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<scanProperties href="#ref-168"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-116" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-155"/>
<scanProcedure href="#ref-169"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-170"/>
<geometryName href="#ref-24"/>
<reuseStackSizes>true</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-171"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a5:ArrayList id="ref-117" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-172"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-118" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-173"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-119" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-174"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-120" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-175"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-121" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-176"/>
<_size>2</_size>
<_version>2</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-122" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-177"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-123" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-178"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-124" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-179"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-125" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-180"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a10:ExecutionStepList id="ref-126" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-181"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-127" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-182"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-128" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-183"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-129" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-184"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-130" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-185"/>
</a10:ExecutionStepList>
<a11:ImageAlgebraPackageProtocol id="ref-132" xmlns:a11="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-186">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-187">1</sourceDV>
<viewAreas href="#ref-188"/>
<rangesLinked href="#ref-189"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-190"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-134"/>
<prefixes href="#ref-191"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-133" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-192"/>
<htmlDataBuffer href="#ref-192"/>
</a3:HtmlItemDescription>
<a11:ImageAlgebraPackageProtocol id="ref-138" xmlns:a11="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-193">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-194">1</sourceDV>
<viewAreas href="#ref-195"/>
<rangesLinked href="#ref-196"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-197"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-140"/>
<prefixes href="#ref-198"/>
</a11: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-199"/>
<htmlDataBuffer href="#ref-199"/>
</a3:HtmlItemDescription>
<a11:ImageAlgebraPackageProtocol id="ref-141" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>7</operation>
<weight>1</weight>
<thresholdLinked id="ref-200">N</thresholdLinked>
<cumulationTag>1572998</cumulationTag>
<sourceDV id="ref-201">1</sourceDV>
<viewAreas href="#ref-202"/>
<rangesLinked href="#ref-203"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-204"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-143"/>
<prefixes href="#ref-205"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-142" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-206"/>
<htmlDataBuffer href="#ref-206"/>
</a3:HtmlItemDescription>
<SOAP-ENC:Array id="ref-144" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-97"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-145" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-115"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-146" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-93"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-147" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-114"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-148" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-113"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-149" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-101"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-150" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-102"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-151" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-116"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-152" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-97"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-153" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-96"/>
</SOAP-ENC:Array>
<a5:ArrayList id="ref-155" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-207"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a12:ScanProcedure id="ref-156" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-209"/>
<methodDescription href="#ref-12"/>
<name id="ref-210">C SAG T2W mDixon TSE</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 xsi:null="1"/>
<lastModifiedTimeUtc xsi:null="1"/>
<linkState>false</linkState>
<laterality id="ref-211">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-157" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-212"/>
<htmlDataBuffer href="#ref-212"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-158" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-213"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a12:ScanProperties id="ref-159" 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-214"/>
</a12:ScanProperties>
<a5:ArrayList id="ref-160" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-207"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a12:ScanProcedure id="ref-161" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-215"/>
<methodDescription href="#ref-12"/>
<name id="ref-216">C AX T2 mFFE (NO METAL)</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-217"/>
