XJ5NMjituGda3FujMGKl1armdwaPdGka4QRBU8NEBQeJOC0zoThDBFBYA3EQxxNYkUGOtudYz7OSJsN9ygr3PoyEk8SKJnO7msym0pvGCxmThBeIMxRHoUI+Qqs7QKLxkm8gYNhiyhUKc5iirvuEPiR2wHVAS4LwIcWWpuL2bRnGpYnEwGVsHXHmPBvTuHMLyMX5eIn00fZPtnl019ig9VzVklBlQ6Dd4rtZVRVBzXgc4FaDbfkenes04WHor4wDVk/Ozw5gIrnBYdDXLjqpfalS8sOQaGsZ1mWrdCpZyNGn73nZjx34B2/DB+UWfeeaX6ATFxRTYLRkxZGXxM2idU+7V1DlSckUjXloT9QlyspNRqx7UaYo0CzcKUOgJkc8+c/0pUcnwjdm+r1uC6Gj9FkCm8tEyqlWXeBPbpZQ7kU2lLJrLsqNdy/eLMl8/0Xvokz0AaC4XfyD9sFVoGDFH4TGRFgeVJEcAciD+wQ7kHuYkcFLeWIb+8/KCW0n6SO68T3zNYb1FePB5HOBjT0xpvopqACHud3Y+6nBF7948n9V/gTzObFMF97P+8OksPYyMCKGs/x65cqcAuRvZ4UH7+T2urhH92QJiO3UPyQclH7RiYemL8hgggAT8359wqW9LByH7dQILkWHQ7yDZ/kR4INXppZChnFT1Q+6Ph1f1X9nLPRQBrIywrr6NZPS69x3HcwSVmJuY9OkZm0AGt7luJ/+P/I+HrND/7nNbua0iklv/PhmdTmTFV3Y+xhSKAZh4LAkwm5h01ki3iPpaQcl+M2j+GkaZns+GhQePACaEmPnZ7EtpCVnOwbo6c5oVtyXkmOns05u7hlHlF62VuQjnvRIDoV3xDbigrtFvPISsmJaH9r+VmrYr3v/RckGPFa9/9SwnxZ1pG1YmPTHrgZ0cWclb9jRaty3tUq99IzgGEoSKAL3fcmvu6fLHCaNWjZdTfv+i8/B3eg4qQ7VfL89eZh9sqbjXUnXzV9df8Hq8DO6dGeCiYVWo7bPI35sTo5tCuvjnDtXiT02xUEv+Uz9E8tdr/R2tn/g5l+///6e4uFVLZipC17C2WEqaSxJCoCI1JJcYYU9kGw5TKmryz3qm4kS3GZB3LmLENtyTLjJnsjKwZZizjYhafub+/fI/jfXx+/PwD13Ed5+t8PZ/Px3We1/Eq9uub335bMAWUFVKVI5AmioiwdcUepxpJO0TERSWdEJrbZ1818a1MNr6lYYV1jmPYSjqesRj0ob3Kthg93R7zc9Qmb8iyqvgedPzbytnkWkghRTY71W/lj4lFgpwL3EhtKotcgE1OcYv6Dj6KfeiYsK0cX+ibLQWgmIHs1e477HvsCfQNcCydMEx4lRdWw1JmIo/wPGgGrI2xAOaqLv4k63TpPei95Wwz0Dr+3x+s9dkE7g1q2UqUFgCxGyTpLD4Z87MUBxzzIUF6Syy+FaiSZsB/WDK/eXPhJry21kVeTdJshPdge/KLh00oyvusR9Eqg4kdCWVGbsaVm1tPOpxrwx6YRdDrCYktDfcOOSBN5mlG8vI3b/TdcDG2LayCuGkmbj7aQvB6+xwBA59ovhVOOGgKPhLUh8Ko4gHpFs8TAymM7+9hDvSgTUTSwx6XlP0O400HiyRpxfW2aRcD4Mce8nXCjr14dOSXGO/VhdHdf+q4PrnZXLxmqziYtis1CySQZYeyeMxqUW6qEZ5GS7XmyLtHzBfS8ahq1IF597GNtOJbt9ZqJMGtK+aZVR0sfeJmkkVBep+bZ+tTDfqKQCWqGaYs3BfVR5J3UJwsTJKK4TsWCHKcGgAYDvBp1kaG6+XdXek3jlCRWnDZZOx7yZLbziDoNSRWa91Vbr22uox9kyTWpqzOuVopKW/TSE7RON14GaELelLgNqor9u6tyX+s3to6bSK2RW4WLSXstTRjMyhS0vxndIONCJQ437xfvl2h/HWhu+dYeSX+MyKEa2bkalKpWUAv0MvUDzRIefS4DoLwkLsf4J3yz+71HOEBKyZKehdPD/AzlBwzjCNCOYTWxaCLjXD1JoICOGFd3wDFumyct2XlVpdlcXKJXhLhE+hXzv7h//5qzo+TrE62r/DHRI33FBRsLcKuW5TwzFiSNuCpJNUFgURKtzMCFzMVzOVCVsNqB3zdcST81AJL3texsppz5UmKyu9kbhfwgv0SJsCDH66IeSxmqcRaai94GrA3E040cUzSZparK8wZ7p7JSKVPn4Sfg7tWnIMPeUqe7dB1oeJWav5Zwhuo1/w71ymX92cXR755mJ7VdgmWTJKL9GHGvkAZlZ5fX2OuHEAzWMpqH1rCDd5f9FzcdIeWl2LL5s1kq8Nf07axcUaR58O43GHc8JVdaxN86ShHcf7d/uB4qFF1goVN+8t2E9Ozr+TpcxShmtlV1xB2VS9c/yX03ujd6tPtbwmo++96HjHoDOIOiC8r5kL4Kki1tFggPB1FB3ybmFp5YxR5lh6UcLQwuM84MdJy0Fj35CdDL9rjet+HVZn/ZHCXFLtpce3/7IDisFUnWYrM3iGV6Z6OovKRxTNw19BNBXASxviLbXBhj+ySc+/evEoPBw3sEKPhcWFmhcNcWKoH5aKBeGWpsHwH1HJ1B+SPfSEK5uBHqHhu9uFB9VQ3jmMbTH6B3gCljL35okHDGJe2N7w700E4N3o6CxFhnAB59AoikzIymoYWKZr2/3K2gFcV1vxfXNWSYlXtgE6G