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<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-129" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-206"/>
<scanProcedure href="#ref-243"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-244"/>
<geometryName href="#ref-33"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-245"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-130" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-210"/>
<scanProcedure href="#ref-246"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-247"/>
<geometryName href="#ref-31"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-248"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-131" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-215"/>
<scanProcedure href="#ref-249"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-250"/>
<geometryName href="#ref-26"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-251"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-252"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a8:ArrayList id="ref-132" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-253"/>
<_size>1</_size>
<_version>3</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-133" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-254"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-134" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-255"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-135" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-256"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-136" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-257"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-137" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-258"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-138" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-259"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-139" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-260"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-140" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-261"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-141" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-262"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-142" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-263"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-143" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-264"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-144" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-265"/>
<_size>1</_size>
<_version>3</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-145" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-266"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-146" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-267"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-147" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-268"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-148" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-269"/>
<_size>1</_size>
<_version>3</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-149" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-270"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a10:ExecutionStepList id="ref-150" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-271"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-151" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-272"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-152" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-273"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-153" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-274"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-154" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-275"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-155" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-276"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-156" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-277"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-157" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-278"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-158" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-279"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-159" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-280"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-160" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-281"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-161" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-282"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-162" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-283"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-163" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-284"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-164" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-285"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-165" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-286"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-166" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-287"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-167" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-288"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-168" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-289"/>
</a10:ExecutionStepList>
<a11:DiffusionPackageProtocol id="ref-170" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.DiffusionProcessing/philips.pmsmr.viewingprocessing.diffusionprocessing.protocol_cs">
<brainMaskEnabled id="ref-290">Y</brainMaskEnabled>
<BValue>1500</BValue>
<threshold>25</threshold>
<maskDefiningImage href="#ref-291"/>
<thresholdStatus id="ref-292">Y</thresholdStatus>
<outputTypes href="#ref-293"/>
<bValuesToUse href="#ref-294"/>
<seriesIds href="#ref-295"/>
<currentSeriesId id="ref-296">0</currentSeriesId>
<windowWidth href="#ref-297"/>
<windowCenter href="#ref-298"/>
<rescaleSlope href="#ref-299"/>
<rescaleIntercept href="#ref-300"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-172"/>
<prefixes href="#ref-301"/>
</a11:DiffusionPackageProtocol>
<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-302"/>
<htmlDataBuffer href="#ref-302"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-174" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-303"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a11:DiffusionPackageProtocol id="ref-176" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.DiffusionProcessing/philips.pmsmr.viewingprocessing.diffusionprocessing.protocol_cs">
<brainMaskEnabled id="ref-304">Y</brainMaskEnabled>
<BValue>1500</BValue>
<threshold>4</threshold>
<maskDefiningImage href="#ref-305"/>
<thresholdStatus id="ref-306">Y</thresholdStatus>
<outputTypes href="#ref-307"/>
<bValuesToUse href="#ref-308"/>
<seriesIds href="#ref-309"/>
<currentSeriesId id="ref-310">0</currentSeriesId>
<windowWidth href="#ref-311"/>
<windowCenter href="#ref-312"/>
<rescaleSlope href="#ref-313"/>
<rescaleIntercept href="#ref-314"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-178"/>
<prefixes href="#ref-315"/>
</a11:DiffusionPackageProtocol>
<a3:HtmlItemDescription id="ref-177" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-316"/>
<htmlDataBuffer href="#ref-316"/>
</a3:HtmlItemDescription>
<a11:DiffusionPackageProtocol id="ref-179" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.DiffusionProcessing/philips.pmsmr.viewingprocessing.diffusionprocessing.protocol_cs">
<brainMaskEnabled id="ref-317">Y</brainMaskEnabled>
<BValue>1500</BValue>
<threshold>25</threshold>
<maskDefiningImage href="#ref-318"/>
<thresholdStatus href="#ref-292"/>
<outputTypes href="#ref-319"/>
<bValuesToUse href="#ref-320"/>
<seriesIds href="#ref-321"/>
<currentSeriesId href="#ref-296"/>
<windowWidth href="#ref-322"/>
<windowCenter href="#ref-323"/>
<rescaleSlope href="#ref-324"/>
<rescaleIntercept href="#ref-325"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-172"/>
<prefixes href="#ref-301"/>
</a11:DiffusionPackageProtocol>
<a3:HtmlItemDescription id="ref-180" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-326"/>
<htmlDataBuffer href="#ref-326"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-181" 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>