<lastModifiedTimeUtc id="ref-218">2/3/2014 11:24:24 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-219">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<a3:HtmlItemDescription id="ref-162" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-220"/>
<htmlDataBuffer href="#ref-220"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-163" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-221"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a12:ScanProperties id="ref-164" 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-222"/>
</a12:ScanProperties>
<a5:ArrayList id="ref-165" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-207"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a12:ScanProcedure id="ref-166" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-223"/>
<methodDescription href="#ref-12"/>
<name id="ref-224">C AX T2 TSE(METAL)</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-225"/>
<lastModifiedTimeUtc id="ref-226">2/3/2014 11:23:14 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-227">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<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-228"/>
<htmlDataBuffer href="#ref-228"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-168" 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-229"/>
</a12:ScanProperties>
<a12:ScanProcedure id="ref-169" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-230"/>
<methodDescription href="#ref-12"/>
<name id="ref-231">C SAG T1W TSE</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-232"/>
<lastModifiedTimeUtc id="ref-233">2/12/2014 8:14:45 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-234">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a12:ScanProcedure>
<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-235"/>
<htmlDataBuffer href="#ref-235"/>
</a3:HtmlItemDescription>
<a12:ScanProperties id="ref-171" 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-236"/>
</a12:ScanProperties>
<SOAP-ENC:Array id="ref-172" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-95"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-173" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-97"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-174" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-102"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-175" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-96"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-176" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-101"/>
<item href="#ref-93"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-177" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-94"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-178" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-98"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-179" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-100"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-180" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-99"/>
</SOAP-ENC:Array>
<a5:ArrayList id="ref-181" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-237"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-182" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-238"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-183" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-239"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-184" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-240"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-185" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-241"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<SOAP-ENC:Array id="ref-188" SOAP-ENC:arrayType="a11:ViewArea[2]" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<item href="#ref-242"/>
<item href="#ref-243"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-189" 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-190" SOAP-ENC:arrayType="xsd:string[5]">
<item id="ref-244">DERIVED</item>
<item id="ref-245">PRIMARY</item>
<item id="ref-246">IP</item>
<item href="#ref-246"/>
<item id="ref-247">DERIVED</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-191" SOAP-ENC:arrayType="xsd:string[1]">
<item id="ref-248">s</item>
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<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
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<a12:ScanProcedureConfig id="ref-214" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-264"/>
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<swOptions href="#ref-266"/>
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<SOAP-ENC:Array id="ref-217" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-269">Spine</item>
<item id="ref-270">Cervical</item>
<item id="ref-271">Transverse</item>
<item id="ref-272">mFFE_100mm.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-221" SOAP-ENC:arrayType="a3:SortAttributes[7]" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
</SOAP-ENC:Array>
<a12:ScanProcedureConfig id="ref-222" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-273"/>
<allowedGradientChains href="#ref-274"/>
<swOptions href="#ref-275"/>
<hwOptions href="#ref-276"/>
<coilOptions href="#ref-277"/>
</a12:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-225" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-278">Spine</item>
<item id="ref-279">Cervical</item>
<item id="ref-280">Transverse</item>
<item id="ref-281">T2W_TSE.Protocol</item>
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<SOAP-ENC:Array id="ref-232" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-287">Spine</item>
<item id="ref-288">Cervical</item>
<item id="ref-289">Sagittal</item>
<item id="ref-290">T1W_TSE.Protocol</item>
