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<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-131" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-243"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-132" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-244"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-133" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-245"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-134" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-246"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-135" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-247"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-136" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-248"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-137" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-249"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-138" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-250"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-139" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-251"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a10:ExecutionStepList id="ref-140" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-252"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-141" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-253"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-142" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-254"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-143" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-255"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-144" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-256"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-145" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-257"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-146" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-258"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-147" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-259"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-148" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-260"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-149" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-261"/>
</a10:ExecutionStepList>
<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-262"/>
</a10:ExecutionStepList>
<a11:MsvProtocol id="ref-153" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">
<fusingMode xsi:type="a11:ProtocolFusingMode" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">Smooth</fusingMode>
<processingMode xsi:type="a11:ProtocolProcessingMode" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">AutoWindowLevel</processingMode>
<rows>2</rows>
<runningAttributeTag>536940554</runningAttributeTag>
<description id="ref-263">Default MsvProtocol</description>
<startindex href="#ref-264"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-265">MobiView SURV_MT_SAG CLEAR</outputSeriesName>
<prefixes href="#ref-266"/>
</a11:MsvProtocol>
<a3:HtmlItemDescription id="ref-154" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-267"/>
<htmlDataBuffer href="#ref-267"/>
</a3:HtmlItemDescription>
<a11:MsvProtocol id="ref-157" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">
<fusingMode xsi:type="a11:ProtocolFusingMode" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">Smooth</fusingMode>
<processingMode xsi:type="a11:ProtocolProcessingMode" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">None</processingMode>
<rows>3</rows>
<runningAttributeTag>536940554</runningAttributeTag>
<description id="ref-268">Default MsvProtocol</description>
<startindex href="#ref-269"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-270">MobiView T1W_TSE_MT_onv0 CLEAR</outputSeriesName>
<prefixes href="#ref-271"/>
</a11:MsvProtocol>
<a3:HtmlItemDescription id="ref-158" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-272"/>
<htmlDataBuffer href="#ref-272"/>
</a3:HtmlItemDescription>
<a11:MsvProtocol id="ref-163" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">
<fusingMode xsi:type="a11:ProtocolFusingMode" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">Smooth</fusingMode>
<processingMode xsi:type="a11:ProtocolProcessingMode" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">None</processingMode>
<rows>2</rows>
<runningAttributeTag>536940554</runningAttributeTag>
<description id="ref-273">Default MsvProtocol</description>
<startindex href="#ref-274"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-275">MobiView SURV_MT_COR CLEAR</outputSeriesName>
<prefixes href="#ref-276"/>
</a11:MsvProtocol>
<a3:HtmlItemDescription id="ref-164" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-277"/>
<htmlDataBuffer href="#ref-277"/>
</a3:HtmlItemDescription>
<a11:MsvProtocol id="ref-166" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">
<fusingMode xsi:type="a11:ProtocolFusingMode" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">Smooth</fusingMode>
<processingMode xsi:type="a11:ProtocolProcessingMode" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">None</processingMode>
<rows>3</rows>
<runningAttributeTag>536940554</runningAttributeTag>
<description id="ref-278">Default MsvProtocol</description>
<startindex href="#ref-279"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-280">MobiView T2W_mDixon_W</outputSeriesName>
<prefixes href="#ref-281"/>
</a11:MsvProtocol>
<a3:HtmlItemDescription id="ref-167" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-282"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a11:MsvProtocol id="ref-169" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">
<fusingMode xsi:type="a11:ProtocolFusingMode" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">Smooth</fusingMode>
<processingMode xsi:type="a11:ProtocolProcessingMode" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">None</processingMode>
<rows>3</rows>
<runningAttributeTag>536940554</runningAttributeTag>
<description id="ref-283">Default MsvProtocol</description>
<startindex href="#ref-284"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-285">MobiView T2W_mDixon_IP</outputSeriesName>
<prefixes href="#ref-286"/>
</a11:MsvProtocol>
<a3:HtmlItemDescription id="ref-170" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-287"/>
<htmlDataBuffer href="#ref-287"/>
</a3:HtmlItemDescription>
<SOAP-ENC:Array id="ref-172" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-119"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-173" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-114"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-174" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-73"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-175" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-176" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-81"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-177" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-109"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-178" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-76"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-179" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-116"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-180" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-111"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-181" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-113"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-182" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-110"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-183" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-84"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-184" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-87"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-185" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-70"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-186" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-83"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-187" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-118"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-188" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-115"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-189" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-74"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-190" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-117"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-191" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-112"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-192" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-74"/>