<SOAP-ENC:Array id="ref-182" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-131"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-183" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-121"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-184" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-93"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-185" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-128"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-186" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-96"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-187" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-130"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-188" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-126"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-189" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-122"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-190" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-125"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-191" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-129"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-192" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-120"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-193" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-86"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-194" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-100"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-195" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-85"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-196" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-123"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-197" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-97"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-198" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-127"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-199" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-124"/>
</SOAP-ENC:Array>
<a8:ArrayList id="ref-201" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-328"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-202" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-330"/>
<methodDescription href="#ref-204"/>
<name id="ref-331">B0_PreScan</name>
<anatomicRegion href="#ref-204"/>
<anatomicalRegion href="#ref-204"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-332"/>
<lastModifiedTimeUtc id="ref-333">7/23/2018 6:41:38 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-334">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-203" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-335"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-205" 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-336"/>
<approvedFeatureSpecificOptions href="#ref-337"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-338"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-206" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-328"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-207" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-339"/>
<methodDescription href="#ref-204"/>
<name id="ref-340">DWI_EPI_iso 2.2mm_b1000</name>
<anatomicRegion href="#ref-204"/>
<anatomicalRegion href="#ref-204"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-341"/>
<lastModifiedTimeUtc id="ref-342">1/24/2018 9:28:36 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-343">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-208" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-344"/>
<htmlDataBuffer href="#ref-344"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-209" 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-345"/>
<approvedFeatureSpecificOptions href="#ref-346"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-347"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-210" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-328"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-211" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-348"/>
<methodDescription id="ref-349">SAG    TSE   3573      110    90  </methodDescription>
<name id="ref-350">T1W_PSS_Tra_MV250_S1.8</name>
<anatomicRegion xsi:null="1"/>
<anatomicalRegion xsi:null="1"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-351"/>
<lastModifiedTimeUtc id="ref-352">2011-05-20 20:29:47.055</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-353">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-212" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-354"/>
<htmlDataBuffer href="#ref-354"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-213" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-355"/>
<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-214" 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-356"/>
<approvedFeatureSpecificOptions href="#ref-357"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-358"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-215" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-328"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-216" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-359"/>
<methodDescription href="#ref-204"/>
<name id="ref-360">3D B-TFE cor CS5 1m17s</name>
<anatomicRegion xsi:null="1"/>
<anatomicalRegion xsi:null="1"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol xsi:null="1"/>
<lastModifiedTimeUtc xsi:null="1"/>
<linkState>false</linkState>
<laterality id="ref-361">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-217" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-362"/>
<htmlDataBuffer href="#ref-362"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-218" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-363"/>
<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-219" 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-364"/>
<approvedFeatureSpecificOptions href="#ref-365"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-366"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-220" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-367"/>
<methodDescription id="ref-368">SAG    TSE   3573      110    90  </methodDescription>
<name id="ref-369">T2W_Tra MV200</name>
<anatomicRegion xsi:null="1"/>
<anatomicalRegion xsi:null="1"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-370"/>
<lastModifiedTimeUtc id="ref-371">2011-05-20 20:29:47.055</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-372">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-221" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-373"/>
<htmlDataBuffer href="#ref-373"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-222" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-374"/>
<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-223" 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-375"/>
<approvedFeatureSpecificOptions href="#ref-376"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-377"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-224" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-328"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-225" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-378"/>
<methodDescription id="ref-379">SAG    TSE   3573      110    90  </methodDescription>
<name id="ref-380">T2W_Sag MV190</name>
<anatomicRegion xsi:null="1"/>
<anatomicalRegion xsi:null="1"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-381"/>
<lastModifiedTimeUtc id="ref-382">2011-05-20 20:29:47.055</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-383">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-226" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-384"/>
<htmlDataBuffer href="#ref-384"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-227" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-385"/>
<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-228" 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-386"/>
<approvedFeatureSpecificOptions href="#ref-387"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-388"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-229" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-328"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-230" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-389"/>
<methodDescription id="ref-390">MST    B-FFE 3.4       1.58   60  </methodDescription>
<name id="ref-391">SURVEY_Quick</name>
<anatomicRegion xsi:null="1"/>
<anatomicalRegion xsi:null="1"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-392"/>
<lastModifiedTimeUtc id="ref-393">2011-05-20 05:44:22.906</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-394">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-231" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-395"/>
<htmlDataBuffer href="#ref-395"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-232" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-396"/>
<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-233" 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-397"/>
<approvedFeatureSpecificOptions href="#ref-398"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-399"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-234" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-400"/>
<methodDescription id="ref-401">TRA    DwiSE 2580      33     90  </methodDescription>
<name id="ref-402">DWI_b1200</name>
<anatomicRegion xsi:null="1"/>
<anatomicalRegion xsi:null="1"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-403"/>
<lastModifiedTimeUtc id="ref-404">2011-04-18 06:20:09.293</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-405">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-235" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-406"/>
<htmlDataBuffer href="#ref-406"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-236" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-407"/>
<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-237" 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-408"/>
<approvedFeatureSpecificOptions href="#ref-409"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-410"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-238" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-328"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-239" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-411"/>