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PCe9KXGo9rgIdw9zeNc8RGSwLJvlgmAZT5h1k11P8glNk7iMyP/8N7Qv08OsqM1BGBbf4tLqe69f5JLdo4icDvPG9q6WRIUYevOjJUckHcJH5aH8l47ijzurhIjvN6A3fm+ITWYDr5XkrHcvr3R0A4xSBoD7MyaJZwgxEO7gvZzTFZIoRU1CQteZ4cXNLEx1ILCM93Enj8TjQdDeVYkY1FU8em9yFFkfKFeMucewCHWc4pPE4uSOE2sRD511YDTv51KpjD3s8UDDWI1WG3pRE9V7SZPNc5osEm52DgIKnXtLJ2J6lHqoaPH2qNamMUrk3xB47X/JlLuoHaAJCOA+VTwkKJjbXwjB+bqz1byff6ABNU7NjZaW53IEXL0kafXfmhqamPxh/lTp1h2H69r6U/ZRcOpOwnbPdZFxmYjhoWurS2d3IbpRH3tEbMV2Qh/PtmXZTYKqRmfJS3xznyKH03B4AH0BmE0F2UJgyGCLUDO/rTFUvqRZGM4yOUL6v3kirES6cXeHrLLuSrcmsL1tmiycpUK+dQ2kVja1zD6N/5U6oy5DcmkuIdwbPOrPRhxlwc0igloQxSrCa959Sn9/Bp3Kd+SruZFBPzRfIntAAMLT69mhZ3Kn9FmPCHMywiH4nTcD8bkxDOTRKxd3V6BIXaJnjxmUZxnpgf3k1fqDzpJvY0huY+x5/0Ndq67whHCEz/MmvKNn0wsYDHeXK2ZNkBGM4IVIpIgd9h7x6J4PRlqTymxv72gOK4kw7yN/otFZ8eBMIoyuOasCvvPRnTRYYFNr4rb0yACLXUzoBKUpvwkyedrL+so34DxD26x6rm5WacdYqOJXhgcLmXH/qs6/GstXb+ie+DoWXt783yt4X4w1wrmd8HLCxqYnd/nla1zhelOnm2bRGPYtWP8aqPJJzqxGKG2lM0rGeNU169Fvy+xJV6nZxWOVkkbwIhG0LuS//rYxe9jmdTWdKDbepw1DseBfwtKcKhlpXeFLlGxDXQlyem2O1xpRg2/fYu168eVx7qun4HKDQrxGaRFk1DfQOD0J2UIMJffsNGwmrG9TOr568DeERE3lIr6IWWhk+q0ajqt4DKzoerHwNao5+UU6JqiczvG9a4tqYPYcslWM0voxqjU0MMGZ0mOculQiFvHwtCMRSzKtzEFrValojTT8NBC+W7CfH6qscr7fbj9tiVYqYaU4LkM8v7jwBvycRiBQOAVD6rGWW6KoTQXc79w9i6/ddIt37mgYXRJsM7KS8uh9fuPdxzIfcmRtZA7Ef9UrIq2zkPwumMb2BEGaPlb0Ekz0DjMwdJOv5u7ZmsBvwpArUDg1vQpnDqc2NoYZoJ3jfhMTDeb/bjafwq+vWJ5CA7PwnzAkf3vdzEeXWHHOaYJboo9dSnGovN7I1cJQklt/2pP76DoZBpSeCTJ6AeXtyvSnI2EvzySOUwbY7DoxitpbjfzRhTejCbsmy/INVpabiDE75QVLZn6Drg9fkgxM7OA3TcvKXavaphXbS6uavC2yQo3IGPsZ/Tbu/BT51yIxhQeUEnD39zzSzYKuJg15GOKTO88rEQ66Jot2OebnTR1/Zbfc7RBv8lNcHnI675zySaqmvsaSGzMpGLJ+H+pjjwfHDHsx3P1CMZGb1p7k3NKUxxF+yiT0cjURkUIRX/dPNUo20iLv9H+sn9Q9owhEvpZ9wNE4tAuk0Xrc8JTLpZcoj7qQafgAfdaQXwXzCfpBfObM/mycd+D056Fqghyh/48cRshR6l2IykoO3rzlF4li3TK0nn0FY7EPgHUfZ9uy03IMPZY/tKU+FB2nt7zGGzdvh8sxZMjYactbSzVwbk7Uk1EJ68Gu4PslmteDL4O1zo1OJ+ytIiUOrigedPJciZO1XJVl0DULp9PdDWG3xLuxCbcIYdVjv3bdTa9Gemd8+lAOJ8Qg4+k2EaoK17TT/Skt+vNypV5vME6SPnLYBJecW1ccYX87cnfXA0a7J/mdiDEn58FjDg4FmPBE0Y56BHNgGR7+c2iiToL6gbFZE1zZ3HNTlvw5g996I8W6MOD2t7UG9aYjr9jbU7qLPQ1SSnSwNIk4PyCfDfLqcKqmzOd2oezigP94lPDC5pu7UilcBWqzprm1VGlmMqQ8kd1U+oCZcQliG8A1AzbjAQ9BlKqN+dHJ7tyrus3Y66959q01FcVZXJqDXWZaTQ1nSvH/Oz80768XTs9yvduvFL/ulJTJ8eCXMw8Mgn5Ygteshs8sviX5d+b2DSu2UUu2N+nnpwahEdQHQ70T47hBxYx/uKvwzmr/xespXyuCPhTlFoqc0zLTCffYKh/2Npf5lOIacLm1u6+W0vbc+eM4WjVc7suzyiS2mB2FO+5SohJr41gTxcTVXiQHJXwc/JGiIExlfVAxuStwTSWmWVpcYvXRZ54ptLU2alqh2mA8tRstLcGGoSVH3HERRFMyOK9qTRR3fIXNF/eEQt6fhjbEwZ8aMPvze4rTrJCAUDFLp7J8qVt+zsdsyKyWFOFI3vMABqACzT8Gi+rnLdp+fv+jz8xuDi8JTmKZdXWhH+hbb68iodpJHG4RrHqNDFH2ps+JSzgir3VxGB+UM5Xg1wn1z+ejt+79R8GYRTed3w+JWClS+9UYDNg0i7zWwrmviEx4JH2TKeSTGf65XtNxmphS82ZxzZ6UhiBxZ8GPZAfsE6BLYqnv95md0TF7QbWYoBh4H8KjjVmcEeRh2VawgMNBlKkeIFGmZxr2K0FuupmFDF4DwCTazBWl2tXZ/K9XLw41H5Lz0Eu4PBrnH6JhEGB4uFCT9jX+gOBj8PlnpZypP4ogNlngS1lYqBuHqbM+uvhpV7EcfzyU25RwXB5scWZz2UUYL2HanB2zagLohBX17+BbvrKzcyvzxP1whn3/OskLdlEA6w+tOFPWybPleUxm2ReklvO1eqUi3Vo37+397V0ryveB0MyANazZ4NUg57ealIEt99pUiA1puDHl0ck/1RZ7XY1/fqROBoPsKjHNreydTvhQMrZarRPwfmi72xBFNa/paLpiA1JUHPR0Eur1IG21zobw+oowoPo0NLD+RAxSIV7X3oJ6z3XNkaGpV4OP/1TUUf2/nr1ql77202znEWpfWla/veCQn2cwGYbziF2DDtNTjvxAh9Htt0tU8daDr8q0zFk6FGkc93hYaUeC+zdLwhgX38PlFFaib3nYnbzU5jtQ2+Omxc0U18f6MadyKq8f3qFQeLpe9DNlieJfv4Pp4JTO8b57CW5k7J+B3w3qjJ3YHQN9JhbvDPsJ+0BCgzK8EWeZKFQiVEVmg2rAwXXxo8jxMmCr/Hyoa6MGREfmXyM8+8Uz5SmbKzcLG9OgHlzdPOzFak/PL2lo+Cnm7Z8o/i4erbLUYb1e8oqQ/h/grGdotsvMn09G6k+j1WD33rvcflIqjmdcLP0c+QKpehw1LKiZdnlgcZ3ovo7oH1/FqIVQG5Hu9lVZIZXfDYkbLJ3nZ7CNmgzWO7mvMcbwhJgwtmkcaCdsyT3RXhlxXak6BxP+dxezZ4b2vBbWHxJq7XjFRsFi9jZXasaQP5tnl07lCObDkDYet7JNNn6kflSSSV05REh+T0v/CnX7s1yUSazzRPbgIr5SuOZJwHkUk6PkXlwyxa3G9HSxm94sRzeEeWkmJpwDuw6iCnvuaC5wWd87dNxEI43wMYeJR1wulDf+i8pj5MjJW7rMwoxqb+Ke3N/GJdiwWrg+/rLZEq+LFU+uHzL5is6peuA8B3ifQgWK5I+k6X1M4wHlay5+uyUCrNHCKE2iRyv0PeC2RyO/NfepoY/KaTmGs1gSaOJHaoXNOYz1SXTbNsrsPLo3y+V6ibZsQuSaYVseWXLrnrw0uit9eaCn1G2hMKu9qaDuY/9foqQescb9KGA6E0+t9aYkyUTH5bmd2PVtV8hHNkmsigXPSjsGKaCM6sizleCbG3tdktKQwYsG0ygogKsVX0Phw9HRrP0CZvf3zsWeW7BXVpr0M1bEfvkfc7vDthr3aeIZ/Zbcj9sdO+GZPT8KcVc0OzzmcxkKqCtm5vTv7EbNhDHUgbumLmjVuQau/1xR8GmFId4oPceXsvV/WoWv4YuabeMTfEIrA4LbvJm2+xb4lk/tLfWxaUv2SVmxQurZv7Y++Ozs0/J6F4RzDWnuq7X3vBQDbDgRv+dSK2F9dDti+JeLkGKsmI5+7iVpq/EPjkuaILiM5b+vjcBMlCSlxfiFW8ifhkb6J5Pzvxigpg2gb/GWs4ILYhYFXU2TDMtpAuPh1750HJDdyz8e5+sDXbLBzDIJOPbxDOTaZtZ0CvVraymIh7M0WpfBVkuIUxgXiTAJMSvFkcFqui/EMtt32xv9B6/MxrQpHEwFa73cbtN6e3Hm8ajxmEsmRAF33TVB3XFJXAO00q50cC7aJWbVcA7lWzxRdlhNnPf5n7mGbg0XNAUQ5ewlTEpbMg4l0N3jzfV7rAhtJwjQ93V4DEC3p7hoNY6LPW6bYk/ba5xwS5X0gBtXip6l2/oSBZFDLkJ+pyoEZ4t6K4nLR5jSboFGR1X6wM+BSRXr8VCmlJuCtxSkyrAlhZehZQk643R8rhrPRdKAa+15Bgg5yQ9PX3LfjvNzkYqVRMau9pmwHanzcENxAWeEX9ThPWAzaDhKlq2vc1bcrgd3GPbDgpN5TuIyC9dGzcj7Ov1H20dbDNE8cs/SGyjE0Yv66K27jfNQhS6XKOtxmLMNVzohggR3EUhzSsXNKan8v2BnHPtOgGgxBw6lIUsSQ/g6P5MzHrXdGxTjAavxl/v+jv4U+OqR6dY69Qv0AO8XH9As+mwL78kKFo87cDg+Ti/BKAFXpQByNdllwWxP2gIi9nx7S6DRrmrS0S4M5qKfkXVX4LsZ4Wv8eTw3HCJtXLN+hrCt3MKSFFKUDV/z1cpet03072kWKplWOzvbEYbzAa0LC7Ar4I2r+edDcTc6ZGFZw2i+T/uF3jDlJBRnCXIpumfMStFf+7m7rLw3JjLKsWhRMEu+WCttCrSMFudL5tGXzYfy29ZA2C0j9jCWZA6KNQHhtgMbcsdDgKJHHnviZj7OcETnV0liw2u5QZg/ns+9Wrzowl/2LnH/LkkNRssrxMRVvIdHZXnV24d9GqJOK72TVYzg/WdQKKUYrURxJbny6FrPs2oDyP1gmbQMlgVlVul+TKSf5Iu1ZaaTZYTaW1tQt4I2L8EO4mWdfUP3HTi+WKM8x3JUF8QuqTzuvwR/0cmc2+Nk7advxthA4+Oje38DcrlLEz9NvOl/cKx60PY4A18SU1t2HdkwwsxzJyNqSrm0iB5YdeR4m74973GNagxWeYmtcFFQ55y/22OL+LLKgO0qHQNRXmbzSorKLrWIn1g8nWU8ePm4yi9TuHwFwflO+xrpyafu44hB//UI0uXx5rzsQmXZ1CRCvDnuOcfIX50WTkG7LYVcStP4URsYoBHNI9IP39vPeXL/RDNHp84B5Yz+oMJwcXTY8mDvK6e0dq4Q6JNSON6cDxm5gk1ex1+2uKasn1OftpjtbXrowKPwiqIAWbtQOQE1g4NTOqXqF7Bz5pry80DuWSTXVHKTRtb6j+RFc+/AveJCnBKj2rA/njZ9WzmNvqgHxYKpOgff/cWakHxlEar/WkzvtO7ujGnHPR1CZoZmj+i/GhpHoUe9tNA34xxnzSTQ2ZY+q5CwFseRJngqEBsblv6oXK0pmsUd/gDSlYxdeKbOXX59Ek4ONtkNpBPHvjEQ5OZ7dQ8mkl+V9XaNW1gnpuF1anqylyD2m9fSdKwSBTigubAeJ8q3tV9QfOZ4ZOlhsYCdlzNjvqLzHTVmbx/sykNNfiJ6Pre4tJ+7zlvQw6BPNbtqzjeMV/5beBo/Ga6/VNRZ6ryOb3IgX+P/a1pTLh7pceRZ6QKAZs7Om7QJ+Xk82VOQySk4IWnyXFraeKuKdUSYkn453fiUrI5kmnTsL5d/3in2/6f1WWO12xc6OFjcKD7fUyUSSrFZzxuaQYLzfHyGQu7urShdFGLIJe2gCvVrz8hQLtsMNGu1TvTa5mw/kPNoKMO8nylaDDXLoL3JFuyMRGb9+2H3Hu+h/QDkhZzamX5lbiiyB+WYDhfMzHqjcOBX/kZpxlzgjK3YKN7b4c2WUDpZOS1fV19h7LS8Fq7QUvscK36h93jPD8XXWHDhTsDaqGGCeAqapMqUpR4Nx5Jx+VBAADfhCZ3nEixPXLI4BOo8MW6chQ8olZRdAYL2DtF4CvKlNKpNsrVroqlbUvWPAzcqyEW/9akPis/OIUwXiNw+63U4W8/W3n1mtHN5mYTf4Df8pKwXlD1jM9I5Wf+8rvANwKjrGaskUeVAzfOik3Sw8BS/tblY3MlS04Eu8COJZz3xGgO0DU+s/Kj3+PU9hsuuWZdchCThhpMqDchEaaUPa9JH+jefKAf77wRL5wCghXCVhwAE4qF6jvPUsCFLfGfR11eWTvmyAO3aZF9neg/1X5cyG+PcFkbo4CkatHb4Jj0zcyxxo3gvjXHRCYOoxo6lPKhTEwjUevLOONQ2T0bO93qlCG8wUcIB9L2Mm0xs68vnxDrOEfQ9/l9AEEP8HoB2w4JKwtxM7AuYcFKcI4M4GTjvroliUhhS8vibz1NMSbr3tWvG07u4A5qWs7f/qO5PbrH2rUWiucpd1i2WQ2JegRNqpx1nveaZh86LEQv3rzfmsfwIU2+1x9A6L0TyxACUW+MCD4YV2cgSzH4MHjU9X+Av4jP2sTN7SGlmLRnxkSFra6eoVJ4BAiLhfK5MbIuVf3iAy9S3kYwyuFRZDqbsOxGDe+DqV6RumYP8tN4Afs1JHcmIMNY4S6p2CDQe1Isg8wDJKoJmF/2EmWcWUIl72SPkvWELheahQ9k5T5fspVjm3AbbZhb/t4U1PQXUV72EtuB3SRYzOTYzEf8nLF/WxbuSBV3J/P5cH5/EZNkw9V1VbNBusYddW+Pf9mme4OOV4Wc6/Sxo1gfATgsCbWBvKN9XLtxkoSXIDtc98QRr8UhxFKOjILjnd6FInXYY1oSHEWrFNxCQZgaprFg0eQGLd9vQP9Ql8hJapRZ6uAfW/SNLsXShfifFcKt04EMqY1DgRGX4M+nMD2lX5UFfQ5+h3rLenGsyfvyPowc6xI/s6QGivfbXXVm1+2UP1hEsotI+swWJW8+TrCQWWn1oAAxwkaEZxVpS3VFyvYEArVkCVN2HISqzdkVWzl5NGylUgoSBfxGcCBNNxIgKBCIaIHosFuACN4Ov4ImCsav3ArNKY5GTMvp3EtxBkZCvqjnPgWECluvMd6SFzIsZhvpNI7EhjCDG1vmLQ7Jei2NyhOgp1Ov/NW5qDhc3OjNljyXhHuY9A0tBUYCgHYAwEntLZuspJr0E10IJoqxpcXbKNPlO/lfhwrc7trYQlUHnrVcn0easEua8JvA5YmksRhDTcwf+1KFLuYdGez3HluoZzAbWLQvvZs/2ZfN3vWsFUMK9zdQeDU+bIXZaHGLASE2FHr/nHceB/2T0uoR6yrqPlVbym2xq3SwFXEcvgW8nmFWn23MxMHbmv76t5rGqGhPYxt078nXJYWkuKrtTsam1OOXuYMO/+Glbr0KLTapXaLmajXNguzli+ywTvekHVFkVvH0ZuVoBV2XEdUHGRBJ6Pjv1cKQwb5O0amzp4El1DgP3qs5kQHLYUav8q19vsSYUROvpoSMzfcNMqW+Szhe0Vm+oysHoITs9+5znhkdeOfVntkcKMcF2knvP+5qUbZ48RAs1V3WLzZqe8n8njlJ4oaz+yGBJp3HPf3Bqv+Pjmu952JUa4pJv+CNcL3yZevtP/aFwaWeso+keYkr2/NEHaYd43iXV8F6oL5KsSGR1y/AbUS3aJlC4J4F3ELyELgvMlzBHfoAvUtUAWhd7U+RkTZA2n2ge42NuZ5X6cDuUcCurrU+7tOryRYOFd1diA8Hv2hGbyz1mMNnWO/q+QODmg+WbN8wCU9u3OM2fc0RK8LD+jcisMKWIxmTKXVTGLW3JZLytL095GwLEL8W90kHqmA2tGf31aPs/YSF3kOa38XkZtwdyvJEXrF+vQORPnljByNJGlBvEcuyWAEwRvMgSjOzLf4rTeFoSgkRIemeWVBsz9nxXe1sJvBiUsyNsSvYPwUZ4p+Bu9EKZZCBV0UpzLK8Vm53Hxi6pmiNUPPPJ/b7bTZxlZ/m/wTlVUGlbJMb3ong3Fxjg1rYuoV7aVxjXFLoyg1Z9yx0EwI0Hc8nVq9o8JyZzmCk8TqBMnGgQFwM6EzNvW24LNWpL8PBDl+v5es1STtRT7eysoa2lI/1mHvwN1jDnCr08Ycmi4xBnE+4IHMi3gaHLEv8SB0vaaXCDnZFJTiyLdD8DeorohQtbHMsX1irdN5LHBaH1jX8YKVxRvU9OO2PYsHbFVMjFO0gg+d3O9/pwSq2g44g5R5BSeYDXtiSd9Lvm31YoCpOKU8Xfbj2lXS5dn8FXNA0KJVXeyppMFMD1/KUdWZ+jt/SqbCzXrRNvgyus+Z07kxZz4bWKs47q/Xx7YoeGJHmukyiXAQXqz5FXd79VcCxXaFuEMXUtDufU8WRNu4fyJ9vX9RQjeDgOs62YIeO7FB6PY+PD0hD6UvcyJfqC2vMO5Nr+6/YCthDyo6hs9M/GSIc+rO5ZRT7O1Iwx1XtVXYikBzkZ32BRaFZp6Nl98xJYLCZgRxnP1X5VD2k/HiJeuRK4RuwOFEV7Fkn26koVCU+61mAzn/IJxNntGEbaKvdaiBwzQOYjzi5ZtJgfcQ3NG7/i5LRy3tB01/Leyb/twDLVyHcQu2tGFyXSXjxw/6NnVovV4+AmQC7UdtiJx+sumZk4FC0A5voE8zfA64eZZ4voPkeeZPgEy5/8LbbIupzFPO5gNVnvUjUYxsSxBfgq8WUifMzVvADK0yRQo920iCh6iF5zSNiZvtdP5tPX56arA1Gq0sd7Pe+MInBCxZbbxHFY3eqGadg89M5Na6n/LIXNJ5LtgYC5cO+6nBfXsh1fN1EKjCbmXFm/FtB8+qn5cvr+zvt66MQEiSs/a84ZFYRoUqmS7AFsPaHun4kmnBUYHwU27BV6pc4UAxBsWBH1ArEbvlXcl8dA9+9gqF8ifgWU8BRA9Y77qAYK3crPWc+IOtajmjvyONQLfWC4z7q6MHCF4OdBYr84ApgwXFG0c4SPOelcKqLPyxc2HuUE+T9LH+Fy2qXl69b0hbIduntOEtM/vKspToBaQYDr4DVxMPKA9rLZqCy1oAsrI3oNNSnvfD8oSYfnkGm1yRxlU2d9uTK14PJxF8dAjz56hCET8Vd7FWrcrScOjLlloEh8c76e84jNsXD6LEHZn0fv3kA0lpV7glcNREXMLH5uZ9sfzdx8IKGq1OYOrLcSwx53f9nr9hppL9YSd6TPVeeFVAggenzfv93fvgr+uh6fnwAVDqxLLEMfWPUWIk0OvXnZE3kUz7nNHJthel+gSVqUx8lFeoWfd8CoGZvN33JYewwS6TFJT3Fud3D1OQjqQlrNnjPcI98aqYj/V4UqVYJeq27YTTN7eHSkewS/YTnSNgaAtSW+DIpeuAGdT8Qf1ucz9GOizCxhiAhw3KDYjV7DfW6CUHx10syfsc8Tfw0wMKznvs9NJwTVlUkSN80UFjlyaZNwVaB4ptaIfEA68KEeS0PHGN6KLzT2gh2fzDL62ScBUfz1mQBEWjQ2oxedkyBxLDoAbzSlgye7wo0NDTtTmbzVrzrDRYYG2dgMybgMp4v8q7EuB4nhhixRmSbchstaKFCdzHO70r87Pp51YoH2UYw14eBtYysk6IN0GXtI+PgDz/Ob3bKbqP0u10yl960RRtuZpVH870KvIRnI+l7awulunBt1+OZb8pWVwrqFIt4zrNv7VUJP5huSrhZBMl5Gmwc6APqu1vdgGngQKvUeDslC8WvG75T94XSaK1pNmNNywqC0uBEcMoPI3zAU7vRu6J5Je+GUggcYJcb6bs+ednPpb5rMMnC61e2iS7pvRX2Uovb82Wuuo3Jbvrvl3LKTu831b63CUbdTdeOXs4Kah8L339Uh540h8QtROBZ8R+AhTwJ+rpOumpE4wy6PXHdpwYJKjy3Vml6BXvpvdWVKZf77m41YMbr8biW17sNV1PoAyGxzQmbVo6Ps6UYdmEiSIJXv8J8xoDOyw+CkpFzXczuB2+Td/EQuOdtwpmBR/bpeMIA0wY2te2pBFs71Nb2gqZoMHizWRtU3Tgu2p5x/LZneIMi+PYnQjosXTS2AoVrPrTppTN0xc/Mhw3E3kMqRAeyTDLWcjgJSi/vEsFeSKLSUS0p2SsgioHq/ih/e+XIvMVU8X37PuvtVy6Q5uipluZMBfYV9R6OmDV4OWrbgOWt9fMoN4zF8Y/eP/z7SnOEGmBxhicPJxc57DnuESBjp75KQcL7kNTN86Y1dm3Fje7LLWbfLwLB2l3UVLKUncUhSL53lVjnAF1k3+z4jIJKWWO+gcP7Yj32xPOSWHOK3hvzz5OchCI/U8WLqIHqomt/zeaIu2IE74BdT6KyVLmddURW4St7SK5FcKw432N8gafH2SddZtbWFxriBzyv9aknGjy7a8goNhJs/nE9UPo2NNQ9KPkYKqkGXbqXcu2JknkPqtglsuP0JpXtpOeclSCt7uCFawuYb2xBW2R5FSd8AUZD4oWgFekYgUQwcP5oGKBX9phFB0QTHrPOkAv6Y5FVBnptNUle1of61GOwJlIGgLh+7+i4FWZpTWFQrJ6csJrUsCzKB3Pr+6pWeU4hncUdlLVV3B7nU6RMI3eU8FzS3XcOXkEUoLFIndWzq/fOdagl6KAcivlW0IuwXudyaoHp3GfpoZJLh18//nZNL5rMnLrzWY41IX2jbSSy/Kg842ECy45bokkC8VID+6Hk6B2tO7mj18XSeZQqTbIE7JQybl8bV+VKLAsZXZdOXhsPM5vZOVN29MWE1Fo3dUE8CjtbZmRc0VIBYW7KZlVatL69ME2kEGyPkRUY3OXhM+vzmdRDcDgzpXh3rP2VUzrI5B4YuK9tVdowgxBux4U5+5d3lM7ldORg0s2eK9uA6ZPU3pWa+v8u+JKD5ysLed2Xf4cyi1IKambdPkYbL/8wco6wWHMMA+0htV3aXppwpCySRK4YNLXhVpkiSg9yj9/dYm9JfNwwi239may0OtLsz9SuI/chV5n7+VsPZ1c7DDfKpzCmDNcs/4gyMPvfX7ot1fzc8u8ya6PJz2DZft3yo/zcO215G1+DjvC+Y1VubnEr9sCxatr0nBob+HeyXGL3tVh1xxsFJSG9OiiYbPF3pROkCf+biBS13C+4u/3qpfh2s0Ywg7z0942wKI2nrI4XNOJda9W/wkZDds9M18LggjeoSILhmdo6H8MFjYZBR7rrKVs1nAel4pRvWNiYopKDIcgsFWEzjPJffdHkDBnta9Mo8K2wsy39Frdy1Gu56zY/T/FE/bPIb2M5m05V0+X0J3lYEWKGff4RmP4P17YWdjZqTcgmRB2yZh9dmX9xiMFaWXLJVkbVw5nqbAJAqVHv3sslm3bFrgKBselqgs61xaJ37BImM12x6LVXbtjGWdBOgZVDM5w3ui++atFGAqYgFaTk+2jG2B8wn3r9kUtyDRtxWcQKxfGacvRl7u9CbJND6nNY0MyKnR00XJXw7O0OGRBTQqgBPEt/0KAv6kG2WkvzSr476TG9ZuMz0xUTzKuRuxYmoO2xu1/W5tIy694q7INd/gjA2Xgoc9Wp/yizjT8GEX4/ttFHnVwFg9ahnxhrSYLn17m/7H9OXfs93yTD0lm4vhxEPLKb2tl3Ra5MrKgZlhkG2vmtKLal22+CueBSIXlPAfnKRwJ0aBkyw79HL2iuOFK7Th0AKzwaQrNFUyVteOThL4PPxbO3kWRTeZgEHFDff6MQMDPoN30fL8FZXQ/0g9zzuH90zpBBedKnoUIdJycrytSIE3bxdq5flpWIgqpW3tUKHbwLZlioQoyjM/9JynS3YDrA5FBKu1oEzfxt4OX1ua5mq52fVVnPVmHRa/RP02KVcGY9AqVpYt+kXtYDn+l4No9MHMq/mW6YkZG+tRJa5GLN87jX13MoWyY7ViVYTXKCgCP6+wuN2BpIvtxO4hpoh//HBbtKCkGcaPlegjBO6wRKtmOnIW18MJFWpb1EyXG28eMISk8H/+Ufqa8WuEFf/grP2d+lDGJ2EwJTIIgMONu4+uNB3onS2sJbdnWGhSE1MXnLpX20gPUdwf/UNXjawWtNETpPOzIHg727PEMt1AKSDBNbl9ei790WszQnpit02poyeJyPUww+Tf7m2Inak7igKRerbQwXR4DmOmoLZJXIT0QMD+lrHJMPvzvBuIQreW3jay1UWL3N/uOPvmdaSiPgk3wF1ep8ownjoHP/h5s14m0W23tb2ww2vlAuuNcg74cUK+dDoStf3llFoK8d/pXbJDD0t80gmhhC97hYKprPbVlbYYBgXKhYx/bHeI53Bqsan50NUXoFU+FgoAQTpvqSNdDC8uj6Q2FLNE2qCjuYMV1+qW+72AckimX6OsxvMTL1PUi32/c5ChYEJIcW4l3arjLtOmXY9vKzJUYczxjV6/n7Ccw+ZJyGLvV6or7clHEM9Ql69d7A90V6QwQyZO6/9PWs9UV6iEcSWALmvOrDCNUGS/L5s52NU/zJAvu9oOBHrVPekeO148et+0a/XVczUURrpb3QnFsuKjHKJTK0MaUGQYk7IGP81nqCOJIIaZkZvd7ijnTp85pZ8jIsHhkCtKKtUDBh1Hc7Ld4h7qPT4+ipp4r/rDjcpl5/5mt+QNv76nSGTJThZoEzXmTsbr2uMPTt2LiCKZZSKfnflxVNygVNQqSwZ/r2iljnUW31WaLHZc0MCeuxBQa14kfOMcVCOr/pOe6GJgBI8viMCOZTRYWvcOXkALOeLQKB7w7bzXoQ3rAS2Iw61Gt5WNcv2j/SdwDqhShUuAdkWlIsuwVunK5xnvSnMthOOl9951zf1ayhVZ8TOXmcnbJMsOD7liXW8yH2EXMBm1pTfd/fdwIXNE2/3p0oTQI0xgfd/uYGIyaUnZM/T9ybuHN5v8qBw3bcn4yBP55pMn5kcLDzQqncGQHQ8JKoHDlg0v4jYSuaKYuv3vcFytD6NyrO/WOgUNr8b2s+V6jMT+unC+woGs1p0DguJrZB08MAErzv9zo0EZAFSJM+fNn2rpfTzck2i9Ih3qv0YjU5/IojPy7o1i3K1axqE7IrDizKXbDIG73YkwuRyeHOUUe0bb1++XFoSh2FMn3hkKxoJ9hzWJN1sD2/YDtLbkr2DqQh2ymN6RIGxqUMhBXkJT/R/pBs/JD/1NDJPdn8co8mjJke9oI5ReGvjtZsKTKsAiOOZpiUln8BNT2999Rf7PeEa3ByjR6205