</SOAP-ENC:Array>
<a5:ArrayList id="ref-194" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-288"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a12:ScanProcedure id="ref-195" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-290"/>
<methodDescription id="ref-291">TRA    TSE   755       40     260 </methodDescription>
<name id="ref-292">B1_calibration</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-293"/>
<lastModifiedTimeUtc id="ref-294">2010-04-20 08:44:16.002</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-295">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-196" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-296"/>
<htmlDataBuffer href="#ref-296"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-197" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<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-297"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-198" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-298"/>
<methodDescription href="#ref-12"/>
<name id="ref-299">T2W_mDixon</name>
<anatomicRegion href="#ref-12"/>
<anatomicalRegion href="#ref-12"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-300"/>
<lastModifiedTimeUtc id="ref-301">7/31/2013 2:32:56 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-302">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-199" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-303"/>
<htmlDataBuffer href="#ref-303"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-200" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>true</scanAlign>
<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-304"/>
</a12:ScanProperties>
<a5:ArrayList id="ref-201" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-288"/>
<_size>0</_size>
<_version>0</_version>
</a5: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-305"/>
<methodDescription id="ref-306">TRA    TSE   755       40     260 </methodDescription>
<name id="ref-307">B1_calibration</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-308"/>
<lastModifiedTimeUtc id="ref-309">2010-04-20 08:44:16.002</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-310">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-311"/>
<htmlDataBuffer href="#ref-311"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-204" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<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-312"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-205" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-313"/>
<methodDescription id="ref-314">MST    TSE   518       8.0    90  </methodDescription>
<name id="ref-315">T1W_TSE_MT</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-316">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-206" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-317"/>
<htmlDataBuffer href="#ref-317"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-207" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>true</scanAlign>
<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-318"/>
</a12:ScanProperties>
<a5:ArrayList id="ref-208" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-288"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a12:ScanProcedure id="ref-209" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-319"/>
<methodDescription id="ref-320">MST    TSE   518       8.0    90  </methodDescription>
<name id="ref-321">T1W_TSE_MT</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-322">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-210" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-323"/>
<htmlDataBuffer href="#ref-323"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-211" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>true</scanAlign>
<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-324"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-212" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-325"/>
<methodDescription id="ref-326">TRA    TSE   755       40     260 </methodDescription>
<name id="ref-327">B1_calibration</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-328"/>
<lastModifiedTimeUtc id="ref-329">2010-04-20 08:44:16.002</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-330">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-213" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-331"/>
<htmlDataBuffer href="#ref-331"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-214" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<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-332"/>
</a12:ScanProperties>
<a5:ArrayList id="ref-215" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-288"/>
<_size>0</_size>
<_version>0</_version>
</a5: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-333"/>
<methodDescription id="ref-334">MST    T1TFE 4.0       2.3    20  </methodDescription>
<name id="ref-335">SURV_MT_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 xsi:null="1"/>
<lastModifiedTimeUtc xsi:null="1"/>
<linkState>false</linkState>
<laterality id="ref-336">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-337"/>
<htmlDataBuffer href="#ref-337"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-218" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<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>
<a12:ScanProcedure id="ref-219" 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-12"/>
<name id="ref-340">T2W_mDixon</name>
<anatomicRegion href="#ref-12"/>
<anatomicalRegion href="#ref-12"/>
<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">7/31/2013 2:32:56 PM</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-220" 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-221" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>true</scanAlign>
<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-345"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-222" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-346"/>
<methodDescription id="ref-347">MST    TSE   518       8.0    90  </methodDescription>
<name id="ref-348">T1W_TSE_MT</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-349">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-223" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-350"/>
<htmlDataBuffer href="#ref-350"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-224" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>true</scanAlign>
<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-351"/>
</a12:ScanProperties>
<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-352"/>
<methodDescription href="#ref-12"/>
<name id="ref-353">T2W_mDixon</name>
<anatomicRegion href="#ref-12"/>
<anatomicalRegion href="#ref-12"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-354"/>
<lastModifiedTimeUtc id="ref-355">7/31/2013 2:32:56 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-356">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-357"/>
<htmlDataBuffer href="#ref-357"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-227" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>true</scanAlign>
<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>
<a5:ArrayList id="ref-228" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-288"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a12:ScanProcedure id="ref-229" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-359"/>