<methodDescription id="ref-412">TRA    T1TFE 3.1       1.45   10  </methodDescription>
<name id="ref-413">eTH_cor</name>
<anatomicRegion xsi:null="1"/>
<anatomicalRegion xsi:null="1"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-414"/>
<lastModifiedTimeUtc id="ref-415">2011-04-18 06:18:46.840</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-416">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-240" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-417"/>
<htmlDataBuffer href="#ref-417"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-241" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-418"/>
<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-242" 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-419"/>
<approvedFeatureSpecificOptions href="#ref-420"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-421"/>
</a12:ScanProperties>
<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-422"/>
<methodDescription href="#ref-204"/>
<name id="ref-423">DWI_EPI_iso 2.2mm_b1000</name>
<anatomicRegion href="#ref-204"/>
<anatomicalRegion href="#ref-204"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-424"/>
<lastModifiedTimeUtc id="ref-425">1/24/2018 9:28:36 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-426">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-427"/>
<htmlDataBuffer href="#ref-427"/>
</a3:HtmlItemDescription>
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<SOAP-ENC:Array id="ref-332" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-473">PreScans</item>
<item id="ref-474">PreScans</item>
<item id="ref-475">B0_PreScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-335" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
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</SOAP-ENC:Array>
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</SOAP-ENC:Array>
<a12:ScanProcedureConfig id="ref-338" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-476"/>
<allowedGradientChains href="#ref-477"/>
<swOptions href="#ref-478"/>
<hwOptions href="#ref-479"/>
<coilOptions href="#ref-480"/>
</a12:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-341" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-481">Head</item>
<item id="ref-482">Brain</item>
<item id="ref-483">Diffusion</item>
<item id="ref-484">DWI_HR.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-351" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-490">Pelvis</item>
<item id="ref-491">Prostate</item>
<item id="ref-492">T2W_TSE_sag.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-354" 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<SOAP-ENC:Array id="ref-370" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-503">Pelvis</item>
<item id="ref-504">Prostate</item>
<item id="ref-505">T2W_TSE_sag.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-373" 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<SOAP-ENC:Array id="ref-381" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-511">Pelvis</item>
<item id="ref-512">Prostate</item>
<item id="ref-513">T2W_TSE_sag.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-384" 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<SOAP-ENC:Array id="ref-392" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-519">Abdomen</item>
<item id="ref-520">Liver</item>
<item id="ref-521">SURVEY_BFFE.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-395" 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<SOAP-ENC:Array id="ref-403" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-527">Abdomen</item>
<item id="ref-528">Liver</item>
<item id="ref-529">DWI</item>
<item id="ref-530">DWI_BB_BH.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-414" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-536">Abdomen</item>
<item id="ref-537">Liver</item>
<item id="ref-538">Transverse_T1W</item>
<item id="ref-539">e-THRIVE_dyn_BH.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-424" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-545">Head</item>
<item id="ref-546">Brain</item>
<item id="ref-547">Diffusion</item>
<item id="ref-548">DWI_HR.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-433" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-554">Abdomen</item>
<item id="ref-555">Liver</item>
<item id="ref-556">T1W</item>
<item id="ref-557">4D_FreeBreathing.Protocol</item>
</SOAP-ENC:Array>
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XMWqnhEFSpZ/H4vr7B4hahxE0zBE1XYCjMCO1QCU7nEG3Cmj2Zlvs4JJhtEqgxdTTOWqutN0QHBZW9ddZ75GvyaEkhJ8rNABDKXh8zdVLkLi8ybHY4Bnibmd9Ky7xqpxybLeXDHu7jf2/+gAojopOuu5zBwToKd7UdXWS5VjvYksJMWNkK1LsOoCZ1ucAk9kbVlO1jqxHcWjNigvbuRUPwxfXwS2la7S+P+AtEIcpJg6ZexkJPgRzLj+BPUfHZW1XdBTqzQOrqC4rsY/WphIHr5vXIqviwQwPXDmQ8BB0WpChcFWXdcF83TlXnunvYUfes7fVhrUSZOfsPN1vl6m8tzw3SyJ3POraXJqrH+dS2iymL17yjlhNGCJA/97Y16ikvHw2+tYK/rujaIzvYgrAbOHCoshiv6mFo9FSDKA7v1QqIzC8pC/ac5UPti62mvut4VDh+Koj+zKeEutAIc579ZP3Pfa7duegbsccE1CrH+peFj4vUErjvF8Qm486uoe+Ls0Ox+xIt1aHZI3+k9/xEzTmZu2XDRKpskZ52Z+BQOtSBf7o7JW7LU+FHe921le3NaqTuLBGvNZ4h3HomxMubLCrfsXV+vkK8TzC/0DE1wlMGl3n0/N3xBfcqKZHWBnRb2hH62pQSUpHN7U6oxyQfo9p7Ue4qtTivehiYw2pUGkPYTRV45c11e+WpYWtUBkOEWPU7EQCHsl9mdZuyWDO/yd9yJdrPWuDl4owkr4hWjnLWgemIPSm9jurH09q0fZvd2zjqBZV6mgoqcZLYz7Bz6T6nyDHB+Pil9Y0R6dF6xw4TGCdYViJz/ZJ/feblKOv/RGEZSYbkxIVylT20SJq2cL+EDhAXAlCybY2zJcj3ZHmkSUj4TS60yhwk6NxDD81k9uhedZT9VOiLcjwH2tbHObx83qtMuuci0sjwgImbJxg9j2EihoeUcoER/u0u8h/FhQSxu6rBw2NnRI4Uw6ZYsu58yI1VqXPX9UaYG5FWZmPucv35+e6S+dvLFtZ/Sb158/HHiGeDcluF8G0s2iAZmfNlwY2nTe3q7BkVrG3LMRncInMeAKeTimFetZ9MaeJUokF6hd8p+xjiM8VjaKvftZ7OLh2VtL+ZINkz1CTTwHDOaBaYqndBI8M7b7xRu2SlK9xTeuy/avCqQ7V4vnHN9x/TqLFi2uviT9VG3j/dG0etJL+GAxbkdwj7H0c8UOq57axpKFiBsBHyC+0/5KKo2D2YPmHmc+To9CJfqV8g75T3EwdsV7y8kQ764WL2iS63umJtyObowuC8Lza/b7PkUcO1AhorFTPi36Etha/9Zvo6UeHvHpA6WB5UrRpE/b4b8+/pXZ3BLy4+QvFgUBNeU97bC1hRWbvLk1EEcdF38dSSGiKELUjy6U6JJ8LfozcuQ/Mv+XIIIP2cd+QlMRrGntZgsnZYVaw8/DxG+TVBUBepZ4cDDLLPqDNuG/B4kSbczFBxI/5F3UsNJAk6b3ecN8zoGRIVGENq4/zmJtmTS00CyAl1tXdBeLl51Md2MPcyQLoYRaqV7dKWc8eL8MBZ2i9oiUdgUr5dDY7dOtKbnx10l4M0ph34mNX9PvtZZyWL2/LPOmLapfSsGbr2F/szuaJiknkkBmYpTmDkXMyAMcIe6k3DTCBy9+T6J4WfCWs0Djm9Wo9CcBp32BNSBLpxSNt3Lw4o0qmU4J/pHCiGUxo4AEdMa+RdbhVfFLhDwchSaSAcJnhQhzpqfhLbewDAuphV7OfGwFoMYMROd4he3dQVAwQyuB/R3ZPH6ppHTkdNtfEU/D54/h1CndVmGeA+GnBNDZm5JVDE0UndC7PVur32DiXL6h8KhzEMiyXR7CYuSc18opkELb4wtW38ouFBXeN0u1Khokf9HY6PPqMWHO4VCd7fUSzJ8jY8+hOmx3h2J/HShlybqeoheObA//OyfcjLsIUuGMbAA79p8ewy4tFPNeSDDGMyKDdMuICFioHOxEWIsX8UUYFvsgbMLZdayJ7D1fDPLjIJy0UcnTDxEsyIph8YtzvO0PJRSL1Ckw+nC4bswXQZXTxv79jHg9IEbQ/Yt5RgQP3dabYIhm1k0FTGgKwjcSeFkfRWPyd7tpFl3drdyseQXzLhx0XiN59Q1CP4ug0CtbDKIFo/xr+aB2McutSz3VieHJOM8qDC9Bd3uxE0eCPNIFl3DOLPc5Sw4C0Wqt6rRxyLYGZmoPJROzS6TeASk+ysjzLp+3n+ZBiULJ2izW4FbFFUxQv/Yro8R2qFRt+rEx6pgSHUKv2ceiaGzjwGd5DsMncRQtdJ3/uz5FxCPiWCUxlNsHiiSA2G/tdnpJBb9S/l305nxoZQSFDZXCzt4tvQ/sdLVkJ21Oa2jgN2s9Tf0eDKl9SYixTgdKqpCWT8QyPKdaYcfVlzx3tWRdT8cs7m5sv84v6hnzhPbMFbc0pCqp5MEyF+Ev8u/CG+9gdg0oCdVZpBIDt8nQpbKOev/SaDLb+to5ydjwmod8AsjJDuFYb5bqzaB1nUg8bzLET+10fZOsaXT9n8FmsTeQiFfWCEd/A0JBKOaWqwAEZvaHXS1rVGAiR35RiBrz/yJI4ITf2QpnGjjzKkMEhQu7iStoITy3KAf2cnoyZd1kibS7FI3yo2uPnR3I6mfHcJ1wNkQGcwUFo2i++7o4qhSgPkhqrSzTK3imzXfp3l2PjPh7z9+An69bZwxePRGOe2Pc3LrtdJYdE48KnXQT1XnEURhzvtHwhfdO4THMkUfP1xquvc9fmn+1PsUfOR8fhuWP3/dDYoKAxFar0whcAsXa0uVRxR3pp6lPKQX7Tq5vrXK65DvbR3bWIiOmVa4f6GMXbp6CKBb6jytQU35t1KfpUwuDTDD6LnzONYbFMv6mkddFJXXd5Fc/D0vdPGj6a3EYEmeh6llV9ik+8/yHzxn7XVMm+PxY/Dq0bUnE21Uj6/fE59J3wJJfe2su23PeH3N6fpbw8wbwzwl0PE2zznS215dkYPnVK74f/k+zFwMR63mMb2O3Lf40As5edM9YXTYpGYLVak6yQ57iEu9JRlB/267/F1LiD7cEymw/TeABtwBR569L/MrOzahansAxqVvVPnslvMPNVF7aEDSaSePqYXke2SQdIqQwtPXL4UfnYQ2SGKSqbrAOCzG4osn6FwCKI5MC2TjSNhUiHZNmnzj81FI/GmYAusE1Vl0AIZy0g8v+D0qUCuY8fjxZGG60fJDxCIGafwp/pZq4MrY1ZxTvt10ESjQQz2DXt+RRnYosjQLXwh3NiHC/Yk4TILx/dr8AZDa02iZ6743DPl+2Hbc1CKtHsgsAHUpkV2Ol7kEVtv4OGdXNeK98fLFsBG0saw4dBCfYabdWg/Ep1x9Wa/nVfuwf6u+7DPXmPjbtrrSb9DMusYGuni3c6JwePF0/QOLY4DpT0VpbNqjJ32+ZatM4hN7ozcFoV0t6mnGjf+VnxM3W207uRkmR5ljGeEl9rnt1tRT28ucPJk6bIysTjDNYWpzjiO7etoH4/YcfgXCObjY0JhFE5d+iZ03S4WKY4Le+Pg7n0XYHYke2Ez4G8EW85hK7GtOHPSStEB4YcI12o7R5o7lq45BvfOFUXzRYcvuNmEnpsPk/7nztljh8Yn3EWKIkxPf9pJRsPDiRkZvog/eMogpauGGZJJIPUNbjhpmxu89i2Pk0h+6v9YT+nWKunkpgiQuEia1kH/uX5g9paVB7+20VzvYc2/8YtdXMLjgW9IxereXKpKkqS22D0JsSsVsEe3QDfN42+JEmjwv7M4/fj0GeB1qdDIcOkOydZOls7fWui79bnqR69LDGVmh9/LnUFZJKE3OcHTz6thlx264QtZd2ts6SQ5xKKtw/zYrhbrUGEStjhIY7V4Q9ZdulSLiH+JsIi5/bNsUtTELjKZik/T0OG45CwYcUsj3qk+MHQPm/4vEHLx3H9WRPhoKUZjwvQx3Ax06d2ZZv9SMVjaYmyJhZweagGnyTZ/78159E8+d4/nnu1MSIvnQAzA5a8JnOjzW33NUW76DdCL8Tvq1q+r03oCy1gC2gxWO0frEMsk0kp35pRs2FWG3DrFaYPomE8Fw/para1gf7tdlv5EbXoioNs8D6lnTt+wNHjX5fNKuKoiQAcdl5lqao9M3nv0yMr88MRly7oB7k3q2MYB/t6uaJEI5yoX7iagmztPOdeuoPHN50oyKxBjGKChKWzkInUDeuu7qejp7T7f9GEA3iJzC3gnbFAyDseqpFWU0mlv6nN4onnd+wOdK0+k/YLvGZOknxsbPeaOBl3O/DQIiJFbmrkRcg2RnQM3Do8DFtpOk1RoaNvveUBkKHmNr8cBJ3+BJ3N9vJ77922wqh0Xbg/D9Jwj07zwAI3ESfN+lnF0k17JTc0t1iJBkMPdo8qce9vZPh+uRElSJQoV71SRH8SO2lP2znmznx7XYGR49KrFWtgHiCSLPVZqoUtqtWYV24OgZvRudr6YfbHxQvAlhEY7YIPuCB/dGNradT4IRCxRZ3JUgZVuopnPijqj9EHuvwZRYcTFUfemWpwxceeYxckhoOLvt+meuYW0oNT8lwFHpns7lf/as89+CnHZYU5/Ik2ellIC9xJQx9VHE8wXRBXVZhq3I626CKsZMcI4s0vUHVPq56PC/pVGfEt02X9x2WXV/kzdMHcMSog6fhUyk202HPWCox39l6YG5p+FQaE6uVGc0BXn3o5WiJc3eb0Yw1WPRwP6gjTWwf+do9BhQs5y8nQgXsptbOwK0tdmhN4U8BV6CChFvDaOsI28Yo4obsBpniRLyK1sffaw+8gU+kN9pe3xYE8bOKJ0/LX4W1irJMuwQPtsML7VfC7FhVhXPpwj0vVR4gXXUEUVdCeq3d/d3zb68G6