BM5xqStGxy1tO1J3hB0zz3VZPr1z47PPhPxEBH6VaQ5Qv3zzuAOeyyVln+Bc1YO2pTgtUooaGHyxCxqtKOi+ttvQSMW+m4oLlbe/r2gma3iSZEsLfg+hbv4KAmk2cBq8L+rslbVRFPZWPO9xIVn21N4McVX1vboXcxcthoYdcWCS8QQLeFmxXC2T+5IkMuiOlUm9tXv3Iw84kVnk37oGGrLSg9An61QIF1mQj4E7M3GyOD4N0CullaP5SX5IaVtXHfoj8VsacGD6ze+hkVsyLU3jTjGPHQP1SsqGwW1JiYV1dsiOEDjRXcCzRjqFJPOBKRuqCBEH16TGIK6PA8H22pBj1/mPI6knPtlarKe3DKT/R4JYm4d0Jswwqm9DbrO/Or7ekLjvkwWq5PgrGdYlQJsiD9mYIxtzl6xYr0uMB+Bsslb4JYGy7DoYk3vb7hrou868hqqurWRHd5+ksBnz1K3F9tCKoi0zserMYGDnQmWh3sYW7V+oh+vaBx4jpQrNB3QZm3oOi5Nr8MbwIlJAq8pgYavB03Crg0lE0oDANBNm55rlzJxTCb6uCpxW53meOqftg7b6eW5qxi99D1+FInb5EU3UOR0KK7g4z2iwcj36AIbxk+GBFoiWor3S19P190zN3cjCLOQ0JcwNfb0rmXk1/eLW5Fz28I4UzuXf7J90XvT9O3wX02T8e9bK1/wnqDHvgcmlgVwf0oOswjsUH+roc1EpCwEm6UVCVlEJ/7038NYhfVI8PYeA+NiLygebxgsUJHzt4Jassirdh0iwzSmt1uOtW21p2gcXc+9lhP2dTVRGleOwsLK7SPnNLgbcNC4AUs1CfGFC9VYyQ23f73i4Cg6wPmLfrigfigmUcc7f0iin11DydE/9JTIWTWa9F4escrpwwlUwjkz8yABPhoiNfoA/LmVbaxmbfI7UVRDwBSke1SnRb/B8ERzTOu2u5pmCZ3pNAyMHFjnFzLBLc4mcYn3myeC9j6Gcs+6KNAiTN6zomcE0I9m5/GGjBoEjUvOR6efcav/rJ3Ci0I+2u/1rV3thqsGbz5c7MrKuoL9on9tiBvp8QwkLtuYOGcJTrwjRyg+WBQoM+Ry4JB/YlX7JrwUlSkRYC1eukqlY8ulh7jvgS4FPJOf8AwZ07UQK75+3qMk+St5SzvEyBl6NwjTuruNZc6YDDKjcFZwXRpLE33pI6TpNCqn8dL1Mu5Uo1BeHOpccWgxVySya3xocuBAkw5SHY+/KPTuLXZzNsiLDXfy30t7nzU2QiV5tpd7s+MVkD2wITY7JSyrr3nEmxs75e7LSE3zjuJAnkmlIpnlcWXtOQHhqnunmX/CXrD1I5Ph1T1TYUnsg3hGBTqDK68//CuMCwWxcOm5nLVulgPqSh8l7lEg922IzVWwU96I0Us2wKK+SHkGEBMMjwYogA+iM59QrICTISQq99ajKQGNI4Pbr1GRLh5Y2p2Sxu4xj3EGHgyR6bvr7W8stle/qxwfKReZi48f60xNrSIG3LzjEqF8+9/wdy2jiNYi82NBRF2cshSNVsLrA/j1cU30o0kyzTl4G+iAwPvqiR3NPbmi8z9dMMrLVicIr9AoQ8aOpb8q/0iiofzl9X7WAclJvpRd/aky658aYnhtXqgkbiwe9tOf37MntspxkVYSYK9MS2BRfbK8sDwTfDhmk7M4cSL0VF6hTAJx5maTykhSdAz1MsqzjSAOljFUfjhrp8Vwgk5YP/0uTtFzeem1Q8pbtIHJfRc08SQtxNyns9FB8AiDxFY8iiTii9nEMUf/H0H/Vu0jBFl40uUvqABU36y91j8OdlQMxUD8vnFrceXQ14DUlWLSZDLgz7qz0uqB2Y/lY8/ZkyVsvKRhobBm+BH4unB9UZgYDbbKO+Dm4MdylyXFrgvGU7vSf/3WMwkQ0MyhKEvX54SlFyk4y9WyNEgiqkpYOpdUi9jCMj/QmyoxvkOqp+7vCpp5vq0NC5cEvt5/BrpFt/BQtK5EHQwsNSetGjT38qc3QnL/PiwvrfZQVqHd5j2ZQkUKSsyZu/KOshV/uqcZ5GqPPCnKzkw2RvSYWBcr3TcZvcHOnz/Tc/cOuP3tZWgGJCdkAEu7hLw3R1IDuAxc74mLM/ZgHr/4NqnC5r/fvbEf7QdIS7ErTctRRHKtC0Uc0rThZX6RVxCerl1vPZFe0p8ZYYuaBpT2kVTU5FjrVCQ2ZSW7003IVpZMJwm6428ao5uPEejlten+Cza5pTvFPFdQXJiF8/ZE8qVHyMzuWKnNz7PjNLpGJ4omb4J68O1OGVf4ewcI5BID3eymf1YWyajH0OU+yavl4ClUF3JG/BwMCDoY5/t3TecR4IeZBWxl3JsDKzCLpd/qfWpvvljEItnOoZAfzdJRXH9ADONZx4/zm2e213RVOWbXG4ehcaw05WFIvZ3bWAb+ROwone/kCHXBqa2YMA/zclrcNCzpdAtH9VtYsdwyDzY2zXWI19PbjwAkGLAugx9yPX1kTTii8vRZBI3sTPxywXNNXuYZSiunaJHhs1P+cS656+Yh7XUlJkvist5eZjvcLO10p8utJRRnclXO2oAjEQfklv0iqF2d7P1ro0BT9qHpWAvC6RZ0WPrxeisbMb/3lL8v6wUfpFh3FoRbl6QUQyNnONAJ3fP8nIhTYBL0DhQd6y1Rs/x5vE2eWxJBwGYJpNXoO0w9592PC6tBxPxARZSUPgp3c6l1oRNQ2ngLohtD4a5fM2pjIJm97+5kkLpxfYxhjuk1iiOQz61deDisJAW0Rmd5a1UeNCJiT9PfGmLiWj6mHfJO9u0ERcP1N0h9S2lTgH78WqqfO+L5K9ly4CZIvaH6fqu1w9H4VKDtG7sQCOKoaur7CdAMFNDWFbC4xuX12hVlV9HyjKzw5WSw1yrPLNv8S7wGXELEnldx3xJy9Y/4gPdCA8pOfP6kLgaJxm+YQVP4ZzeyLatqCblRLyQU5tg7K8Ayn20aEejzQ/fa9DEgCS2Bny6Hv8kAHZHTrehmoEn9ocXgWQS8bv3VJaBgZnobDT1y9reSjHs9DSwIcfdSoS3NEfJkt3YF87P+No0WkXo0BEp1VL8XqHCtDj7J/S4Ymq/uvy1BQFTLTz9EyGk8COjdJArT4a0jnJRVmbV5oLkEPRalo4MRPQADRjClWbDz5dHfiHkeyMVZ9QtKTaDvXUhBn1t5Qk/x5lND35hvkP/RSC5dMHML2leidu3JR65OCa8rPPfhn4t84wmI8gJe8DVjvAB1RIVOiAGc4SbbtESGUasUK27DAqyiQXCUSChQx+3nJJ40WjOFFbFyIBwRUpQyblIKgQ/K3reT5HPk7ygMXn/sWmWYJiN4pZgzxE5Wm9HrSJ6YlH3ZvmCY9wYuLfEXyURy7LhFb3PjqSLSx2+/0lKootW69BQqyrFh2Mp9ZCQEpQS+h67n+EJk9hwSealwRTvhZ4CLHdPh9/gEyULe82OxG7cdcCryBnHsGuZCKFmnIFe9njKnc4JIxMGpDs0zL3PoU6QacwSbZGsAcLU/Gzv0DHqmFkWiTkeEGV+3jw1MIRcgvg8p9iySmImMwIVnuOnH3ZNdu1eIyd+jwREjrgb0Y4jyB28v0aauxV6rWd2ddMbsAk6oRM7fQa8eoDP16vzLX9qHawsypzpUTRkOT8kGs7tZZtBeNbjmlaqHG8V3sfe1e4dSVh2zfV/0Ej6wFif7iYcS8PcvU8Fie/sV9tuN57pzIAil8tDcN2NJf/4Q0eqv+a7JK7llePhN9TNHVA+ReTlwPGwwMoH3hWZpkcFwwJRkZoHllwEp7/v1e/DhBLoFTXZSPZbB7YigGQGa9vfyRymIpUJMiv9vmq6er1KQ84pSmGvzpg8NQyOY04Ww7sa/jZ821l5dEEjNXS0OnyIn1wJjbRfznefxPF1ek1d02P/MIP9bK4DBCnEEWJe2mltjiA28xVDzGDWYigJkCjS5Gegqzm9Qsb99sCwEEuTGV0ckFCAu0l8ML37tDVBBPQJJDXWL2IlzHVcn/O7FemUxpn1jHVpy99+mLHWl5Nkq9scCR+XGg+9vqKnOOPd8obP+sGRyz8zJUYKkOPLzl8mrrP6lBiOHY+ZnbuwjjMucB3vBw2lDW0JlBNFGYP29BNZ30Y17oqFvtS003TziV5h/ufndka/wJMfLu40QXLOHuo3wkQiPl5Cf4vn4jnwFk6N2qtx1Mub54p3+a1jwDH10+btjg95LfzkhUbj1WIYxxOsP9DPgLbOmDXe+0OsIcIy/IIGJqsdw8lodgcGiqYfqN3xgVcTzydWruAJpQ47p5XqYJ8oH4UfCmOCDgs15kWAg98rNgNDUb78SqPHAXnrOVzOJ1w51bkIOVPRHUnMN6j2xynAx3o+aIHyTpkFehHfuoGzxEXfcfVI0BIdS18yfCmYhy7Yaafw6WnodRQvrYxkpydWgR1b4qwAoCsj4GOIX0M76XeiAiUi2Ug7dNGtud1Ecm5hZ5nC95DwBqeEIiKaKlIgi9EQv+k8yuLeraDTRMuWluSxOnUEXf62CBNW25BxtVzVPU7hRxUEHi+DsnaKYVNKkJi/DTrrahyY5KXXB3XHX6K1qqeJ1Wumcz5iTiImn70QaEpBVgahC7ui4U/N0SGbuvkEmt3Lie9K44ZFx+s9viTvPYsGO6LoEZsPmFHnzN9vSRw4JC/0yHvGHo/cF0a4/S7CtlgZz1fdbnpTtRdrIixYj1kytaWNA1/WEi28FKSRQUmYeXCg+fbMtXbIZoK4wq3MLVrPOSOlTxg/T0NMZ23oPn07maCfRuwbAD8trTaJbssvCK0Oye5Dv+nZtApkdZtqEwJb6rtn6gDh8k0lV79oXRnMDr4M9nqQ7ByFNeb+5ND8bRBkYDtXdCCWE1APXbIzrgqJ9vUFPFl2YITcRG/qbP4esdYYB/zjaOU8IV3k5hcW5lc+v3QpMgm1TRLFyZZP5pK2BJkbJzuS8UO7e26xK0F3B1AYH+Dr8EelKGsRGHzH4Y0mPfng73F2dWKoW5esmk5Ijj4uSlKCMWykaD97whIldwviMQ0djwd4rP/m7iYiYiYTAqSspZFsM4McK45mVz/YOAs0Sq2PgW3kGdQ9QU5MPpvL1zIXtvfiEVeOCxxhnIl6vkw1n11jhSRHhB1UlVys3cAApYRGY099UoiZeV8ktInGL1+sLftpe8OU4lbpefe0md0TyFPcKzFeVPPt8+l8E+nlUrYi6DDbq+dIoF+c+ufdXtGFwhCHczb6cACx9s1PhPCCTn7o7pfWlJD5Y7D7W6+MUUYZr32pB+OKmbf1GDEc7Yz1pOVeDaZfmajaKqLn/NChaGGs04weH/HRoQ3ecrE3tFSEUeDhtSNxsHs6zy2VMJ83wStsB297c9nJCIuvfK8qJ8sf1I+GdszvDjdbrbNqGyJvlpg13gQYrlt4GU5NXRNdZ74UsmA67a0OwYQU3fw5CoW+wTXcFVGkIHcX17SURj98JKhVI9vHGiQNhNzdDxsiWY1xn4K4/BViAqowZhNq8IrO54nq0MigPPGYpA+/jyktXBM8X5LXW9oMO5LOwAeWCf+Y/8ae2l8F23hBI27VgEHj1paUkOJkcfnmIURRNAMq+ayiLLkEB12MHBcZFMwMvx/c2EppjqFPF5k+0+NpsNOQb4C5p+yRFx7ro9RgH6xF3oyyQRdJd8Fi6eRG97v3rqFCap/Oh8tQZIwomm/2xafODBAft3CoP7uFLMselG4V+vAf9JLpNuBj92jDZzHf5B/O5Lqgrrb8tW2mNtZSZ3r8Qkz6MVdL8oUOvnLN//kaNA3V8/fV2ITkuLehw0JqoLuu5Xfv10rxI/HBsqioURM+jWw4RRzSOiua4lG7Mz/x65sH6EMsh1WzneGCoHu03rvcuLy9PZ53TtZFQ9DQLicNgTMu1W+ffK7/uMVFUX7rctCPSW7GRShVyLjlvrBZJpFVbODRdaTc75y06dWHWvyRcCges/kyEr79AjEQJ/0sfVFRQNwMpYktfP7mwZZLGSmgNEm+2nTJJ18hHBF9TygeYvyn6lQV7ktN7LZnVMb9d2WlK6Lc03F3A2p6f7m6vmSmCCA5baCAY1XDm9mSbPbyifTuT6M14/GuX6wA0U87KHYpdVEEhb8aYaKxEvtNdzZa8PQB1/t2eR8uCPOIJ0uDyCT+6cqQHcuVLuc8mx9Pps7812DeIJfOg7yN1HiF77elLeic21ob21NWDDn9qu4m6U+NAoNNV7VjckdyPtCc1CZFMQdAuhI1G8JRMDmtj9Re8MEvpKrUBKCdYiT39saheMEhsS6ZcLMUxLP8dfQ4viYqFC/ywdr6DEL5aqOmw8hFvF9WVTsKjF5065pXVHFphdmIocJiEiybsSHO8a6