<methodDescription id="ref-360">MST    T1TFE 4.0       2.3    20  </methodDescription>
<name id="ref-361">SURV_MT_SAG</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-362">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-230" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-363"/>
<htmlDataBuffer href="#ref-363"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-231" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>true</scanAlign>
<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-364"/>
</a12:ScanProperties>
<SOAP-ENC:Array id="ref-232" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-70"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-233" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-72"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-234" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-80"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-235" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-77"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-236" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-69"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-237" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-87"/>
<item href="#ref-84"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-238" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-75"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-239" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-86"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-240" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-76"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-241" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-68"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-242" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-73"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-243" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-83"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-244" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-74"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-245" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-71"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-246" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-85"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-247" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-81"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-248" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-78"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-249" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-82"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-250" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-251" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-79"/>
</SOAP-ENC:Array>
<a5:ArrayList id="ref-252" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-365"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-253" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-366"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-254" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-367"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-255" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-368"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-256" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-369"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-257" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-370"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-258" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-371"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-259" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-372"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-260" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-373"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-261" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-374"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-262" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-375"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<SOAP-ENC:Array id="ref-264" SOAP-ENC:arrayType="xsd:int[3]">
<item>0</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-266" SOAP-ENC:arrayType="xsd:string[1]">
<item href="#ref-12"/>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-269" SOAP-ENC:arrayType="xsd:int[3]">
<item>5</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-271" SOAP-ENC:arrayType="xsd:string[1]">
<item href="#ref-12"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-272" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAAGZxNEQAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACABaB5MqY2RgaRFhYGAwYIAAHyBmZAUzWUWBxJ3aIMdvz96qHZFryf/MjFuOkYmBgQmomxkkKyDB8J9RngEkBlKrACQUQGwBEYg4I0RcCIdaRSAbAFVUDQAHcCDdUnAg3VJwIN1SUEsBAhcLCgAAAAAAZnE0RAAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAdwIN1SUEsFBgAAAAABAAEASAAAAJYAAAAAAA==</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-274" SOAP-ENC:arrayType="xsd:int[3]">
<item>0</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-276" SOAP-ENC:arrayType="xsd:string[1]">
<item href="#ref-12"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-277" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAAI1xNEQAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACABaB5MqY2RgaRFhYGAwYIAAHyBmZAUzWUWBxJ3aIMdvz96qHZFryf/MjFuOkYmBgQmomxkkKyDB8J9RngEkBlKrACQUQGwBEYg4I0RcCIdaRSAbAFVUDQAHuSDdUrkg3VK5IN1SUEsBAhcLCgAAAAAAjXE0RAAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAe5IN1SUEsFBgAAAAABAAEASAAAAJYAAAAAAA==</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-279" SOAP-ENC:arrayType="xsd:int[3]">
<item>12</item>
<item>0</item>
<item>1</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-281" SOAP-ENC:arrayType="xsd:string[1]">
<item href="#ref-12"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-282" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-284" SOAP-ENC:arrayType="xsd:int[3]">
<item>0</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-286" SOAP-ENC:arrayType="xsd:string[1]">
<item href="#ref-12"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-287" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAADxxPEYAAAAAAAAAAAAAAAAJAGwAaW5kZXguaHRtU0RXAIwAAAAACADFYoIKY2RgaRFhYGBQYYAAByBmZAIzWRWAhAKQzcgK4YsCCS315ftmL5nfbnaxLhykjonBh4EZJCsgwfCfUR5DL4OACEScESIuhEOtIpANAFVUDQAHo9/IVKPfyFSj38hUUEsBAhcLCgAAAAAAPHE8RgAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACMAAAAVVQFAAej38hUUEsFBgAAAAABAAEASAAAAJMAAAAAAA==</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-293" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-376">Calibrations</item>
<item id="ref-377">Calibrations</item>
<item id="ref-378">B1_calibration_fast.Protocol</item>
</SOAP-ENC:Array>
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<a12:ScanProcedureConfig id="ref-297" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-379"/>
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<SOAP-ENC:Array id="ref-300" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-384">Spine</item>
<item id="ref-385">Cervical</item>
<item id="ref-386">Sagittal</item>