Mnrw4AtDAmwKw/9M3OII1ITFB7uEiPpjQ2OyKtlPW2QzPzXZ4gOkc/6cW4kktjPghHvFiNuDIQypyeDkV8CpwmlVlL/anvaTsRwRZmRz8qXkiJ0lFowo1fHVtH7bSdZZWYcbOcOvo3VoUKCcsgmrtgfYtdnnoU2RFYVZBnZy6qpyJ86DiuBf/nZqZsmGLjrTz2nrp8WuGc3YuDs5mzXerprOcwn2qZbEgAp1+XhiBjClOp8ld5FkKfU2XBNdU8zujmDNDY52Pjw0wrybieOX7WDaCFRwOagKlmBw9T7mqbLC4gQ8FKAp6kygunbUy6fYTbH54Q1pWQPeN5sjT5X1Q1O+eVHRt9oE8JQLeixWB1II/A3a36zsTQ5lOitELyVFf/s9N/7xaT9y8cbub64PkryWSyQ3yVkuU6lzcpJsfF5a72+11lEglvI4Cj3ra+7A4sBzuzVRnZNLwQCj7kZ/jE7uuRB0sOTBhihaUHtnRctOqhuOl4mHExCFp2Xzfa+0sCaao6yxSHJap+Qn2xrXLa2OoAhUb1QBRzglMD9iKjdN2V3qs3oYj55axSSmy3qCaVHKqtZ4nrfX3wSCKGqFzq1XqDoEhDqQ5abf223zcBu8ecL2rIM0zLfq2rizab2jQaW//PwXl62mvC8jBPG4gaHCNIJJOXyEsk5nmStJ98dzCMCf1Y9VFcoWe40WzH7J/HdDosHFvRrF7HMF54+myHe7H5NwvtxDvfa7UG+gLRj30Wkol78jXPXRvjgItldi6NxjE/jwHDtLkoTC67ZdS0w0+16kuz0nVJYvqEBWKl4tU8+biFbGNV67og5GkjklFJIzQQC5XPgVYr2l3Y322Hi0J1OcLglEhxzxDXPfXaEkQ6+Z/WRVFDy2nL6r+mHCfJv48B08KYvLQg2MuCFzdnHTqGFRW5T14BhDP2X0UM34r43obWKVM91IEJ3mOcadkoLSSDV0luB1x8OJDcpPejIEvUIKbO+ONCssTLEex8s+3VvUimxSG6upXfccVaE9M8s4KLh/je7fa4Hi11S5FjIvXBqMHvPIc6+b83ojtUvU9IremSlnudT+vOlzrXLGVSc9kf/USnJOuc+rmJTuFliVuiRykM0ZhieKnWu5UjqwPNktLi1S3poEAc9mUwkmoOeMXggy8pUQQTFFX3XemLy7HwbZSLYWPe8BPQoBvtV0NrMtW4QPzFWFJxT17HZYKZsokHpArGZucCxLzWLTgGsBSW1/kp4iz5zfXM4gNTFlvoZy9dDG79sGSgKgxYO64mV884l4LnCg+ZyNNkSXBlqKoL9trsh+kos8IDgovn5iDkWz9FOgJthA0yGLxdmi35f6vnbMkrWbhsn2JIQOmqZvh4d9Jh9A4em4W1wabjBa2zkPVfzWABMK1Xer5wFema/pQrCVVFXJtw5r3D8jBI8Wz+GS9SMfktx7dJ8OpPx76gyBfEkGSejUEa6hsQIh14vZxk6uf3yzCTq8k0lp5xdJHjMMWsI5Jk3cnE099d96XvM/uaifgA6hT6u2LRyLZzymJBK+tzX6hqxl/fsMdjGxut16bsZzA5eqjVI42f27macwZ0TMMTrmViwrXPJxPkCUfsB2pjOjcPrOhynaaaBris7iPJ2tGNaiuhnqwiJDTXz/aDtCU/bgQNDtezaspcUNaDeyjUo18WpV87twJfd6ar/OnQ5VpmxVJBZrVrztwUbM6DqBUPd7PT05JkyNbfmw72uUdyLXJPYthjM13rCP53WVKSEKuINwyn92mDWrsW0w4D0ubGUDfO/+qmOhWC3re6Dp9PXwKB3V5kdIvny3QV83m/V9a9tybQJJAr5akZmCm5kidCmOjcc/vi+EkxnfAwarR/+PGDspQzxZlJTd2XVIpn6A+NX21MbbXxr6lj9zBjTLGHKnqiX9tlCbdIcYru7u+6kqSTR/Cf0vmMRjqvqxh99zzV/o++BnW2rsFo69XF41/GTgmR+ntNCcsNyUQztOorY41cyVT+X7PeqR0ADsro1z4o9Iu9sYe/0ma1IvCzjn5Gt0/M/BvYGXwc42siIoz5Rgy4dD8xdREgV5+kGjqrf3C/ctpL831VjrfFlssz3CNmRm+AVrbDK2PV7KcakneR4I9Ap2WvLzod94vnc2ZDe/55sg8rTfKr2U7pOJumyqpe0E9gljFiqRY3HiBoJ4mpyyyEbHgkuzdAPc8UoyVKVK6dCXWOEVxTjK9m/dGP6ic4GL+gb0Ztl6mJwruzD8e/fEf6aUrqubgUFqX9rfbv4G+0xde/KhiwafCcCBJTHkNHnsbmVh4D3CE/VYXPvfF/W3pPgZIOG3VEpDs+sK6JM9UKsrGP/hWzgbDsw2Gxk/h9m9dhGguRCXnXat+apuGtFnKtQTRZEuy2PpxixrGyPloAMqszsDoG1EkE5Ay05Xmo1NwqvyJOHI5yrsvqTHkjELUoFinEOkIg154Qlf4zLrz/9TEV1FyBoMRI+CoonU67V/RXWfnvqMHSax2RkTa3yCthevRJgpZh1aoTLx1YGxraIilV5knyKdrqetfOHLgM3Jl9xf/xXTrIlvY5F9d7SlrBNgTWtv6WQhMjkft7u0IE3jNH3tWjCa2iYFM+Y5+vad+djgGW6VuMgid1ZsxGZ9fImxd/dLQeA5rGFOHwElwDxqoJ7RqvP3AnLyhQBbPu4WVbXHFf8rK51tSViq52W6BfUwzqmRqSAC9uvo2OCgU3+icOsHsSKUV/JO6t4i5lup3kUjN3f8T18cm5wSbx9V31T17x5aw6U6cVYPqSbB1BNZ8zuua9RAAiLDEOGfQXDOX3t37E8Z946ZHYgTIriPLdpyhFv7VtrFqpQHkA5fTQR2yLSpLztAgO+75xL+fHH4kYEule8UNgtFpGkJtgbBGacaHDvc4m1RGfJQOUImx4DNJ+Pfnu+rGXO0EWqXbL+H0mqfRUUY5tVnj6mcDoheQl0wc/h5og+wowZmA2hD46g75l8ptebzQFT71RBdAIMONbRao7P68hrKPXIKJiNoR1mQZ3o0+fPf7T/mFABt0sMDjs6lq30nCv1e8wkhx70bSvj08Ayl7CSu6DL5M0QJ8CO6+8cbleB9FAq6jfu11lGgb+7GU5QzJm/ngcwHvyW2DfleyArpsz8obsP+xnpvs4vzW5/zHOxHUBpIPdG6mhQGGzS3aTYGPF6kJTj0B6l8/R4A0ne9SMjeyI+wdDyZLvvz4cFPvJfWAjAXSisiwbb7VfRqrlrdLWFWBRqtf+dIs44atWR7MwW8t3QHanjGoFAx3eWpP3lC4m5hpajnur0jT7Zz1agvLIZKEqyntAvPbg5qeUG4YfwAqWppj7p4L6IxRwhAggq81c5+b45lASxVHnbosJCXwXG9eu9k19A1muIGu3mDdTIWR73iUJ+/luUkhslI6IYRXEOuIqQ//wCLsr/fell40AM9VIcXowxvX948dFfZ5pm0YvcGmRiW+yAbu5cl21XvbSmrk16ezsnZFBl+yqnKihgVmykOJ0WTMV/6R4/Tdacdz8bK9MIV4Rstj69x3EegytLUOJRPVckF9SufU3uvh2NO1b9AJSC/0qQzjeJG2Yk4c5bTJWTHj+Jgn1FojNDHSSCkUwRzvhJaSuOnZkzHxjoHqlI4BH0MpC//z2/jgGps5+N7YxFASq+CQd82ANWDJ66VZnYDvsnj/H9GjgUxV+wM9zvhrvVc0EWJaWrKAFGg+hR4ed+DTJw3ACNrdeWxGVpP4p3BsGV3gUOC8CfXNjkC81NSjmWuRtnZuR7bIH7Au3FfGW+9fD7jUR8DbPgbOEMB3G7Hj3UJYfH0cd17q2D/eZMUFuTAeqGe9DP7/QkHEdn1KCd/atYnnJN3+iNMJ05AhFbnYPK9T+2/XVSlRofVDJdsFQOt1ooGZza0AS8LjLmQel6vjY9MGAOcYw2RiDeKaxAtfN1+I8/JL6Ot2oFtwp2lCbJisvvZ8xkPb4/LlluRhd6PD0KabmWGXrlSOCM4faHR0x+1W2EvKa/VCc2uANJlnrC3nFSQ4TWiFUpbh+gFZxcrhHMDkKmjK6mDgd5sMq/2fxthlZnWZ8Bw/opzVdIy8fwAudplZ0LoyluxRD9pCl2uigLVYpKDv87v1RrTIfjyauK0GWqyjhw4wBBYeIr5NhjvRzPUpshvTdBZ+sIqh6diUXTK21UHQm+3ExX+Cgl9PSvCmMKTKW4Fm9BHYF5Sifrrvf/Nz+IPQQHTmfewxgO9B+ThVP/EexxDqXhlFFWoAZz4H4RAADpVe+4guhct5DiIOzNLtCosAKE/IF0CfnfWAk9dpWY0n91FPz8CkRB9YJyqaII0J8QSnpwI0u/29mCuvBEZDlQ717DIitmbUj6XkEFCIqOkgNyo5gcheO3n3L61Jr37NndYY1xntC85EnDqQYOsXnYsLkFtqidIV8hhMUo1ur550vzf4WntmNGwz34MTGVtjb/yU1JtwGbigIiLqY5Rn/2nJv5xSnnjkqLodo7IaiwUXCyK9pk5AJi14+KrP96phquSSowiN5hZowvq4IE9ukCd7YxF535s63pesmy46psXN63RZ/3EzAXKtCoQJAZbSAcF0LQhVwh1PTlN8fLGKsi1GdbnzxyT1jXdeTYG373+DLHNtTe/JoOtfrg/uUtZRY3N0DQT+qEQwdycF64906hVoRHuwaKcZ+qkSEgIpxVnVBl7qlg0Ic9orLPhicri3ZfHfgRyfY0EvjtCCfVzXlYhX/GYaKXAttvZ68001IoOLSwqP/Jh+2SrAiqez7oMQRarjkrAM2oww80/2KpvDKVPK6T9u8IM2DYvY+nwcvSmkjhdz20XqQbRO7zXUmzOanWyummRDgCXuUDX/dKnsYNag667HeVBPFxcEqNx1jrpUXY3FC3PDqcl1IylsxSWK14kE4BczJZUlEi8oaTCyPAFVbXk13ka+8tcqwGg3g4mVFWmTt64Ea0NFw9KHJ2uOamLNRZ9Vx5/u2ABEhLLMn4/6cJr70BappVcoCFCW7ZpJ/L8uQgAZaWte0RvGDoKLiXZY93bBfdm7NWIJPdcDtQoHneqpf8GcHzBkbiQzFvzpy9uRO7cPB8nBHvG7FcPGgv88kOivNQcTO+wdKPLvGnlxkOaiwxlvw/vqaWgqXl5gUxlHX8icMIy8K7hI2KI/84rm3mER+wz8x9XNNMzkaFgkkYkoQCUNER81pE3wtQ0ugHnT6N8kSbZrscsQbKQ4RRmNDPJK25+I0ZTPKwrGwcz2vHO2gdfYIb9SPbI7AQJJpdmIjrDQUVKH9YgsMs3ja0EqosnQt+yz+AmHwa3aNJFtRND2lVzEr3eov+Kr7Eh6bbZUeenf67vmI0To9DqOr3Gb8XVmSbBs+MknOuqFHP8VPb+dP9zJPsBLpygJDww6Yxre9upzgp6AKcNuZsKf0orreLwPh0hMq/0LhA07DLjH2Cet5tf9C5JIwok6ToPBS242DAPoyTYQOtWltGFETAbXFiAHrjkYSqGf0Y41z0YuYmrRtHF7v89rN+4oo7eixW2vWwmVG3lUo5KJLYPUU1xR0YfkdXqNqamUvdzGXWBpeDCE5k3ZQinCuNeGYzGLStBPwMBfzdRbspdwpxQ60X2KroiUVBe5+eZp68xnXvDx4RC2FE2rfFqulVzz3O/vfvt4x1Xs4oepoTYSKWhoRVSsaK9W0lSxqG402FDa39yfl0HhM3u0lXEOMkZu+v5tQwL7GMeDMIOtU6YHCITqgOjGCm/7jSJR+jqbxXLf7PHB+35EZ7cIwYP9A0FH5vQePcwW6fJ2dQxSgImQdJ1eWyOJckDbebaCiCDvsjmqfT5vQNUA1Xnc+z2JFPVI4zPLrKs9h3r4xy5wajNf2+3T/rfXYztwFROBiVAfZP0kpNqAlZNKQz+/7UfD5NKwi7IirGtf2DItJpOYnK24sJlzzjuBBRG3eyrp0qzQhjF9YYUlpLhjQ1xp5Nf70tV+iBW8Ah6p4Rjpp2otWIlOSW1z8o7qcPCzVGfRyiXlfukTo0YYHYsp4WvaygPnVHvlOOGbQ8OmLJu2iGjAoiH/8YAL3Unt963u9SMPIfAzZtVZZYYJdbfsj+mL5kvKdin86fza2nCwTlQPzRU/BBot845wf1bfGP4u6Vy1dzj9gj5kR9AVL80ZjwDGSxrBJdrqnhkDp/bQXsVZEtfwLDlNevqvcOfnsYCx+otcGZET03MAIVWatR939NNp/NwhnLJlsxckO8B3xEo5phMPgcOBPAvw9pIxs73dYIPNVhI/g3yhwTnCYmdU1Iey/1cvxVUJFUDp/RDdm7owWiJLyjlQdi8kRuti4IHJNgIvt98Ql7R+8w5HQLyvCz3FGxfnmDY37ejPGyk2JAkQCZvgDOEWMrtvBLgI89YRRGu86lm/287M6dm5KXqsJjyPlZZU5ToJ/78HqtLB/5qZJsxgcSaK+ru5B9n/J3S/mdmPXC792LygJrwRl+9tgBY7OgStWivNA8RIE3k7mS/tJcB/i53ozOMlCMsB44U9RQ9e0ieBnLuzRqbCrI60nWE5A7SpBWwaxAnoxqXJOwXtkhVg0jep5U0i6aoS991xDcwh141rDf30wfkLZTERsW47peMFRD7YFCdNhyufoCwwqcEjjPsp/aIvh9lkn8Kxedb5W+PGgh0RzYi9n1Q/it1RbFNfMk+VlgqurPHShrWBomWuaaaWTVW9m8w+klLJh9nyR7+YTPyIiyL4t/VqVN6wo6i6bS736j6AWVOF91dFHFRmqdSZv12knz6XeothECL9WVx0j+hu31e10Zy+x22aza7t7V3R7ms48mV79qXJfIUj9gfTHAUAD9lNg31K0XxLt8eqaOX0D5UZZ+45ea7EnQbahA/MPTz15YwG+vaGk9DxPFDcqcFka/DDdkOd7soaNBlWXb0XYPd8voDp//VGOyNop6SADg3SjZ7UfjK8cuXaQn9iq4Z1c4y5s6AOHiNHlK3vvseUcGn8Mavt8hSFEYABPw4M/Qkupb+DexHLRX31wzk5Dxd8j979/vsBEhkiHqH+CVM9Mg714VojM3WzVP+ElIJrVi32dAgXleJNp0oCqu5adEN8mT63zB3EeVjEVBv8m/Kh2ZWtlgk6yna2OVeNUFylfRmNwadYkuYRV/hjj9dmSJB9xyVXd3PaHZ1vjxw7kTwtq+qC+QHY182Kwwkk9mPKeuplhuMrAc9WQ99Yvy/Hq62JLZM/drkHfUUm+NDOLERSGfQwpKrBmPgrPB2evgTCtTU2CpPDfOILChpAPkLJFW64VTFLDVPdB1epVXwnOjJ34e/EYgFZKQrfxOyGSjX611E+opdA43W/DPtc0zcHOTWbs3zIj2wdbCOq3nkcGZpzvYqC77+sWRJ7RUi5ZixAe0XIrH4BXpPCQBqnhau5jHE0fzLXSp01hZdJfzgg22SdlXbPWx70ZleCWX7KhAIcTZOkpPdXiLN4H0XhIMcvZgbgdLunewlloZ7sSITG2LhGzQXVW3KCSTC8SidbBinkrPsKCaBVF2lxBZP0yzXR+86Jnb3vTNvYnRHAXpJ1gh1eBHomOV8VrqMh86Faq2v5kHhkuXVPRKZhuZ5vqeWozXzgMCG0EitxrFJbBdGMG86qLwH1Bh/m3sViNRF+OOB+louaG191adH3hrnIFbw5zLFfhNMKjSxiGTKGgZFS/Y9gTRVUGN2V4vmdfedEjEw56ko54CJW+eXk+2gEPk24uOV1y7hz9GEDd7WzxmsVAOR/vnW1gPBIwd5hdyULSVKryekJjkGwybjHz4PDsJVUM91+e+9J1kh5wNMKvm8S/HSExjh6+ZOjfAeaU2P6ueqgfPYN9OTtkLeeJJC0xjqa9J+6R7bUgF77X3qa8lqOvCyu+8Uoled108JIQejG+4aMzBX/+Kl7Sq97BZ/8akjDABZWosUakryoDPM5pbBY0tDTXE7YZCntRhvwMPDZmzQzzluNqGsqde2C/7yGR0V3qdQK2AXy3q6Rp9MZgnc5K2PKLDC6x30Bn0U5eo3hEjwic1ccku/BNAH7UDmj58UsqX3/fYJnX32sGryWv3oqNCZVnj4cBB6uZueOzhSZZwnmwwe6yBPbb72vv6fcFJt+/cfZm5meugU3SdNcxgF69/Qlovpk0Lz6VLqIGIZ6Hv8gW+WQPM+xLNEUsQD+etnGHQkCFBU+asxi3uvIx1sWFB/cI27RbD/HJS1tUghmh2ucXdKq/6MfVTG5r2JVPRVOny4aQTMYtB7bJ16VrbazrZt3lSjtnR/zLnRZMwJ+EV5dWl7b2mNr3u8e4B7wsSPwNAu7SGrXG8JtR/XoSYT6pEXYsuQ6yNCM/Ca8MkfmR/QEWdFojK/DmtAmyzrT8GxOrsiJ/RXyKWNO3SCI7sCf2XH9VfSX49JNzv7nij+RXE0tL46poGwfa/lu5FtDGYwCmpLGxocVXMd9XFG0RHgccb8xMf4q95I342Toxa0av7g13MlZb4wwkB7bljUJP3ZCaXdG5Zllh/9cakTtg56Xk9SQnTqnj/nXXq/cCk3nN6W677/HGgm8VnW7774Pkm5tRJj+c53LY/JulNZ/i7K0+vKAaoaf4HHLrFbjgvKgulWuSVeCwy810nepS8uArmnqj25WB2zHGsLAHSOvAvbjG0Uem8OeHKJeS+/5qRuMUpE26xiUh7o+vA/Nuss59nmM5HwmIZXvDfjVrJv2x3QQtjlRmln5ceQXuj7FpiQktc20ck+vsWtX/kP6wbJAR2FiqJ1oyy7UvZ4Grzb7bAn3MiJyu3FQTVVGNmcp43DBib6jObGqdtLFozW4nLr737XtnBSfoAuy9iAIhYYJBGhp5HDButEiz6SuRgY/bZVWKgk+imOBmz6MRIDrLCyjbum8UfkOII1TUZdZZ6V/wi+7Oj4Mn0aryFLebaZZdIXj7gH8BFaXk7bSwf8psrFqRh7xvkqpl2XtSbSTJR2DJ7ZTvZ65PWfbJc6AmXO0I3srNCxkim8L540HPxp8HE/7gFBo4WA2Ue7vP96sDpF4GvReBhdGK2nB14NA2zftSffvVdDNq1vuwYMrcuYjJbKulCghV1XokzIoCdSUo4a9/XQ20H594p3MdgWhfwmJ9dqDI2O4m7Sjlt503vQb53kx4lc4nEWN9CxEJ06A8U+tdY5J3l3I39Ipma31xUerKkUpNG6ZZz+UCmz+rStXxCehSA6Y5+w5H0OmUkWPAFG+PkxQjKDosgC6s/VjEmaeknqokFKY+zr9c8zPMCk6FgiERkggvhlqovHySiHky+zV4ZZV7Mpgdfgk8c68prRZ55/y5qf/966LT7Ly+eCxmmEuVLP6PsLqUuKBBR9J0AkQzmB6ICi6daxeMn1Uz8gAlKdnVERVlxrZDWa5YZMdIUQz1nITyFrFiX2MFRwyxX9PQTC6FlP9uGsqZT7KhHHYjv8ZXQAWVZ1byrmYvG4RO+gCVcM5OkKCIa3U4nl6X8CKVXhksc0+DWcqwSdC6cgzgQKFbBJ8eA97ph11HsVy6BOQrez8nneoVaFoq8NlLuOsZFGgfWBoIKyUeVKOBrY2nSOxCbtF6E2msc70auyQxzFeEJZUDBfuKiGOhyFL8+fEB2vAeyb3RXVuN7JqEAfsk9J/SuZVWTiMKtl4jpH7FvHKIyXgd5rLgyPWoLdaCBWN0GmMZBvnw8jntuYSDu34ldl46kshh20YwKDFJPdxgwaRlLAmf+oj0VIPEQUehfb6sjNkYUv49OmKAspQCEe88Bgh7tio7KpKhubrfQoqThuKpOf77BhmRMpjB5fid21Wq0xXAa5isqQNdv6/2c1MzjmYKoCsPrHb+9wOUW61vzcY3AlJOr2ZXvd/7LxAn3JpEGQR1R1wlKPr/oxByrsBC56joLdC4f6P3BhA5erQIU8xcyHxcqN0F5X2GKO2ohbZeyX+AlHcbOwBKS06SROSFVGEPek3xUf2XI3q2vEi39GSOMN6KcnVNzdi8obuc90yfS/u95vqXY+ZLQ4ayGGtM2EhYcJAbpIC1MF8ar6UhTfIpVugrm/pXWi6Sv6lZJ5MLFoLNmngFrUG42KapiQrc/TDiv91CwCBx2UvEtb/L1ePOKUfaDPdEug01q9OZ956it1oDXqLsN075xmsAI/IdBnjXagwjkP9EE1sbXAyxKZckYXNepHpxyqDdYL+i226UAaq/HAPcYWDLUTy0uirFAxpc7pXH2TiK0qd8vO/t88+KQxZbXdgcRG4Di//TGkKOeP/xcLninfKnONTmW6gdXMsjwLvOITFY1Vhn9sx7qGJBuHf2UAJjyu4BTRgkPVEBYUZDXpzs9vnFKSXZfu3cSu9bf+eLv0k+9QEwqnz4q/5QRlA59KbnKLi7wovJMIRDSyBBWa/Q+e6jUo151E0HpFndgJdHukhwlUz0uQaEfVdJaVDwVy/hqsJItZ28zEAs9ywqwcANWlAC0bTDRG1tUKk3jwHPbX8ly9uCBiMGk0r7D2Rcbv1GvrirVj+qWvEJtUEZ5S/QhOWAv5FsYqMr/8yBFFEBZfpQ92itCtw7BydVCIwdE1TrJQBCIVIc62JuTxuPHIDOpokzM0ScL9r2ycRmoh7F6GJnnVlRq5Dtfcf7EnnHABrXjWlJPe4bJ3633hhzq6nJ7xhZU54xrHLoC6o2gwSrRhEeIdm210QQigpVEje/KyQNvhn3IRkpSr/rhoqckw5f2b+A8F+JPIMRF8Z/We4SvxQAHayf7uheJqDX9jPz+onjsucdPcDBi8njvLS3wwOuvn9x8zCd6W6k5uPEIHi5Iyt5zapldLs0hkpckjfjQkR2ZlN/K9sb1BiqvrS3LzoGuOSbZy9tgDMgMkOO33XrjgF1i/lM52/VZyD/6oUk24xpWYrVMnO+v2+KZKrX1HhiFR4YCk/PfRRV9HmfiHVPVX19BcAF1jRJckJgRBLvFKNrsh6HPuff9hr0Obdnhf2+kECdN3BtqBUU/oRY9Ox80KFl7nsxG3cTvMI7a+vwgG58FgWN5OwkOw7wPqwOV+2CbM3dF6kmCSh0nm44XcuZC5SEzjpbYRPspN3yn3gizwuIEjWEi7Nne0+aTIi7gBMfps8+vLDBWe/D05zbM9b00Br5grqsIS3b05QA9bR2zVNNXur5qceuQfK9UrmR+qWd5/vWjIDI97NuyJyFd+k//qmEUgL6r1oBzE96QpnkoOf37HuWIBfzGHCDjPjhfm0EKB3jkSb96VTFNdGA/OQDbejXTi9sOisCsqE0ZwjJc61paSPEbm43ry2j00d7B58wmbcGfBdnPCKkn9f81JHANIwWbAHVTv0CNt377mSqNNSUFo2vKaquC7a+luj0o76v0SQaMQmQZ2Xps/KrPLkhfu2UXJ4JczShCog60xXPTOPo2aC5jT9x6D2zNlQOLz0s/B5DtNlyhUaxfebyHQm4q+1DCt6BWVC7f5L+dXN6CqxeWrKiCYtryDeJpVkLVMDLnUwyRGbtWWeeiPEpn+32F5OdoIHbU1fE2Sp9fhE3KCkmYwGftnP2jfwPNWxGq0jQRJugV3vL0x5b/iyfZ1E/SDPGvjeTxtkOAiaOFA+MWOAFT387Lf1qL2X1avUUKqcsGOJan9wvEme9er7kZMcdJPUm1ikscHXx6cx9qQffNObaTrUqsfa7SCoO04kVzSKchg5pJTWEdXtwGX7AwkcRtVFNyV58nu46KhftYvQFV2fn8sFY+fu5BY+4iEszYdITeNs/iCDbsai1J+1M8PR1RTWRCihDrX2UpqjKbAx/YhZ0sdC39GFDy6V2ifTnwtFiuvSBnr28eIaf3niA0rus7APydU8toAt9Y9dkzIOVWLoqHGosU54cUBczdDfJzMS3HM2lVWNvr/fLYUa7458MGk5EXgzToJb7z1oa16Rhwi/CdMAD4ZpzIEvPbjcVB1DprNOjkZnpxOZa73SeOrDJYsnFz1Y0Dz165xwkyBrn6zgAWXJGhA26QaBlK3vbL57z41v1/wNdzC/rhd99aNrdVbm6wq6K+MylSl9+e8C+cFeUNPdGLSVWzHFxPC+2mPW1e3uq+rTmI9wE4S9So4708PnZUfmKnIppT4/EH56vvvfrJLMg8xX5bD35k3sK6WC7ryJFhALNIpvEYLcXos+R/aGHigwhl6SgPom2KM6vJrfcG1K4Vk8Cda3DDQbXN3bE0foBxV7vHPtCdm0Y9iRQ6waiMFy5MGl05kHaTHFlknTtTQuzf6EAdwzoCHf+Nnc6IJ90iiLercR9IMHQT0kM4//i/FvnMiOpl3kuDqZlzj+OLFR772cGTM4qB7ef2xTja7C6fn5rIcP/3akdpd4IhZ9at4r/UQ3fgSXF+ZQdyb4vUGZMEfbM6MmG52KLZZDsZ5ylgdjdu2B5Ddcte3VLqShdqTYvZ9a1iXYae4dw7xsdUVbGY4ZpT7H2e82UOFVofPHIplTyssbjQSVm+FggElvZTQmm2rim37r6EsOKFUhhcFnRA1sWnONusdos2ybeVTUdFVfpu1F3x9Bxcjj0JQevNC+B5YGYqWKrPCI7OE06i/vuUDt0OcnsPkO0468Y21ie2UUoMs0+/gVBF40Km7b9oZixGtU/SvNoREJcsLjs0cvLLXZuKnFIFYD22y6dO02srEqR4Gq2ZhA0sQJmICQpACwZvppnu5gd/ILbh+Dy6UXTnyIujpjJrE8/cdNtp3TEEO7kUS6+qfuwz8F+TqsXmXX3JR29SIsfTe8rbirBre9sPFSvdQZmon0Hivo8rqShSx68XdKdesu0YpTGF48r7KBeBfKsbOmpxAuotoxUvzuLQIe2WA/sq4xevpk2WNzc+lV0av3jl6U2F7wZPagjkuuIW48iD60PCoepFzz//ImSMLQ1Xg37XJ/c4R/1M/fxHvTOZsSgpuHyg3OkKvdLBZ+5+FmP9tQzwsvXhgQOUZslYI1nu0/6XILht7H4feDXnPLNrKF4FG0xw7sWv3ntwhvo44XOU10x0Hi3Bqjj/YstUGhQ+Sx4cmq16Wn8lSNr4IZFB5u5HM4GSZbOnn2vUuPB5WT4eWrW01T0630vRdp6NNoeUj+maN/fpyiwAVOX/+2RVAW36Cff1TbY0A87+4lmf1PPZiziLJ1ZDPPeS/rB0H4DLXn7KCCPCHrD/xefY4Qbq5I+KSq8rvXko1G+uUe8RIyDURcgsPXUT7eaBND3dSqG4I9ScXzsTBO5pZ05WgkEkryuiw4Yn40NvlKmWD34GYPB/vfI/X1xhFeYE8M9g7opuPrHs4k/sbU8oHilBjUXnycPhvHwpTxKnzDk1ntZajPhXxG5Duea1g+4Um/G9481v/4w3tdd2OxFnfsWeTFA6aLtSlNeOTXeG7h+sdRVBueoqW3AN+rjj8i+/SXWuSG6qkrtOu1q4770nqvkKAzHXWezNJwQxiUWTx94zMhHMkc9j2RqHCX7l60bGiYUNnVGSqEWc2CW/ZoJIbvDr7Qmf9/GKt+cvoP8OHjaUqg4+d6J9jD4hL+ZKGvAfPxAtxKSxtIwH/mV3vuQuJ0ENcHUNY2hqsB6BAVMmVSTqenCGHHZBF9T15xi3WZXmCkBEVDT6dwHsm5RYxPaIGZvd9s4K/3DJZe/4QSFd1pR5V7QCsNyhCQRNHvLBjNufa1qXXGzUnW7ge6E084QcfRZW7fBCYQElop95l2SHlFUy418QtRSK2bFmgijg0YQifsaRnlwttbYFx5jChguLhyz6yUYkS3/XTFgWPLbYNlvUuf9i5+YA9elklpj6JEpYc70NWpkLD6UImqnlhtkwnCvLlqNdynyIoYgMUoJNHQzm0xrFN+oArBK7fQEUM28dPbeC82xXc239a8tXuv66HqGe7T7HkixcmSbGeym2GYCpriZuL1SBZNj8Fd3ssym0H3+Kex/gwLzro5pvUvvtWwIrXheNHjF5uf0ZbmXkeJaJwIUoxhkgz3ETzzMpWKlyW3LGB5Q2O+Gj/1eO6alLZbEq6cUs7leMCbBMMhVMVPM8PWn94zUeOxj56zoNslzC8PRWvfph1rPoWrLiXgH/566seL0VcdzXSHLMVJN6PHtzhu2XvVTpUzHoQK+rRXNd+Qr6VRRVYdbp/6alfU3iceTdjtbxRK4TuhV2smU5KJWd/ekQ8RKC0n2s+otZ6bsUuKyHmGSl+ae1NaCQk0NgAYilz9rROnf48IfyDHs1yj4V4g6SEDz3aST/XtDq5t2jab2fyxHlFBA2qa05jjys8BtcUtoaK7knPloCUHNVHbJGFYN3Fyf4mpd2+N6G+b8ZYq1x8U55SkmNxam5b/W4nePYV0Nh1LlIQGO7A70zNj4nVmv8/4CDenGaomJ7urKq4HI93uRzBY6Utos/khomHpnx5HdYjzAnVAdwEZLzip9xGwVG/H/uz027u3tI7yKwD9AEhMF4zd91DIZiil+JQOlTn0QD4+LhcW9foLTx4AzeLBvKeIJy7JDQLk4s2V2cSONEkRwnQiTp5iJHEYhlFzrkaT+8BDPX466lq30idgAOWFPcGJ4SGQdSbu4EBBhcwxof6DDBkHm1891ccWly2A22j7LvmV3IJWUwviTk5S6lThZkaapChuX9PzgZR3Zj3Mi6hzV833VS8WRUVrHAC3M4ZPI9ns01dttL8RJCitByaprQHg7exEEF/RIyaVp/Eg+7FrMmkVL3JeWjeoK3Wi1nrGidMOorpWR4iKBkZmwY0D/IYB/O3+9Wb59IZ/bwQDJJS12ZtxJto2wo22r94o0EfuivqGegI4OXWsxYJ8CLtYlSWZL3IhXdNlXMVn74xYq2G4cYMW42Agv7JN0nEO8gBomnx9wdLTPDbqXR+0f8gPi1bNs4s9NFTQ0NODiPj1iVxnWknit+3Qb/BcTyYGIGDbIMmltdYw42iZ5WVtAkHtOjTq5VwQ0gthgfkHBVY6DL7fM/IL9gkoLcHVI0rXnuRO8K6NeN+16S+yG1ORz1hBLvPaJ32E7oE/6S/9J/wsUCXb/IjozGAO87ibvBucIsk03Prv0R/w1WTSqPcA9nXnX9Fx7r0E9NmpLd33fvKrHvTnLPMuSCKwsQBL0mwgda2JX2mpbGgQnrqWuCip/Or8httVpjW401bDKASF3LdKZfUqjG71m9aNqIqHTKJ/Nh+hsIngNdPfvBzPIs+53GufWsVGXfabGTq3lv8WFhJF2owJCV2SIavmCTnM5dxbyOAeKTrflt2dtzdqBoKVTMqjcL6ShgStf/pg02C2hg1+N7x3S+bWGo8k8ngXNuYoovPHZTBe4AvD0F2CQff2YJDjD5xjgqTKUCmK+1sIE37MasPkz8gWqnoL6rYnOslzZdRJgRMdNwDfckknTRlFQaJKIwVjeJMjX29JkvFr1u9LVBHYZgtViFK2ENHU4dZgUIbGap8M6M7/2e/utEJ3ZSOWUf4LwwKRC7GOKK52gXDA/QN5dt3dee26HLWikjWCQ4A0L6rV+eQnAbmIZZWS5MTkU1AdSfSwyBDIuwY8KjAK1adH/WRayNxRG3TUuseJVhfP3P/jbLQoFZzmO+9NOPfiTW6W4MI5hK8C+7ScqyCAXDGqhvq9WN38NRd2xH/8p/bJfNjpetgksr3QJijMGjr9j8C7OOjyinc83TTX2BAZY+zckE0H8UZ47oIpO/rYM9U4tCQ2f0C7srpP3iLPjzKpw0ifkbRvQTXZ5hP32j4n31i5+4VpmMoMtH3yl/WZuvv7+kQPQh0lhR/DeDwd1jc6uRIhnE1z3PijPOPXHh2vPFkKIwloC6QOLc98H2b9GCdwRXP8jtSB6iVEaFYC64UrvjUM7+n1P9BZ2z/BTrV2BqvR4C1rV4OtjzUF3r+e9it4lifyWxSEXH7mmqDMMMooQ2KGJey2jn3XEMOl3zAsCQWmqFycEBMy9LB+N2htDKu0lHdpPKz5U6ZNu7Ef54sTE6cnxlCSDfRC9ebjC2CVYS/hsRnjFA7VmlN5L3JM17lxdwlLeS7bkmbsi5VKXFo3OfYr4ia3Xi6SE23oiCRAcr1fNzEyf15miOYZq/PqXHAvk8kB9UwxZ8NP0YCZKa+RK2RN5rjodQQgz9vGoj6otD5V8DDA2dYJYLJvVj/CQdwQ4LeZMs5T8ggJCiDdBASImP+NpM6TgCD9gWDWD99tedG9nG68XWRZsGzCNGQ2Q35eHNof+9odgVC95CctEdblEBQuM06Rg5i7v/zJtuJQ7J/BHw9y/lei7HSHL8WpcNPAApySYHYSwK0TK52g/6+YIscr9FImW1hCoD/55ngyhNPw514d9rVM4EkCTsqpJZnivw5RStf8jS9fVt8Iez5llkkUe2knNnSHxcneXE5ZsjF+Hfo9r/2vIfMfqqzL8KhetKh8zatnx9jG0ucsKWGFaAXaYng7PN7jpQ0C2zytKaQjyPHJv8Oz/ktSmZz/l9XJaP6gEFOHtmga4fjKdQzi6d1r1r0vUEtvnpi0foDjI9jMUUpCwRvPJ6Hl6ILNvvXKuxyZPnpH/+oIe1eycfgHCxqqtsWlrO3Et0dZHMSBnErekDlMRiVNYMla/vMmBEml6lsq+J0gLDJO4mN3GDRQA5QS2ZlZ7K6CcCP0/aZ+3ChoIl43DOQ+HCqXde3ZclR8OyGA/C/4QibytCxkmnXI8xGrBoMXDz3Vy6R7zNGLhgjyK93FDsvxhCDT0vkulfqT2l0q2CsdbetDiFXa+OluHIdzFI3D9xJ2vvdWsY0C38hQi1KCBwdnzydeliGwyMujLv4MtVhCHNj8cXYhc33+OSHdYVR5WYc/Rg6qY1EVh8kum7Q9uZ3XvnSkp/HLY/DAUpfGE65R+KRgx0BtoPgtMa5CkQn+jtcUfJ4xed3nXtHar70q5xgeH1wECc1w78ISIU9kTTg1oOjOjzK7PrfC3pqtKa0UxRH3XxQg/ppb2Kmp7Nft547t2t9O3etUqBsoq+BPdgofbuc6vOJ0Yr9biZ5zqNNpjZpXNQbL92JScH42hNoE0ScJOYmNBNvs+mO+Ct86ogp0AM1K7y7dqcUXVOZ509JHBSrSIIhzqPs56ih+VyFR83vTWIHoe+rRti+YaRVLDQFzborjUlnJdbjboNZNbrx7cjUzRyLvN8Hlb7bASpHv+6qguVrG0IZkqcgzg8mrlgwsrNI3vtKAvzeRI14Zefndy0vC0Md8AsKvg96mNtpNhGjkGo9uewG2EgtaTp9MrwmqopgE/iOpPBRuvuopZSNMvDjfMxzUVYBPY/l4/atm4F0KNPI/4Mno0bM1wCHEvh7nxH+WeGRNI8U/9JBUjT29bOcm2ISB0DKjnMFZ4pdY9I/a0WW9i+BhQO0HjgvrNb56FCIA4h+rhlDV9opo80EnEqHhWNnsiwvvPPxEUIAePBqvWL6pACj4tkq3OTeQpME7bPwxqGmr0+wxcIxmXee7WrAqqXB9dbAElgqDTbN9dt/h8WrauzilsgfG8/9E+cyExx4BYMSH6Oo4sHWs2poAaRN+squLp9/xiruB51RiopCjrXLuiEz7bru5beJ+vuBT2qTrn6GbESOsV1uPsntgCpykHL8Es3unOcP+vROHoH0F+c93Qf5IFSb/3UNwj61Ej8u75zbBqTTZX/Rt74lfaILPiBvSgA6kQb4Gm6KFcj7J7xGzt3SmlatiosQLtFKcBec3SyEf1d97Puz31Cn5DlZ8yHSOvaz2nzoK67BPb+ZOzibHhI6GTSuhDKbO6eA77IlDFeYHr1ZXbw1qk4u95lymZSK7tzCcANaVWGVZbl3DXkTaDT1ZXYLq7ZLrdN+RsgSgSue4h7yuDoRDcWv+tmXTydYW0o54fHg08/L47ves7dPanLCxJIwEfrFPuQj+6q9qyr7BXXJIRsOD3z2Fc+p3HNrKh8KsBR18XTmtKhrn/sWwENZvpzApI8rrm1y+vL5Q4z61EAFlVWUR7GdTbtWzn6NkNIPDgwWaQp+p3NdBtb9fgpKrMO1GrMOJUDdqOKKXEuWdaXAFiAs3MR9DxJdh67Kd1WLVMhunbR2h8zGXVFrFgImnu0SW7xOYy1Qohx43CeM6xPtWqz6feo+lWKTGKfyhz7E6TEI0Ru8lhzwBxLmx0iGSUraCZ0Tuxp3W24GG1nnRf+NWPNWNKbvFPUtJa5T1DDDvzE/LEPurBv/wOIbbNs2/yTTlFdpV2qnhdWiWJx1TnG2Tf3qyG23ZLN+VcRiHZL1OS98ClUcDObQKoiaBmDoNJOWj2Mstp1Trtqjx3bWti+ntMNS/7SGJAOU/1x6qKgrDvY4xmHeq55FmowpW5S0e3woTHNwqaMh6NqCbpdWPt/Z84rgpmqSA8rBozQOBJ4GJ8aawFEYayWifOg3tLw7NHKVq1Co9PMGLfRcj3cXVuvhc76VdsF/aItUbdjDli++ldjJQHl+LqGDrN1LuysWbQkhrcW+Om5j/AnUkf2HxbQ9uYuO1d66ttKtNmlI9ahpzEzACXQtKKjuwoZbTSGzbX5W5qZt1IpAW0mPwNACXum8pb/QQC0cPcLBuzm53icVUB0IoJ/ZqaaOkNLWN6m/XbBW76j9ri6KNMhiSnbGd3mj5Crl6XJLBnGPeiZTx7BZ3YcnH0uWzpS5iMFQaPPGj3Yxoxq380VRUHBKkctnJaPiagcwb283H2w6WmnIO/Xzt7ZhfXo43DI4vJnYcFxV43Ecm/B0+TXAVCTre5pdYC9guNwZfzjcbmR0TAtrTq6DWw9C27++qtYj/Zw3WWVtdXBYLYDjGVDpgf0K/hbQ4xno+sBVJvzIfdCzdrD6