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<a9:ExecutionStepList id="ref-136" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-238"/>
</a9:ExecutionStepList>
<a10:ImageAlgebraPackageProtocol id="ref-138" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-239">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-240">1</sourceDV>
<viewAreas href="#ref-241"/>
<rangesLinked href="#ref-242"/>
<windowWidth href="#ref-243"/>
<windowCenter href="#ref-244"/>
<imageType href="#ref-245"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-246">T2 mDixon TSE Fat only</outputSeriesName>
<prefixes href="#ref-247"/>
</a10:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-139" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-248"/>
<htmlDataBuffer href="#ref-248"/>
</a3:HtmlItemDescription>
<a11:VolumeProtocol id="ref-144" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<generateOrthogonals>false</generateOrthogonals>
<propagatePrecedingDynamics>false</propagatePrecedingDynamics>
<propagateFollowingDynamics>true</propagateFollowingDynamics>
<dynamicsRangeSelected>false</dynamicsRangeSelected>
<startDynamics>0</startDynamics>
<endDynamics>0</endDynamics>
<currentPoint href="#ref-249"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>true</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>false</singleAxis>
<renderMode xsi:type="a11:ProtocolRenderMode" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">Average</renderMode>
<description id="ref-250">Default VolumeProtocol</description>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-251"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-252">Csp Right obl 0.9mm</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a11:VolumeProtocol>
<a3:HtmlItemDescription id="ref-145" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-253"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a10:ImageAlgebraPackageProtocol id="ref-147" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-254">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-255">1</sourceDV>
<viewAreas href="#ref-256"/>
<rangesLinked href="#ref-257"/>
<windowWidth href="#ref-258"/>
<windowCenter href="#ref-259"/>
<imageType href="#ref-260"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-261">T2 mDixon TSE </outputSeriesName>
<prefixes href="#ref-262"/>
</a10:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-148" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-263"/>
<htmlDataBuffer href="#ref-263"/>
</a3:HtmlItemDescription>
<a11:VolumeProtocol id="ref-152" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<generateOrthogonals>false</generateOrthogonals>
<propagatePrecedingDynamics>false</propagatePrecedingDynamics>
<propagateFollowingDynamics>true</propagateFollowingDynamics>
<dynamicsRangeSelected>false</dynamicsRangeSelected>
<startDynamics>0</startDynamics>
<endDynamics>0</endDynamics>
<currentPoint href="#ref-264"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>true</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>false</singleAxis>
<renderMode xsi:type="a11:ProtocolRenderMode" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">Average</renderMode>
<description id="ref-265">Default VolumeProtocol</description>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-266"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-267">Csp Left obl 0.9mm</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a11:VolumeProtocol>
<a3:HtmlItemDescription id="ref-153" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-268"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a10:ImageAlgebraPackageProtocol id="ref-155" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-269">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-270">1</sourceDV>
<viewAreas href="#ref-271"/>
<rangesLinked href="#ref-272"/>
<windowWidth href="#ref-273"/>
<windowCenter href="#ref-274"/>
<imageType href="#ref-275"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-276">T2 mDixon TSE Water only</outputSeriesName>
<prefixes href="#ref-277"/>
</a10:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-156" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-278"/>
<htmlDataBuffer href="#ref-278"/>
</a3:HtmlItemDescription>
<SOAP-ENC:Array id="ref-159" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-105"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-160" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-104"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-161" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-83"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-162" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-81"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-163" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-109"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-164" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-106"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-165" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-107"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-166" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-80"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-167" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-66"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-168" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-108"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-169" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-83"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-170" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-74"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-171" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-68"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-172" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-103"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-173" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-66"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-174" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-83"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-175" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-76"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-176" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-102"/>
</SOAP-ENC:Array>
<a7:ArrayList id="ref-178" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-279"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-179" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-281"/>
<methodDescription href="#ref-210"/>
<name id="ref-282">T2 mDixon TSE</name>
<anatomicRegion href="#ref-210"/>
<anatomicalRegion href="#ref-210"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-283"/>
<lastModifiedTimeUtc id="ref-284">3/4/2014 10:09:44 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-285">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<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-286"/>
<htmlDataBuffer href="#ref-286"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-181" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-287"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-288"/>
</a12:ScanProperties>
<a7:ArrayList id="ref-182" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-279"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-183" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-289"/>