<item id="ref-387">T2W_mDixon_TSE.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-303" 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6fa3EoyR3ArH7E7pjWmxOadeA+4F3so8k0lK4uNfRQ2gysj6God57dujlWd/8E+fQ77mOwnbf63mfYg366Dsyl2PcZp1fhG7r9A34cuQUN5kZeD9WjuleEcdLBuEHJ7wAe8vjP5qRTa2dI2SBJhycpseJMoQN4969KIDu2/4Q9o5Z1OFZjFU1lLAPzVG/J/AjTWD+Vh9hdQhTn0Rn8SSkVaIYQiAgJ3NxWHtjBmKSzmWsJIXP/FxnSrlp4EvHcu1klMtABqp51f7AqCfDxkoxW7Poo9sgTzog3D9jxwnM0KIhSYdSjQXQMNgVF9PYzOWORbP+dh1Q/ZWMnkF3wp9GLPqmOwq2/CHgkS7xTQ/LtHUaGYm/cvkSlROx4EziKnWySts/fCpUCnbOrclUwIOnKLX1BsihxOWw5B/HPAPQxKFbn4W32Fu3vfBEdvK3WAz8vJXJYN8L+Rpgi6p6V9S/0j0EWVyOhhSLsnA3gQe6hVdLiMZH6OwmkGIWd22/oDGqX+gc7+MVchcwaIq9Z6ml0Jlf1KXPSd8YRgP3SzgfMQa5AkdpDJ9NS4gnjsjvSAIL9JM0QxNh+7Z1FQN3yRRwEHmWR05YLrN5lWBsvWSpyIZL85h1F5FpKaZz/IoQ9QFBroKuRevyK573uXf6nRLSzUwSwol3ULDacVzWz2e1WkxdT+CFlMQ8e83wQQGP2y7Q6otF8+ZyWLZtj9cZQgmYwj90qFtuB9+4KwLeTuQ1v+yRbDH50u72Nap8nx9EL7UMOsgNz/8jXdjyQqjACmSOH66Udqf290hVYyrP6cWPZ6dyS6fgIeUhZ7kxzxOIUDR8hlUjuwPtsYihAC139AQTPv5EaQh48TBmgWZPVAvtjj8J1wtN8wUjqyRlAih1+G8SSUHcWJXypmfkoPSh7MNLrxwknZ1e12q5n7ojD60NCDh1a8eYnW3atPVWRR4ATL9bMQO8ydCfrepXsLyavWnAZkfjn55BEtL1cyTq4LNOxM923eWOdXLYfHdrbzUsrpoY5Rl48E+nt6yQqSHQs9ALBAX7GZC/XNv4Dk4HdNeUJbCEnIC8cgYy/KOV2c0/gFu2of30rg7Us+DOO9VbTa7qbPuzZUQLSgPAeyRGXuDxVSMUbw/lXpevBb9G31Kodgy8UPL6qvmY/kyNDqQFaITdpI9Qm1wKPqWmH8+gFIsW/FikzeFbTnQYZ+/zNbI15eFUsUzL97HlNQ5hxKjaSJOYNf6IQIPQ6B5gmxC3SVffwCwo7Mz8n4x7gG5KTEVfeAU8aD8Nvk5xUoCsTS3aifMOmJgd5DcuGxmBrVeEXM7rdOwUlj0fL1JIpEuzjKVNBH9KxeiRMyTtJJ0orKxad/i63HmbglN9NzUxlP6ZgNV6+xJc26iyuSIcav7zVneGDquf6eB77ZqtpuKhE6TGX+HFQcw/BD401To8mf9VXpypaWrgTsdln7EgeL3bS6NYyvX/sLZqrVU4CjxGskIMlFb4u/mkXzJKKWO8MK7xgmrqnes9o9z+M/zgudGciuy5MwanTpeYVK3hyag+qY7EcNhDLoyaoBLSRLMert/cNEdFK5jD8S7Xtdny+n+XlIRCLWzsni41T8/161Z9iujqurijviRqpAPkUCBO/Vm+YkLuldb5gZ2rOvB24y65+nBniz0dBIsWJSpj/k4gXPmpZ80cgwUungpFDT2qsn1tl17pa29mk7z7SkbV28lGpPp7A8gU/wNRoo+bVpUi1StERgHbFSYtwUfO5hDZbuWriXYbSiuA8pcqEPzauAj0vS+T4EvWmza2lLOOQA+ScpjDbFAMGRNAmbhvoRb4yNfF9ZIbgGxsorBnrjw+AKDndAix7KpcL2dFHhLDcHCH5p2vtJgy/s1NxvPhof2qjxg1ZrdEQM4fhcOUnEHTKvZP12VorQrnqopcTyouKRauAEZZo5J3RGwI2ZxkH1yqub3MRO/BNGuhKLETr9xgDd4eUnmNfWT0K1ujHAuN0d4yr3g+sD0y/s8Rlm9hf6z/U1NymShD6ALRuRiiMKLK3dj1vI6apyruTxNYkpD9Z4Ibt4h9emeF6c3jE2qWSg+WeFkSIKcUiWcx3USh803gOhea9a4zwvgE9uXjs5r0uaGSqPPvgyjKmiT1gdD1idi/Z2vQyLZaHoFr9TAotda6C4oz18wr6PfgS6mpLAfwPby/46Lp6JpKt5CzPZ6lRSFcfIfJigjy4k6bNQ1ehe2KgdJKE1xjPNiNxJzeixfx/D1kZKECl7U1Ms+vgpyPj4dogkHEodyrksLxrIQPxeDyaMZazYFViYp9XaHv8lgjMoQFMbClfiwnmuQIwqGJhSHQhYSZPwjjuHSKVP2ju2iZGzX6Nx7cYVtIz5rDzlo5QYn+fbOH8WZwOX2Ru/G/pE1hIzCxSNPL/azw3HqF8VhrMA0XIeSNybT8jM/iAmuvozeRpbr72Qd6tnXSiHMq/C2rNmKw2YRKYZSZyw0PleFpCg8ttPfasUVGyMHZ9iEEOkYbg9pwgt7V1fBGak6BhubuqsIoOF89W9IFogW45qnuRzuQ8Y+Toz2735Jqt00ejQj22/FWJtz4mHC7XJ2KVjTQDsw7bx0VZWBQbL968q1vvKNXYniF9JEJ52XHAXAFvU5uv9NC80190z6ROnqofwfIMk7JK15FfOaO7Jg3bDBlNxTYJDHnoeKcFtg59iBy9X/2PYnemWIjA5HfR2kFkQrVu97SJ6bzS7rgdR/5EzUF2kJ5m7MEJRww3YJUogDDUK5kXpfZbwYAJL7xZEd79XSC8//fRZY5CZfxlG63fZuu0yZ6LmVTpWTKN/w1b1+m5rS08Kz51qMfD7z7vYvsv1ZrOH1PuAPZDrbvQStNdj74f04BYeKgaKuWpCTNcyxhMkqf6wv0yuyhb0stzg0WYwIilwA+Mx7QnAcq+DvL358RA1MlSAfbLcw920GMxQeG+OZK525W1vaoWz6hosn8jZ+FvAgS1TeZs5IAj+61r2kpLox0C386LGJQ+/F7fqX46bLN7MEZ11tsVpsXOasFl449mELTW8E82u/0+x7D2ud/IMCROGzhc0tCX+4X8lFUbr1EuuIHhPtUCPAFbbNa34vo4dsmSa/+jZa9u8cFkL6n7PnEoqmli9TRnyjfDjs+WlP9RzgpKVHlMT5q8Gs22LKVP8urQsF8iJrNMMCezs7r/PMz8HKPqH7UALmlmiH2VDZ7aElu4D8owHVqwo/sSzL5Q7Yxn/g8buTgTpyj7+fauZsAyyvKE73wNs4nxIP8Ay/sVcfad4D3jIOJc3Rh0h3Kt3C4jBDLs3WSxxLYSJ1Xhuv9d9YUljeArBiZRXYzfg2sLGVN/0t2wM1Jw2a2FIrSl2YcLHIRaiemo/6NHgCrMgSmIOTz7CK6ASHIOQNLWig+pxT7FFj5C/BKTBMO4jwvoGe5Hv+WdSCmDC8Yr2BbHZj2UeyL1d7haPQnDm+6ZlOAjXDCUdWxhUQGvSE+82xVz0aiTB/fcT4LmGj2ia7QIMuFo7K3+mhHugd0+p+EhAVv2fLjZ4ArgqxrOQK4ii4Xf9T4DmmX7CnESSiF58P7muZHGlEC7J6Ej4IT/tIItLV09Da6bxcotBKtdZ05C1B7vZAAHLV4laoDEqOTahtocQ/AJc281VYnmSPROHSDouIOlmKGwer5bIHDKQsW/xFKztCRRa27/aFsCrT3+UftWb0m3IEpct0QF9JUYrccevoyWxqYCV8iFbi3qQL6TW0j7/5a5N4wtat+8EC2iueuFI3ycAxfoGuM1kYb93VhLEoTyf9gdnXqguWNmdjcNw9mwVuOEMD66+KTrCcbqcgqXtXjlhbkvw8+eZ2i0+ctzrL8YUhSaXOP/j+Xy2u/B7l6wlYy/c3HJqv1OHXUD7ll9wso8k/a7fJPg/zaCLNt0NqvStZX4CGC0HW1AtrsCja1sLhbtlQFhNQxxmP6a6PrcvcmeTt6XFxuCVbRlPvvj+BDD59SiPxkRK7xQkvzeblZxJtKLuETRpi+2Wc0QRaqasDFgSIO/JJkB+e9vEAmKBl4j1h9dqzLEMZ7p8W1o8DiQvMHfPFftXzC4qAmq58qAZTm/+7f1q1qW01WtKkLSo2RG1f5hLlt4t6yqwiQkmAIwvylvVOf3zL6rSeFURWwLZVy4xPW6Mm6VjS1LD7lEVF2xKhW2Yv2Tt6ANNRYwFv5oTun9fnaxh0g654NdiDlSN8bzCp+rPF71bI4FOatHaRr07OfVBMYzIWiYWCxD8qyurAIfptGUNGjVKTjYCtdjkR4hEu5MFmsju2kGHGeu1IbF7wtho6V3uMprIbnyErvBwtkN0+draCTPfguqIB8KKcgM7HdgFk2awBEmN/9mHNaQB4hEwceGtKUBwNOovR+KwrLmo29UO8sdnVevxGHpow3zlq37t6biw9uo/xd1PgJHOtZVu/SqL2G0s8pDIuSZNqWW3OY5nYUfVf9MpZmGfb4vDFfpme5jAcqpzEsDE498T/Dm1wno/gFllwKrgtZridu+bX0mvk+xYuZUNPpCrksvd6b5d14vO0Z7vbbMWKT+trpxf3qJTeDMJHYs6wMGyHuMrG4cs7X9ysVx37hQw4AzVnc6sYIPs4GRgQd99LGnV4jKTsvyG63SccLxjrLmfArwL/wKV+/iRA6KYOYGLRf2as5nHaERFNvyTX+xQPe1x+nAnVWrkrmgluZnVsY5nLemosBOQs4n8IuGedwYLI9USWTGy/XmLvbN14VEwmCdWZ7HWf50knoVISFieAfFDyMlu0Bi56XzgJqml9aHg7F9ey1KH95x2Fy39X7H3RC/cyej9ycReH7Gb7Pmn6X2bSF7l/Dbah/9llYd9KLmuKshRdh3PrkXdmYcUwqPkWUv7Pm+iK9fWP4j8BeYfTCBSIXNvG9PFkhe5kljbIwPW0Wtrz98byQ7N7aQZuowpplUNLCDrpnOf9NN9Pqs5p4tIJYm3IRVt72yO4fJnoUPH7h6m15ttD3xfVxUqC3F0h/vXP3sCFFnASzFevxALXr0ke1zykNKEr/egnnXH7s4MpdIE06OwexOD6aot4VvwDTyPWvaMXa1z9/2rS9bOt8Gnzrs+RHOjTSpzZ1o2ouIJ/1JHmCVada10lwXPQUL3kohX9Iqkx63Z5jpU5Tkh3kRt/0LzCxH8TheJFmbrjIIwb12nQjXKQMD9IKq+X1d1YOW2i1yLLcW6VeQb5IXp6gVDZlAhq30fF2lUJID/l+xZG2kwLbJE70hH8rPRzQRtIhmntPjWt/NEHHZlTFM1Xr7vhIyMVUcnl/RMHEMKFHqkqgQPxT8RAZwhRYh0fII3xvtETWQUMSx8DxfEgdSNhQN+SPv6ZetEkLFlCmcM02zZ5mdoG7F1930kGNEu/hoPgWNn1ZEN+FvyBgVfs0IL6+u+2u9CcmdWP5Nqahluq7Q8kRY5wZ7DIPTgmmq+8JeBbLF/VjdVSxbvh2Pffm7hvyTVEnPthNVKxVYO2kkBhLMkZ27S3hmGk82wK8yjtOcitUWpln+FPScAU3xATTcHUKc516IZTBbvFebHaGWHtjIQ/K/Yp4yk4QYydbZLgnS5VVAdHLKeFclfBc+78QO+b6CBml+mOKGdaj0tzyNutDhNQZdFNNJiLsTQJKBl6bWEt4J8tbHSwAtiQMjIfzT91+rUSBFppLe6CztNRGcvjMj+6alsiKBTIPqBxE0UktxWkBSAAIml6A7AG2dXpYIHkRUsXdukf77VHTq3RXl41bveSk1x0G5p4sYJ2VLIF2ytQ8f2nDl9ze7XngBRocEYinGKO2WZvZQtxLLz4ws7Mz/14CxDHuUaJBCJdT0SsBJYWKk7bcFVzmIKccyaoJ/xbW0jmrNEMGTvO4iwwtxcu0lwwsJihHHyjdeQj5+fdDrzbkuUivwifx8fCac3xoOO6zbLyJnaEwDLgIVB+iHVFO1xJ7aBTtUIiv3wBTwzCKp0zido81zdOkeQkP66vjDA1MAX8DZJvXpEvYpNOJcX3u1NsuTqWWp5AtCC64dpsi8T6w+7gyo3720cF2G2nn1Zu4tHS1DgSraVKL3zOkAUu3fO8ZEQ5Fi0/h/14vvVY1pYjZWu1UeH2U/hHL0jOvs4Xx9sv+tM7UP0cQyMJL4lX9+hIxgvCFQLy/PtpZEkoUcrrOx2HuezIHsysD/7L4BLbpv0al1aZTMyyn5cpFtPQrOTp/I6Q6KF1sdb1aBKpO2F+IsnlmxIy+p656ZAcnAgjN+KEu7yBHC48y+oDCk3OcufV7fPgG36y2ztfFOm/pdEgtX3IRxsXX8MJ5PWV/nPsW4LpK1VCgj4Djk8C1qPYg5ejiFFbAGU+BiSR7zHUBw68+kGTdDVjb9mMQU066XQS7e2f7XF0/DoM+QAawIDMHLbKWVeaZjOpAn0k6dgzjcoYKXfkk6xcfnc0tStVNmLqzJShpzQyLaJJy14AnzB8CLpUAPrBRbmvGSiMGCk+Ni/l6zbsU4Zwf9AvW0wxz73++vS+4FHlqUlj2euNM0Q1o6MlekQhbngdbw3utyMNu299FvAe6mFcmRo9lQ1ON+rIrATcZB9s3WyqRtT4IjJa7qXz6Qut9zJwX2LIzGJ8b0ixd2t5ZLGyvWdqhv8Y77WmdHmliZsQqkfr0b6I0OWwBJ7glb/eTtb+UfKCCtlcNBuLn1LdXAYaqrxCfBZZ7e+r5bBChTxOFJ1r/RjyU8RB0yjRBwZE9C5AH88Eex3KmxT54eJAliowQbDQYLeIssGJhvHW94aihhF3XynQsdKG4UeTiZ/6F4F1upRnj4B1m5kk8/ejfbaxK2a/IVApy6KtZujoMRMNfzyld8wLNWGcS1oujtMJJnefpyfkNvY1CwLjnV2Vxm9UHoCQEHt3ZoK9knlMg4co8GBlW5RWrOzWKLq8NbC7+ux634A5pdtdrnA9XOligwBzZ0EwLX7D6fiBMCd3q7hT5Sb0fKKB2OTc2fI96EjKepVVfo+WgFvJvNvNzHT/T+r2NQCMj9xfRW3pLV3FB1rlG/asvxQJc+4Vw0oAAOmRtkrwYRvkcvp1o4PsRIr0itQsw/XOPqMuhKtooFz6W1H+i9GvQ0zcng8CVxna2trBIs7E65tdGT/RpquHsp9WXv5qwbPAWuPsfytuBJjLhlnTQKkf6gozXZ6gD45XPPqmViROp4g5Owlk1PjZ5MZBo5u8pmWvJoxkerzfi1emWdSVlmM+46V+8tbNTdGd4J74bpYfa99+iMwC2e+vZ0lAnNyvqKLhARyNyYqM3CYyoq8SOYEfUls8c/wd3s2EDnxhfKClisGIBJs62Tj5F4Sbq7rKb9W1vaOPcNIbF9KweAq7Srcc1IJt8VyQXJTe+JnIzhiWafSF58L7LvE1TPhtmWzURmH5HBaOHwfcXuzs2OsWgVUDSs3NSs7HfFN6NpNflc4oVmm+nHnW4Z21dhrtiv82juP5/WxPfTgBAsDuuCuKdkrp0MDZkfIYv/Nd2TaAULdlqHypfdRajcAxzCmdvfcuC8zSuNHyktJV7pyBbuTWoHLvAnON2H+HTzuSh/HSz35w5F+K3F+l9H/KWS3NX1fEqIT2ZatHMFmfOZb03bkiQa4w618175ifWuEWTpDvDXAM1RWj/ykM2BdwO2itA129+GXLQdrFbdIXXUXltBeBpxELvD4t0a/3C93Bdp7rWjJnF/CZXn1NNpK22tnc78yOa3wwgXcLzj1zp4AmRg7waRKNkqyIdorr1G4kQoEaPaZD0vCf5i4F0ZomHnn2Y0S7xQ19Mg0qn9l2w8oLAGdqYNyGpThECuOqMMe3OVenD+puHWNlet9CCYevUXfcw7jx9kFD27XWtOShbPCBJAsTyK5nkQrdO9NY1vSX7dbvJNCDozDLbIFeebsP9OVQojOWcFHhl/5z5vbG4k5XOFdGtaV6AIjhr727Jd/Gv2ssS76AlZ18AYDZ2pOmfmQLZNwz9l7iiK4OdjqzY/eniWJCc5EfWmp5WrBlpsi3of9ZAzYdTZ4gkNH4vuerSfG3f8eot84dTJasjwBIr8E275vtkD2nlWXo92d3Q/ShlPr0JmD22R/uh4k7b2uNJzLVsHqdAgio8Adfxnn50FAOdOLBaWGTlXOq7Vf/9y8SOslyDU5oiZVttndIFr0Ytt+UvzM+LIFSHUj6MQj/n91BVsfXeJla49TvUfCBCb8SSMt+4FAYuKYe2EfWMCFp2FKJxn39S+mMwSuFJ5uGYXUG5h33aZ/pHQSF9B/Arigt/vNXi9Px1zIfVOvdbhWqcQX5gCqvrgKvb8L7iGkBzyQ/UeuOQriTr3Eiju520Q9RKau/k8AeBjZI1ewSJMr7bheoMfOEyCG3jxUZOlPYkaUIHFMQe3WL2o9NnX1RZ5Iyr/mlU8A2Qc9UxEr3jnH1q6IYHRNnfXnYR5muy8lu/1f3x1/G3umYvce+t5qQfieuuJmfalHMXSrgOURP1hkFiYYoIR+vwskCX9kRjEdpnNXOxdvOv9DuLLQSHoQOEsz23e55HOgPBdgLy853wtmFHw2m9+c1b4omJknQav5nYepLbPoopijPec2uZYuUql+XM14EL2ZcVruC87xbU/Scma0ZZsd3NnZwewHyasGVUW3LR5mG8c4f/i2PYkxTpXGuFeY7P8s1IjJW9d3WTa3kj0psJpz7gGqFj3CJfOGF0toEuZO8hLurUz12yGzMFgaVRF1b4qoOkrsy5dHZhTEtjBR9LNvsdnvmdS3UEeZJAAbvnPYOhiWfLYV17ZV4cJk1kLI8fP3uSIEn3PYgiTXQ1qXX/6M1e6CUHjflExsEed61hTDTeOcjXCjmyVASlQX2D+gue5tr+kOQbODnkbUhkT66h/4v++TWH31XvqtN0hCg04fsGre7ptZ2wpay9RCWTYHoBaG/4l+pvu6aTVVhqbQau8yt6AV+J25KGkiwBgXuh0mOYdVKYlQoLjDbm0rZKE4zhR34g3BSnVkHssxfEDoMWW/+Du+aclVY80AAHZV3rX8suRCMVcjPOjulVF1391MnJalzATbxnsdIoMmxmA6hAwv1bVHKuBaQYLtPzU3i4bxuMPlj0bozxS4OgOTW8pz/V4ZSWZvETqdL0/oNCbIa7TKvyBdXeMU08SxYx0dFM9Gn1r0yubXhwXdi5uP22CGN1RTRn/wJ6SvxMz+Jzdc4NC64BeigvGj9jcdNW+AjNS1S6aoKSe5lOd1jRZHDO1P0MZO9l/3cIIX/9m9YeRhiSt1pl2Ty5yamInz3J6eQvBuzxS+YQbb81+76sPyfAWZMoc/XNXvQs64mebOXjTW/Eugs5oQEFG/AmB5o49i9GcJrhVJTklNfmUHU/97m1FacvzPJ40Rr1a+eIvjcEZKuru559D9TOf5HnNisev7rcNNgTmpyDH+nmUsqrtvf3XIxWlfKXPu4YRLySvF4GCe13FGs33YJBDs+TXqSIcZ0fv8Q9oKa27C4X62kwP1SQIKC4LYKSYu42JYMmbFFjhjpOY5xGRFwCSn9Ayz2VjSnMiMxDTJ3NJKAo3UWFvPa1MI64l8RgkNzw9Tbkbb2xOWvnRNOfwifKP1pZRMG1+gIdJz8L5OZIASQ29gYeL7yZc+ImP/gHwvCB2c/SZQq7tcuf3Z9PeENc77GpX7QuPqYCuUWkr8TrLOQFsmaijwRmmWv+jh4GcSHbk8SS7e/U48RPW76Bh7p1VED82c37llkPMfsiMBFqcg5/7EuNjtNZKcFu+uAPE6T5Wql7aWNHfGprBMWaaMpGf//m0FZXBjHshphfbL6Tgbc4qvg0wHvM2hH1WGVwHo54dOPO1c/kdTaUs5YKONALxU3e/muSw5LAGcjCtdwSLdBVroIBSPYRv4vdTNlzdEXHDcK2Gyl+7Fr3N/s1YDJgN/XtdT3EugHD8LCgjfq5WaH1dXNYekOYKzyllfTyYVekQvObzPmgvuZ3Aapr1lfiZ9u4WDzqwwCZzknBNswQd9/KzVvTp6GJD2jXGIUhR28YFp1TqyqAHj5j/dVncvtxuG4TSvV6ZTwlUX7UhdVOuCfwA/K5CWdq7Q4SXmBIWI69JHX1e4/mzkxage/0NshrjYNv2x4HvJKCBmum2y6nKTTdQ//WuTgj7nW5noxo+OlrS2Gs/W395SqV9ze/HQt/2QX2kn+bxRg8zyKMsse6qtbPfVihiJRNf3R+ppJm5Rene+TWKmg9cSdQRnnFKA31D0ESIkQDXlul9WKqtwU4Cmit2liXCMvZkss6WzIebZaKZQb6cdVHM/BiG51s6XDXj83LuT3sOZrvsfJ6mHrikwxQsVPc49tD4SoX00Ex7FGS9LFSMFJJ8AsE2+1l/SU46Cg4kvrm0oiAcwqf7cnqW9aHso6yE9tVt/gQxLamFhmZyKaePd0SNCpw4F8HGmx7XWJSGM0l+w92H6GPcXIHUIXZPlHvFFUVbGS2X0Uffq/02biP6kJcwSrOfDHIXE7DM7lSzluAzJvh6Spib/WXuQxZ4l9trvz0xfnooFgym6GrGOHfOim+JO/nF+S2RN5Jo1ziSYFWWU2/SdUSL/Q3a3UrPUkhDupGYhyaGGMuovOhoViwgYzDl3XhmRzufuWHkcY4yU8ZPT6ap+8D81wfVuNrc8teToyeO0WeMKnoR0iQS7VkzteZBtnHYmSdEHO9yOpSD6as/ZqW9FtTgFfSm/RendGEMVBY1vZ+R1Yrh7xBflLUrXT2+vj2v95KP0A0GSElogobN99YRJsxqvpi7lg3X2Ecpv7/kvOJvCQ+uQM30TQTMEJ8bw5H8u2dFbedZhdc4iW1bHAdC0U/rXsinRXNlWuvSb3Tp+GN1SbMvj6lvaNZdKzEF7BbgWx9n+RVVj4C9DRTr0ccsnPBCgoPGYyPBZWdSk2lDGImGS0uwkZTVUMg/5TxP24L7dfyuq8yozSfBxJIheHpjlbqSrsvI+kpckk+sxp9JE86YhVtnfATKZ1xYDCzbdyQERbANN/kxpBwXMnxWctYV1xzDUs8r/ss1a3ZTgsmN28SKA+rJS1ZOgkF1tnfO1mH+lbz4xJdcsqFypmDmxq9OIigz8TR/NyX7dR3TxDoCjJNeV/MmKEJypuyJod2eu8N7yOO2E75YsR6s452ylnO2KB7rgkWyCacvpJdDu1PAJxKDbFhZjyY0yHDqF18d1gwqdZEE1iQKQjWTq5VOLpYvl4LOp3BV6X2ms5CuFYkrGohoPYlMTly3MxQtJWEv2kTZSenAiBxhPOGjzBIiPDYeO9jfmTnmmn7Sxv5AxaCPvER9y7KvJCmU5hr/ezWdSHDaDVlUAgeKEIf+G020y9XXSUoUkG5uMQ4EzgXTgXxhHvaRC5TDknz/dYg3NS5ITOr5E6qdxsBw2jqZIHdr5w50q2/BJwCOFJZVlxN76jOzemzaVY3rTHxPrjQING+ab5pqndBwZq+9wGUUAYc9dZ34BihNeYJ7OEMBdpOF+4UFGUsh1+ChnLnZW+llaKyWpd2MTTlRugwAlOb/2jZsqa/uiudQxgZbtFe0sVHf9XRZWNF3Gre8qxjCO5+8CqgnmjPKBsjXLLR3bijXCrBL2FWzQzga1TH+WCi9okD/krEqu0dh66ffEXYn8Msg6wAc/L5yPaK5L/FBpValLCoqZ+9fOUw0AOvaGdxN6C9W5Ew9VRVp7dc3YJ8emH0Rd/U2rnEbi3EcOXnCeweGr8PUpgdmN9RqyrDcrAqJYEGpbsbqHc866b6y8vLQO+xdU4xZOmTyqiy1AYnVC1yAGng7X9aySyANuE6Ivf70iyfayPtAteSNePlrq+j6SIoM7nwDhf3qpT1YgLjTL8FzZ0FSX2yqqz613i5aWr7pL5Q+gximMAKTUbdKZHxbm6XZsDw/SqGCn49JqoOEUPrQZEXO197bzTqpMBiKRBllWtyOjgr9Uvfs56TldpDfawzEb7IwKGBKLg+lqaC78Pha88K3efPu6SZr0obEEosFtcCvNrKJuDRC+KOlYv35JDDcNxkC9bSym65bck5HgvyY8sdXt6njvTKQv4MGnxmk7laJmMpqghIdZZKDFfPSfrsU6VSQIJkSQMAdrLQlLshA5XQ1R1dwmUHnUZzONVaxK4wTF6+dQsPIV2V49AQJZKTGucc9FFYpKj+F6MS2Eaunvf7Q2gw8CdcxzXF9+FA3ccjDFGp171f6xqUiAZZ8/3/gGBGt0RPlNnZ0zLqADBucCfUwnAp0aR3YKKPW49jhZY02wW4+iQ+3juTK+UiUxS4/0CPWg2+pm6tExpzQQiSZWzSQv0z4KMlfn/Wqp+WUEnaXFnt9EoIOw0Mvxf3p9XXHdxDskpODkg+iLenlRlOCALh2/p9BvdWS3rrtJhp6AlTlodFM00JZF/B2u7s45/wC1AuZslDJzIxMUMudyZGx+HCC2NXWzytnWHJ4YSzp601SaVEfkNI4O2XFRdd2968q5cz3X0Jnf616Yd83JY54/XH8LhKoSSMgVPz+4HeLHwqZxenOdXVQx8Lye0igfC9lTgnA1cQMlhbKmrWsh771GbLGkxQK9MbxCDYCBwPEYebZWT0LxVs6u/7IcCFJAuuDvmAqACiGm5KZ1vgvyxAzdH3UFzvm6NCM+tpE2+PGlNuCwYv6zfEhsISHefAL08XYT08Rot7Sknl+jcJgs5YC2RJWtvRg99PBKKBcOLeMhQ5wSt+pNS55WXKxC7C6yM+Cn4nrqYGLoDQT9/oYL/bfKzJw9y+FaUkeR2OmdylhyDVemPng/8aJHWitcuT4+bCebvqcx7L+dgVo6r6sg8S1oCxvSfSsXZEyqRNbrsB0J/QUq0m3EbtEk/upDpeArytkYwVrf6iv6abvJ8fyWu8BdqN49zF7ngZnBmY5RG/4ESJVne1bakDvGbq6HZTfEbGZLPjR+WUhysPcBLVnuEoqFHK6ydy7vbvoFJz5rW0649Gwzq9EF374XpyLXCeHagLi/TKFUahLJJi1Ojk30e8DwvSQJ1mkJ0RgwpnYgIQBHiVtZ9pWb6XC+o+5oYQ4pqf0mdb0+0+IQQ1v8rolv5EMNqKWAHKyoPvvHwsYKPzFIUAkdSrME3bo1bsyyXRbwKTeV2/z+6+ZNlS3VaLSpnd+LyVJmM80/gulqpacUFkBlLP/Otpg/DcKC5Bty66pBdtfnndFm5/JLJg0VYBsTTWXA2aO4qyVeDMvZ6ap6tVReBZ28YqUz/CtkpN5JYDn64kLYxkpoS6NbNjm+AaPeiPRmgdWuvkCBc6BGF2H9vLbI3Nn41w08ydkzMeu3hSVc0PhtZzRhYLzjjVb3aFYMNe6dzEC/ymKHrsbZrazaECzUMaaWo70Z1y32zBgSeE4PlR+iTFnhI5nqWK+yLajo4QCPaKCb717dy6F+1KU54g6SRHV+KCB6ZDcfxsqkz4xyr7NrR3L/4Ey8m5+ju5CX8VzBgFNJleVg0QNQT4BYq7WVTuFhYtz3zdmPIYq7GoktLEQCb+TbJZ39rABTgiu5FayrfdZBfIPqQq+/DGdlUAHn5I13CV8J3/ii9fYYQrjv9CB7w2FMvsCR9uYgOQ/SNbD33gCNmXpR2Vbvhcc0pDN6Oi2UbBIq3WMIQ0MQIl5hDgWxzKzo4nyhOflXZdub5ifvwcJaKKkfts4Bgc47vbHn9boIRXpwvWk+FekxXEJKVqEAe2ppI22Ie8GtdIyPdx59jEBLhsUo0DXN+cVzIgNig3VQegOhmLNH7VCts9+tqOdRcidd76USeeLqyv4zQjv4HsyaqhfUCUq4QwoyEKlF2K89AyzZ519qpvKmr4CEMQ6jLFLcgD/Hy+2dv4INxadqNwMjMFWgrdtsXJqtsEiMaT3FriNG981tyZl3GGqU73BXqS1ZF7r1d38wD5zL+mdVH8P9ovNqN/gSGc8ZCQHAeSXvedkIblTGi0A+DPmUTFcHj0u3ll87QdU6wGbKR5scHS35cmV+CJ5jciveV5znv7oxYxgdSnZ1fjAzKZq25pXP1xXCuvybTeklnK3j4iagZNVaEikM6Q2FGyr5UvV+mYkaJrstzc3SLI5ko/oXHu5kPaqt6m6v305N07YSynACMACmf0IMmBSNkOc/ctOFYGOubs1q3IJ7UHtVAaK7KB0f6p0YBZsk+WgR/4Lye/7Cv9SdRhEYPdmvpLXbaETHY/OUy8UmDrMApgQ8X6pyNT/ghHViB4YNdHEuu/ueax/q/L20TQgTmkv36x5eS8C3E6DiCNLcjwdpH5T5CmHoTlnpmeSEMBNCsw+v5NC+l+e81LuENakCiSRfzRkh5u54QP/RbFIdrWzASfcr98zO5ejdKneeptY77zEEk83UfZFjRY0YFSzzSKB5S54Ly3Y/uQ0WkUo18bhlReb+BGgOFkaWvO7QL/pV/VBqk7L72VgmHssGsbivxZnq2wT1yBf1YP75cuT7vXhrYwrhE4AaHSFY40ssw4ribqzeAiUMb7+JS6c31+ERs7LU+iYo+OiP47lL17ZyODIcxrB+r/tfWiTce1WoCvbkVbmsYKo3tAvErOu1fVN1aRQVcrBLoDWzKcK9nHAUrSwkoVVfhGha8ramKyiTU8kxDRupeYaf8za2cYsNabzD3fgnny2Uipz+p9MVonB2qoj3R3O3YZHM1O1eFcHkZTZ+pBvJZScOt1Bnb41yxXXeD6Q8N7/3KAV7mC2F/oQb1nQOnQ9NGqFM4CPik/o88ZuO/S81L7jSPkaqAzrkiYua/wgn0hggw6JbRu3aICOmyJiqXUFFPWldxohLgaOm/N99V00OcselzmJR1qqNqt9nsbaYkR6DiRYcr+PAOebzoLDms32NBGEOvTYyy0DVt93t7fwHm+tvzxxghvpc7V9EnCnxrj4iCxJDWS2Hdic4F+UNESE6RqkDWywLvzu4f6SbLnnwJKy8iYEvHcbIVDjXaQ+aqEfEQYw+vFkJrHC9ZeaKFN2Tq9UOii/RuVq+1aPOzoRXW7jQpL1tkifTXKkXZ8vK9KsdFK2RC941WYafH5QXciG7wKET7yAIxL9B7sYb/mTqXUstup4VkNhmFx7iTh7kwW6uSsbw9o8AQLGYZDVx9/xygGWV4SfULCUX7njP3dvCck6I+BYN54EXW0jvtvXpEStjjjFI5+y3ZoVw2rEI2rQn8doTAeEKrKfbyPjQn9tt0nHWgTUel76KUcxULYuzge9HbnrjAjLFuJqHA9SbdUpM/3Z/TaGBal8rruUgPiiShe3khjXHVNu2Yi8o8D3O/iNeiu5wZqb7DWSJtTQYEygrFzU/XqGuq8+7JHKqG7GecUXVm7XNPQF28p4ALUNLN5Gd0znVJ9u48q9wvl3GK2zWTOzdxFxRKkpkSr0D9pTQF/KlujQdASAY97POlhjpg+TgaiVUTIX1bhijcydONCIMz9VIKoB6QL8xgyvVnNCT01lt5MZwcGXCKdR56vPc6wS7REbqPOLN4WScZuZiyQMIfsmddjSNuHI5U5mDoe3LtNv4ZenXTqMf+A9f+2yCV4a3qLqjBmjqv1uOIYCv2Mf2mpvjy7qkGlal8nzsP5Fman3Uv4mn8LLf5N7CqKyTCKGwnD9riUUaVexUJ05QAy3ev1lM0nclaiyd27ZcrZ/AQg3JU6wr8/F2tkHZddSnlJhdq7drp/6jGvl1OZNznEwu2LNxtptNtQu/oKyJExosOndN/ztGsnEp4M/GEdJ+0VcjZwcegrHx97Y7p+tcva3ogd1tunuFx+EfGP0bVuD3H5a75cJcJewqbqLLO8qduWecBLH67bkC/tvCrj7V4IChG/ExIpo26ks7t4Dy/XZX1/Y6wWVNzRd2KQfZYtWPDR9bgyeNZ7OtoksWFPiB4LoVw3kYE4U2iiX2kcNpd8t0J/4P/7m6MCnaZqx2jD2E73DgvWGking8vgefCB7u52AFdBrCI1o2dgjEr4SSai5xeuRFW9SDeYZkpZID/Vxxupi2Y2upJDbNtphSA0CgGhdiz3h+vtLl711aDK4zRElbVD3zhwF+Be+j3mtue5pwxe88Y8Xgd71JDAIX5grNmlr7/1d5y6bs60/oLyq8Qoijl6vrv+1l77w0FWyRW/PYOvHu5W2DNTRH228QxueLdDdQCRXSX71ieDNfZFrwfrG4zSE+Qto7cNjkFuLdMNqH2UzcePG3PZUVc7DlLxZ8uYJ1mv7KZzyaNZY1uSQarmz+/NupKZXDn7yLCzM1Qg493jTlDcxLOaSeVQ6P4nj1/8l3jWgPw+wQsXXV3OmPaQWjcbRrk8UvHMgHuTVejzIbc1hj04msZ0MH3oIv9xYuOb5kdrR9+JC8ZRC8JGAbHNdvfYuT6iLW8HJGT7JpsUK9TS7mzjhu4Fq2lXIPI0OPFv7cVImJKn4oyFd//ZQMiM7RWmLPvpkdcg4rM/9pY+TESk4dnbbkYDwxStf38Vn03wgijN+4ERe1bjXwQxY+5xrT810aomaumu8TAPGydgwuE/tskZq3+EQ/xRx64htnjbb1llrCqMyBG87iQBJ52sSJfUJVAX7C4b5E/GLXz+ksfIP3NDau+x6fx1g7oBPvsohrbwrntdk53MRwubW4Sdq+6lMm0dIESn+PZMz+LZw0USdVXaJagi5GrAw0qmEXZk8IYw1P03HB37PSPrdUg1pDE/yNOL98xTgqYFCQQZcMdfoqEMxjKTCgA50rjxGvCN94rtBHT6UotS/VldJ1T5TIi0C+/DxJ7cKU3EH9QhgtGG7YnDi06f09ZtRlHptDAPi6vjdVp+hAv5QmYVuhmFoWutPfXEoe5GiCzvc+Pl/gpu32suOP4fFOYzXko831ad5J7Hr5Z5vE8mT6nJG+teAmRyWu/lVbwU3gvEbB56TSeqIzLAelRJi9KinJKstq/S7PwDr49w/JG3MLrRDHaq71GvIX+UZdxjqV2jWZZKs6xN3QLWvNqLzr5B3H/Xq4Tz/1FlH6sNRVg4MVhQt9jbT3RuIMHyHIZk8P2EyPowtd6J8Hsc0Hcn4Q6DNm4umzildE1j9yfzM6vHJ1FaR51yHrlt5ZO1XaFi9nGlLvRDpyGM/alv3WIirytaNkPSrA9D+GEk74hJNTMwCWsAgY6HXqiJQE5rTDuh4ctKIzKlvZt4CJrAsjxDWf804pzHtMs5TkeQYU2NFGjUDXfFFkfUIol2s6iRTD+rmspq+MYC3oZnrMw4kt5kXNwdV9hRpeAG4mBceLHwg9RrCcldSnN2F4Ek57S3W2Kesm6pE6eQKjM16UZGoAW4afV+PyIxh2MawOwSWAX/otlaFzri7wV/k88/k0HlJavpsSFqpuyeRUKdydWWaIA1uL5inxEvJWVNp5b7ObFcb9KxSu8uKjrHOm9BOAuPZMXik7OiXJDFj5J+gHhUELcrc3EkerZF4gWIc74/vJRV31QypWY/XepAHGv5I7arTDdZ9iQ2zfelCi3DeJMOZ7j4fiHk6wBVdOCAKscKmKttjJoXMQKHotW9e2U0+2Hej8pfX2i2ZdAIVZb2tKx/dfT4CGCedPCq3wVyvJYS5PgGijgJU2FEYZMckbdMheTmtz2vrhx9AFAQAjv54XJUZGqYNVtUA58n4b6xHH+dOrQWlmOuSne0NkRnRZTUO6U6vZ5+oDuA6tyJgHoKWtJwXzeszZsx5iAr2/fQJExqG/w2dudJBhUSawZhcWWEWkJCE+JqmdLn8//SQkNimXRKY8koyyUL3vAoNtlQpwvzurQBHMh+7dDWNC7+2+il5OQ/TG9JBYUYEzB1zlHV8vKQxVMdH/rVH7fV4ZT1dvu+nqGptiuqNhpPXeMebEUmhRcuotgv8bT1NznLPR7PEVBs1qgd58DczZyJCAmvezVJp6wO4X0k2vZOczSWJxg+U/HrinWmXr6BzVBdue3vlx+I/F/9btsFznJsiuQQZq7LmT7IaM3Y1lKfF+I00xuDRFWWY9byx3+Yddkein+/YVt+HyLrjGA5RRp7svTePJgfVfabGL+eDT0YbJgQQA9v/0ibtI0TTqkFuYbI7IC2WBJ37uxk2kdq9LNV91WA8jiD/9SGl26sXo9kHw1p7rjkTb/UBuJB5+XaoTVmBVCxSOVhijCKu1kDZ6AnyOPETs4ubsy2p0uZV3u1y+CzpzRkaAQsjasxkcB2MYYnwYUfx1iPFEokDGaDo3cl2Pe5UfyO/31MhFM8s2P56EMpRdtn+9NVfs2sYvKIvjIizn+Gi8L7hhc/MESu/8UWjXYr1g3DqcJFtg5/o3nbtgsdeNx9ZEjP+my3SV+LNQQ/D44A/vsrg/Eg9Ce0bZHnK6/m2dDbD8w603BWmQ5eNxpgE3b3mljI1TNjhTqMvW4rr2/Lb5gryMl1+Vk853PVfrwEp4ssLFv37C8LQxP3uG0dZz8cHg1Yg+AAmCuyNRq/b8kj0NrllDbhc0lXJQvsGodVeJpH/9N400SehGf4IecH3IlZUVLzAI0RrjzIXoyXBe5+bOG2sgpsRWNFcuz2ocdXIoRXQc5W0JuVqmYNKkuf72WiqjFRlppnqsKzJK2JT6Ss/VV8dXiTBwsewYP/3+84fqxJJmBT6/b9HS9o8zDa8shUvNlAHMsGvEGkvAkRpKGyl6+5X3qvOXb7ztB7Lu6fV8/f3qr6JE6q/HhyK5NXf/DtNmcD4DKGTNt5gcNbSnazeD3d0+QpRQM/QdLcFhg9M2YctQiNOewDfHL+o0ePi1THJDsmUbZi0xtViqejGcbTquP+ZD8gTpvqUFUO9k6vesibydiOv5KzqsfNQt6lrGgG+XINeefasRf/YmnSoIZgyZBrJ6Mb4HxrPjThk8y4WYfNEoRX86mb7YDJYWyqNOFRyqXVy5tlT18Pz3lfrmRJCK08hG8/NoE/HooDrWtz5OzJ9/mILety6e+xEaNre3vnBjDeMKoHPcZq/tH8lDy332FiV/+febO2GbbNC6zFlWcLyVQVc23u42bYqMqRC5VsD+9/SjIoaSkMYuxiSyd6fKe8vJTeYCGML9w631lNBLrpo6uhSZjZ0aH1IGfy7zaN7wGaKVY4UyeUHyjrgaa9uk2GSTgz1jtY0yDtbkGTa3z18yC0ka7l9VjyGSabSXmHVwlqwbW+YcF7Ec4FM1NTsm03kBB8RXA0fxdnevkw9hmW8/u626flnx+9M2CyN05shHXOmyLw/DmfikpX1U607Nfl/rguTdhKhNBXagOuAPWfGT4G2Bj/8uIxSY146tcLYOkTpubWbU9QHlyrw+N6dXijAu0wqlNx/xmO0y2hgD3yV9ltydKhEciZCXDnS5WrMEoq3erpwdJZeJA5Wtvao0hO5qUfsxFGXNz0iy5HnZv1/+xA1y3vWg6HIW9KlHe/TJGp75j1nbhoRQXXQxF3CDEnU7vZjKkJGbY21OB+CjcZ2OtmahljK0lRosZuYt+gd1s0KRhD/ZcYAlUyvUTvetjMAftsAwB9uAVljaoOjfmqovfcaHWF7ZihG/c45ZQR6DmdBZ4LB7MmIt2eZkXjP1JrqvPdmUGW6kE1cEfRRYVxZIxXsPrTdCOyK/3QNRUsk728Sbv7KNOio3lX3Kt9AJD7615IdB+Bf1Cn1+AXTGtoFkKZImV9Oob1eW735i/ol6xL+tRn8P+/zp8rO8YcD3bed8YnRbSOWvf0t7DBESW5zosAqnWygvre6Uh+8jdstSsXqf5p/EMdTjF/zrMDSvQ1SIF3Jll/AYqfZJUjE+lA3YLlRKBlf97hRK1rUIYk21TY8XCINxJ3yUzrJOKvrrGdr8kNctGbZTENnDhswvCbrZJgOGLoeKz3fr+2byPQEcFyUUiY5DiRuVJQg65ovmYYnGC3NhfiJBWSkO7Vk5U707hflEi5IkqzmD+ZIL9m0Jt7u9I/Wxt1W++tKmyjXggEG4eZOuiKl8+4XZy9qvOzh2xjwYy+GK5ApUwcJzwfbJrFZWGgidMNJvF/c8Dw3Qd6f0DMCTzKZNp0t2wUl4yleBWkRbM0Wgcbj51DeOFu9/1WEVaGP13lYQ/brhsj1KqpHgxMoJcggE6oBEJe6CgEfPt90jeUstDNZpU7YnkktsuK0t2iLdPeSpEKnPgt8je1f3oZdnnbWH+dCbW3x7ghfNHfMZQrc18xarLSM3mRD9oxTE1ZpUTrQtUH/Or5fJVYG/A/lf8d9vne8WtvVCEFYny66ym6D94aihm+bK9TptNUevSuDqFt5AHBWoP4rRTQn3q8t54RvfKYdrtcaGpbNaLg+xvqOFoqXBj9qgS8Nbdfoz+WQ/8GcFBsJIl5lz0x0SLPBzq5g5tFGIwYwxSuNzjV89PVjjHURn3QMTnHfUqVOrqLn40/DHnMe5bkpRER1VRcxWoPwy70E6dy9zXQ99uklLe9My68L5peBRQ+aEa1C7sPZxmUAOxgFE090aIkELkTEOGAe4HCjIm4H7H1d2NeK69X28QnjiYInrJlmXrB3t0O0BLdfS4DSNeMDgO/jgINFDrvrnc1YAGDSU3CXh8NIhgpPIRmxfQ2wf306LJp5Qm241UhvKE6n2bFkuB1wzD38ZB/VzzcSdEvDXxgSNbnuwEjN8PAIbKPzxb3Q1w34CRPk+AUhaalwRhMRmF/+2TbPfEObwwiacHGblo2JgUIZfOfoJIWWOUI3Ygw9UaSBO/wXWfNotsXO2rRG8SVOd6jqt9S8bScwlSe9wLKt3xuTVSrJ84zJaQM+57yyyw5vNTfm6yxESALnSN2Zib01VeIfhKJ04rpZsncDZEYE3+nMxeBzrf+pbJOqJzU4yoU0aob6vjI4CbvzrCSkoK1E4TvUc2MGnzv4V35IhhR5YzD1MKA31r6rUzQEu0GxYgMPEhxSqdeJxbS6pFdS/eO62zojV4FrOQIAjJQZiUV8NQDWH9n9hn+2bVmZKZGv7uvBLBd/AF9XAnM9q2gUZic9jOsbX55KKynk9jnivBhQwrjxHjgBHPJyYSR8dDy2VATdMFJYh/GpB4mRBexIFa9fyBtq2uBMfNNexDemNxL595RthdfQT2JOuOevWCOFsRbx+XF38DG3q8zyc10wz5YK8dHTAJ2/pgjmYNHeKi30/wKcKZip1/VQLI3FHaYIcSCgDXtQyXlVTKplmRWraiGNF71sLJNgZUEKEj63gcy5kozbCLLG1dbZaiAhVc5Oc4zomnpSP9Fq6/Q2GJpO1jLV43GLEAE9LftjjxKL8N4Ghz2md8skUjaJjEiKhO1oCuYPtORNQk9kx1i1pd2x3fEHrhfPCNKxrcz0yRyIs78C00nKVFNOIWAIHBxzWCoaE5D/z6Jsb+BPAJBIFJ2xd4m7pYrB+Mcao30S9/lU/9nkMN9F4DRVBuPKhG3fCFkJGu+9TnP26q5QhSR7RnHr7Wst/JmVlIol681CD4dwAhvFPowo9fxBK+IsEvzGbgeX5Q92B5cmaQ76cswXJBo7IsDy7cvI1ddoq1aYlJkKyLXX3IkLAa8NZWPGzRDVQV+FCk3l87sJDUvnV1z3vMQbLfi4o21iGUookkY9BziahBbI3qpsHZAdq0aWXy6MxpKjSIda+e5uXD78KtPecbpvw7nWHhnK08SVek7pkDk1JTc8vaLTatXWnkBCiX+NG6vExbKqQSNB9kLmyXdDsymOHuHXiOTrKUXA+o16RNIHwk+A4z52srLxp3P6R0b0gO8DHNdh6S9OE1RrD6wVTilHPrTSmNTC26p9FN6su3p5uUazMr89kmQqUNrYvSXTRgcJpqJ2JB7llZvU4qvvvSjonXdbTiD/+suRGvc0pVlr+J5j8oxPYAmPnj8+yzadjLH30fRlp8m50643bFNVK3g+Cz/Wv27va25Hn05L8U8xnzrckLGlYouYnz5a5yEc8AgQgMtelWoQlvGxsQt+CcQAPn/4zFm7grVOE4s8nQMoW8WLJD/regW16ND9Ccrq2NrO9a9FNsvoujMCSu+I7q5wwdGtFa5EnPjXn5u50NKppeDIU+lAiLyed8ATYyQ9rbYv1RbRJfzKK3gljsVJZ38+HC+IOQ0fdMygxmGq8LHSeH360A2bdfAk/tEJz6vVFlT4B+hTDXFNZxko1HOv+5+MrYn2LOJMDfH1TMcE6/VtCLfmHgdOnI+2L3aohlbg/VQx4NS7uO/817xhHFaHbdoThvTtTJx0wdNGdRPD7Ofej15ru+/kjA9BHnnn7NuH+DbMtZ/3vwxj4nKWFH3+K4KLWdgvQamWL93IS9NONVZyQYw7DpvlDhdDoitiWWIslCR11/ec1y8j17vlBizLn4EobQ6LBByuPcqtgLnT8EwCfs/Mo7qIbg/sHTrr9dxd67qJiOPr054orCMyzIlE6AVw/SSsb5HnbaU0G2TL0E8Cox5wD1d3bMnU6dYKiky+jiYcTfQgrF/yS+XR0MF0yb1DlM6+ghjQxFwa1gr+LubGfNfwWJkX3DvuHMurhWZ1IM79YMDGx2jZzWYFsbjh/Ki8gSiQSt5C5ph/HtxMnfFMgAVEFbX55zrzX/89vJP53UD2W+RRzQcWueuZNpRCoYkmoKC96Ze2CVj1dcjKtWx00QQDjcKfgmOt1unx+TBY6tU2UNLf6a5tcXnIvjNr1y0ZPmbNfVVi/OIIhB99h/natWUlC+BxctuRbybkuWXs+XSq+b16oJ7LUcknt0uleQBNz7uuBX5arr+VTcZz92qfZsmQ839aFIvjyQOZa/ogHzBb6Lkue31k6lBO6Gazr5+fn+euLGbClpsrBAZfBLl4xoKE5FkcdQzVTPxoAAJfCq3vSvOwrneHy8K+dv+kPoI3OGLLFZlw18JDz8DzGmOaQ5Vvydc26uQlyHaIEnWr3Yfk7Vy2tN+N47lGsANLznRd7zu7KBBqASHfpSMmivTiJO1fDBKqUf1pueyqs2yCXzPl11pCeD5lGIjq+1clDAVR0XsZ/7mQElToShIVwHdXsDvRNeDVL32pr1nRRImtqR2QoMToqYND3pjQQLdsEvPtvE0nJuVlFRoqDJONFjbDnJJJD9+bU/8kKt/Uhjul51Qrz5mYPzeWgxKCvcaSDJbjZjmRN5wz7fJ5qLusbGhwmpNP5ut8lTG27ZRHSWIwR1yIBuF9ElGjZ22fixCY4819ocZjSv/ytfMifNERHnWPxNXyakUrpZ1O98la4vELCi8JnncnYreuboUghde1YPDHtcDvidtlzoiKVy41jWG6aeft+xIlr8xyrpvs56MhmLqey+yqNv6XBO1yXMf+9CKgvwQdC5onB9hVzSUKLiHwYLjH6RdlR4OwgzpSg6qsGJeB18DEL3nW0KbmUPbZJO01ttxqDK9kQN0dL/mvTjIyx1gBrhgHM0EvvIQV3phuq94eA9VyCfRCoZ6zuP68/EproVv2YWknGgC1kOzFDNwrF9ReYfD/1ribCW0SW/2UtY2P+ps26nzNW+qWy86v7lWQSuOBlwxxVhK3pCtvE2ItWh43SWSwF6Tl7Teyzd3EQvOVNzpgDvUyns0uG8Ro8sW7BpjetWOO/BtMbkMlH6yqJTlXewqChvi/jZYVfxkNnriADPmE1ngMEnrE2YvT/9PQakVuNuyAjua41wRYLHoNF1k4ljgQ6X7DgMtCznSh05aVGe7g4ddpmWm9guiVFiI3E34ogNXI47PIFL1eneSDgMp5RCGF58MZ+qXUYd4w+sLQa4KdAAeteEZBkwMmy75j3EJC8hE0JJEpZnjCJPfKmB0nsJjW8McVTZed1exFSYAaO3JjasZA2bWo1tZvjnK8RqoDAeYsgEp3Uy63Zn71JuCWpV8TWdejTDmsS3tINGE/04HcuwE7vkvXUafylRRIT5U4Z+hiL/y37Jcd+nU5o6G8q6SquSts34tsBVJyFxbahXD4FDKY+0/Mh3sr5L3HC4mEHEMm0S/L+eTrhC9iqSJMWJ/C+zX/r2eBVjY2JDR/GjtmbzuUiwvUftS3JdTkVU9ZUuW9V3gh61JdBd9gECWFfGJzIWEkYVXjppX5OWbQsCpR0qS/1LCnkOAZ6WPsLlkA92yjkQa3ceKpaMo7som2TAF+B4ho0hT4SRn8ZJ1Efly/eidSL/s1/d8dgCrOQWg6jshDtAKnzv7D/kXI1PzxW0gEhkwXqSaDW3eJG2o82BGBhq4mqC0Lrhl3oJYS+r+WNDIzYXVdOP+Vv3FXyuk65jv2+nhe7nITU3PiXERA7aeVQuGKlB5p75Jxptz6VpflohATvCdDPVYGmP3bfQ0bfJBeZfStsv+7BRRv30wfE155zmUzlmg2thN++SavPvd4wV5q0I3KZObMQ3Mw8pytWXwCa17XtTr0fWDDFsWvUKp093/mKt5lowaFB2+p5/7cctF7MunLocU9aYIGcSQxVfJyn54ktAM7eM5SB+XdTmsudLHlQBOCo95nvY0du6HWHS0KqYFKjbVD/tkzPIfv9UqPl6+/T9bwZ27/ldrFoFHAevt9zOEGGiIejUa9gpR02+jYwyBNAfx7E1b79mCyTKjW74UimmC2N7S2Ccd/9ONvDqBe1DUsdfqDRbk5924m0GmIhXdsg0vxyIrJutZHoqrOKv9W/U9juhIqJ4VInsMdC+qCXPWhO6ENTi8FBskvnJ2bAjSiujNaygE/EqXl+Pp5F9JsXW0tGCqFThOOD4clWRb1IM2GA0zaR4k7RE4C2QlfxfXcv6jLOHjX0mF4KcVivP+4UdZ0IkX2R/bIk8PW2XYZqaU3/a0X+mPtvbSv3FsUu1P8y4+5pqs2PWwPYQ2ThHrB+nlxeT3f41Bp8cVcXDqxtHrfLGXf6FhnOnIZ4oEEoxgi1XOKCq/WRRzF1Ah69zX6EOjpV7vXsi4Klvl32vQmihJ9JA0WLRYytCQFG7/NLtFIuVdHO5eDO6b9li5IsVBvHC5tblkNhXpXOU8WqXmVOrbKqg0YMgRUprl3JGt4z5GavunY5iUKRaOE7zXt+9MROQXI2TYICiykD4fZn+EURAmjcuCDJ62th