SvZYlJ5GmMWXf06o34DxzqgprqcszyH4Fn1TmtCf3gt2Wod6YohQkeY5fLmO7Vbl9poM38btx2Rfg5/fq2ZkL6Xycy+Vxd8PT+CSdl0dlO8qcS6ED4U4fgEIVXZrxTzvcVs26oSBodFYRT7oaDH4+jRe09iBL42lHXFwy7vhAk0z4zpvRMjeAF3xLSYyTBTGvFTfqbl8BozkdagTvgbxBznzWACjM7jG+VGPb1LZUkszLaM1bNbUmk6ea+5wvhHLN2qy+ukQzH55vH0Dlxv5LmMdBrG7LRijzMO7F/7JxHSmk7zw+j96+sCT/dfTnbq4AcJfUyP56bqkrpSonpkfBiPNjNHqyznV4VSHV01s7EXwL3nsl2COY/WPx5wtnoaCAQF+TMXZ1OXqQBjwEUwdYUy2y+BGjK+vSgsx5hMZlMWknvZ/4zubh3U041Caty6ZedRIiYhtil1b0g5uNRGkY3XjjHYZVk/SE76F3VzhnhvjSgmoDzJYTXIHo7/foLz6qw5j6lz94NHrXKwd6jJz+Ll5AyU6LxykWrUQvdTww5BM8Sz6Nxo8PxquU7wMBwCdVwY637ZfagUrvJuWH+n6BZFYqi1l8qerxKQEbqXRshoMWwk3ydwZVRwrrhKAPz1+Xs+9oX6RdQXlXEWVIdqZi9e+s7SXvmplfJ6uJyO/husGqPpUTgjshd3VgiHWECdNzm4sNUpZR5CcTqmwp22y/lqA6X9pXYzyaaeq0uCs/ZEKp8vAsas4+WtB8zode3f8UIpEW8Z0R2mAmH3WNxMnK6/+mkt78je8cx4LQWl0vwVxlmZoVqnty4mmnoIzpqqJF6rlmzBZlqxszbr7DKHtGqGZ207TxlKvk6TIN+V29Uy7iMtWAyhtmHX2RlbsOeOpreqWsZU82ZBSoc6FPEeZwf5UQPtmyUc+JtsFBoELSkE2XfGylN6NoSHxdnyWZ1oQSGqcSWefaKv18wjKWMr7Kf+EhhvnaQPAlwnDsWi0FHQYSEjwFO70DFQ++fYA6wBG2032fnH6JSHbgQs7jBnhIlePGoKlecYK2pL5zjld2Ul3rIwwdHE2bJnpXSowo+QqWY9I5l8yiYIkJx9Lrb6697petBqAHKcDyvemaACgI7teMs5Ikl0qdWraN2O3aJW44nFHACpLw02YJipzu4UR/v/MfjSrBiPz+vFZ5UrlUvsG1Jayqm8tUXZbQKOstMcPpnj84PQhw12fFaPHAhT6QafZ7EBjxYEbi5025v56WRndk9ieWxdTIMI76E7Kb/qHd6YeeWFDHKwaTjQa/mn7FfLzSyenTGNPQY8E6t7RRiuQN5JD+ixGEfFOefo21Nuiz9Bqb6Gy5UWTzqA3vxPEB0519Jd3LOBxlKX6y7K92X8EuJ5l/Bbz1KBmp1quVAfKcMYdqzmAI9j/CKpdGN0MSK6bTb2Lrk+XcNaBeZjsq/9gBGKT28nvNOlbSn6XpqSzde4CWEaOPyBBOzwbYhJpftH3ywBDOW/eQe/OK6SDv+2o/8bjFhekSFS0kvNKBsduo72Sn+OYd9LvrF2HpdOnVLSLopAWF+brLS46IiKM79xVc/sp5LseOMF3v5zJyjCTW4bYEKhiIbmhu3SqAViAe9L4SfSGa4PkqbNhC/sRhP3Y7kWgm5zjhNvHRvNyR3W0PDIjZ9ceNznbn0y5Zp8Rvdrqe7OdJg2bOpmH7Km6tiVgzFiR5dXuD6drl3QPiN28t5K6rB9h1n8C1R/Yz1LmJlmsOwj4xr8jwf2D8zSv62dHI9M6B5zH/4LEQTOP4VMuj3dfWm85A9ceuaASt940gGOy2T29eQfvtsjvY4fq3OGPi282pIVmdTTAFVnH9W8bMLZB0uMyqRDhqfQg8szuTcXU7gvvWNqtLqkF6Q/Oj15GCQupMgVDsCAgMC06ctWqL8se/n7ueCH5iXXEsNhvq4RZHFbz25sTFhCeKrleKcBGwEmF3Wn988s6o5MFnkW6+TW2JS0/kStrnUePjrUVin78k+6WTGp2LEX27VnBquZRsauAp6dOYwT9wqez+iDQWqBFUaQtWzU1dDkJhQ/gZ2wey1M4N5OQpChG956yLBG0/Ssg9FGSnRXO8NY7XU1KpUaToMLdMbGVKzjuq517ckbFGZRF5frWQLqSvVAb/Cvlc2iudE0q32B7jYWKcoHtEvm+BxaigTRwsjbymo8TpNAd28VvG6WstLGDz16z2+qsKPVxUZc7Xg2qklpam2LrpuO0SqfnybdqvLmQf/XC4GFmZOPTMGK6kjVj2rJ0gR3NOea4xM9cL5binUQHCSCxHecYEWoeFyTEnWm6BgaoDjXbPR7emCQ5TPPzZ8GCKGqtIrJhkGQ6lwrt/Xi51mbKtyqWj8WE8hNee3x7gq7AH55wrj7G1apOsxgMPxQJGu0XkMEFltCl3bbTpMisFQyqoX0FHToImAaZAdXG0gw09yCCcQIlRDUIhuqYhu01A5v/V54nd1bJi5V9tKqxRDvyrNT7s3T+ujwJJnlTBcGba5aSedt7pm9V4LS2QyB0UqlYv6Be/e072Cf76vFqZHD3qzUx2nc43ePd6TROmDAeH+2mKiOqDDYCW181pTQC1HzjGspk4O/zSJtPakOA6fzP7u5gnpnNjBOb4j2QO9RIpAUumkQZNYMYO9KyTl/QGMCR0GDiUWXaX3vvMXiFLdV/+8F87MQq0GAmX6EqikHUErfbBtauRjErnxM0RduGW9ohARM9GFdR8GI8L+yrQlLCHIFOlR4lRlEb4tdn1U5QM2H9SISd675cuuOUEZPuCTm1+Ov8owSCr7nZ3oRbqoqBoqvyKBGfVWeD5OIjiMCK+S7tqeDjIRd0hwS7blXLXFf/vaev7cUlaHbpI4N57/JVxL80iY4LMDtuQcZ+bCf9nb2vX/dOiDl5FnyCKiJnrSyk6zrYncjY2TCt8SZoTONSIyFkq7Qqd2JCKrvLJL457VgaCWAZHPTysPi9Y7OfY0IbBIEWjUZZBq1AYVMGKv590auAPXGDkQOi1pp2U0obkeh7OPqbhCrJlsj9QEd0J8L+aXgk2lkU0O1p9BHlCFVEdHk5NaOXbxhx6HWa2AMNUGukiYdSN941MloqJr19ysAOTHF6Rp825bVFtstE/pRcMnl2TqYrFm65c6kmMcsp/9trvKIz1AhLXnHBceGqqRVmgHtZ8d342TG0OhU9B9ZVABUjdtcgw90OeW1z/jGJ4+9j1rsNyxvej8Utoid09Z34YOF8u4GpFooanYBoEXxj2b9f65MmEf3p1XAAuRtfV2jVo6GrAadbNqdmYhp2bbEa0O1f5xGjY0g2q6XvuW7awX0drPfm0i27EkhytOtTlm1A8BtCCbWoyO9lBpPpVzXJrgGRKbk9xNvC8l6q/HuyM2ltK3V17C7kkXW4IqnGyPASWODjNTST4bHb8c4tZhm0rjitGYsfSWn+FS35PaHXUM4oss710ZSvStXGkVxvzcIAoV7WvdNC0hoSOhY7AfdEO3cA9YWYpaxNimmP7gL16T6cWbqEaHvYh8/gR7Z/nZXqWcs9k4ZYFuVGsejhMm0z9NEw6ndePp+AvZHrlBzN0bfZLXhyqP2AnVlc8TH9T4BRUXxMg21qftALVh8OecJZ0nHc9Lpc90PW/GtzQjH6R9hMWA1ZICOMm5rlnqP9Rk33onwksNWymlcVfRTUgpmO8VzXchnfwN3MZMo+UP6KKeSs9Tsj9scXESmJGuIYLaL87IINlSjpukGYdm9utVbjgc+HRDQGveedkkRUXzL7mA+EIuMwNGbDTGLOEYwBNmrNN29hMlJVZYLH4+/CxNyN3RFy/1eRbxtju70uYWZOUllk5mV0/uGARubCzVpeKr5FICdRMxwQdcAilVouryw+KsgSdYLF0x7g1535FRlP+b5P1kZUJlGjMcC/QhiSR5HS2N3q5EAxW36P21Dg+W/8CpshUhYXdKPTWtxlJXNFM+PednpgXDgsrIpqFlWNSCs0D/WvljnC4dCc3aPIzZmjx8o8Ul8AlahMuT/u+1BmXVOcyAlVJSGkM2Kv75gnGxJr1XbczCAeE1u9N8DKj14nX6QbQPzCyD7LLDm58YjKvuJ/n0Hzmrqz4JNhUbXf3zIH1p17ymLZnwmDBtkv2NZHZqdlaLebEpgNbU7VY53QlsxI4prp8hTM90CmZycPkid3SjI7kwILNYzdYW1L3y4jALsPhbMlvUBumoDz2oyWky3KWjxJjNmQLPPPRXuggh8xFQilWwHZEW+61wy3X5CwqPDfvq1mxSZ8i/sYN+LmqZzMYzePoK0u0qnNvLOMhXlJzz9UGBy76wyCcYJeYcb9y4YuZBP4A5gDIB8vRMqmZlW70nhZkFMgW+SU/gmt4ZbA0xPFxDPV3xdY7q4PLPPFMzkyZ6hTMC8GodMRYS6NRlu7pW+tXBjC8ItmSokxscJG1+nmZ6WPAnbAdJVscks8nUHs5NyTX9KZU+etVJtS0Yoy2Bq7GGAeFlA77MrrF3e2mfloUSRk4/0RcrKEmLDLoLgpVCSO/cSeI6kPEscoRI2P2RF46aC6b/mcHgZzJR/z2ZmbIzqWu/2hhqXOVzNKbU2huYaiaNJf65XK1DgFwLNPh+uo1uucll0FY3kYB/iDWGSjfZvDuYKmw7P6FCPnhKR42NOELgl57eVBuDQc8UqqxQNlyCF20AkTczD10j260FHEFMttGAd1GDIDu7ltl9eUPfYN6wJyzP1oePGSTUWEVQ0JXqX/Y9AvIQx8KH58224PfOhNfun5VNU+px9AI+M5DIojArRCtH1dIxqH1WVscD8sapiHQ9ZqLvkjH3PTkLdv30YhFqyP7EEdtsUS50wSyhUpK7ZeHgxsScWYyBUdduPDXlrLezzr0XuEtd7s3pEGE1brDRm13NCkAEzi6Fs/frlE6FFPmw4uEo+p2tt3dBM7KfE0QjvSM4gfFZ2e+4In39iTYZEOGgzCtZnMB/XFw9ujlluCDeiTKYa4+QOvzPv43Ncw4t1wEL7UGKX9Y6xdDtIjGbv4Q5sNipx4ALkJCwuhVnLvx1TkqDpkCFi18ZueoLLojkp/Y2vqAeSX3+17FarxLhbIXN1x+REramWZBEVtwaWpqNFBR5b3bELJmfvKWapsrjYJRhP7z019bCIPbdkfyBKd2ptJyV2O6r9wXx6eBOlSfWPrMV6bMTLmJGpG2sB4gazNnEsLt8XrVR13x/csEcZzcqEq5zmYpLN/S4KtKGDorVEQ97yOhppMxFkUWa6M5dzpysCYtRS8pw7OYO6BgQE3lJDfxWCyrekaT3JGZ1v11H0VFzUSajXUxiHDOo0cXdW9FeJAJuvqz65y+jBIzYbyer0CeSKt1rCTuHshtM5tJdT9e60Z141z+6GFXw9CfkdD/MREjcNO9kiq/HV0PO3fQce4HDT/RjAI133vm9M5faMSB2jht4lWXOEP7T0crfQlRjhwUZjtAO4P/q4zga0Nxi+ZAh2v1fzeSBATGynjqOvoa3gRdDBIOyhKsSxSq8smqX3xwWHAPclRJbVRgxOCqQt13namiSV+RFhzXSGWI9JRGaf9nZq4k/jajlMj8o8giX37n21dSPLZ/KFbMdyefFDBSTHuNATlj/BMk/PLGjtK6/b+Fpj4vbro5uYhYW20HaeLuHCinhIPN49MIXVp8rJmbXqLntz8ObJYUiIvKJ/GDovuljw/EFjLr3dJvTNKUy/iUxnVSbPrrk+Thvpd48SbI5swT7KXPA5MXdeKhBmrTnfPObBB3CQbZnhCgD/i4g17mjqYuUFR1wKGd/NImrY/D/pyOOpx+1iZXyqf/LmsY8fRdLpaYSg/B/dkwVt+Rfl6sUXMxvbqvLp+1T4HFIJ16WBGMEhhdkPCaStcU7jjQagcEU+JWplVTgBwFBFORVCqRCy93WpxAc3WD3BTSt0RAdeImrHA+ifFcdAB+6ryhSkz4NbL41a9p6dD/b/DRUNW1Vxen0WYPQHIhQEUK/UoPtzxbRWjM8K4boH7PUh1LgoIO9zv/8SLDA/Vm4NNPMu1x2o6wePPx9y4M037hzaPmwIbrUk0Z11J//VM9Hj6/CPYb96B02jFoYwr2mrt//NSuhmN57x71aRewCdL34FwyIB0qSWt2zeV6k+tT58feXndW4WeNIiJWvuXn56pXNN2HKX0i/mdj6eJl/2gsEPcXNnClArpjgGbMyvfnQu9c8ojvlkEEPn5++LlqpbO+wOtLpI0zeGpqj+XZMvB/9Vv1Kpt4w+Jd5Thyzr7HwhQFDfvEeSj78JOna2Rw3/jYSLG/Cv75PGs6PZ5fAJi/0J0smNlnx9NM/paQLTXrkwrg6qCS6l8uTPFuy0edadPbPHx7ZBm6RN8h744DAdFlbEpm6Kve6qDba+/UJAkRwxddXbS6GhiRv/YsTHwrSf6vYz958NYwlB38cVEgb4ETHjWiVdRg+hv6dOwZE1YZZJ/bqok1xHdUcw2Ll4ZT9u2Zcs54okW7O6jjMdaTt9u6cn6+fb1BpJ5zbos5QU+1H0vVX09C9i6zchZQzEUPi7JiU+DbuzUdNj9O3SL/3vM37+JltVNiL+6EuhSvW+xpOxqebF7M9C81uDJ1SXRG+Lvc3hD4XGzDo0SumcFivFUkJRYFsGCmJO8ERfKxzAQ06QEZM8ZmevKai1D5JMidve5PXMcBz1f41onKxCRxgffrj93NTgWJaKd1HHJEcnvVfoJGcmEJKkseTZHBOjoEthUCjBYCuHTRUX8W97VLHNbla/65Ds3vo/vcNxK2p3na5yFRIYNmifpxggCdIfEQVr5r5+an/B3hT0JD5y5Oa5lPre6vLyulhzkDqNd18nZNELQ969oIJ603FP26zFrDh9jySa1CuQkHKuC6RBwMiZWaUtWzUg3ic5FfZ/C2sUg+YS0a7y+u6sTSGEjOV4REXpka/KB57JJIgKszFuxYhzbAukM3n79JEFrgVYgbR1cWr9AL8eFEUCOrpvfyHZIxcrJxP+gUQGy4+cIoCO0Y+bGkzu2WFqTMiad9Y7g8gAN2Phl53kaJbZiZu6vvJVJryghs1zGf6J7i/8f3F9c4lqovdHLtKV7U33emenXvnn3TfgkLbWCZqOVPKDMoVM0p6l6dVJ+gIDUsoAk2XDv31pzge36XkrDPrRb5NF+wChlKWu8W5ZHrj8crlM9POq8IKbaTEgODSnmoReH0bgVaN+h4KpelsmmQIVnMTtIoD1RZJyUkMkW52ruTnbcSdcJAB4wErnbi02cFtP1zEauo1bKox1SRS+6kL68ygpjMNCZ7VCx8Tr8sgr59mfvzMUc0/AzmSNH1gtKFUKfPp0oxZ2UpWbU/Tx0zObZxFJQgGEU14mNrrUltqjfjIe8ldt0C3Nqhb+RnzX27F3w8VRZOv5w1Ys4JRZPveK7dmvYzPNNCHMC8XFzBNY7T1z+EC4QOlVdWXojswk73fdE4xImOOFCOhZE96J3RB3lapGrN5prPMERJyGFMA9YUrfiELh/5q0BzKLHOfn5LGcs+ufDaDVHTDW2d/rMhmFX/pDTibUdSF+w48BqADEpuvv8AQlGglUb+aByOleU5J6QuD7YKvXw/Gxb0BnNqTR044jBbu66D4W7Mq+8QKRGklJVkCEqq0B8ZS6JszxkEcKu1qDTGQ+TGp+ra6tngeQYTDss5qB/Ug2MLR9GX2k9pWbPzGhe+VtVM/+rxOx588/DLuOsZZ/NX4NE916hY6mY2VNW9IWyhxWCGL0pV6Ra8M/1t5krU/dSRYLjb1Y1r6paTNyJtemurlZ/LyqaKaxOn1Nki6g/P5+T+VijIf/prt8VPmeA80iZ+PJggRsmG3oLAHiC+hKMvubOs3wb5XfB9hi/91XDJdw/ajj9EgoeVHvACxF3AFWV4Kfngmaafm068GxK8//ORJh+5yVeUfUoQizsvR77Ju7LK/DEqVjq9r+ENz2865rDboZzsmQOg8EsdkPCHugDI8RKtyS++f7Csjr2a1PgyEQqDSrwwViOuJkh8w8eIWmZI6+Qx2Kq4z6ZSJMaZa9HeeTBMGbJXY6cTRUMM4F7c5UuD5DFtP2E5Tm7ERTEe+0R+wN+PoIs8GP8HK/4IZDHQ5X5Ftyu/SEUjpED8dJlh2DPACfUEkCFhNVKvGLeIJ1fjwIJj/kVk0emCK2oKln015KcfgPKzTKY28wtvPAIT1Mjqp78nXiLoUGUfRbb8q1ouNgW+keGiSXJfTBZZpdaWwT/2CtgH5blwSLllHqZ2fmE8ZVHmxSdFla8EWB0GlcS9VnbVWUFUH9gwvhGWHfcDMSygn9GJxlZ3t9IxSrPMTTFPU+aT2KI+mhtqR9S/19MMCfJR6OhdmwKtWPnuacVj9vlVh7UiCYfa2EiPPdXK1CU/SSaOiQs42juM9vk7PDPi40TcynhevhqQkqoVWvPbZUD0GcLaLvaWIsCee39hhKzDWaq1a6BK/EOkx6PLNvvgwczf+wI2+adXCuPiGvjoULreOPbrWTIdC2EIXIvkm13xX9nzyXSrIZNVUTs19q7HXCNpzTCoHIFxoAc4RpssypazBxQ5z/VGh7Xv2LCnKUlbpnLNsQQWmOto1xvEGlUSbeMzQefuiqW41u7XlMwQKDY+8235YKmGJ2/q0TYPSzjIR8/d0Bs4MUvsrSpwMy31yLBP675Y0tKZ2+0oNu4j+V7rrFLj0vqc25SVDrnvzUpgFg+tALkJzrNLgy+PcUk97gRyI3/PnlBxtnX4KShUmquiSBFSg1GBizs9Kp4PiiHd8ihUdJohttSnrogvD081U/c2Of7n1vaZiYQnLfbPbnrZR/sIUmfvFUaYJdGZ0ekCzT4OZ/FnBewNYLZW0bPNJ+gLl3rmllHhVmuZe777m0pphYwPatZVQ1GjnMfXcSwbTkKxX2mUBvvtv+3f7lRgGcGSNapenHTR0vzo609RACGh50O8JNseGdo9aueOOAY9D1ZBHR6NHP/t8XWTwgVUVIisrcO97SGPpdPcU/o1jAP2J0qQcE3kYfWBe9pvUFh0AjOwI/NMhFS0canrjTwBrdKqgCY2L+XXPzb2hIdvUxKgImwCo7WGvZQVRbHrYNtVM8+nJdrNrFJ/Cm9POhl4Evptd9Y0N9R9tB6FX3BE/2P1dg/MEOMQDABHRke3mrVftU1hy1es7lI+KLqDDIKcJlKKCk+0GztNao/U8kab0LFfStG7W2e7h28H04B8CQRfcnrnyHwzarPxzzvuMjoWePG6WPr0/FGok0vFyzlnBekKQNwcUAI2TIhO62eudHZ2dsAvCnEhlWrLajXNLZwD8G231hl1lRzwHvqzgBXAfac6wfkKSgL9/7WWiYOzO5K8RTGjp7D5OMzx3PfuD8o9qtob6d/3v33xgWfGdOPSGtopoJmG6XikIv2MT/ZZMgoZ+srJYGv+YI/+cH9ORlT5LBddK+7Flq3pGUfGneqybYmKlQT6nV9yu+JJMgV0TtfGwoqQfqeVgjYQrolVZ+V5PudEKF2rT8dXMu6xFqlli5BkYyj9RBJTPF3Z9ZLv6LCsFFDccGV4OQWq+0P8Xd1AbPlO7UPXAjPs34+tlywvXLO6fvqn2VeTnmjOPlhn1L6w3aqe+lAQePPNLQ9hxsXjo8iAWJAHEP6DqytqwaZ214896biDjebKlqgIS4FdKgtpr2dyUGRwz/N4Ck2SyQ54HghHumfB5QfU/prXo8HsD0NAGGfzPuqti7RTx5KPrdIN4pVjVaTRD7q1z0Cf6soVgrf2UE5zLL5TSYmiY19klJsQ4fcug7rDtEc/pPPXQNfZJDSlEwEYzpWLQGmrTmmIyNjJYEMVcXRJK2q6/NcBHdwo2IJyVi8OzKZTLfXBN0rtQRAxJ+o8aSngellX3Sdi0dma6VuQJfuKJA6XKxMA1KAoUdAHs/7zs1HaWJeut277dKlGY67WWRgkCuzrcmVaFontQiYVuRWFOUJrcI/nIAPrAgumHbKulAt+vbBx7bnn1X5yNcCPHgNLfBLDW6zBeBk/HqqiNA0HJ/xjAs8LtqfkfVzHp4CGhiD6RgAoAez7cmnJYVa6MEEvsIlk8ZJxNDtcBup5pISwkB1tP6vBSDk1OJ1oI2vP/Vp+W0ysz9tD+nmoM0wqqHVYvKHHoMvmcerv9wuC1pD6dRQpX8pHcyIH2MeC83Hsgui3+iGv/xqQpHPXALF5hGyHL5nEBGhS4W+tc8uGHZB3sEWYUUKZkfbPktU7jYUobPJ+7JLEIodtNCj8GdAFv6WOgjpGGuHhJ1qf5YBg1U6oZi27kniWvCCqx5ZF2vrSMKiYYpQ9CWj5GlLNcFobX16gx6ERDVnHhlLNTO985EAM22xuj9MU2MQuXTTDHZZkk0OWV2xCY4hj519ZsF96kLDPwUnR4j33yp4qDW4xfOgKs6KJBLbIYfThFVSTRsnAVl97SZZMNPLAfSqtQz5ESyIMpcho6jhZ+soeGqyoMcuRejGXcpQrELuhePNBiUeZTzkAnspEoyGdThjrZMdS0RhP248+55rEX6BRTdLO69ZCiVPLWUP8ewvaE9txex4lDqVlcFG2bVYxnVL9WDTWCffzqhKjvRP4M5uTzNfaXbiAWNmRPpZmDFHBPPFQkUnwtl/b+MYPcvk4YEN04thmm58bQsCBYuY5q8dNDSGaia4J+4F7lZFCLmUmj6bmHCXeu2h4RKhAJo9OPQZjsgA9np1k5FQeANoYCdutAa6ytLqaUO8tgXNUsfkmca0AwVxiebOpzjVYy6QMsSh/t2KAaDagK+nZLCjeH7rMhJmzpi9Nh9xlaAtlu9b085OmwxxNVlPHsQKRkmh3Cbd1/PLgoIVJxzia0GRrLYzAKiy879eWw8EiJlcUsZiDjqSnJPRP36B7Rgx0H6of/hbFXGpbN2pEc+fatUQvHABHIpmJ2VsYzwzKdTzoFEVtXCfMx/eNFH/4OFdObqRM9ME+v7KW0IpZZhzrpgmf2BTL0JevVhEFdzOJQIuVQuHdfZXWLOMQelADum/2fX3yxKT36/RTvWhugFdA3rySAKMewbW7PXfQc1S/6vbeT9y/uxatpu9u5gafDQ4diu3ZDHn86aciZFetTQDibX/Xj6GVD0tuFKfiBHEOjnYQZQtGrqVu/iYMy6xHSowfGxRCnW0QJvFFpQ5RG5vq/qEciy+e8ObP0oWRMX1qdMNSuD4hwO3AjKGmxfz64w7KTqWopZH0F2thGJorT366RedtGI+ScZtYEaPOiEQSn5hE10BpNrjNCIDlcwJEXFC7iCO4FR0c5f7w494C1sgAHHGizoilc59c0McNxYRoVYXcZ8I5qPkTI6OaTRvpRhmfTTkq3+HlEBQ2naZMAXBpvnS2cJa0GIieaTDOHMtUq2k/jzDdXdOsOwP97OYLuhSPVMAgrkaJ76bcuL8Zo4+hKL+VQcdmEzmK1HEZHkNkJ/ocnN8ZMOXD2jmjBvIvZK7/QRDzobKFHJBeytpZZ/V4zsNHPZV4p4ZwlAaN7eQoRs/zNWt2emPWZ5WydYckQGpNrzd7Xp/8SwGatMFk64+WdgWtBPLYi0a4WYyfoB3vMt75w8bdawHnnS2uaOzHRFCU+Vm9P0J57ixsD3Ct+eXMH5X6ouJ2r7J/P/ztQh3/Ef3zEG50r5ZioB3swT3Z89Ge6qWbv1HxvfABoM85evBMluWxJ947kVbte/a8/iDmHn5L5+gxgEXcvpfwLQyyegpIldWx7rdxuIaC2iTHs8iOePu5NkVmrs6covw/zdASOAW6IQqpAViEntEtA/NJBKANuxRBIVlhKt/MGVmNaAo/ChY9GOztD1JNlEkjqrcmI6jN1k1OPt/i/Rl6K9IDzhnnm/flnpI8B3L+byNFVrIV24WNAu2nkk1EMKAnccSSKHt2UYCjFqYmAypCikR0D5ZJQdftH2WCHH4sBd1+4xC+85DrByjkGnP7D4OrS5YW0XqthFOdlLIies2zCt42HiZeupa6mDZfYD/nkbu74143sVHjunBD8kP1O3aaEDKoIDUXiGvPO0SP5wkQP6/BnVzyqEbco8F5d9qt+RVBO1BRCqkvD/pFlZBfWrTZ5aGOIufLCBhQ3n3BHujEzxkRx8fDfTnwntrCv+yC2WyOkLbl09ByzgeFqCcnmr5iBMDr0F7cFFgwIC2dv+f4qXsq/HjP7PitOWr9KiRobqyYuML1CsnmndW/POq20sikPFV7UmvsVvIqzUXcf5ZR7OIYqBMnn6hnCdRg/cJckpfuWuoJkAboXthERct1Sq1ltdbtxB+pbkvg/KcKI0z1X30xFTXM+3uibN1JPNdy0G1Pcfn9F3IZeQN8o1o7GDMVSknQADMVSv/Kwe2K3iM+Vja8MnymNCTvn8lV7uk7oflQkn6e69R9FJR/JJJOUzweW9IFvE8cAPtkRdIPOda8Qx9y2aNXZQDgXItYgxXjkwKbK1jHpmWHBarZsY6WXBmEAql5QubJnNdhS/D4wa6tXRapbKIMq2KEbQ+YZ3a5mXwmBJ6opia6mO0yRJudYUeyR7AgPs5zH2Ew8pIIF/seAm2pC/neEQbocnjaaSTmIFPOx+Zbx04FYmhBgG/6WKM6FztW1ZvzSENRUf0vRtljcibyyuntz+vfLPoh2CzqPe2T9QPd5sDAieYkKDYXdMiDsmHGzvszP3GkMSPyBwOhIDQt2Heo+aGANMSMv6rBDtmag1rpn12XG/Ln41kIEsxSUqJHxIUflld1fWFLtGpbNhn6+1au8iByrdFvadu75Pu2mNjaqWZwuZwQbRIdtFKOEQWx2HQHQpnrfjgHnaGraPvsdR2xNE8IQnwOXhbu5ipwaj5pYaV9BAQoTKqByh85i8EwntHTK6OfDhQXnhLlLeHOGh10uZlBShB0sT/kKyRMa2d4P1WVfgQami+Q+vvXVcTXIHllC/GN6ZWLvc/N1hJ8HhKNP6N7Faeo/aeOmKgk5giibMU1Krw9EKPLsoSn/NKu0U1i9TafySCj6keTwvTH8/bIBncxSM3enHvZ97VtGDW3vjLZ+LI6lZE60p9mdEkXm+HkNqHXK7OzZAbEyIm5NKUPZdtWbwjQfH5qw5U0XlQ47E46g5zQUisNG0CQLbASFLje1aYjjIQelCLGrbmY3v177cLnor8O1/sufGz8VJiur2McVctQ6gDyK7o0acmRJnhz9Sxgq8bD9kfMjBUN4lvr63q1KLV3INVy6ckDZQIlD8dht5UcKvxKEgEQjnsUoQ2Hgj2a7dAbAhbcKMDzaVg+nlTN4mddZGccAdl5K+iDUL9jFpdhrOJS/yG/Gji2boSCl/P25ioOI/63bOLaWR+aSuf0R9yfwVhXI5AHTKZdnbglPQUKwQg1BduHzRfiWBhfpCuEznpTUaYP+oRKBq9l/jgG8rFBrYknyjo+wesK4UAFPTvEHdDIMOeVd8Oriiuw1N+T5qXiOwK/ZgKM256MLlvtqke0gXY/E4dMHpjkPRw6CSm1/vIDZVQI3UIN49sgrUXcrXipKxytawRdxFsUbz5JlyMmYg7QDBEuOPswEMeDJOnKs5S77gEREzOo8gqudWDes2KiG79PyXeVyJflfQ2ZdMoQzk7Cjf/3MAMlWXZnzdK+gY0BdaZzqcELgLTIilqoRV0Xbjnz7ryjPosIf/OmxP6T9QOo5j1fSdudmPYX5JsxtfzMv2QswBOPccPW40Hd1qTaDuvQnw+cRbR1zIlLjB/qM0I5jgCjwIPhzb1VpV8rZMGO6RrfZRa9W6ZGqjQNuxklSZ5fuRY9melVaCRkx3CmMSwrjmi8vdRZCQCni74+EjBfWtO92k5CFEC5Rh39irMGWNfa1MLHXsmu8Y9TLpuKKZNGa3XSmsUG16guS3/sbJhpMv8VR1a8mmSYjSSujH6TuOHquOmeBZlEKJFNZas5jk2OAVNgTBu2fqU0R8oqQa02WD/ivF+YCOe8rWpLvdQH8gCO6KPimvXHRK44MIxqG76tSvrl+oFA0n/k90eXO/HiyDsuQGqorFHabYVBM0eWxZZwtLsGHZmuvLrEnhsYto5txHvruUatsX16cuJ7KGYEJEzkGRE0f/XQ6k9evFNd6kgVnqA+NP3vvxb1i+u/7pem/l/zbRkmOmuB4IQ3Q0krolXrAJW4cwz0BcJRd3ebJNWl4dEG/YnrGGRS5L3M0SnqH/MX6r090940WPOTpdHEMrmhgeWX/FztbKEvBP3gh9W/abJ/EtYNzPUpT+wvO6wS/K2TJt2YMeJRjJnpTHCG7qKatuDV4s6YvAM50a0gJwa7Fkc9tfU/TGv2MidT8nCnxIfVb1HnpS/e/X02+fy7V8OoEua2+7YCvkIk6/E8KOxKmvSCq1NvGRSSHAg0pkd3hZ4d7yBeIqvvF/nn9K4qm1XEwvqKUX8NF0D1Yd/OlERMA6Z7OMmZchiFTC2VzEkjDxvEIuaF98V2T6RrIa+7u5Mrk1A/3d/3eOBUWIwKvezvJJ05u594XvlPYss+XIWV8sY9HCWdnFnk5FXuAJ6bpSQP0VeIvmg1jI3E26yDGOYtwv27nM62qR4N5cs1TzFjWLaoSx4EzC8I/cn5CEEu+wHp3dIHhngP3fUl4rCDJOPrq3W5EyX55wtmVvtml9FbnWloOZZfmsa+7VsZjiKllfTqXdHSKlXvepW62kNEbg3E+gxrLyTTpXsjJCcr8dWkm+L7Ta07LTgPKQUVpop2zejDP2JyCX8nEPdmEDkTupswfFV9uXLpKxdabt07185vxEbJ061zx2J01dnExxMPpXCVrunMS9ZVkrUFoMBB9+OK64BPMe6mNaMUXTc0EHz500NlLZUA9+hpVvQJytlzwtZqSEEQFrLrcFcmxw8lLNXgPKzp9q6piXhvUhU22dVu4FZ70gyP9w5Pbvzb5D7Ql71fYr5Ie1sRRjTAogX2VGNOq9p79j7mJwe4ubtLuVjf6ix8DdGpYopUHXPQfTZX5F3Qkfh8D2NYDdvdhyx3OpKBOHYnxMHmPsvtXEn25OtsSjy4QqrNMR5eeLX6ZUNj+q5gHCn0jf5j3ILyOKy6fq/XC31ZdOhnzfGHz9Gp2YPw8VyJJ4zWGi/XYH6bOvo+y//OI4ZgNybIRtNdBfZZoDAU3Z/J6RRnqlSDjkyJcTVovN72/vNOM0LhVaMQs97ti3tVs5IrYbhR6inyK/VD/Re5jst6VELl/TMKHSKGMd2+xNBx/ltSML6PHlNaV0I5yzoTqaqCFkbeij38LeP/xj8O8Ox43T/heqdEeKytdegbQdYqQCHvBspxvO4vIoAYcruvcodvEqspf17pTwbKx/VmA3O/UbC1/zvMwK7ukraQKVQU+2fTfngNWgDT+/pZjB/LhNHbaEtFpUD9SyLCAWq8V6Rd7ZheF0LoXMczUpmf/ObBCn+TY1TU1xQ3I5laiBTmlm4Fb9NmreSqFf5LnFiLfo6R5QPP/aCBrJUB9AV52wEOvmx66OdIz2gX/glY53Lk6zaZX8b1+64x9w+GXVglIiFt3bPSBGv1tO3E3Ic1M/F2EgCe2uDfbKAYRwH744DSbZEVPFJsk0l3OK/oJ4K5zUsQtljzDkire4XyWlbdrnENxQVQt9DTNJVT6bH6mZ5bGhekWemGduGM7yVdHgZtFI0wvG3FP3Piv/XvhJhrYbDKZ+AL6PcyQkWNCCDP3CKWIc3mSNRgyse9ftI2q/fPfuOysKIxp4JBQmHwhq2MThB6tVNzE3NXmzxuiji7Y1ND3TX11CoJbjvQZw3FOKqxEhuYqaaG3Vb2ZKA4S5IFgZTuNRrwVYB0palIE1XDF/msq/aKGSLcH7z+feTa+VF2wKmjzsttDysxXds1tX+gjOIWcAryPvIYT4JKu0qqpBfw48hh4zVWjFpkQeUFHGkH+888R8R5cD/98cJfB35pbwErsbJodw2k6mJWYQVGcSp0k03chmXm5hV57tGwwVAO7G0TChzyKWXiUrAGYmDwGnAjQFUfo9mh6ROlcYYlTq7tSpgopLW2J3jp8iFiKW96nhdxAYmc3kinYNpl1dEVHwjTSkhCmVnEMgE5BcEFM671VyMQJbq2Pqfn98gPAB8cAp7ddTfq5eY2V9qyQcMGnSCj78yt775rCySmytS7Py6QfyL4180xq6dJ3T9gQxD/yuafmj7rVkyfcmGiJGdXS/7z64nKxZu77kNxM4tx15N200FKHSdVAj+tLoP0dpXeB5m/uif9Ur15oNvKuLGbgOuApZY8LzsR8KnU6EGUsZd5YDXknqPdkPAAoZ5k8hPCHsoOhtkolggTwzOys/q+HjO6b1RcZZt2JuhyojeJCSHZQ7MH9Si9166a84gVOP2N6b9SBBHBgWHSpBVYMzWry15GY2F6DSKkTGefX3ZvjeZ42cauID1yPkDrwHJfayuh10smTfJ/Eyxq2RDsZTLxxG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<SOAP-ENC:Array id="ref-442" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-563">Pelvis</item>
<item id="ref-564">General</item>
<item id="ref-565">3D_PelvisVIEW_T2.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-445" 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<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a12:DynamicStepProperties id="ref-662" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a10:SingleScan id="ref-663" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-696"/>
<scanProcedure href="#ref-697"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-698"/>
<geometryName href="#ref-204"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-699"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a12:DynamicStepProperties id="ref-664" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a12:DynamicStepProperties id="ref-665" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a10:SingleScan id="ref-666" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-700"/>
<scanProcedure href="#ref-701"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-702"/>
<geometryName href="#ref-204"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-703"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a12:DynamicStepProperties id="ref-667" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a12:DynamicStepProperties id="ref-668" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a12:DynamicStepProperties id="ref-669" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a12:DynamicStepProperties id="ref-670" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a12:DynamicStepProperties id="ref-671" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a12:DynamicStepProperties id="ref-672" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a12:DynamicStepProperties id="ref-673" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>2</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a12:DynamicStepProperties id="ref-674" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_MANUAL_START</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>6</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a12:DynamicStepProperties id="ref-675" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a13:DynamicScanDelayMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a12:DynamicStepProperties>