8SDYIRSQvgMq8SyAGd72nlg1bBbRgrLoWfaXiFge11TYygFvh/uwJpYG2fncD+y5pffszmlsm4OhB40vXd45/VuFAFgG0ZbX46vJIqbsmKVSzGQ/soqtfVFGJTW6uiW4/OijH0f1m69la1cpTq2wJDkj7XKlxUAgUz6pfBnvLB6BgCreNEk0+hHH/mQXAa/m3S20Xputb9BpdP2e3vVnNpZ7DuBwfCYZrY6SHmiPu7Ql/pmyLpyfq5kMZ5SUjKvJjN9oDDT9CyfRZzOn2fMRX3TjQdjDdwF5WdZnGCuw1glAjxxL3O2HuUquinnBMaVMePf7T7SS1Dkxr6fi9QKCEhFx5TVQFcoT4FDvl24csRZ+8PWpOhrL87t+BQ1i1PXzmYqDsBdcEUXgyWAOVlYTB9RppBMYhz4W0Wd6kIyUv3ynuqa+wUG62T2qpnTsk8KIAxU5rfB9MzyJXxseU4opuGnFNUndHJ+bHMEEiYQiIvkV+AGZrcRIEkpHVn67CKkI5eq7cH7RJt9tnFPO+TMxIqRvzLb2oi/UIDS/WFtUZLDIycmTjdsI/qV6DrgzeahxavMVXz0PHbAmPGQYO3GQ7xrBhHp2t5M0bfWNe6zaSaeoQe+DHODGSlrDFx/XZDOuZ15/60P4YE/zSfilMgp+jmXfNfyJZy4n5cGVNYCaqeRd6NL2kMqRHVCrMVO39iv177D3che1GLNJQd3H5E5ag0fMov/5p/X2GcrMX83gZJb61A6oHTzEY+ITsN6Ob8+iS9vMJLJPICHXyeSG+goVFCTsRyweeLY8Oz5nl81wpX6zDv012ivBzXTuSIlaeIGiwH4ObLbKr5TYTJZKJWQrZfZc50fmod1XXN9GfrXWdR/zWCCEZpqEv7llKwGXnPlO8P1b9j8e2tqC18KhnH3YxxPDD5vDMfI5yubHpmBKQMxw60jzuCo7J7n6auLdSv+xMHkze+UTZj7x/hqUlrjzdW/1u0w0vP2FNxcmJMkIlaEIhwH+GSXyK0s1uKuraQjns3tG6lRHQwVVwSMuWFEaW9KRNTi2OH7u6vadNOrpUFMTbr+N7gmxOdhS7r+jS4FGjtt62xQ+Juo4YDqZiFdFmXsxBXJKJz1JX0d8UYZ8w3y/058i7tRBII1hk8QwFu5cLR3qIh8KByMsjTG2gLfoKd2AeAGgOyX2wlw/lKkd5GY0m715q0H5HAefiFrKG0AWESuo1SOIJldP2hHogGd3SWRMX3RWZNJHXaWStZx9QuqEClG/HNCCycBFsY1oypFqDd8BJRKPWeZ+QTveaKSVES88nRoz21dWFgCukn3AUGWsC5y/Ia+sbnMvetMKm3lqIycbMecFyVHKfFeAPKUynMrNBHCFiHzI4ONBjOGU7kjPxdZhPbOIMdunkcXQyzjYMMzv+q9ObiK+8p67I9LvRIIilDK6u5c8mZBTsQOiZHImkshI8nB4G5QqVOdfa6BJN48fH9TTJNJZxHP+KQudTg4WhXWDRr9tsrzgRZElqinzXxyECf8pi92Q4hbBJKOoyuKcGwnkgxs9hh3gXRtb5rYFfuOmgA8zAuKxb4kVwNfE+9Et1TOmLw8YLP1iL9cwleDrC+a3isar5sOhgh+fLF5xCcjpnBowXw7MNRZkBDV5XAXgzBlgihO++s1ogH+BXUgJRpe9/gw3rs4iJxgJxG+yPdM41hchu9Ab9V4ZqvrjSaGVHhewH3ZAw4pCcQbPBeOYeLuiHyXVRj6w2LrYCjsI73PzizpN+lovCvGKbhzPiqkmcBvhFJei/teC565ToCNGElVhTs9F5eDLiLLmvglOUUet8l7B38JdgBVFRcYYdRgItOsXaqIhttQgQuaNZEdqmT9Rk+mgxQ3LS4Z6NO37eRmjb2C44j8TDc5Ql+B4RBn9VvnKYK0UYIw42fF4jB4H+9Jc/W+04z3axvUoDURW6Kuyagtl6g2aBil7QKTD3JzQ4DPXtdC49SaziO5+RXHdsGYdUi/7ofCAKQ/BP94n30zeS0bA5DGn2Y+byroCi+ez1diwfz1/+xDp01wWV3EHJIO+5dpIDSnrnRkCQh2uF0oqj4hrnolbIyOxI23tsGOYw6GTPFSc+2ZyHLUGDNhjIovhv//2yz5zm70k5/wB4krVo16OEf7ySxmDQwp7kN4H4PHesnXRs9rPSlyHvqVFptsl4GzETp2qG7A7UtJ755vTzMuZ2wz9kZLzuhqj6a06z6o+qhKaTGh3Zo4S8lI3b82GOKx2uDgMgWfWXGrZw2jdVoZ7SCbzVM1WDfgwBf87c/wSm5vHwXpbvE3K1bCnPO7z964l05Yfv1s2mOVcvWmL9N77wefpF07F/z+ViViJCxAqmbaQY0qLfD11oZfQE8z3dPc5ioLTa7yHPfAYKWyvAO6eqVZ4djdz7eFbx1rjn1IakIO9ynXJbdPX+70r6mk3SIyGN+E96ZQydceEfoWu9cRGxfW6tccZU95N0as/PI66DJVN1SUszqDcFe2f1BQ5fywwu1OyA6pmwgucWpGnXL6kzr62i79cbHB7eMb5zREnux9OsTppZ+7ec1zRHUBIStyTkT1QnnZPSHjdumaXZwdrnGO8b9Q1+e8zoeB6JnbrGMZqB+TVI2JwyLLuwYbvvfO7J8FLttM5b8BVhm2G8Sq7jXFgT3pOa8Y7ILUt3DA+CAJ9POH0fMzD0Sf0c5OglgB/cvReWiPNX9qeGH0tW