+xo2L7GNXx9hD9QKVuOuDvSHTvmutGXSkGnclHDoylex368grXY8kh5ZhyqGFFLLnaX+hRYhEh/E+64mJEcS/QJhd8Sy07fGjXOF7aITpc4zXlQQLer1jJxJjeRi8hgAyiP6X0pGZbA7krseRT8cojFwY8k964jqJrUgVrAwmwCunElM+ZYWvmjN6BbJvOlx+gsyuuBJIuH6XnCOXfQrFIB+AqDC+h4ZZ4fjd/MoRrZ452EF+K/2O8t+pMbQGEJD6JeJVfbEtiXzk24sLVD/lUfxZ6q5aI9Ev2Q9NVRbsi9IHX7Tt7tSXyP0sV0ssJXfmX2E0h448ZVq/fDZRuQ7zBWFJ8CdBjpdG3VYhLxDSNae0eSzolgGCp7D0Q/n1k7JFUn34u7ZTFODTbHBU9W/Zp3brvdHDWwIm6n9CknyL5KTf3T32ty9oUkz/9uo4U0VbkSbbpf794u8dpdViUA4RNPW/AmQCA9RltQsatGcWo5yDB6P8gkr+Wnn4PxclQ2opS20ezBGZ4iNrnYA2xm157+Xv+kxTc5qBWDwWX+zZdZ/J/UFwGcKZhIe4WwDPRvwSAw6lRGol44OVna4ehueS5ySZq7LqeZZZxfS93UHEDylZtbTAhm+Opx+9xq6oEWBufJiEPN4tG8vBVwcTqj2Xixz1FCG05GV5SspDRFQoBT7HwRH91NKtAvnvOT6kKszOwxswXxistfB2ogHjSMrF2d9piT2vc9CEwsg/wTQi4MmjUdb04m9JW0eYWCbKPqbJppBJhcu/WUwUkT2gV/3vUzWYUYtsyhnkInMJD+sceDcdN7ow0sjFXsH5cgaJSFw6F+OLp27uPkD61zBpnYSVvu0zdKvL5xZJhJUlLgW3blG8dtvsi+aBbI5oa1pg2HzgueCghmReYLs2c5kRpJ6QqZY552B24dpk054fdaHKFMtqsnW6+4mXfkGLTd270ZtMz9/iJZn9IcRdyZblcJKQ07QFxJN5+KOwdYbhdAS+/K/EaDavnV+PcbIi197E++ev3nTlxcJtSk8DJcK5t8VJoXadU7qm29ywa4nfCicVz6HVNlleeBNeu93/Vx4iev75u/zQudNJ6+hw6pFwbJFM6SJLuhQ6dSHUpBy+dypqzSMzZtcw8DUPaBqfE+G3iOuZYbM2Rv8Vqd6AiSkA3ZwUH5+OgH7aElnqmQiuCgHOSKJ1kw8cq5TeEm/9ci/yTU11wh5advO4dYaIPr3F8bGpJmUs5HUc2NaU9rwD6TPERc/zbbthdkbwuGbhN82DaSvBhtiI1+t+cs9+8bjkWWhdVen6xf2XD6kymmLe555s4S4QpfpawDBT01f/iGdwOD5vvXJDB2mAr6/SWR9Gm52Vsdb7G1z9R5+QcQKfz38J7x87E6P9Ig3GpTMX+vI8zsSEUGUKfCiRqU7Xrr0zZ/bxlxcGs3XlpqALl6nDV6H/q09m7dqKVfp3NeUqrGPs//ok7cGuF2fwXPyAl+axdhBD+fPnwAhgqU3KHnjf8HpegEcWYt/SQcqzP/e6j63NsaL5SoZFmrcJeTpiKFl7WpmVhHMQLyaH+H07hry8GFzvLIzpZr4W0jkoWmCzehkbj7jt5eMadrjZKUXpfzj2+UVaNPGVGIiUHf8AOsQPUKuxxkOS5ohI8hN1iM9paahbt46htfCbnLM/oB2lwSPUra2DlUlyNdr5PIMKaH5i+eiamR/lVQWMe5in/73+Yp07T0D6uEopSVLwmhBQT6YGLWUH0EpTb2SPdj2BCAMdtzRDb34F0TLCTExMhlCtoizazYN+AtJ4+9J3jgO3U0U4D7O5bMtbml9lhUerBLOno0CkTVlvpv/E2njyMInkRmU8gT468bgQeCKGnjE50U5LKg/tDySOBlvcTQtWqNwYxTE0OJvYybe5f82Hai5V3jciPzVP20b32IB1HS1JVBj7PkYX/Dp5chZ6rlxiJ8Xasa0i6wyBAQDvQX/wfOfYDqYjrcXwN9PTTsvpZ5o1NywtA9DfAQoiD8BouJ8rdAaTwDX+ohQyQXS1fpB4fAt5oZWFKEGEZlOSJkLzb9Xk22ZNYbQF5bEYq/xJkF7ueGa9rjIR2Kewc4aEM4Yl+iMcDZPF8UacDSdlozcT5ii7k1QWfJ965an+nD9ieMj4QHyuk+RIsxGby0AUdfoV3G8JTQXynTq/4lpc4FD19cu6mf2Tb2rKyxWvMboX5L/zY6Y2LrmXbpbx6OpPM3NlCjsVJjIpfXamUZ0TLIfnWgKkqlVmE6CHM+29Gs3j/l5QrQOmmXrbq8KPiZ/wHRZGMhu6797ApxvE7ssz50a875cLJv7qsWVnQM+1Lzwx2R43ZTZTnqP0GKP8dvkBAEfidB93+8lUNEVCRK/LjmWS7MfnwCWy5kz9C21Z+eHM08AvNbJEVuqfSOogz0dMLEt29iiDnAgpMAGziiGrPlakVDIbg+j1GqKOtqb2+7ern326vcS+WhAi/qSzDxduiLu7IPi3uv7d5kK8tUj1C1HB5IfvVeurt0qYkr+2dKWogkqVmFidzQCZz6wDuskkX8I/1R/zoMIA4TOSS1v8SJHosgXEJJJ2YhT+lKpqQoWSrVAH8rlzICqNLLuJlEXUoka3AJMtmFblVDFBd+4C5ig2QVvHWsjcNV3YkIuSvxHSg1btoaWfP9Q8L6xOmtuBIsiH8Zlz3P00O46UlhIno47U9xUsv5eJwv7x9DfHNGHHt7RF6RqN3oy/g3pl7wbPhNbgvv/3aP47y5kP6/AqcOf/Ftvs+10qFpqvHpKKvrJseTx9luvuF8Ofi9aPYgGBP/pkfPiz8CRP1P4uAkppN4qdCRqD2b8g4lJ1Ya9NEgfll+kDZwiGm1kFB/gCzQmze9KH/d8rjFFN8paNWzxm50fljTIkaHN/x3AnoXPrULVnEXJ6/ZnLR+f0Fii6rPQE4CfQesrvDlXwoaO5vnzC2oTzAYDHP/cJIAIxqEiaS0I1K18aDY+X3ae/GMj6Sfm4WX2WvzIe/Z1gZHZcaUdAl754LGHelc8NWPYwlRNXQodN/jPK12IXZ+ccsSuSgWutziAKpoSY2v91/WaE9nAc2ivSy+s2a8DTlQ6QeT9mknLT1RmQgHjzV+XwL+uWUG2bqwZSXMCAURcCbRr5YbbBzoMhbwHU4TYHzhZRHMZGw1nnMtd5zeOl7NdlWrZTVf7PAIowtXnKCNFmoIHcfWvdqOo/W1bmyUdA/9geHj4cJ3Nj7EUeN8cSuY7kA/rp7M+DPkSJIizF73v8nmH80mNeGjReC0NYbE3kYZn/9nc+gP233BW7Saya/W3dE0fjAOpExUa/ZyZ0ySW2+jbky8rwlOF5HTA77Tr6K7Gh7liXnpdayeTHb1M6XfyTWbRV2/s6fghpm4rCoxsWI97nalGHizS6v2uWchwP0VMSUAXuBz8NvgVqa487aVdwvjfojanOIgWqMIh5SAty4jTebc9g52sKiNLP5GaDyO9xlywlNP5dnm5VM0P8LDRuPHq+8xd3EVZkvbJlXYdKSlqeHowiR4By+xsbE/QXIU1mY/4L7fhDS8Dv75YRr39Wal56BUPhOgHdxgDKqc6lrl7F9fuq+gPj0uDtjNam+V/EYwwMNaIvewfORAaZuv7OFhhWjlSsTXSNExd8E7MbHhwrOW84mqcfP0brr5AkEle/vuLu9KYQhL12b3Fy4sLX37X1oQ9/VlJ/Ev4OZ0ZYU51kcAXVZlxNezJ73atbXE1DUMMF9gmGLa7b5N4UPZbeQJtRvOq8ulAZS8XzoU60L7puYfZrnY1X+yHDyozIhtiygBpthIm4zu+P9D7lsnlc3uBNgobA/x4xsG6e9GreYlcOdsxKJeD90HIzO64fKjI3K46MYOTnqMX0+KWVxB0Mf/o3SLTN/zXzU+Akil8G+W46QStuHfYesn/JD4Zp8hTIFx/SOn6qKYDef12o60ZzTKKa2OqA4n0GNSDk9VpD4yzZjJcTkYcfg1fdufcLKHxPcrRQY9kwmtyA/7S1J1cm3kPPzbMLGpzMyPuk285caD/+yMLYxtJKkwDKym8ZkhjvJe55vzwCfCZLnq+f/hWeaGRk1AwPuUxaAJY5AO7JNWtqGHpTjyEcKUBn6s5CMfWtjBUr4/19JWaCDwBXtVQN5puTGC3fDcrJeeIudqPiBy9ciQa7JB5WUhS9QSwv0wyVlB46HkC2D4BGJy2nz8y3UsjewruVMDCqonKSL/sNb0Qmvg/+BKD7Yvug54tiwHs/xDzmoQS1g6aWaalRvW/MG+m5pcn9j4QkFbXRewGDfZkpOzf0S65TdIBisB55DLxdKx1JBe5JMMsq9s3b5pQATEtYXAJ8CMxh/5DQXdICXh4fYCeuKWuudZF9Wf2Sri88/PSfq3iTO2mIP4O67gBitF+/jZFXrdQ5BOgTxnWTDMUQqEfyfA11hzJ4HID0WDXw2ogobbcFGiAkHFFIqZPPhiy/IgoH+F7C5DveiQ4dQxEbKM5es/+ogiEm/HuKfZcw3BOr80HPF5NF5ShewfyORdKuyO1/JsmJGdi9xtbPiqnXViyTWQ/qnlIXMaZVUSBPASCuV5BYwtV6v0cwXNaYTXJ2obg+o8fNmxN0gyVnWlsIk+vAQx3zx5aJTbfjzwBkKosicvP5txrg9nqg/lX7HPbvkJb8ynRaVVmF82mCqYVkRYgUL1+vI276u4Xov8KpSJRt45XHdjWeM7DT7wi7n+vGjvb/cFDrYUxnLAPKhM+BzqcYKNxTAaYG5EGK6UC4AnQD+1FzUT5PQFYwMt7P8160urgUzV9UhmcNytefS+vz8LzzM3obDUSgIlxdrHTwVV8jCRdCsLBBMjLlEcOtMfu5dncHku0fw8WuqQKWF1XXWs6ElLmmtn5lZu25TRRy0D0I7eo9vL3xrh8ZcZoW1/M6/WhbeLd5X3XnA4BjyO8g/qaHfBFbV1JCidEblm5bQaLLi9D3S5L06CsekhIXvo72sMge6enzNmH4dWgNL1lkY/LleagFlngR0//YWOnqyWm7plvRzjhCl8eKnodEy/XSgalt2hR1M27JGQn128FbQt2bxOsVyReBMfbGeWHcWUDg278M1pH9S6pRjifybBgg48G4L39vfFbdOEjoKpE4ecTJQ/FVK5p2K1lop1qoJEJrt4g/sj17mGf9KHAbgUiFHdV4emnwdsVY/2ukGLsH9k6OaWZYtrV8s3U+c44y75EWrpNF1gNM1S7FtqXWj8WD0Nk+Q8XS9pn/4Ak976pVSrTUmClgG2ca0tV6ZzcDQ1tcqy/nNngYQeOQXnv24QZA+SisjCumLT3JqwhZUpsyqP805qYVDtigdK8jG9mG8hn3CdpUwWvuBOdsfZYofox6pZ9Q/6eYIOJdynAPBZgc0tHhzVnDx0KX9a9GIKFFwk/11i90J+F8R1hl6YeDd+vSEp+/ve2hCqlOH3NXEWFdtN/gpMGz/BdGFFa01cnE2qVPcAXk3e4X9FwFh4z4m5FuMBO+4Ys06WY4yNuc5h88upL9oT0EWarm7LCuEbDBVYDqyr7jm6s1BsgRrh80s7v4vBXHCqRL0JHfD+srzXEhU9DtnUkWufy5tz7qGenGNx8jfik6j6tKIfZlm05N/Fr3ej8ErJrT/jDWDugVPkxLeODgIj54AcdjtbzR9t2trG6ME2t/fnfiWsg0H60f1hpsw0Cz1pzUaNF8278czGptNqYW4JOluBnirdDpdmu4fGUxIesKa/tycZABduKXzHZ+e2DR2+ZRigxfnjVWq0BV81c0tUCKoavlAPoXqyIBXoH1wuOk95xiVGLvt56L6ceHfOTP2rpstAXOj6NR5wdS03xRtnpY9ot53tZTWPfJlKMrO4hNUMCMhz3GS/nijdR75qhGhC4U3EzxJpTtMNQCqXLQD435TY+eaLD68jB0mE2QE0mq8e5fExAqYUg5hs7OPM+/ZGhg8v7Io5XISnQiAhgllZhOcK0CTM2mivUqUp35dTrjhLsGPzIHptCY8OUPr4Z/a68MyfonO71W8HiBZuWaI7u9pZsLfc6m1an7UAtzzKhklCNKTaTVQ5SL/Pf8KIUh8ix/2xrI5QhU7OZaUHmGstdvoJflKxB3eBZZ9Urk6RE4J3je3eknDZW5bEoK773aP0he+s1faDXGR9ZbvKQysU7EmUUJ2GQvVNnaBnjjRRk41Uz+7cjqYXR7PC2vNn4/SRzxW+JsDHGhc7Id1X1PrOSTiktu113QLkXl/nD8wv6mm9mJWzfknAKMkI+duTjCnK8XO0X+w50rs+TV7hqXFB9bUTZzS5FcHCo85rZSUCMqJKe3PAGqhIR+j79N8Zy6SInchr27yNEv2Kg7IR7fs4mgisF4YoDHFbBih2HcLc4/CQLTNlQcMKcVZB0oZeqcN118iOs7gJPLargnwsVt7TDLMgJc74xEeWWjEhAkmtqrkuK1fH5zVOKECQkujb285IWQP12nbvELNbH6SV3sxu5SgTQvrWXFI+rLXrUNclL7m8O3k9JxUE9Yu4K5vggxxBKnwEJIzuLmrjWZC+sZ6/UD5RXH99AExlFqPivq7wNaVdKfynSK4iggbrzErrqewPNTrreN141CsTNUSJKjp2wrnxUgHa/yQGvh0CgKj3gr/cixkE+HbqsGq17KQmSGzKDRnhxR1XJkzo1ndKHHC/W/17zva44MSqybV4s7CJVdT8OrqWc02SLfgL4tj/29zqTxFH3UvSQh06wkILMZIpQjmcPpafSWMXxanvHPUw5bm/QpKU+Y0GHwGpyptIknJczV4aIegbw5UjUIxmx0emA2K/Km5tri1+hLM0Niwx6zqswL6sRRm8tCTqhmgvt5hEOXj6fB2UzJ6/ee4quG4xlfTMdwu3o7LoYx04vecTJmMM78/rLpc+kgV78wfEH1Ul7Ehg3JFEwKnTff945/aE+lGEDKDjUMjKQmtgZXTIu3nrbt6eOiu7iYzY+W4HbjGeSPZsEuly4rSCvkSsIPrTr2+wZw4Xfp6m4FlrkeHsG/x4h7O3Zx7plG0p/O0Gwuy01rw7bYFvoyO3YHabTHLrtxgndvEsYSPX+3XyoMNrMMC0ich9csPtjvKxpGOybcoj3TRNDUKDuQZ3//ur3mj0yNkFetVAoJ/D75rE0fDpZHt9RELGxoex187Gf4d2W2Xi/ZPwoAN9wlFMBoLAYlqTwDCoHHpiGDi/jcYFr6Fk4+MXGgiRqIhzbyRUhU7xPAG2yotQYA6eNX1vMy74T9aRAC1Pdig3zv8+0XnuO181J7d5omcgMfhRwL2D1U2EgzkZvbSNY0gO5U6uPIXCsfq7aMwoOYI2GNxzmU/zGZr315dpihtsXjHeuc5cXdQetka5BWkcL9/spw1cvudO1ydSnyNqCYMyq8t7s5bSxKhhfQq+xMJdtFwVq3NwFLriSYX+AjcTdFMAh8Y0N2kXzjjGuPewYms/wAXR8rfDqAkJvYAYXnLj3uYCMemtMHohcGVRgQlJ3+JQK1ePGdhtXvnkCrGW2ST2v5zTKjKfJlIQfFCuYGhGoh+plX8gVtKy/SuTLewI4/tCyKI1UT17MlLHhcFYfURKHaPVhLSvGSKrPbxtrHV3lvwZ6mgdmRVIc8A3/TDpbrZ6RvxKfAvj28ADj/tARz8UcalyzO7PShY/SxjPaMeJ6T2UQws73/b7P1IS5OL9zzkbUbq+6s9M7lE/r3mTbf3Rodm6wa58vg9tFmMNaxQPtxckkztXvxeAZz6sEICWcOzicXdRZepP9vGZGL0jY1LfCySY2IyYrU9go/j7a4LzoMXUgUPd+S1nJSXZtW0QLuFak+V5e4kauzBfmOGj4k/WLu3tzNymejbfmGR5TZbWCnOaCWdxAgZCF7LI9kRbHpPO3I9aP0AmRX7RfXv5Ha5DhC6y5M6wvWh7kQNP4w0gxwcECe6Jq71pYe55Px4c65Nn4T5T5Tdl32Gxpv5wOp7HYYDWAvN+Gn7PHmJUu/jVgz8XTpAGuISPVVuPiabZuLpoyxNYcAVKNOFKzB1ELSbMafTlTYxfZLyESGbCpVInSb4fMv7