<methodDescription href="#ref-210"/>
<name id="ref-290">AX T2 TSE</name>
<anatomicRegion href="#ref-210"/>
<anatomicalRegion href="#ref-210"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-291"/>
<lastModifiedTimeUtc id="ref-292">9/18/2013 3:21:02 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-293">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-184" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-294"/>
<htmlDataBuffer href="#ref-294"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-185" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-295"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">DESCENDING</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-186" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-296"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-297"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-187" 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-210"/>
<name id="ref-299">SAG T2 FFE 2.5mm</name>
<anatomicRegion href="#ref-210"/>
<anatomicalRegion href="#ref-210"/>
<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">2/3/2014 11:17:34 AM</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-188" 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-189" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-304"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-305"/>
</a12:ScanProperties>
<a7:ArrayList id="ref-190" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-279"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-191" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-306"/>
<methodDescription id="ref-307">SAG    TSE   2000      120    90  </methodDescription>
<name id="ref-308">VISTA 0.9mm ISO</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-309"/>
<lastModifiedTimeUtc id="ref-310">2008-11-10 13:15:27.213</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-311">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-192" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-312"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-193" 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-313"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-314"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-194" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-315"/>
<methodDescription id="ref-316">SAG    TSE   457       16     90  </methodDescription>
<name id="ref-317">Sag T1 TSE</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-318"/>
<lastModifiedTimeUtc id="ref-319">2012-01-06 11:36:18.695</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-320">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-195" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-321"/>
<htmlDataBuffer href="#ref-321"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-196" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-322"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>4</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>3</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a12:ScanProperties id="ref-197" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-323"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-324"/>
</a12:ScanProperties>
<a7:ArrayList id="ref-198" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-279"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-199" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-325"/>
<methodDescription href="#ref-210"/>
<name id="ref-326">AX 3D T2 DRIVE</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-327">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-200" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-328"/>
<htmlDataBuffer href="#ref-328"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-201" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-329"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">DESCENDING</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-202" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-330"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-331"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-203" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-332"/>
<methodDescription id="ref-333">SAG    TSE   3000      120    90  </methodDescription>
<name id="ref-334">Sag T2 TSE</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-335"/>
<lastModifiedTimeUtc id="ref-336">2011-06-01 06:43:00.436</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-337">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-204" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-338"/>
<htmlDataBuffer href="#ref-338"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-205" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-339"/>
<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>4</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>3</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a12:ScanProperties id="ref-206" 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-340"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-341"/>
</a12:ScanProperties>
<a7:ArrayList id="ref-207" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-279"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-208" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-342"/>
<methodDescription id="ref-343">MST    FFE   24        1.35   25  </methodDescription>
<name id="ref-344">SURVEY</name>
<anatomicRegion xsi:null="1"/>
<anatomicalRegion xsi:null="1"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-345"/>
<lastModifiedTimeUtc id="ref-346">2012-08-15 08:38:20.662</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-347">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-209" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-348"/>
<htmlDataBuffer href="#ref-348"/>
</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>false</scanAlign>
<approvedFeatures href="#ref-349"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-350"/>
</a12:ScanProperties>
<SOAP-ENC:Array id="ref-212" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-83"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-213" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-80"/>
<item href="#ref-74"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-214" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-78"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-215" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-79"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-216" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-217" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-77"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-218" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-66"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-219" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-82"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-220" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-71"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-221" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-72"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-222" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-73"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-223" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-69"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-224" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-75"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-225" SOAP-ENC:arrayType="xsd:anyType[8]">