+mGrqEanJf8Asu2cxzeAU0zkvPZH0l/cAyS9n2ynq0v82gJ/nvhq6ByQInRkJSdr/HU7WqVrV4hrYqQof5GKDRV0YvqzpHlI9iKrULJQaL2M8tePOBoZ9aRWVww3x/cqFhH/720CoUHwoebyt790+O7Bt9+desahXsm/nM8OWQH9LgX0FlpVYkd3ivaeTwLRENmAouFsQidWpEEUJ0u9BcY68+Cio1e2Xnl00T2j5KykUV5MkdHLkqWNBAcEfGykLhJuAV5+uGmFE5/B/QwGSRszz6YM2n6cv0akDuNM0EdAHKYRe3d9fnsmBw8OslwfexBm1Vl/IqWsJPtE40x3iOseSq5XG8xnh+ptFRLHRofHf5JGFFhu6n8xHeSlcjeKgfQsVNF3PTNeKH4sO+4Rj278PW+d/zLuUoaku6z38bPyHaRCA2kOvKdMX1Ki/QWPc/6wQ7IIKoXzHZLHoqdlu+ckEWTuR+AwOKoXk/l1NbsQ+yVl3rLxro5Cf9Bb7q8dM6eg9IwPiW+nkeqqVMpw+LYg5IHGbbUpSV7U4W/yIMbsY21hEphrLkm777wO1aaZdRlbsFZm6IXGSbovwnJiipl6qpI+jHwT8NOHNZKLf90dnbW1XlWI+ZCQd3zrtO2A2Lpl8Bve4cWJ5wEVVG73PkHOXtrjRzfknf7o9Yn/iQ1XcSifptJlmXufzqJl24LlTFLG478FfrMCmFRae7iKr4rY+BayqTtVi9HSsShltLofFe2yBLIscqqbNM4OcGe2WSc27jvAkpGT+LZ/JHPcESoT9AJwQb9UygWESzRqyd/mKL2SogDB2ABzR1QzAY5iU6uRi3xOOqXgFscOebd4OTDaFOnQarwMEx+K1T631sVwXtEIl3NusZ64ECHFy66I9eG/LUDDJS8FonWHJvmbUKr4wFrZo54G87P7Dj3pp/TfMZup1XjsGW6kvO4heX2N0QhxHbSpS4OjpP44+6nlT+WH4P4FoIU7OSnCTlLU79aUSAeP0wE3Ngpree9aXyfkgWC+x1+qXbNf9yAUHva/ehNt7r6qrNjGhlvt6GpGqzQYkiIZdfJdVUOpIMsSZ7M+vfLf/v2yRfIDQ/UfiAsiCwxshi+ZLK2mLWq98QdYTZIbNDv+dGELZ1wRIUWj3aGFmbEu5zSqKxJOgAFULwbbXKEEOMJMZivgjEpk8vDHkXHol4SL1hGc2u7A8Ow5UDMPqMPcdVt6vq5a+azBN+Zqto7IbYYLSnJqB87ILYTOcFMtpci6eOWMyn/vCbxfbCFHfLa7xYVKWPeT4OipsgLwUq2RiyYMzXAs2Nce2Omvt9oQV/jkO8TigZz67mliSix3hJ2Y5V2QAGo4VzsZC652s9zBAC3bG/7KUtUKgS2PJyW9IDEH2ntbfs6eiFlok2oXOehhlpWRQ++4nI3Lf25A6ZLPqz8PIyRQEQwnf1IDHYKmwir6kwI6gnme/0ND+WakV7k2TKPrkOt7AaNL44dFN+vl+oiLx//N+XLpzsBeifoQb/D/q6PNygERMFzj4dARFZeMAkYWnpq7s36SoKlVkW/PsvclL05OfjRUm1gPaMqy5q6/luAgLyFScx/Sw4JmKkwK6Dj4x5nRBr/ytY2AIvvgHyxgCGjw1DGGr+gLL3Kl8zD2LHpuKnST0cmbgwYOx5GWzkwggRW9nWDavRgFcmW06TqaowHnBElY50ybxUML7FFgurSdg9iJ4tFC22LlxUOuJDkgDk2uDn81Q5IGV9toQsBRiYX1iVPtoWbJhQkOlYQ+oSqlkW4zr+HfgJk2ACuLFgppKvc2MKrcPBhXWMCJT5cGBZ1RgSQZy1N+ZqAJodBEZnwCkkF0MSIs/GdJNX6vmVLNcAUxrnYXQhECRdFjnytvwZnc1s+dPNQ24MSpSy9vZzHpAxxr9kcklAR23KPjCyFSV5m125y3/cFrbz2PIrAXZmguJNbx7TWmBYCYkox8sxGqZsRYBgs6WylpgSBQkpw0fH5tICTMft0Jx1HOrlExr+zEHcjbFxowbXU6l4xdJbDgx+TC09giCqTmArIE+Epuf04v+uP3gpPqdInSXe9PGxJ31e71ChJdpWvFi47lxq7ON94kvCkoOtg0GJX1zOd5NGXVcT1EM/VgY+ythqLtz7X531cDBzStrXJok05P3MiG6Wpap8qpHn0CaP4t+Rfpl5m384+/pVjXFi57dDHuUOv9R+xo6NeD6GDwVL65BUW0ivFY2wvwnZ88nqDZnkZ4fC9RUbDjdQB4X/PmHPPtmwC7o3LATCVmGqVYzbh5tIY46EamPTCuSuYK0IdzuH0svu1bKL3+j/5PHBakpHp2SjOo9P1R8TJf06zm4EunlF33pjfAOIZ5gZbByANCAfG9S0Ztx3j6XMOkQeXFUu0Givq2GsLYDik0QOOq7mOarWgVNeyVMRxZvUB2j+Swh1TTxc2VedeOE/N0DqTmqZzu/re/Y8Bg2lTMmXpDaf7Y+lPqmJO7o8j6bcIXM7XXTsQY/jT5v0D9k/4moPVp+KS0jUTeuxPWE3O0kOeHUDmfgR4zBwpjImwr49oxQnszPqRHLkD2h/7HGk5VOjnqUZqrKzn6W8mIPH6/HlNm9UA3GRdcsjQAxuJ/Dk8cH9luA7bo7MD6p6eIu+ATGScYO+96qZNCmLaBt6qGDwtuJJ+vt6pvd543zXtbz+rywfoXbpLGZ3z6YCNPi6u/XY65lna78FUp9LLut8CbjDaTBEERG1UNF9BkC7aNN1Sr7Jl2bO5k2HpQX/xrY9SVzDQSeQNqiPUqt2dwoMUXR3XzhrvWbbv0u/9ma1iQbNoDnPNfosaMuXGPD/5bnJfNOTo2kt0TvMA6M4Tkuv78pTStTp7ncoOWfH7B07hCjrrv8GWtwI4LtzzuI955PlzhI08gvl5sF76Ckwpf8FVagy/vWfV7JEg3dLC8q/hT7HReD28Vz3PPDFwWmqvHYF5F5O7KyIyKGoNlUV6NP+uzP7Dget1UEOpqO9YxXx69pzwUBL2clXFRAQ8NBfobU6KLBrtrG58gDqiUXl5LiM0AlFnkJt4toNALYl5lgBJrsqJEOTou6RANs+Xf5ESvjTfAZWq5eydiTdlcbZP7oAMn4iY4FuEz/Ooo1G0KCnObVNulmfl8I3kCESxn1kBPpEvK59oUN1d+jM3C2km3HQm1sbMYbjUESK33z7vttsDkONx8EBni+GeRXZU925KzlE+DMuxYZ6M06Llso3LmzQaBldeBy0sb6RTNcOCFX2rxT1+fzIZ0mqAmm0zR83l6D7fYvT6rV23tz5i+yw9qLCHCaSczQuCIJnzF/VSkIzOZXr6E4GKIDq7ZtJRBo2YDqUY7gNedkaBBtalYrESQhkrNr4tW544YLR/2Znbv975wSXJSDfJZUxuWPK85PneYD3OsRMSk5cSxZixrCFvnhXmPrDGxO5FB7Zsbv+I9QpFTjmKDVOmkYbW1F8eCAK1LKvXPqdDweR9wd3RmLETNKPuxpgwLUQc9XCKk80276MooltCRTb01BK2cWxG4OZOpo3ihdhpkegGqOyA3ju+4HvzTKIGxg+SMq9CkCardIijAfJii6Uutfqi+Jq6g/9XhCSYrzbg96e9t22Agv5yvE6+zbEYW0wgVJApBDeOjKnsvprae9TWHXwI0N5tdkr6xO72XYV3SbczZmeGF2f6iMlPG3vyEsCM79PCF6sTfOl4BnIHNGJOxu0WOHzbAc0JwTugvSJr2kpryeR6CXINXM7HPi+MzP3aw5zYcwLaHH3kDNM5nqgjOeJWS3CqLoCihiDT2aWFCJM1tKReWVmQvvPsJDmer2hECP3jR9D14bsbnXV7Z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<SOAP-ENC:Array id="ref-366" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-482">Pelvis</item>
<item id="ref-483">General</item>
<item id="ref-484">MultiVane</item>
<item id="ref-485">T2W_MVXD_sag.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-376" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-491">Pelvis</item>
<item id="ref-492">General</item>
<item id="ref-493">SURVEY.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-379" 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+hJLo7JuLRg3DftkRiP5Lgi6II8roOLe29+TV2Ms/HiOwzvcC+KyhqNtZDY50eDx9H5EIcdDZ2asPDEk00fo4tcjNMlY+49N6eUxDGNNwPM2RFttIop7J431vKBWRvbb4MmBKPPUTMXijMit3HK2juxZlxWs8SX7c5l5bnovnaI1gEZK7EH3JifPrnUjtMvyiF4ryn0yY3umYieD3qVfIryS9KHNogoWbcNG/869Pqkq2CmfPOKf4dnnY+3aFz7jOyGHukyF0MXDpzhNj25uOphVLec6D969jdSkuDnN3HzA1j9LZ7Fv2Tov1NGntSu1ZF+oDWeXmd1FohAoQpYvNcNWq/CtcuwxCySo9H/QhQZx9qrW0zQxCxlZUVQQCxvodbqj2DCup5lrqyklx5HE9tQgt95cNAqZbZ6SIrO7UDtg92dI7g5eP5iZvtVE6TchVjvz/S2kpwqB9YgmcK16paJJm25rzl/dIl1E3vXaiaWZXZKDlaVGRj/p2KEeDeloSWVSyHgP9n8WCtfHfWhpnGNhqx/+3V9X6l3dfKzr5zkwAFh4wo2OgtPQOqrRxLIvF7fuiKiu1Yw91yrLPS08T2Dcpx2d/xQiKBDmz0MlzzHEipsQZc0nKPocROqN1ldk6R1dAq9oGlCuyR6FTAkj5QkEhSu99VEHpJfn/h52JO3wkZExBap5Ks2COO7XEzTxtagi/02TwfhooTn99lxdDTRwFC/i1GPfR9vuux9D2sOp1XJ/mu/P7OXvRY7AsOvE+eac7pChFgNTWOto9FZptcDmeW7+SXlxIMc3Of/LG8vDKQQrCe6hY0Fxfotl7KkoaBDBbApBS4JbLpnJgoHGqxFDT2vuBF0e9tJBKW3t+cU6hJO41fvplFy4AA1mcvdn5y751WWSUvsdXuslfiCghvZU1s+gg52wTTRK0mhVozL+a4FfVCS/4oD0PNy2PMI/UBlqy3ZMwJX17BELa/4W+wV8Iw1zGt/BblVBFNKtNa1jczR8lSRCgPdeVydk7taWjHBVTAOTHrqQrX0tQPf6KWAHhBjsQAJCM4LTLxNQshh41pJ4FkVvDnn2U8x/ZL1mer6I/IUWlWRYdsorEe5S8iFs/87idhY6aCLR7G9FWuBJ4tsFw4fE+RQdO2ipJjpBdmnrTNN22EW5uvvYvPCNhNZQo+Qb0Sph05s3vnEA6insM/AOJr9hF1G6+EWXRQNdw0nPx1O937GJVO6sNmG2OsqF83BKg4w1uISyXZ9bE9DNWjx5YAzh7xo+xQ2NNpLmaPfgdGpYQeFb8BiJckW6bc3idx4aKEgx+qjQ3bDhFNyj6qbDad2KoMUMYxo71aXImgDW3L7mHpOk1/vx8auyP73k6m6O+lS0ar70h2zrXxexZhQj2NxSr8SxPmsAQ0+Z189cJ1Yj5a/9tdB2oHnD/nmcKBVhTm3ccJExEIt1HZuO2O1+Tl/lLvquqtdSZKkwfz8tL64I2dMCMLdNU0IJ0+LhY2fm61/LydJ/z1NnTAo4MrYZcia2prMLqNOlzSmijsRv0Ubk4vjhzkqdrwGfwWEzeWVhgLCD2BjNhq4IpKlj47tLvIwkdoQQrJbR8shF6qSODZpcMnHM8iLjZ9Hn9dNEDWe4+kMVIS6NOgZVVgM2yEeoeaNKwLnhnDgFs0IDszowKzbatdM3j/G5lForAsbLWOViGgLBXttpwoG+scVY9fK9aQVjzhvOov9JL0GQfsS0DbUSqLxcTpxPqd2imm2WDi4r7VvvpWDEmzyBejqpDyP1LghIRkTr1Joa9OtboxVUZLtPqVpLXzVnUYbv05n48TBU/ihwM2gekhWdXhXFSLjgHr31gFZkWKBHCNpLTcVrcoiy3h8mNus3cWast583UHe89zLwe1+nZcGDjx/BQEcZ/d+08eOrs3RKmKpEYh52iQFvdEj8n7TdzYe9+b8+65oe8ry3pm+1Nrm7fv3ZpoJwdfkG6dlpLKFLmXc34kbZDMHiF2JHmyRws/YyPtpmDlYO5GEyqviuzlNlW08BBG4+Rf6+S+K/izzxA2tQeo+8ZNoRqRqiwSF9L4z8d0wziTQfxlGSxItjHu7HcIwyR1mV3JsQ6k1kUK+aelZEXXwVtcxqWQpu74yTUN5NSp7k/emSDtUjphuJ7fsutZQpNmobmSiOf4zZVEIY1ASRyV+kpollg2B5K8ePlFbilhjroXud6rZBttSQx8G1HdBHvpbZODXUi+6NnKGQkRI+VyYDJMwwqI3hHXtB8v2ZigyrEyLaVr00oYj5vlI3FsMUfMWsh3e9OowbKiEWu0/63EPknVTiKX0qoi/yVq+H1kZa889cU7yVEXeS93SEpKmdwQdY50fmwqSgQ5BLz6+v7+L/7zo+SwSDpi057elG+ZGiWOSHhr5I7x/+JcmGL+J3u3+tmKUeqvBsCukm6xXAY1lKGlA8eRKzlrc+AnadvjVakwrFu5FsPsW9aUuXz4XeyRrEiFGWdM7wRdatHyyqVciOgHlXy3I/IINnAVei6AWOpjIUfRHHJuYfa8h1AepyRW3WdjzQZnJQyedM3Q6RSZ9eLKCgiCGcoiqzfJ9FHjyZ5C4D+9n9sQpxCLqVw4epY1N5T8mSRKK76CO9LsE6pi0bVi1TC9PwwFJqK+Fl1MP7DJ5kvJyxHgfehdxc9Tj4Swc/pHp8ZmCE33skJxDOS23Q48Hs1MS1SnlJMJCf9WNXa6UxRWZD3aTRQZQQGWU2Gtpd81U5huq1Karq5+Ecs4r6/PMaCf5J06m7utmk8y0PgHnAluPbqY+uWmIsYlkApmIIAJBDfTkYZQadk6583siRHB4VMvUYdTHfOjUaeEFQoo1AGsqV9iSytPn6RjDRdk5Tp65HHX1nr98/CDJLBCDoBKsjQz7VrGw/Cctyn2QLhe3WR3vkBwOEAoGayGUli0aDZfQ97je5qVZlDxFw5SoMgk6kjbeeCLhatrtjUZY276mcnPKL7wNRPkF7ONde1hjdXuUaxLlChM3AjTfuH46zIpTjDNc4mJcceS0y6+dfHCf/BSqGqhx4zECPWnLdsth578k4SH6xDYVyM6FcluQQU9C4d4JBxSBTc+E1GD23yQ5to2xC1VBR6hnVbKfBWUFTxy6q7bT7hV1zsk4B37gBO9iyfcGyIU+KBTdJCuETq+vM17q9fVHS9UNx6+bGt1pGCJgpg3SwXgGHQQ9G3QZzhapWMcMqbrAXW0094q2BX0TxSKc+smzeOF08a99BXbt3u9E+Y9la+1WZrkDWKIRlXM9XHRx82S9Jt6J973Xfa4OKnCgS2YwtbcL6pt5ekM5FUZfP/XhvU2EvKkw4W5wxJMLDO/1LxRY57WhgBmuLEaO46nmD4L9vW1mw1kNqsa158wvLi8rvZlT2uSntbA9SO57VqHFk1NgfFWRD66Ls0l4Rsed95AjkV3Ewh5lJzc6UMJpNRZZpV1Cn3VLqLD7BCB0DRGhVftdLyIkWJiv5M6/9Pt03GA2XmXi4p63JYJQ/yv12xo88eN4CXFQ6qHJtBB/8oi8XibH8X6y0dKwId1X4gikm5edVJ98HpigfOM0xN+EzMdUfsX2pfbLTvLgYeFSscCBYbk1uY2Vk1w0qynrM+nnZVLPD0lXc0r/OEh1++u3NhF5oJzlO1bdKxvymmCHCvMscB8u+bPfZOzSVuv90mHsYtwFOhFDCLlRiSleY+v8zKI8bOoqOggi1imY0NvT6dpRb4mephxntvD56SUW7kb58ibeJjhf4Rfr5tlOIp5hUwQmw1pC+SyV5igDt/aJFpXDTW7C5UIwHXCxmnEdpKKrMSLfzStX79vRtZvqElNIbCWdxCvSG6D7Udr7NF0FczPeX+1GTcnbQ7DpXjbFD0Ql/DZ/JfpcCVvigOUhAg7ovnr6wtEpZPy5z0GsaS9PTfy4OeGA/We3z+kbqHk8kpTOz1+rWGKAhrrFuhensFVNQv8crfvmOjb2mGUeiqOgoFai7mtdphv09sjf57P4HXHO1/g4izAiLr4Ypp/fSLOYk+CZm73hrMonIvLBJDFLKPvyMkjZ/U74E9ZETezELSjs8Xf0ytM5dFpPDt7Y+VBTEi8E+6cexndzIxgL05Iv031VIaphUeuhwzEnMQ8wh/wJxk/98bbhrKIMgV7y0OWEJ7bIt1st47EnVeY4A4FQzYKOPLQLyuNkcMnt4NOqTjHwjsxF5TNCn8oxeW/Yw8YJTaVd86L3tVUlZGrqZ99R5nNQoCePps78OXpaeeW6yD5Tdohgi7fMMszW+hXqyd6dZhVD05QxqxnqsEToclFNqyjh9jGIgUTWO3FSVzUvt2mSLlHTUdGVSwCZFNjdiHI6pIEaPYvj6Eio5OubSD90zENeV0rwFSYH3+232KZMrlo3gj4qWjRNEL3COugJ2PLLxUGBAzBJPrHLKTjwpQThtQRyqACy1vV/1hEFDUjff7XT+0YqSEfoT8OmBGW8+Z6LfD0GjbUcMq/rRvBo6x1PO7F5/Fhut9SHA77uYrgmtDIcop8j5n+rh43/dmE92uhfhiaIbaPSlKgWlzP3Civ+UX29QUtwfvFi1IkxFd0yWuLXhnlBME2zA+hjNl01gsGFce6G00Tkoz+sDmFp2ZcNHexnQR2qUlaQ1LHOzHdPpfGhvj3v3flCTquWZZAEAUV8LxxgR7yWiDbVxNoCS2K79J+2SEgjPLC67/xcKqG6wwZsDO2udE6cQ0eiBJ26Cce3NExtM9rLBrE4Pr4DrDY3xMJlvE7LlgMW7PJPunrJZT71sKPjWb6z2SpovFmsAM21sjuR+bcN850hhvDW5SDNGzr5bQR86RdwO4vP3TM2ty3HovTqlnNCjLP8Esr4oPLMdzvvFNxzba8xOW+3P7vQxQe6eWE5Q1Zi3xxRzvlVra2xOSHzKENyZSxEZEfjFBx64aqjbOZCT3U2NojVcXONeTeDWfGg74ckl7dX7iik6i4df8O+RAXxK8RHsIYD6q2TRxnbd9uGUV/LB+bEHu25/+q6BfCMFhz4Ga5TLgh++ODUsV8G3pVMJl3cuzjGM7rR7CcyqP8Wkc1kaA+VGpcy+VoYKFl/+uH6hcILQ1PXcUxeCcqyIOZBL9+nmFNXWWTTRF9A90Gb/5XopUHf1bhKi1K6yaWl1A8EubXpItCSVNJU9ppIJ2NPpluv6/XM25mf0rywP2oquiLnM3tacj1CyrlkzMnv49vrJ6iw66fqDOKzfz1+E+O0eI2uvFw8Q6BLEMdu0Hi+zaJKQhfMUCP9QVem1PYn6xw0oFRCGkdeIs6332BcUKb9AL1SdYIHDpCyEdJM7My5PlxGqD6iNJuiDGlK0+W0UW+cVPB7DvtaYe8YuRcE9R6J1tsPq0EnWDfqcBcHiDLXZD1kuvp6i5Oy2TvSACoaYbf96S/rtTu2R3+CbWf51pZrIkqRDSqgqtgDPjHUMYcb+PejBvPrJNS+zrojGm26Mb9cq6MCGO6ZBSS2Ppc+MHOmz+gX3QSz2jM64W3bfhC4/YIwBibtmXasqHPSCUAvaEqSN3w2hY9098v1+xKeBUohfmsM5dS8b9AEGlJ5hI7jTofKZZfByt7VBCri4UeB3ZwNA8Jl6uoGXVwpb0zyHWaZrv78hioXjNRUtY+oLKqKq4HGVfoOPs3ucy2N7wesLedx5PvEXo+0Th1W4ZfzrIfNIID7Svo8NzN4l/y6kWJL9y+/rWp1wIGE2PFHL/C2fZv9H97pKC/hCB+nCSgaAq3w3ZRIQ85yDuzW9LTog843CNoh2tgeHDhOeTKxZGrYTTEcaNd9sEWsJ8i3MiPM8yOooLK1o3MEnlPtG1PAgRDSHyTZNw2/kpD1npjZ+8vg557aOLV8UWI6OdVncOzbOyy3FJBwCPQe6Ulq40QvJEtDo+aUR3LYwSzgWLnHFJfv0Hm6J1HxDhwLWKoblBaJr+bwmsX1oopBTL6fNP95gZbflKhwZEG1IU6+RVBVvvfc9u5zA9c4Szwl11AIaHKKIvXfp8/FmLJR/QsU+uil+oim8fEQdPrUD6y6mfpEfCib5xSZI2oPxriL91c1gwzfZUO4TBZlXFgGo9Deyb9cvdqYrrZKLEzMmk2zSFL1ry55KpgNjmHN0POyyDbGB0bKjVUputNcGAPSZdW3nSjIxQ01EkYiY/9PjFs4IC2dbFStQGbPvYvp72EqZ5/4vhEnrFAtnvg0Jv6xlIY2sakroS1YXXNPeduwl4Q+kzYgOXpp0vOrUpukgrOEbixZ4t6+0UrkEY2yBr9kXU4rY03ijMipOGnEykgshdb7UFc5nk9u+KOuN+pxwJJxiwH+LGdWQfROZSKebgyTH1EMwkAuFqGs9PwKe81VaWH4B7cW99nxG81KqLCouka+AEXTdakTwU7tIBUjv3pcWBvgaYJpPB9WOkDto8t6ygB61ZcmR4xHw/8g40X5YokSwnUC+gxOr6CKfg8H1lg19uqV6wLI7rtC+N1UDd4VYwBeSI/moKtweqRHe3ArI+Lo41ZvzzldjbM6dWfnYYJYlmapM3jjyOVud2XsWy42JhorwyJbpXAKBsZTHPGA4e98hw4yuy+gC8mruSPQisgVkpoFKuKx80RXDTYiXUeqni9DBsnLz4bQEt5EoKkgLHr8XK91WvGoyaTZK9q4zTruoqCcNbX36X3WLYUmzcZ7wOIfY9Pg4NGrgDE7vuMkbRbqA74rDcYXpz0ZKxa4H3ct4/PoNA28mzRhTZ2VqzlMl8TZnhfMDnG7mWhhn+u+Bb8ZvxARpRJpEBLo86hzFROcaZpA/s1GHhtC1TJzCaHAQSvUZ7OI0NO+fTzyRdo3YKxWZTMP6kZ225d7A7IBbT3AgZF1mW9KdGNnoYVxXGFIlyXO3PdulBriAgf5YmN1ToetcxTGelmHCSSRYAj91DcWFbUkzSSkarGxOGvKMarh2y+pV7h4SEYCzmGbVBvGpuEHG4Y/kVys+H8QV5RjeuojfSE72nQedbGlHZ5KIxkc3IEDVf9+9ZhqfypnDrHJF3rb2UMhybA4kYEKYu57EMenTxMhJUydJJth+3vGxT0lijflI8jrerjtRu8zLaordaiZEgkZA3eoOSpmaXf498ehExErbn2Z7Ccwa+Znuq6QJqnnoJLL0oqODdgCrOUV7MPrVzr6RmLLWFIWRR6jSlZwgOpq5XJO7ILaQCQOtdHeyB6acznVkaVV7p/28OFYbL8WLFiqKIaB2gRd3SeabDUuXHg56BD+ahdHOYioXBoB/DbjNCeMV9nnlHAqZCCUhF50lhhWf5QxokdnXiKXbv8iXVjq5TwEFu0aeRNfqH5y9YXujVIQjeNbclrvfoO0nrLRSiPpHLocazJ0mFdAl4HMQTCFVUtmy1slhodNpH1xwgoStp8o7yw1pDAGpjzpSSMX8FZlaG1e+2JfQBaMaeTZsqLIOBMk9rU8b7+qT7pwL1Rv94VnCJCVvX9kREpO1VLQp35vtYxm/oBFpags+usAGrmrxR34uJZx4BL4BrN5oGU9AZTy0xL3iJl0HZ11R4k5lZU0sEtGE5oTPAlkE8OBxJi8o5hW2OcOYhbwT09jcXZkYRa3m+iIH8szBg2NtMTB+SHdbV5U+IfQB75zLRS9KlrHOxSUEGHCzDa7tr1uCMCKCasWW8ZXy9l/8bj2sIswI3Z6zffo6bKjrgX971u1Z/dEUcihdsb44fcxEsJx/Fej+ouk3I5pYxtNHwdv44UznJMm8hW2/Cw+DyZ+pPD3LN20ecXGK2DN0hpD0T9fk7rjRX9fBwcg47o3upSl7JFVeEyI+n63QBV19RjaqMIGNv3m74JY4iYb5CSBcYv5ZjgQmcrsdLKvciu7l1hoEdf0auU3gZJpOHZF9HC3YFWx5mVuvbV7hnHPmz37vC/RTDFfiPF6vMtJrcqYqfWmebzpAKE4OJCle9IfyQp5O2M0zPG5cjswRPRLrxfIsV0p+DjhCwCCtVHPbtZTgT6O9vY2Wp3jbIsL+dBU005cV0Rw8yOlmnMwQ07JOywSFJO+u+Z+WNg3uq1pm3R62M3ze6c59JL2tN8fsY83zXHYlyBtW8MdHdmimvyi8qusjJP/MyPEH7UHblrTYyB6eoTwHuxwzcQfB/aG6LBxyLyxJfF1zPnv6lEE88heIVqUFhtPvZpFQyykBReKUyPRG/zcDH1aZDZeXvTbMX+bev/rXkO08fCL+x+J9G0/PsEQu0VhKVvex4Lc1tQkW+BpToQ4w7jPnL3G6STWLD1JCoOi9TxP3GDt2K95UmHfEpKFwyOm2RQoI3no/2e4PoDSRd1L7BZ96Z9fcl6abYaTcGDzlQ8cMDa8nRJUv1ETGde/efb9qciwvu/60QAHVqR4Dvw7Rg57A7vXQC8WfeV6vO/qm/3ecyX1ZvolZpN4zLdtd/f296WOMkTZeTk5czC0NMo8A11bkG+13WHkkefEV6SbB3glHyo57jDyd17DUkw7KakdYpkgx5vaZ5ksKovOxHvGqh+TfLk3PNETFjjcQZ67Epfr5eNrxqJ/6DOm5n+7o5qyk6n4DeIDS6YGDb/7U1ssExv3O1GaxEDSV4T+2U2ePbVIyBggZKhpJbP9Tpe3a6fN5HF0OMniR/mHWrmPbHWnayIiLO7abGhA5Zv3Y7ZImROBEuBCvtTNRQPK6qY92HGhXUMhy0y7I2et/giHnJqIxEWl1yXCg/wzz2Ay2yPu+wU/OODNxhlD/hzVH0idnuB7K2ti6zpUpqLIuetg0XsWVLy6NJ6+UECpMF6qIaMOjWLNdzC03bRiwdmm8mtTzaVMsejrkm8nXWaYoFUnRQQv74tT4th1Q7h/RxoABk8qWi/nGLSjos8rQ+Mk1UGeOPBjHLWeV+wyCnYC8wSeGHn5L0bG1dOPPwQpP7mL7HbS4TocMK0+i0+ntyEv4q3FefSFyHPff2qxSl0CpaUieXZStfpvvX9kFnr7grvy+8BHhXih2se1+OkKlTnH8a0oTNHjZoHFIAcmkzvKcBxt5M0OlbZL0ZSTK0ix3o3m21of6vV6aZcLH2e3cSGc4CaeRMjyvJFhdZxUilewudlPOND8eqYbjLdgv4wG/bhMM25GlSxI4lYvt2QRFoIG07b3S9YOXWXhaisPLDsgc+yeAs9diPwx5fPQaxa8rzo23fQ7Di/oqJ26RDt2nXbHG3xJsiP8zl38gRkC+1VvfGsxAAey5eBAVMVH1mPzWOeLXlYWv2h5MjFekAQc2K/YX1jSW/KbmB9Hwq0LIzNPKVwsfC02BLuESfGk45Su+6540IkaMM1lWiz575xAZtJU6zAp6pb1wyXQLMwSj/u5fa2BjKbWSbqAgAQ0+Sx5641KzkwEbWHVSj3jP5goM4tNH5rj05kEjoL88piuX2vmLieC/eEAjYgGo4tzkvxwfvjAfIHl5U6cAw8kncPOgolWFDxHu6dQ6Rt24E2rVN3q1TQLylzkXfSkMnCOJMx3Khhi30yIeNmP30QPBoEVWdk2z9VhutdVZ3wPFh6E1SeHkHU4EF+YxMT5vWQj7HwVNN3qHuAFTeWv/FQeW4xOLWzVNLRzu93W3fNz0OokTE3/14yrpPaPrqTumeiTfbM3ykRzBbF+KqBKUwoxXFXtFqKjhTqLm5ULWTKLEUdLrEzL7aKaJ/kaDn30fpKvWu6pfHipfev9/JejCk/plhrT9O4g5+45JLv/8zWRxtPErJVHb5cdbTedS/ZbjL/hwhrmpTUR3/X+iLc98YYpyMbv5I8hJ/SQUJeNnmLA+ekT5rzRHZ2afhCbrlcGGfOR+n+hSfQ2kspEJ3qQU9eiXa7/uJE6v85gRJvPhFrFs33mMFNl6YhcDWlVpJUVly6P28kOTlmAAw6GfxJQY7/3uMf+IOh3EGRuW1B1CjHM9P+J4mF6k2mo4CSW7GbtP8ziB4DbEvVnoDN4+nIO9EPyJXN6v1xLL0orV9Sixw9qZV5LmgZ3RZJF5lVEOmblU8cT04SwzBqO8nTGoVLabXiLHv9ebomlFVfiXnrzhd5ZQQR1oikHV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<SOAP-ENC:Array id="ref-386" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-499">Pelvis</item>
<item id="ref-500">Prostate</item>
<item id="ref-501">ZOOM</item>
<item id="ref-502">DWI_3b_ZOOM.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-389" 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<SOAP-ENC:Array id="ref-396" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-508">Pelvis</item>
<item id="ref-509">Prostate</item>
<item id="ref-510">3D_ProstateVIEW_T2.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-406" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-516">Pelvis</item>
<item id="ref-517">Prostate</item>
<item id="ref-518">ZOOM</item>
<item id="ref-519">DWI_b2000_dS_ZOOM.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-409" 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<SOAP-ENC:Array id="ref-416" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-525">Pelvis</item>
<item id="ref-526">Prostate</item>
<item id="ref-527">T2W_TSE_ax.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-426" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-533">Pelvis</item>
<item id="ref-534">Prostate</item>
<item id="ref-535">MultiVane</item>
<item id="ref-536">T2W_MVXD_ax.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-436" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-542">Pelvis</item>
<item id="ref-543">Prostate</item>
<item id="ref-544">cs_3D_ProstateVIEW_T2.Protocol</item>
</SOAP-ENC:Array>
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<item>IMAGE_TYPE</item>
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<SOAP-ENC:Array id="ref-446" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-550">Pelvis</item>
<item id="ref-551">Prostate</item>
<item id="ref-552">mDIXON-W_HR.Protocol</item>
</SOAP-ENC:Array>
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