ua4pmMMThUIusFVzya1vm7bYgZpk4llwBoDu7U7pvGXpK4f5ngfL3L7fiV2rXCTy4pIn5Lx64Vw5wIcnWBb5MAx0t6UzQJGea2s2Jli9OcNJHx4LK38T9oKJEnmOr51scWhHerckIphQg9nLW1x2JJwzBl+WhwGq5DXBw1BiIogL21OAiDsaob/oR8kCMUt/305WQQZ/UDP9kXymd96SREd8vSoLlCLBL2QDsDxobXGlsMk2x4GYZtsKDQ9+pTdkFHeXQO/lARqgBy09UCGKu8KCeISGv4D+eL4TWe52wRzzw+5PPatXOIadGfMb8zWX35OllreP77YNGLzYAaCfR5CQ3ULier1FQp05WCvCaR8XuNqgbWVSumqI2pMXSf9D+zt65HrvpsKginnng1WbRJtyleajSSXQqXyyTWQFWDPYbZJlxuU+jcGnl/k2+c4SvpWmXrD32tMxq9kNlmZKMPZy9UN0mqSSUbqA2sy6x4yD/hPwbl2WoC3/3oYde4OnQkY5cvhdB2wtI+v2RXiOX+wa/WGi/PIwgfb0NaWprjsbV7Nv+8fd4sPxfz08g1w9FA4f0h9CWBGuATS1z5Yn0313eu5M5xg/H+3U0piaQrc1Xyr1/3q5Q5qjAa6TADttxUnb28mHMopfvq6mzvcDDHh2k/kHMlB/ZzKlgeYOKITGrym2aX1xNXDBC7M8jJ1HIvrmjNnnsYqXs0zYSFfnlAeJd91Pkq8JwzLU2ZOMrUiP4m2t7Dy7HUwvzUBs4Pkpp/gJ1rX9AU2NJm+zB1jQjuiVFmGcZzeO83ITF+S4f7bsd0bidJJLJQAseoIZJyvB72sYbUaTre7oXZ/+Z4Etnl3ldsDXEGkIdjNeo+D/NLeGzsEQL7DNDj3lM8AW50GpGgpuN/elHdWgg9ouPO4PRmrYpj0ePOGribdECI41d1xeWPkKa6s8jSJwD5vJWrIlzre5jNKRwUC99r6s4nxvxA/R4+ni4APSULp+DITB9nFxPjkBteSD3hudFAzwShMh/xM0p+mU0t134/LSBUdJr4wXvZAmiymCgEp/ZfbRxrsodtlXyhhr/MFWcfSNpJAoTO/2fuBGABnWj7vSdA41CTjgf9Q5NJha9vAkhvgIa0Z8mbUDmT+EB4IuqQWYwfbdjetnBPheJHtEZ5SdBUqKIj9nQF66Czq2/qgxAW6ruf57EDCSeTrBNstsxqG/Ebkkvuvj8BIg3G59EMiB+5Pg7Hfrrsdm0CmKpcw5kBjkQ70pMYXu31/B1QkTDf1UdSRScr6v9MVutDp8IroHNnSOaNRcHQE4Cq7AkQKxnPcmbW8jWUOz8oUS6KNZA9X6dMkDLu+9yohbJIIxYmB8JjYH2GTP7TQ0upWe6WkqmfvVPwujURoYTULVmSuFypwzKdceA22TVlvLilnDWChRIcunLHHKJ9xSTEX0aB/oTgSn3T0ZG3rO7B4XoO0dpLkIOqdOnTRmqvbP4rGPSIVGBF3q5bf/l1NVUJPPnkn0GR43RGbpfhJyc29uWgHGjfrEXIh+8uZW+3dyTTLVeOhp44NC3V1uhM+El2nVAMCMwOBo+IQgjxLb4J4HIE5M59Zvj2DOMAPmimG939byom/1emzwPkaizy2++uZVPT2ncx7JruW7zuEncQUU6CSc0MU73orRcQ/o4dDRFVfwhEWeDNPGctRQ+OJ7cQiYrIQDn/haDrDqgt9l4wpMKVvqUJnTiYzbft/ImzGixcK/SbMOuPk5+uSkiEQOimw4rRp9D8n39rwQ6Zbq5WksfZwf7xNaoSgLUQyPSuYClDnoXEr3m/jbfyi6IjL+mGaY8KAZiW/0Xm2upeEZmZAPsaFO8u3DJFYtAEFVnhD7L38uCClriQNfzzbc0k65OAEA0EggTCBvnH/3ztajIVdA/+VSaAYt8p1fCG6Q48E1OeeDGenvRxZ/naRZpsTdnRuVKXOFd9vw/Le5zKIKhAytBNhC7baisf096wi+BIkr/Eh1z9Yh7Ld+LtJQcHB47YsyeAFJ46FmZ6wTfPF5ifUTWQsZqqb+UHzRFU7w5sXwdGFsrIXAym4Nuq6aMY3LvbWD8SvkCK5/LrerFHfirIGMY/oi0Ol7Mg0c0x0MT4ytumL75R6lbL6OoW/YZNO9Zp8XvjRk78QcpPtRAVrMYf6XaPTjE0VwwC5e+F6LVYsMeD17PtRq25GSA+b1OBXW0LNq0vruTgQ/QaLt8L17t5PmmrVtP556Z4e0VNwweghzrNDN8cY7k+sJfg+DMYXsP+ftZM+Y5D6cH67CcinBtcoZMTIB7dCpFIjvf4o8PKCk3EJOFvFpk+a3ewEcMUyA4pVhMfcD9AfI0b2HAzCNfUzyB6o0K1Yc/aaLMTxUBEZ5tcewT5dyGjQltCfZAoQhHN4ujIMLrW/Ennrrn5AK4kI/yiNdMIcUEt/Cnna3PrYuBNjgbo9K7he9/M2Hj4N7d9gIGJ+3n/uliUx8232eHkHhkMHCN7KwH7pm4YpNXYJSkJY8nEaSwogJX+c6u3Zhdrm3pAm9PHpDcxOrFu2OZ05e9UhhP865TeJ3NFL5KPyfYFspk6pnlM77mVfbC9revn1hOO3A46JCglg50AXeBfXi+cOTTFkIgODhsk1HI2FrzS4vNiNIXv6k1vC61wJgB++emklx8bw50WieYml3tMIzWcLg1Cchyazd2DTJBcdmzmop4iYKaQmcRzCUECQZFiNQ9GkWGItvxEmYMebFIK44o1bT+4QZB+spKGoGX/aqTa/OSLpbkagzitNdnrNC3GNPbhfJvvAI53iRk/desMxzlEazzItn78OZhsCkXN73D1azwBXmUYktbTYo4n8WKRan8ZXyVWYh7jiatAsXyG/SBjaw8irKdcV+P7Ob1CYlsRmCnW4Nf/mgOimTC6T3vwzqev3nyuhzX4NRKavu+cz0mdKPmjedB6DpZluYXg94uZHT0nyzl/G3u7UPDHvewago9SJHJeQf16ZDD8dgyVjbQqL/r06xK7DX6Zcnfzt3usjFofD7TzMx18jSkRiLsmYThLDxLaOQmQTW4+7jRPX8/xpXj9MeFwWG4iMrxAUFj+2wVoMTNbmG10NxngS7NNrSBlBQ6sKRjJblqdZIbfzP8b0TGpY3CbT2yW7Nbc3fVMdP8+8KnISINL+aHxv2rt8WuL1Wo1YG+57HAiEAS6Uwvm70i4sWHNxl6WF64SHN4WJnso17oV0BG+DxL+qmAx5Ir8pUP1u/Xm+o2gRGt0aacnrTr1sud8oIt64JaRclLx60KmEo5/AQ+x6a87/hvfLtg+hAw2kqAYF4q3XNqRjF3s4m16Km6a2BU3zZSaziE7qikaxxln68yJ+YfhEV+Gctgj7iYgmdPn1WXMIYXAFE060+dbsGssVpFuzakEmM/eGz2YG0a1jTSsxwPeK/w3Q1bovKx7vS1XLj/q+RPAWN93FDVG/f04iC6jBCEXyO5v58cw5i8ETHgcVdzJ/DRVnloFflw3yF+rFVaYZE2RiyFP1hbU3gLG7ableCZDJCGaBZ6imsMi3muPIb07TbLMseX/0aahgoTLp/z4ktNsj0ErDLDqoNSycYyM1UTiwKlHgHcUq4YXYz3VoCvdE0BTtPKjvjmAZGzmmbMCHcpnwKcc3DyQz9TmwUfS4DpbsqbVkmk3Kz8uv1lGroHJIrSjBKD47REdymTxi1l8PqYMOdEX4HUagC3QwwaWNrbQG2jYqNEnBOYZa3d+Daf/c55Vy+qfVpFsDihcGQ+j9SXUFX4Xww/CmdBJkTmvnWoPBw7X+9G5Jp6GcSVpuYojlsJZB/he4jobyLJEWrKiuOPDasFGM8NSj8Szio0elzaxH/I8YMm2hlmFLfPnrK0dwpIte9uBYmo+ruxkNwZWGKuz2DNxLLShPMf0+657xLr1h7rG7xYOYCH84ys4Vc6eN9Jwv82aucRKjqwKcjO9mPizOhuTsaQElK6P/vyFXyq5ObtkXtS2ubItQRrP2iLgurRLEwtrCOYWaq5p/Mrrd8CILr/eMuyBZi8pO2NougSRqKunkZUz1ZJ3r7yb02yNPfhuk687wNjfq8/Ve0dEJ6bRWdZdQWZXL3YLG5XZPwUcXlaQTlVDHSZXuZC6bj1bCcyxmONsjT5v0SPeEFrMPmFo/dDT/MXj7+e054Xh4N/LrTeea5tKPZ55Di9tW3nsMgqDP9pOJhhif6NIFWHDdJ7hreya4qw6EHo4F9DqH+57u1YCVyeg5HyBy5USyEiivMQM1OUY6JTIIR7KTxY8WMcTEa91Id/+eVFBwnjsvowwtJ30oAPsUwxMnx7UNDG++jHo8qmRzxx7+hOU9rmcp+xhuPzR4Hejf5v+4TgFoJZYLcosTU+5Zwrv5LD/TFGCM5Yuzgk4OMPWUIEuR4KwDQtFnrWs8OOfjPpKLE9r/wdQSwMEFAAAAAgAllj/Qk5eGK66AAAA6QAAABIAbwBUMldfbURpeG9uX1RTRS5ydGZTRFoAmAAAAAAIAFoHkypjZGBpEWFgYDBggAAfIGZkBTNZRYHEndogx2/P3qodkWvJ/8yMW46RiYGBCaibGSQrIMHwn1GeASQGUqsAJBRAbAERiDgjRFwIh1pFIBsAVVQNAAcs0/hRcuDTUnLg01IdjjFuwzAMRTsH6B14gkB22slT0PYEychFliibiEoJlJwUMHL3sl0+/vDw/t9RexrQS+P/CHUZxvcRI6Xk/jJ7WQZ3Ou2YivQ+ZysOk3DGFFavjbqDs7LP0/P5etgxlFzUOJhQKTpclEgcznkjNxmBd6bHjSW+4RYGrF4jBruQ2mgiuI7wIF7WThG+P/mnCFwvX9CCF0hFQcu8tQ7Jd2hbrUqtsTEs0FeCD9I7B5/hUlnoaGvmB1t9+QVQSwECFwsUAAAACACWWP9CqCt5J6EDAAAxCAAACQARAAAAAAABACAAtoEAAAAAaW5kZXguaHRtU0QEAJgAAABVVAUAByzT+FFQSwECFwsUAAAACACWWP9CEQlsXiUBAAC2AQAAEwARAAAAAAABACAAtoE3BAAAVDJXX21EaXhvbl9UU0UuMXJ0ZlNEBACYAAAAVVQFAAcs0/hRUEsBAhcLFAAAAAgAllj/Qka/5h/qAAAAWgEAABMAEQAAAAAAAQAgALaB/AUAAFQyV19tRGl4b25fVFNFLjJydGZTRAQAmAAAAFVUBQAHLNP4UVBLAQIXCxQAAAAIAJZY/0K70bGfgAAAAJoAAAATABEAAAAAAAEAIAC2gYYHAABUMldfbURpeG9uX1RTRS4zcnRmU0QEAJgAAABVVAUAByzT+FFQSwECFwsUAAAACACWWP9CI9GAIbNyAACfcwAAEgARAAAAAAAAACAAtoGmCAAAVDJXX21EaXhvbl9UU0UuanBnU0QEAJgAAABVVAUAByzT+FFQSwECFwsUAAAACACWWP9CTl4YrroAAADpAAAAEgARAAAAAAABACAAtoH4ewAAVDJXX21EaXhvbl9UU0UucnRmU0QEAJgAAABVVAUAByzT+FFQSwUGAAAAAAYABgDgAQAAUX0AAAAA</SOAP-ENC:Array>
<a12:ScanProcedureConfig id="ref-304" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
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</a12:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-308" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-393">Calibrations</item>
<item id="ref-394">Calibrations</item>
<item id="ref-395">B1_calibration_fast.Protocol</item>
</SOAP-ENC:Array>
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<a12:ScanProcedureConfig id="ref-312" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
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<a12:ScanProcedureConfig id="ref-318" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
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<a12:ScanProcedureConfig id="ref-324" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
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<SOAP-ENC:Array id="ref-328" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-411">Calibrations</item>
<item id="ref-412">Calibrations</item>
<item id="ref-413">B1_calibration_fast.Protocol</item>
</SOAP-ENC:Array>
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<a12:ScanProcedureConfig id="ref-332" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-414"/>
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<SOAP-ENC:Array id="ref-341" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-424">Spine</item>
<item id="ref-425">Cervical</item>
<item id="ref-426">Sagittal</item>
<item id="ref-427">T2W_mDixon_TSE.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-344" 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</SOAP-ENC:Array>
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</a12:ScanProcedureConfig>
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<a12:ScanProcedureConfig id="ref-351" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
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<SOAP-ENC:Array id="ref-354" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-438">Spine</item>
<item id="ref-439">Cervical</item>
<item id="ref-440">Sagittal</item>
<item id="ref-441">T2W_mDixon_TSE.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-357" 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</SOAP-ENC:Array>
<a12:ScanProcedureConfig id="ref-358" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
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</a12:ScanProcedureConfig>
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