huvPzBHsDATwlkpf6tm+VVNDss4NYC8lxTjSkBGXXLGkJjrJP+klLa2lY/ztVIi9pw3gNH7Zo83aF4pl9wrgT8FoftZPvrzRV6cErbD8Jh8Ewy0boyDzRyhS1sM97IvHCsmD23Byh0D6zkbGblym4cwYDXzLEh/ZMKmHlSgRwKSSpUnqf11ggpn/Ulp9ZAuBi8HnEm7Z5Kkcdk1B9QdMnNUhnosGjZA9M5q97VgRI9X3O1Ke2pgX3oXVwfevaW1Llq2rMON7ggYiaenJ+ffKg1orCvXNUHFI2Ty/WeFDTUTJYbfRhqFk1EsOBkrO36X/ubDZgXAn0vQK7Dl3m8HA6tes6YCWPc530atyhSL+qIKkubxE7MeWGtZJjJ3K9Uf6IK+PtcaUJX/ZTdI5bOHQUriC5o0MtLGhyDesTEAomMIYC4JW5shS/nbhx8SxJvXcllsYDynQiKYqHJfKowFChha+4BGNp15f2nyqDutzbwUI4QEN9Ep/URusl8XdtsW3Wjz6XpGGf0MXcVzbrxKaQCYJK2ul325qDR8aEW18qgAF6ANabls9eBxQCkkteUfwBIgb9w6J75d7HA8teGzj3xqTlxRhcDH9VYo62da/n2Kl2tyq0AZUskjiKvPru8s+oY92/mDOZg9NP6Gu9+1xgEP6Fzg8Gzt5uftS4DyYkGrLG8ZwmKNEN7SBm3oCPVdkXQ+nQokZ+/OEuC7emPl1flt0VWQg4kUOkf1Ue5WEZ0qZzDkBgNuUaGyUmhkqifpkC584+22qxLdE5SwAe7nPneos/thZJ3ny+gDpO3dCRan/TkiyecNsp3y+Rs3uGcKZTveXHkKdphsfKYu8c6giXiXi4sfWlG0uRYu4WRt+zYJa0Wou5rv8g5QHz9qAuL1NzctkFjaNDtzAUNrA9cO/ykg7ArFc+2lssa3fPqfndEl2mFvDQFlxROtfbj2BTikrB7AZKSTg14cKKPV30A60s1nf13LkqaQlEfBEg77KtJEB7c1H0CahxrNPgaPSg9riYmvylQ/szuGp1xaZppOTVivWz2GvXP0NC0GJy5Vmyt8JnSGD2ho6GElHSr4K11N2qLzKsxF44mW6ecLg5sbor138vmvA1M9+jzMMFGha3Drd+A9sw4AXKd8vdL1G7/ZxZYM6NIt477mDXhOtosZZ2CRvaW1JtyoWIzmboi7Dh344jt3m8/51FJD3b09Z4I/+Hq7mabOGKUTVwYllHWCDAV6nC5qutnmRV5dOV5wUApjpvU+BHLVjBmLMk118SpTwWL0q5rPt2IJK7y9hBm0Lb5RL9BwLNjQeExhkYrqPpi8He4QuZ+gzLfVPXcC3BCSrSUaJdsKjr27foQxQShwHyxuHSwLVQTsQ+m7scUY5kzDbIL01YfYjxPhGGvA0Lue1wX6SNhrrwuM7u0vHMjvJ0bhWMOcsfMDVOm2uM6XmXUGxwvcftfcfYE6yljtNirDOw4Tzt7DJFiJpaFI/YZ9psLylhqoTakCDqH4fSbQHD6p/+xYHMpLBHwWWO85txhSKEzogQtTA1KxlFhigl8raJ9D2cLXNTnGnkAj+CNR7i+AFaDm1xR0NyRHDyv5OE//w4Fpt1fE2OGaOFfpxUsOSmV5+fkfzNBnjWG8w/v2fxDzyvrFeDd+xdhnFeiNzLCH9yZdm8tAzCNdS5EzX0vRHwJwKD/n13ENQmTxeMy68f9NI6lVo2FtuUAayFnwevTc+VZp1JlMDAtdttjrGwQAFrzApxZJ7+1m2nsMqoQA7ZyW90izZ88bO/p/XTDRQiUlNKYs7sMIBHtYzZluwD07H03k7JIoc3DR3jXTKBiCba5HpOjt/THR0eIfYQSITbpDnqUEB96fPKVudtf99j2Mpq+PWjCUYK5j3Ms8EGXynaihZLFyhOMIij0RJ8cy4UEr1nrNK0zKeTMJWz51jXlADz5S24l5p9fY2FY+VTnUyDvs6GoNoBP+5xyMLg1Ipd4pa3ohmXijD+MPAmcC12hX7pQXreUfvIwf5dBba7eh781RI/B+op3Gu8Woiy78RfWA9iwDGON6+j8/Pu16BkHbulO3LfhmQAkult8iXPSfgFYSv2jf0bS8TPZ4/nAn7AB+Z2fjHcq8krjQ51ZVMfFhjRn+QcJRoNNdcZBzVTlgb575J0javD3Gk2IkFbqD+oquL2TpdZ4roJevP7zbX+dinwdYShUcPdv0MepeBv+boWbUyAmPPff3M6pRzClQ5iCz7ohN6ffEluKDCZ2wGoef+sGtovac6HS5XFfGsJyWcHAN1Y+0Te6KhWP66OuhFu+4YI+3PrQzt058V0S4YaThWLNOGVdId9Jtxzspf79E3kZdcHwfrO+AOfYxTVNfRLnrttRk8Xq5dPjei0Ii3b1sE2sOLALlbYEOPuAwz1BzxCGk7bgEitKd/GaI66kl8IlNgcUlPX/n4jncnx1CBKZ/CLhL4Jxn/WwAmaI5KzhrzpzeYRLTV2sIRI2jR59Ddzf22qU8FD2c9hRc95HXTjgsYE/14EiBsO4/9Bh1TGAxuZHvI9mAi+12waxdlovJGb6jJ9QePUlXDOnPt0BrvKAh1L9Qm9UVC6TOLJeBq75k1G0b5CQazdGBteTt5ErG0avtet4lauPNNM/dJfG1Pzq50zd0CDvS3x6Sy+lRQ4hyqtGPloVTQJkGJMOgRzvJJOQg3A4XHCgQr//RR8I/Nz8YLmS0kXrfQeKJ9JppdXVznYAtl/rKs8RY3888XT7WrGSPK6MmsEEh7CZdIAqldqNET2+v5l3Uob9eEqr9hqK1r8HNFA6nuRXGT8TSuqDOZnElSn5rQs7oh4jhIGx4FXNsYYn1lbR70ro0gXBJ6ah2vMIsqVG+CqtFOKyzHd5oYKy5LQ3MQqi5xnESdKGM9boUnpfDBvNrANz25p43nWOZuqp4ZgHYUD2asZG9jBbXxYinTk91/dBv2nGjHUEsBl0emsoLZf9DbcImk0K9WPJuyCpl/mDVG5P/W1hvIB06yyD2Jdk95u0ItM5xZS823mVoSqLK2P+KIrm42h19pYyvmz9gQ5/OQ5TBNX2wvD/0dJIMOhKruurcY6hvNOLihiqA9WLTFXKsPXm1clAezqZbGVJpDo3bObtQjI/msQeYtIrJbzIGbWYw/t7PjakzWC5oStakUSEBoEaGmeGU9x8xhEeFCuaWymW+3Vxvi/CnbJ4cDe5I0plW/dso9nfhYakUiOmChBHWRdUpPh+Kze7H1VCdR4c+p27M25N4btibJpNFGaNrYZUBPOPj4X4JQewHT08o7ZK6NspbKr7Npaop8lkpUVO74mHbbdv6DhHKUlfB6+FLPKMSn5cpEdnwh42SiZfbuO7yXp5aW1B5dvqJAhATE9PKZ9dSNGO45uyOVjroQvAFM6lAEzrVuUEiSu5nYwVC3R2NjPrQ03U/M1B2CNeadbFphPlrgNVQuKtbjuwqp3XRiqJ9zLYTpgJmGXTqbhbbNKQEjz8IrGE7Y3XVJ3jgvcUFZfrZ0y1QyR8gb82XfjNmKDXur48HtvVdDiPhL5uR/mQ6ufDFR+u9LD15iGOQ7RjitOSy51NrN+12r+rs5850y2VCtirSo4ZeXz8LdtU77Y0JJW3CEGI54PYwHI4iGbEwf6XMHJt1tla76j9zaxT4wRCueu5TmCi/ZKrNBh3oFUPx8zQ6LHm+ZT8aSi8ZvxBIXnSSMCLjRHVe18JM5VfzjQzydOz69B1mp+2cirukt+4JALh9RULPSYlcnmzpb0+iN17NR4cF64HqFE6muYID4qxHy22W6upGW6ZKOeTrfnZBDR0IJ2SyEvO71CfZYykB9wT9FkWXCzjlbPlgPWlI9ZGB7bXjFnO9//Gqcgge3u6G0v+0oCJgifCh5LTAEVZeIj+SC1wocrM0/a06u9o9dWZrs3RoPZBxA96jMcWgKjv52ksPIKTirlNH+/zZ3xrGFE1gIiWQ8wxTZbNhro2vLfz70STWI39qSftebD3SDNjurTk+K5nvQOIICbMMCnf5WkAf3rTQTpDxDIkGTW6v71uMILGr2Ee+gBw3LUveIjixBr51DWIuSxgySMzbrmWdDffnxHrMCtrfExjI9AUxGIMAzworXYZ/TTc970DilLuePylP5mvQsOZy2cdCf7SyqHR/5VCiN3m0YrnBd/vIUAJGuYkfdNM+lcRzKjwUUaAWJ8lcxpr7JEwt4J69OcR8C3TBabN78ZU3GF3V6j8nC4b7mWaKNNkfE9LkI//WFfmlbdTn6gNGPFtI4EDiZus3EuGy7XSfWh8EEP5N5tQsBZGAF1/KDj83hfALBmtctjs+WprhwPknwpXY+/647DG/Zu8f5Uhp7jRlI3V9FURweWlf5ZwAyRITHe4madMNgRCW04hPTqj/KpC326tmWZKC0jPIc9reTZdUJ1E0LxW9pLgB/1RwozYMDAISx5boleRN8ltNRDOPrS7fWf35qNnR83thJqf1X8qnpGVMpz91679QcMco3f32iNWwIjRHPa7FAHdLw7wDSDr/gMHNi3IvmhGkLfHBLi+IqWzVYbAuZsHPUUp4ucA74EsNHXi/aFIQOYNo2/4m/xUK68m8d41XDBQ13wbLDOh4MiOjBn/rhp0R0JhrH5YXUfNdLvMGGrcnPzWMLnl4HMaz68dtJ5rmVUS5NpsfYkko5GWRqWvPRQPN055S7tNPZQCqo4FS+as4GGcd1MqqOeRV6nGLzSAHrUwRcY1Oytm6oXXlhQi9oSNshS7hkNPGjGSZ8N7ohDA2HJ8dtpOJLq2yS8fOmPP4jj4o/WeurdmC8JT+NRAxOm8lxtshAn0PSlXsEsOOLGrxakhcfKvd2CjdUUIvZ5CK73T1bpRtZ5Ji4ovdcf5guaSZsfvTL7bBhAvlcaFrKi95hMz1rcwNp3i+0/A3Ip5tdkrCLEVWRH6Yjo2b4wgqabBWFKZgb6citEcwpf2pH0ToedDL3FsVY7wlLbq1cC7UQ+nV+bCTALVEOEBozKcFGdoQ24U1lsW/7Gs5xyD13oMwvW0G1hbktur1WPoCBo+hB1gAi9oGEehikW97b1bG4GWQnB0gb/O9wVb4bHyTFwLqtTSKMb4wrlu6Y9XBpHx+rU7oMFMGX/9Zkm5erUD14vNOf8qwqdME90Xmd62XY23fHC4bKqiI3qdrxU7EspRChoUxLT/PPynuZ/5wtRHOESgWuju2FWOEpQQbFhW1AOExFAKJp8cbgE5qxM2SaGKbVnbSTMuySoEMPCmhPgYfG0h2d2VMyaTDyTO5lhGIRd1lodQvK4ohggp/ecs1xTvr1j8xC/Y4oa2RmzV0k/y6kRQXYOzJ7ThLNQs2GAf9B+IfjMO1ux0cdDRAMER1A6qXRmW3bMOeAwPfM2+r+bOCSXW06xR3jb2d/5c/rvbZ3FoTyt7VhCAMZlCx37bvoeNPetMKtocrc5icOo1Cbka1BW8Q1aBPYlM289JQv1moJbq2l3DBQ4zi70TKY90vHnYOtzT0FIFGZxe2Kfx2PWIhQf3m5IMvCq+z3wR/MH95cz1azyXk1mJo1Q+9UeXouCImpVL7e/YfT2isT8BY3xLJYsFMR8DIOav6z2Dz2OlxT91GLa/puP2nTgJ/OGe4WbwlkQJzyrwDDuzdfeez9zNNhZNG8uvlFuAFEqDxAHkmfHEeEoP8h/HclF1po1UdHOhpSCXplYjXtTgdS9wLywnnPO/D/Qp5AqhsrdaoQFNEJf8D6oKOVOfEpIeCXb6ohVjqE16vPl/ckY5UO7ZbtQJk8Fa+Buda0ruw4HJSLGmWVpKX4smXHhlsE7l8zfDQAzA1aPDaTFmfEFTfTvC5puzTNjSmo3gnLy6QVooAteGRIpeCOEeGQUX9JFCBylv52tSzFq82IPTXVK771S3QBI5jB7XR9T7ftA0zr8in+FB1G/VnOxKEsRgiTGfLyWoNcYS1iYwDflu8S6RR/ePWGB6ho9Jj0amqp4IxfRvzZawAwnGn+LDbRTkjiTIRurALNNWnPEEp/UtcGA6pngnb2npfKGnCsQpU52m3b99DoYzTUqMWS0e+XOgUycjLoaOUL58YximEpZMzzsc75E6SWD5K8xEDWwj3qyeLYwstE7/OWmrr1+18cLGuq9mWOtA/duE0Fbam83r3FTZ15wGOLjZzuoTIbmsVilwguFuxC6FAmunkXXaD5Ra3E5UKNxOBgxc0EjyfHfj0iuLKcZhab4S/cnigHc9L5fgdfFQ2/xCCE3poSFbwIY1D8CPEbw+1d69ZVuH2k22ZJ0fzBeAhabsFjtggjLG7KDgoulqBDRFoMkXWU6QPY751hI3OEZkCdcyceV9T6eW1m+27PwIWau5T+7N/leD95IXv0aVsnp4sbMn6oe