<item href="#ref-81"/>
<item href="#ref-76"/>
<item href="#ref-68"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-226" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-70"/>
</SOAP-ENC:Array>
<a7:ArrayList id="ref-227" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-351"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-228" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-352"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-229" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-353"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-230" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-354"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-231" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-355"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-232" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-356"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-233" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-357"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-234" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-358"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-235" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-359"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-236" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-360"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-237" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-361"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-238" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-362"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<SOAP-ENC:Array id="ref-241" SOAP-ENC:arrayType="a10:ViewArea[2]" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<item href="#ref-363"/>
<item href="#ref-364"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-242" SOAP-ENC:arrayType="xsd:int[9]">
<item>1</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-243" SOAP-ENC:arrayType="xsd:double[1]">
<item>3450.955494683194</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-244" SOAP-ENC:arrayType="xsd:double[1]">
<item>1881.3681337326766</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-245" SOAP-ENC:arrayType="xsd:string[5]">
<item id="ref-365">DERIVED</item>
<item id="ref-366">PRIMARY</item>
<item id="ref-367">F</item>
<item href="#ref-367"/>
<item id="ref-368">DERIVED</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-247" SOAP-ENC:arrayType="xsd:string[1]">
<item id="ref-369">s</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-248" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAACtU0UYAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACACHxhZ+Y2RgaRFhYGAwYIAAHyBmZAUzWUWBhLKwWNTETa8r/8s/ffKFGbccIxMDAxNQNzNIVkCC4T+jPANIDKRWAUgogNgCIhBxRoi4EA61ikA2AFVUDQAHMqSAVTKkgFUypIBVUEsBAhcLCgAAAAAAK1TRRgAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAcypIBVUEsFBgAAAAABAAEASAAAAJYAAAAAAA==</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-249" SOAP-ENC:arrayType="xsd:unsignedInt[0]">
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-251" SOAP-ENC:arrayType="a11:ProtocolStation[1]" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<item href="#ref-370"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-253" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-256" SOAP-ENC:arrayType="a10:ViewArea[2]" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<item href="#ref-371"/>
<item href="#ref-372"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-257" SOAP-ENC:arrayType="xsd:int[9]">
<item>1</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-258" SOAP-ENC:arrayType="xsd:double[1]">
<item>3450.955494683194</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-259" SOAP-ENC:arrayType="xsd:double[1]">
<item>1881.3681337326766</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-260" SOAP-ENC:arrayType="xsd:string[5]">
<item id="ref-373">DERIVED</item>
<item id="ref-374">PRIMARY</item>
<item id="ref-375">IP</item>
<item href="#ref-375"/>
<item id="ref-376">DERIVED</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-262" SOAP-ENC:arrayType="xsd:string[1]">
<item id="ref-377">s</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-263" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAACpU0UYAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACACHxhZ+Y2RgaRFhYGAwYIAAHyBmZAUzWUWBhLKwWNTETa8r/8s/ffKFGbccIxMDAxNQNzNIVkCC4T+jPANIDKRWAUgogNgCIhBxRoi4EA61ikA2AFVUDQAHMKSAVTCkgFUwpIBVUEsBAhcLCgAAAAAAKlTRRgAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAcwpIBVUEsFBgAAAAABAAEASAAAAJYAAAAAAA==</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-264" SOAP-ENC:arrayType="xsd:unsignedInt[0]">
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-266" SOAP-ENC:arrayType="a11:ProtocolStation[1]" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<item href="#ref-378"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-268" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-271" SOAP-ENC:arrayType="a10:ViewArea[2]" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<item href="#ref-379"/>
<item href="#ref-380"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-272" SOAP-ENC:arrayType="xsd:int[9]">
<item>1</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-273" SOAP-ENC:arrayType="xsd:double[1]">
<item>3450.955494683194</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-274" SOAP-ENC:arrayType="xsd:double[1]">
<item>1881.3681337326766</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-275" SOAP-ENC:arrayType="xsd:string[5]">
<item id="ref-381">DERIVED</item>
<item id="ref-382">PRIMARY</item>
<item id="ref-383">W</item>
<item href="#ref-383"/>
<item id="ref-384">DERIVED</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-277" SOAP-ENC:arrayType="xsd:string[1]">
<item id="ref-385">s</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-278" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAAClU0UYAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACACHxhZ+Y2RgaRFhYGAwYIAAHyBmZAUzWUWBhLKwWNTETa8r/8s/ffKFGbccIxMDAxNQNzNIVkCC4T+jPANIDKRWAUgogNgCIhBxRoi4EA61ikA2AFVUDQAHLqSAVS6kgFUupIBVUEsBAhcLCgAAAAAAKVTRRgAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAcupIBVUEsFBgAAAAABAAEASAAAAJYAAAAAAA==</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-279" SOAP-ENC:arrayType="xsd:anyType[0]">
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<SOAP-ENC:Array id="ref-283" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-386">Spine</item>
<item id="ref-387">Cervical</item>
<item id="ref-388">Sagittal</item>
<item id="ref-389">T2W_mDixon_TSE.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-286" 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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+UHzRFU7w5sXwdGFsrIXAym4Nuq6aMY3LvbW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</a12:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-291" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-395">Spine</item>
<item id="ref-396">Cervical</item>
<item id="ref-397">Transverse</item>
<item id="ref-398">T2W_TSE.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-300" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-404">Spine</item>