<a8:ArrayList id="ref-676" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-328"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-677" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-704"/>
<methodDescription href="#ref-204"/>
<name id="ref-705">CoilSurveyScan</name>
<anatomicRegion href="#ref-204"/>
<anatomicalRegion href="#ref-204"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-706"/>
<lastModifiedTimeUtc id="ref-707">9/26/2018 12:18:32 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-708">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-678" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-709"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-679" 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-710"/>
<approvedFeatureSpecificOptions href="#ref-711"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-712"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-680" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-328"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-681" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-713"/>
<methodDescription href="#ref-204"/>
<name id="ref-714">SenseRefScan</name>
<anatomicRegion href="#ref-204"/>
<anatomicalRegion href="#ref-204"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-715"/>
<lastModifiedTimeUtc id="ref-716">9/26/2018 12:10:47 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-717">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-682" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-718"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-683" 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-719"/>
<approvedFeatureSpecificOptions href="#ref-720"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-721"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-684" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-328"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-685" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-722"/>
<methodDescription href="#ref-204"/>
<name id="ref-723">CoilSurveyScan</name>
<anatomicRegion href="#ref-204"/>
<anatomicalRegion href="#ref-204"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-724"/>
<lastModifiedTimeUtc id="ref-725">9/26/2018 12:18:32 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-726">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-686" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-727"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-687" 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-728"/>
<approvedFeatureSpecificOptions href="#ref-729"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-730"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-688" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-328"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-689" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-731"/>
<methodDescription href="#ref-204"/>
<name id="ref-732">SenseRefScan</name>
<anatomicRegion href="#ref-204"/>
<anatomicalRegion href="#ref-204"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-733"/>
<lastModifiedTimeUtc id="ref-734">9/26/2018 12:10:47 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-735">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-690" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-736"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-691" 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-737"/>
<approvedFeatureSpecificOptions href="#ref-738"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-739"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-692" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-328"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-693" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-740"/>
<methodDescription href="#ref-204"/>
<name id="ref-741">CoilSurveyScan</name>
<anatomicRegion href="#ref-204"/>
<anatomicalRegion href="#ref-204"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-742"/>
<lastModifiedTimeUtc id="ref-743">9/26/2018 12:18:32 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-744">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-694" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-745"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-695" 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-746"/>
<approvedFeatureSpecificOptions href="#ref-747"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-748"/>
</a12:ScanProperties>
<a8:ArrayList id="ref-696" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-328"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a12:ScanProcedure id="ref-697" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-749"/>
<methodDescription href="#ref-204"/>
<name id="ref-750">SenseRefScan</name>
<anatomicRegion href="#ref-204"/>
<anatomicalRegion href="#ref-204"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-751"/>
<lastModifiedTimeUtc id="ref-752">9/26/2018 12:10:47 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-753">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-698" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-754"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-699" 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-755"/>
<approvedFeatureSpecificOptions href="#ref-756"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
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<SOAP-ENC:Array id="ref-706" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-767">PreScans</item>
<item id="ref-768">PreScans</item>
<item id="ref-769">CoilSurveyScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-709" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-710" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
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</SOAP-ENC:Array>
<a12:ScanProcedureConfig id="ref-712" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-770"/>
<allowedGradientChains href="#ref-771"/>
<swOptions href="#ref-772"/>
<hwOptions href="#ref-773"/>
<coilOptions href="#ref-774"/>
</a12:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-715" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-775">PreScans</item>
<item id="ref-776">PreScans</item>
<item id="ref-777">SenseRefScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-718" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
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</SOAP-ENC:Array>
<a12:ScanProcedureConfig id="ref-721" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-778"/>
<allowedGradientChains href="#ref-779"/>
<swOptions href="#ref-780"/>
<hwOptions href="#ref-781"/>
<coilOptions href="#ref-782"/>
</a12:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-724" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-783">PreScans</item>
<item id="ref-784">PreScans</item>
<item id="ref-785">CoilSurveyScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-727" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-728" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
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</SOAP-ENC:Array>
<a12:ScanProcedureConfig id="ref-730" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-786"/>
<allowedGradientChains href="#ref-787"/>
<swOptions href="#ref-788"/>
<hwOptions href="#ref-789"/>
<coilOptions href="#ref-790"/>
</a12:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-733" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-791">PreScans</item>
<item id="ref-792">PreScans</item>
<item id="ref-793">SenseRefScan.Protocol</item>
</SOAP-ENC:Array>
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</SOAP-ENC:Array>
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</SOAP-ENC:Array>
<a12:ScanProcedureConfig id="ref-739" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-794"/>
<allowedGradientChains href="#ref-795"/>
<swOptions href="#ref-796"/>
<hwOptions href="#ref-797"/>
<coilOptions href="#ref-798"/>
</a12:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-742" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-799">PreScans</item>
<item id="ref-800">PreScans</item>
<item id="ref-801">CoilSurveyScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-745" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-746" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
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</SOAP-ENC:Array>
<a12:ScanProcedureConfig id="ref-748" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-802"/>
<allowedGradientChains href="#ref-803"/>
<swOptions href="#ref-804"/>
<hwOptions href="#ref-805"/>
<coilOptions href="#ref-806"/>
</a12:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-751" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-807">PreScans</item>
<item id="ref-808">PreScans</item>
<item id="ref-809">SenseRefScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-754" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
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</SOAP-ENC:Array>
<a12:ScanProcedureConfig id="ref-757" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-810"/>
<allowedGradientChains href="#ref-811"/>
<swOptions href="#ref-812"/>
<hwOptions href="#ref-813"/>
<coilOptions href="#ref-814"/>
</a12:ScanProcedureConfig>
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