<item id="ref-405">Cervical</item>
<item id="ref-406">Sagittal</item>
<item id="ref-407">T2W_FFE.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-309" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-413">Spine</item>
<item id="ref-414">Lumbar</item>
<item id="ref-415">Other</item>
<item id="ref-416">VISTA.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-312" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-313" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
<a12:ScanProcedureConfig id="ref-314" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-417"/>
<allowedGradientChains href="#ref-418"/>
<swOptions href="#ref-419"/>
<hwOptions href="#ref-420"/>
<coilOptions href="#ref-421"/>
</a12:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-318" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-422">Spine</item>
<item id="ref-423">Cervical</item>
<item id="ref-424">Sagittal</item>
<item id="ref-425">T1W_TSE.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-335" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-436">Spine</item>
<item id="ref-437">Cervical</item>
<item id="ref-438">Sagittal</item>
<item id="ref-439">T2W_TSE.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-345" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-445">Head and Neck</item>
<item id="ref-446">Posterior Triangle</item>
<item id="ref-447">SURVEY.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-348" 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<iaPlanStarted>false</iaPlanStarted>
</a9:SingleScan>
<a12:DynamicStepProperties id="ref-553" 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-554" 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-555" 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>
<SOAP-ENC:Array id="ref-556" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.49504950642585754</item>
<item>0.49504950642585754</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-557" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.49504950642585754</item>
<item>0.49504950642585754</item>
</SOAP-ENC:Array>
<a7:ArrayList id="ref-558" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-279"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-559" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-574"/>
<methodDescription href="#ref-210"/>
<name id="ref-575">CoilSurveyScan</name>
<anatomicRegion href="#ref-210"/>
<anatomicalRegion href="#ref-210"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-576"/>
<lastModifiedTimeUtc id="ref-577">6/1/2013 7:57:21 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-578">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-560" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-579"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-561" 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-580"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-581"/>
</a12:ScanProperties>
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<_items href="#ref-279"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-563" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-582"/>
<methodDescription href="#ref-210"/>
<name id="ref-583">CoilSurveyScan</name>
<anatomicRegion href="#ref-210"/>
<anatomicalRegion href="#ref-210"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-584"/>
<lastModifiedTimeUtc id="ref-585">6/1/2013 7:57:21 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-586">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-564" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-587"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-565" 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-588"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-589"/>
</a12:ScanProperties>
<a7:ArrayList id="ref-566" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-279"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-567" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-590"/>
<methodDescription href="#ref-210"/>
<name id="ref-591">SenseRefScan</name>
<anatomicRegion href="#ref-210"/>
<anatomicalRegion href="#ref-210"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-592"/>
<lastModifiedTimeUtc id="ref-593">6/1/2013 7:58:46 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-594">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-568" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-595"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-569" 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-596"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-597"/>
</a12:ScanProperties>
<a7:ArrayList id="ref-570" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-279"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a12:ScanProcedure id="ref-571" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-598"/>
<methodDescription href="#ref-210"/>
<name id="ref-599">SenseRefScan</name>
<anatomicRegion href="#ref-210"/>
<anatomicalRegion href="#ref-210"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-600"/>
<lastModifiedTimeUtc id="ref-601">6/1/2013 7:58:46 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-602">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-572" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-603"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-573" 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-604"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-605"/>
</a12:ScanProperties>
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<SOAP-ENC:Array id="ref-576" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-606">PreScans</item>
<item id="ref-607">PreScans</item>
<item id="ref-608">CoilSurveyScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-579" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-580" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
<a12:ScanProcedureConfig id="ref-581" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-609"/>
<allowedGradientChains href="#ref-610"/>
<swOptions href="#ref-611"/>
<hwOptions href="#ref-612"/>
<coilOptions href="#ref-613"/>
</a12:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-584" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-614">PreScans</item>
<item id="ref-615">PreScans</item>
<item id="ref-616">CoilSurveyScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-587" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-588" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
<a12:ScanProcedureConfig id="ref-589" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-617"/>
<allowedGradientChains href="#ref-618"/>
<swOptions href="#ref-619"/>
<hwOptions href="#ref-620"/>
<coilOptions href="#ref-621"/>
</a12:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-592" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-622">PreScans</item>
<item id="ref-623">PreScans</item>
<item id="ref-624">SenseRefScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-595" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-596" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
<a12:ScanProcedureConfig id="ref-597" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-625"/>
<allowedGradientChains href="#ref-626"/>
<swOptions href="#ref-627"/>
<hwOptions href="#ref-628"/>
<coilOptions href="#ref-629"/>
</a12:ScanProcedureConfig>
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