+G7c62RUFs2HmTGccbF7NJHRUdUNGBYWlho5xJ+ANrnRDEExpnUEGqeQ/F/CKCiEz5FfzHrUBCA7cAkb7dZ4Jf9pWi/ArJuvscrWBvHEh88EIHWivMPu68PdZwxyqWMWXUkPR+yh9Z4zPh93FxFm7bATbc7ck2C5zCq55Chj0BMplsJ0rD20PLbAhk2jH3uiOA27JWeM9xgM969NF3wfTmoS+7Yz/+M5iHzqfEwzK9JILXSxn13SQXCV4Op+Iz+EgUFzxPVdi7rGjsalHkRpghKjsJtVjQjMpfXN5ZMb21qcWafviKHA+ZvMUnK2sAZ6JHnTqiyudoJgoNKCJgeHVYJWuK3F9V8f7pPPS0XfJjWZW6OlgmHizW/oHKUR8Zn6lMZrrIl1cfG33YBcT3E+oijNmeXHNiSdiCv4SXUTWtJGkDKjM1rUl3fEJVV43Alnta6XwK5qggUwiviMORAZtDsaKaWJivU43OyucMr415iHo//5SEM+uRHvTvINLbCcfzfESbq+KvL4dG3gggarwG2zGV9C3QsR+EU3c846evrWz+Cz7bVG1AMRBzlLJ+3WReS+FE/wrqDGmeqcYG+k0kFzzSHEnam5WIA0VLecKq1iISKYCSmWU1NsAEzfy8qrM5p+x9jlFbJqUGBBjSLnSRM/j3ugdRfgInROz//omjbY0ouziUBYURJisWJHShMULVFsMNNt6i0phPYuhlHpaPJKS/aIAQoat+/+6v2SGKoOWp0mOsiqJ1Ak2bfFp0C2ypq6/EsbmpujAP8wljHQ1/R+/nsayZZYB7Mh236EqNdrBfzwFnMGynYuNaQ1UPwhCFfyrngfU1VZHoONliNrUwxxTZr84O1ovRU0M+W7Nie+P+OvGAS2D0jeLcEc5Pb7enbemDE7Jt9T5IMEEmo/tKAMoJAqiTVnjmlVzWxh6CBd2kgCjvXjR4jagBDUXrh5etcGpE/4ZbzR8ZXZy/2xcyK74bTUTadDl/STVxtQg0OX2ncjBAO6ax8e5gumkaCCN1Y8T7IZGDo2ztg7xnA3YpSKRgH9GvPn1sTv/0nR1uPvjgszq1GTP1A7SQ9b5hwP5gvWLmiuV6OU53HKfGVdKDjX4CLmGRvPler6ieoDfSekq0c5k1w/U09EqGv1ZA0sPe8B0NehFyZdDIe5ocMPwfymHdVVnhiXKs+Dv/nkFaJuCgH8BmmzBC1Bvtk4F/fgbS7/cuX9X9R94X497PyJeJj1MtY/N8yS3tvFLR8C7eWj24gveXa0pL8lP3WNvnTVdnuFjbDfubQ9s0XQ9758G/2lBAQ8puZoTD/f4h+6ZZA1xlVLy24Awh+TNUSOA2bVZde6+KmrJhRYymdq1ehUtXie6F3r5Qc9YX6EIfzfYhrbQQb96m0ex5QgaMBnqmOVgfJb6TV8a/IqpO1UHal2N39bSCFuZrBTQgBtIia/mYbUh45kuYfORAa9Kg0JOurvlJo5e/hqZ6cf1fGszJpxwdLSX+vGh0JROHwgILmUTXiY1gyyyff84wmq+r+TC5qYarzWl9PXEWsFHOM38qLutrdim+cALHhKO7DTqq4l1q7CHakGf5M7gVwsQTPEicLQ9OH+lMuDyEUrz3NBfPQmyUhu2X7L7SbRLWsPAsTtc2JaDkt8+UpYz78+Kg2fYS/CNVDlj8UWznzWnpCjYiOVEBoj5JX5Q4gmy/KirUNfqVe+GhwKHbY//+sMiStKWXsmFqKbNOQUu2fVNvn2gqa+uaqwrGbl3lwZRWBd4Ye6ajhBy5uim+8oWTEdm/ztdt4I6YZ5PanhpaZ6OIwS3BfFhrx/ecDhs9IfhSCc3N+EHrpZA/nEgBA2H1npvKfFKfdTn0eLPzD8p2OyLv4Z1S/p5+IU78JTecWyD8SszbdrqbyedR4vEhbx80VDA2PZbL9TJQe/hrK2QU1oKRzKCNXq6SsZh9zkydhzLg9VpdfFBoU65enVnpUVIfGXRqs/IEcnUauPXcP8Ro7GsfU5FqLpy5/uviyoFDwwmIz7E1R5QFoX7MlNrFUIERyAkAW4tvqea4V+gE/3lz8oY/c9huW4NV4nDPK0PieMAhe0rO5c2z3O8WWaPX4hTtSYdAUGBQe9iMGPB2Q39LJDbY39xNjscpqksNxP+jehETm31hyb8xnpIt9ToRX3SydKy5c9uf6UBL14w+qgLdIUByUNA3sIa09dPXTU77iAEcQncr8tgVNLer6qZ3bwYOH+4JJEFYS0IzZ6m4vlroebM+PA8e3vPMBbPHr9H1/ze+PAz1/LL5sE7nRenftZodh13bMBrDDjuUKPnN8qcsWBPlLdyAzx7jICCyTpm/qURWPNbAboh8CGleb6S/9RmS9oroF6FSffKFRK7/Ds+6hffkH+YigWDiMmPfp4g0G4ULqXvb0edY9X7jq2oCc5KuKC5uA5U8xK08G3njQiBlWFEI/Bg4vHQWPBl/ZGJIhhJc8ofUfXJF3Tv0bzMDr993yrGVZUQGX5wGx6cJYB3aL0bybqeP1Z2OsrM6yxWZG4KTr6aUQsOzzVh12Pv77hrlvIbbmh7N3kfzICpv4YHCxsB31nAfMWSwlxRlkDovd3Ii2Jhe0eBAtRxJg/lCRneyX06YFCpTgXb7inqLLkIaaaVS2dNj80xjX2nhtbd+QMaS8g5MTIyN+rO6mTYGv3cCGofpVOKGxR+tYeOElC6iHJahKED6thzLcxZtP4lTiSt1tsgUZ84W9udwcEaz5z6WNVHAta8LPT8Y7ZgUACGu+TdATmeoh4RyGUoQxT3zS0EOYCtfir//cVXgZRTtq2F2tqSPNMJ17QuI4JwWpAxG+mchwpPOGjSQppe0zX1d2+xl9pH71u6HzWClHx+cUAxvSMScuAFFp29p+5ubmnWEuLRC+itvCtStVFemGQEvQvXilzdmDVKe5U5Uwz4x/R9mKkVW7Re8vY7QNQPEUhi0XpIj6N+MinfaaGJDGlkaemREhiYIIK3QPmkt1fuRILpvLW1cHxvD0jGRDOjiW/QSnVV8BgiW86HNOhfgrDdw1t7l3QRKjLMaPPlahK+/1oLxzKYsHyRf7LZt5f70+mQoPNGIYsTsxnvtF5Z62DOnZilpLvz9ILzHJNF9v1dI4HS6Q+TlmZ+LaTbkvKHR5rlP/9BGpwZ9Sw3oYzhzD3xpgxxjllU9ESmoV86DgX3k4N5AHq9edRrPrYvFBg52i63W8xJU2nQD9IyDjfSknasIQOrb+x7+3s59c2l0uaiZkHMP8h8Wb0xs/0y4YHNo22UqGVgBO2T7dflZq3pA1RSJUwVzHh67ieyHvTPngJsh28d74VpWZncS7aiOQr8RAPe+sgyc6n8ERPrZ+WAAGaSjYYeIsxXB92wKwoUi3aLBNrf4EA+EhBvEwg7aVp11NWet9472dvVF8Jvvtk246tExZK0T9VB8v0djW97W3fpwuZn+kLeqCIi8fCpUpbWN3mvkXfLM7yjsHf1VEbWHBwRW46yrfkmLq2xI+wMAOpfGTkisSpAMmYM7+ipggm7nSjRsmQ17o5uTOIuvzA11d10Zb1fhfayMGCmmGMLYA0sQ76+z9vBgvF2nVzKeFhKLd/wTGl2VKIZnPvQvnIXjfhgCEYV+m2Jv2LttI9g+jczwfnEd6kx75X8Ok6nGONdEiCGBrukbCk0PBb+RK9W8DboVYP1oV9A3wTRfMtoDPlp55zmOuVHTnthrhFadDXphBvNshbI61Ab3DiCQoJARyO8Mpe7/tvIe/RN9tGgngUW81rR/V4mumAqgrXDibGSJ/cBki89w6e7HhJqgytw25yv82TxQSg9PtPcwk6MOtvWXZNSEb/tIkiPmMrCJUaJt0vq0a6lhKcwrRgyaq74x0cR7hTknxL6c1euHLDQVnxlyo1qS5G4tK20ovM42DpQ56NLCe/cV/+sbQHuxJRqvcKPTZCvurqZRqlalYQIcUevJjd+oboPts+jDOQqwyABruF2N55O8LCiU3LMcj1S76jNMxQUiFC8ztqTbFnkZrdrwpaxkymV9iNBjtyfQAkbM72xcJEDmmPHjymd2LTk5tQ0vMBPNHeSVUUTMCpopIDHSutgBSdKE5MsaeEwMiwa5t7q0NjVtNnNiL0bfJ6ijKuBf3PVzuK9IscR0pyozX7ksWf5NPtxhyZuKtNXhZt6rUjrQD8RxlHOYRqEBuJyn7qfjrs8pmX7p1VabITpBINpTuXpEHYcfvhZ2C3XH9rG/uIAgTBQOArEKkj5bDh7R59py/fbmeSNfo5M66T6UyPmvMllfl79guDxCZBDltbKNSwfnkPTbfLRSeKZBgys1Zv1VHTd4ORQ9k81iWROqLVDjbU4ON6akHZOGi3D14xHMg3GuUYLo6zHiSam9Ca3GzJD3HpgHzYXOGDhJQy3X5eU99/gEpeX1ZeiywsDImyOxjf3X+t7ruGEew/v0lxzYjyMGBTvztYSawmBuiLdyRsQrvk2BbYidBxEGYEc2ZJL1MFpR71oGP6v0+Ltnca5mGeQfmkUuV+2dUUNyG/2A7LfXK1Rl1z0l4snW79PKBi8fzG5eNYSi4VyaDJ4THP8nn846odpMoaqL+h0H7SennEcO4yqTr9ajq+hX3s8n8Pq+H26ac04UHzndfPpyK5G5txb80P9vtOk9W6iZ2ZIll6y3uVYX5o/XK6oMfTRK5kspUz5HENfx/uklbID5PoP6tJGB8AdqYpkUnNdMa73KWFcNNY9FNe8anZtZdtH0tQ34OXVu+X5Bh+U1oJNUGfyX6Z5KaqkQVqcMUCL+g7b23bGCTshmsJlI6E3qX6mKeE5dxWqhs4GHRF+POXlAzNz6cNqz/TFom9zbwb/LSz+c2ySXlos/wW+XDg0LBGoCjvsfG3ZU2icGNOUSuuCddkJQ0qhscnpQq8Z8uNUL1fwPiDi/io8gvJbxuH7ug/zoX5+rOcMjWukob91florGwMTnv/e9gtkZRt/lv9R4/G7QYKdwyw9nzmv845L5CPtwzvUylfzc8/f2P2RN5B9Q8gCkeQUCDcVyT2iJznjLyfQf6BzpsoQABxzSkLL7iqSuHp4xx+ocYaufeyLZ6wQ3fTSH9LLxumpDL6tg25vyKf3rs2sHpgs8roqSFC5Vlr//0MVvL28ayXOy42VNqb6XNdi5zdNisJe+Jn4JXtV6Ksryn5eMFpSpVkWxL17cc/m2+1rVqDvG0JZXq4N1ViqqYgb2ML4YiWW2zRcPiTM6rw0SBNFHbdRvWCpsTgjAPXy92p9jdTcVl7tsfx4FdfpJgMjNFs0qeoPnaOdV8Y19LKJPKlJNsJ/GZa57aMr8juBY2aTxKREc3dV3BzawaqR5sBl1u1Md5cAoAQfq4tIVPLAtUOu6xshDZ17c+6Izg2sACNfxvQBFRawmKYqNhPunkTGIMoySHcLql2gCEBgUklcIUkpOiofmkNbeqtpgAkbBr6+0np7EQ93kSxaWQ/Qc8QtTqUDNbDJSggzUM1ZoRi0PeOK8q+Zz9YvI/LZGS1LQy10/8dCbOXS2gUuczvIzfKBm48GXLJbMV5YMPli7bt71KCMsoXbSJao7BCJE5MoRr5aDoBP2VzGeD/EFntMbadK56ynBXU+DICfgoM537dZ4OpTQw3u9L8au20CbVWg1i8WvzRmB30/r98BaS1pdeCL/b5REZmE/S1wj8Q1egA1eC3P3Pz5CH5Ztn0jA8zbst1A/xN+B/ntj6L3zG7S5h4lqKboMV4VXcEmB767aU6ayFVp/uFdMyNAv7LhlC+9vYhM82mYbJlzMvWI7ancvq0yv60oA0exn/VICMRbNkuFirNuY6W2nKLVrxRP2KzXJLzzJRfi003T0xyOpS1XW6k4c3Kzkea0Xr5h4oI7T/uM0C3/L51FlvbIefBP7oSQoEwJ6LtBJf16oR5a0u+CueLv7yjJl1tjREa8/R5wyTpxXweok6nXJptpc6drHmikGd99SEdYvfhowGY+glZo7AsBNpzKmrOBgbeSZJ2nFncGyQ+3TgFNGdA7qCtwPKH6VgX2xb0muPbUmpw1ejHkEfTV+beV7SX6XwdvEJ4d4sodiie8vlmCYj29di7nfhnHeloWcDm8xttUgjhsKpcBiQujc9MQNTS0Lah87f60IZJlnqlvdyjscolKyBCue+CBssd604J7rk6hyTttg325mmHgPg/eaO3ifNKfWaKvU3L41X/1AWlgitevg3AAh30okTEVHjGOLZZ+/CqnI9umiiOYAsLW9oT6O2Vru94334szRtaEt/cz6v/O1YxY+T8+ufy5DNNCrfegnR4u2loEPo5itUHUCkCzX7CN3npdzBXpXIeu+gU+jHKt5fdDhxId+0L5/JOW8z8R9xxD4EcIu1t6CRiqliHNGWTOMy67QDEYLmGpksS6/SdUWDhP6QvzPEKHSbd6LdvZd7bLcPoN0mk3WS+USe3hPszqNtSOcWx+sJc77P0nkqnbnZhfXrcqQiKlE198hter5klu0W7nJLPR2pnlfwZrS0JRInrcUyzpvYKzl6FNbo9q6+pCLKaIDM1URd+LaSsvQMOmWw64p9eIkv53uN75pI8wSYHeHwoheRZLKL5y0oVWTeW0ZsN1z0X6USTjKb3cs3S3yXCNjM/1YbBmD7qhWAAGK95uHw3CFuvQ4tj6dvy5ewq347iD1cJDBDHHkzGudRrU7YWpj8b3D+r/aYu97H4CrTdzexgJD0iwx/MI2vM74c951fnlm4i73IRh7ERSofnE7tCuVapgR0//0S+azAWopfJEO47XmDi+o7chgeFrE6ms9FFPIq6fmaccEHjYvbdku/hb2UUTiNgX/3Oge4WHCHV3g6RBzM1NWSlf9X39eU1YX8ZckEzKBjHqxn/jRAIt+P6p8obEj+LoWdsIWHQYtp9FmxLcwwvC8W2tLslYFkEwhGE4R/m2nJoasv8Yc/blq9S7FjxnfzNw6059mmsYvptPXq6pVSv45HjBZ5lSQW5BgM1ebzvgY4hfipQwLmvLbbSlzwK5ZFBlM5i2ObvFDXHGVZtCMpBrWyiRMUCc1wMeW7dyylCSW6c88Dltlf4ogmH5K29AFR7fYKgRrBhf6+Jqmi1HBAj0DE3YwsWripaur/23pH4lYa57JzhzOgg06Hxgub1TF+2GBN8zSdpD/tdWrgeO+ftMh2YiNzn7M9MaBh9kXJy9xWgeif6nmO0KMzFp/Wc9+z5gZfFpHiMOkigzyYDzFEX0q7TVA8Pa91Mm/yI6X2AJC0S1ULTt46MVlzszb1jg3VNhiZjaqNg6x0+3VzNB7ZRcHYyH4NBfHLHxurbeeOHUmqZLe+1a8PoW+7uPDWcEwlATL31ITjQjBeFa0/x9a0I1jflD/ZdP8noQydJtrkVI0THnsCOPi0oA3FcR8BpUMdXCV9GWRKEz7ZXQWzn8q4gE7VgEIWem29d60rUYKMwla7kceVElWkVE2GyW8p/8vLwzz/D5se2/AO8fbx1QcdQw886PFY2lxWeax129YVqgMqy1gWvLK2E+PcGoyTIQlUrROIWQS+YttanYoVZ9BafYSk0A1S8ZHBlbMLIIo0HYcFT+kUd/gVyQvi57G+sGlsQAQ8g2c/Du6TvlbS1t4DUUT8ulySDDrIDSzCXm2blorMZhHspNcXifR6/QP6P5s6efIQrHwxzxIdWrHjKlRw/4YxH3EZvW2+kjr3kzv4r5IRmopQ8FkinYf7Bd6xAiZhMvKBxd6ChJkToTzoUWB7svYaHScj+nj8hMuEtLMkwIiDdWxnUY3x98tsBiHuUnhfykzl+o3lOXU1xLsmxBrMr2tZZl5NHngWVLTLtcF8CW5djoW+0ab9P56BU4q43NEX+c4fdIpGKPOGcFIa1Kxc0+WIHBnGWDo24dpirbEhYv9DGvLS5sN341TwYmX5Prw5xf8rOWGCWnnMmw+dUrXh73uJw6SHCsaV+rnrPa+eWitFoqXoumu+mXiMRy9od8qFEr3PC0TyqYdz7RPbRf/HkKGVy1E7XugwzlrAdPL/CPx+QZwJp57aUd/CM5AojVSTPdYyxjb84CZKtzId8yHhopikngSGfPrmgKWDeTVzbOrtPsSEf0ylCzWexfbHgGoGZyexH7UoZhi622Dr64lO5a2mxYR5fGUuN6M9f5TOjV9dO+rtYqRbf6Nd84m3MieexpaiVARneELcR31qSfpqxYuvrvlt8SAVsKJtUcLtzAKG4xM/kzDyq27GTB3JQdRyLOzjNKYndW+9vy8vra8+0gy28KP0nuACGVq+8b7fK+NSFOrr78inZvNSUwjim/DAO2S0E+zijwspfDks8bUYqNbmzMpY5yjDOH06q+1zWkX33MFtp5IKmuKB+suf3zmfqjGk91xbTh0ST5ncQL8Ccq1V4Hlg8i+ggxdL7QmBWt/HmmEe6AZvWEfPO/kGKQ/wtQB0zY7FehB7vueEXJPkehgw08gt9Gf9G+qnSOxdodrCBtUhSdVcDWvq1Y7kV7I9ieykqo4zPcGWEFpcAIxNdZPuOWFAUBbZxNe0xkJscqVg/app4l+mkFYsWjYPqePI0j/jzpzcMA5wU+mcTZqqMutVz478mO6m9NxqpZVyQzVVLvHO7dfUbKbEq5EOeEL4ZbUlXv8J6Xc5WJ5AJP8mzpP7ayzlfU06F/Vqf6m7+2/IVT8xxyM9RtYipJSDzlY3jwkuxSqiNsjarspgkWHDD1zotgT7f9tx0TSbNvkQHBhiBmgHNkw7Xq1ka5IzNTAbNNs/PO93BV+oN2D2ThfbVelH+lWBhltRG/Xdv/uvi/UeK59LTxW97ESpwU+/uy8N3UGRrM724ElZ1s0n5IrmBHibUlDGfaF/6ONAuu0fwbVt2b+pVEpSa/1vGla1j547LE4AFjoEB71EVMl06OiiAvzvIhi+sqRHpaknq/s+Ea/qCBubAsmK3ZL1MfQGBzuGsfxar+4IatTaN5SFsjeJZ52mlXww/xbw2FLsuriajRTEZ7JSiCPR3JRQ3TYXLf9BWhPa1tucb7glxNXCkMMS5JkzZZGaOC2D6Up7mCKW7vGxpoTmBSmws+DQpZrIyXrJEgb8iTeQUcyP6zK4GWn9IjJUtjJ/m2St5/lHk0TVydvxtqnXxaBXxobR04CVpOwwAZiSZ3i+wPH4mOyo/sO/PX7YHz0Hq34WoXWPiJYUvkFeJynaz31pn1O/Wlts0LX+8oPFUQDKMxn1FKTa5tug0L19vGHNFeywz+g56C6/6HYafUmT6X7xpe9bYNZd/NBkv+h7sG3gcFMsDqbK1fTiDnwauD6VATUWnV0HIaoSq3u2rq33M7FtRnAGn/7STlYO19UiDnGhJtMp1/IeS+jcuSLIOqN0wlxOxEUu0djx6E0/hanIMXsN4EzdKZIfZiZ5c0tPVwfQIRCC7dUysnscZdQ36OB9SAudn099eVfGp7GS2qSmsjED9ZYPnDpXp+yW4wOYQG/St+KFG5MZXR2zzOk+SofnvyUEZpuXv6FkTH04st2/8bUcOH5+g+iUR0kMMux5ns9VD83cvwwJi3oOqSn48EHwYEtWnWmKp8R9F3cy+N8I9yp1t+LKtgUDSnyRWqM2maSvDEkk279H3fCudhvFvOR8cpmRovyOhi57EtSSTb/d76dNJcDoLiXVD1kUblhkF5uMqeMz1Fdfq6qrngJazvinpGu9zwe8v+jfy1+F/M6XP3jFobRBrP++S861ctcTf13PAeD3QaqjsnWGGbrbyVtLZY4p0BwdXm0P8Ll607PV/rQ0Nlq1tyD0V9KK/fEem3ENK45J8PyDxZqv5MlDDpe/yT3psrglryAvyaB9X0MyiZ5sruW/Bxoxh9C5F1whRmWNDhrrArTbaW6xesXYsZLhft13SU96cjPGKWhOgfEtUVwFVg733nx9zHdjfn6B+yP9dfVMbo15nImwTk68EMfOat2YthiVidk3MY48Xhruo2evW6j1ybRF9+hbmqI1l9yyhWBXGLs+4/dYEt0wtSdn4Z402h4INIa97HFgUxn0ez9Ts4pWr3j2bbgI9+jIe8UL0Tr3dVTdrEUM3pHLY0/ZMHYAPfYvS/LvHzI9nFX/sv72gYcWzU25MAS4bzXv9ctVl0zluN2yGncwr/3fgFpYbBPeRtBYgrno9gRqzBDk0q4usQVavnk+faNBRfci5xtc+dbGT66nxXyTUDS1W9ZuxlMCu492JPMZhts82I9l+45yZaaOXh4ThuR6YTeQdTKcYFVcCXfmutHDIGQ+SFnBqfe36IVaxDZci1WpUbwy8oAFms9Kt+TT1fHR/38A/uUU06TOJ02T96RNzi+XAOB+JPnmtgJp+RvGugrOTrBZhll3/+yzcmlQYusclwXlbP0GL1hho0QhhkFumiezy0KTVAJxpRby4EykTLntwHrOWPP9nPhvGNIH7aLvKN3w+UE+ydXTBhfKubLlljYWiweGkxGa9R5d+HCtTq6qoRT+0CU2atHDUiw864nFmBD4GkJhoev7eZtjdehJ9sNApL1Thia3J/RKuKXtDJuxnB0YNmZDTntemb/t5xd/uBwrY3CzoW1E66C9RUm36u/O8aSL7RjlN/oSxu7+wIiUfUsyd48sSq8sChfx6G3NBA88JYFJ+YsJJ5VKrtDSGk/LgBq35Y57Hz6FpDUSSLqXf5/l3eXXWUQ5f29/PlyGMrIaG13LPx6JoAqMW3x4PEZzm1aMCq2Eaygc17UUOJjCPDKtt30WSWJMwnXNLyuRjO6WVhSct0XzxK8LIRwPwQCT4yXEXBG+nRKkuZoWUrBKNFYsMEy/d9Nk4AiTQPk2hK8eys1QDtHwE2vtqGcXU4FHf+Mi1/ZoJUWwXNI1RMJCSmp342v7Ls4gyWJCqFzTDqsAYbR2Q2/oBOa91O3k9T4Ok7n/Tu/RV5zIvsRXb+neBCluH7gb3KnEdYLKWLOZR6PK3omFxgk+QE+QZk1mFAtHbCfQfjB9Bqt7lE1V4CT9g3LJLozRyL1+YpH6ZV7x/ixghtuG6gM3T+NZ/6/KcWKhj5+snU9eITUyXn7SGjtUGYramfwQpUWwf1VZ2zCVjOv7lssX42WpU9xCvRvJHatexLrWyuNer66Chky+EuA2vgkeoDiyXEH5FMQOV/PqdmfLyihcXl/sZg/qtMWspKytXIA6i7H9iTlWpxcbWIC75SKROqMwf3ecaWRWwZspA0cTKTUwZPAS9chPIhKVg6mM9qglOU7vnEM0vHeW2U2d2p5ohOo9b2L5bHDuwn+msrcqthCACTjFu/yTgATXbmOsJIPf2zK9k1fUdWT12YuHsHlq0KSDwOXP2P98EUv++ej0gT3tehYxf8A7MJbV/fnb5MQ5XP48WC611boK+ZcGyq1sHWdmLvwOa9TBEBNYjvrbGi0KSdcyZFEt3Kzus0MYT0x1YDMKLwDEKrDmIR4ePVC9qX9BIng9nyxsfQHrV0IBTU4qLfGbKyj2iGEWp3k9EqXf4pd5lUhWJlmUQJgnlDEihExbU+oFe3swpMqmxM/DhLH2jJtIILztVLCbhk8WzOIpMJD3c8ogsw98GOUrRK7otR+8ub66mrrJ5e505r0VdpoaSVJ/2eGYf+6pI+YomXGrGvYiojItnsKlaUuxVL8HliY65rhyGj8tA8PUN5wvQH0z+trOl6bXeLikb/a97ei77wIKfp5GI7RE1fPNQeDqtryLu/ZY8g/P6OUtzO0UwLnAyvm3lvRF6osFxpvgo3zJ22FaBhfSyArGqFEM0tFEqGOtvJzWMGZTabVugNbI3YNsuHbMy9iANhnibP+Dd2YHENr44l6NSpKGb+9MUEAV8HN5wJYXlRoFeF45ikIC9z+PNaw2SQU2QyVZj81Mk1f4b4u06/ndTbprd3EU4R1uhQKfCCdqjvpbrXQlFKSMna/sxIJC3wNfofdsOPeTqoxBeCzEioBlJ5EiyhS6yw4GWLPgthZiiwLvKgQeNa00LsV6/SLs2Pa4L+09rgLesb8dBAbK/NRxyVcOnU7HDm7rnD4VLwlyzbnIedCWfy0+fiQBU2fB+cD/Jf7ThifEWDeqEZ4U5Ho+p7wzTKnW766X3hAZRqiny2A+3wGSQgTEBu4hxbE40yKd+4lLAk+Du3pjjlzjDmeVJxTowyP2fTPVxYetlE+ZxSXY8SOWwhlSsYqgLGsRow73lctRxWGJrjSvuaMHoFJKbGMtmO1aDY+Yd9/lmy47vZemb+yXRVNV+WuGatSsAKszvL8sX8nANcQELY9uCM0ZMfr6SpihWxxS/iZXTy+t2LyN957I0nTiR38LV6XnfUsLxgdPfp8opseWkB1Wny2H1GV5SMn3TmD90uS1616r7lgv3cSJkXBz5daFyJay6v/N412X1+AYZNBbsEpA3l7DQjK6/VeEiEdKVERWLUGKMLZgVCfflzuXwFjvkCXIM0mFr6yHspS/amKevx+IH1wRTvRCBVXxfkTylePOUJ8eAlpbgaBWLuVCUxG0nju42FbMQu2Abfft7TztjqbkRrrXfGYLsDze8Mi8RjByG9NNG36WpsMrKSVM3h44esl09xP53hOs5md3Di5MRDI/jbO10t9xd3YPbVgxrjFY9kLu3rIuTbzEkU3JqXHLYJGhpGOPXTq+tNZeu0U4FQJP9dafdkcNREe4ITmwwcpxWzynIrPERaK390LkgJN2HBV8lYtjQfha2Bp0jqBuEcbAMMZ3nLzRTjBy7mlGGya0oa5C43ANH7Yy/JeqWLKMAN3qvXXJLmtbPqG4heLDPc+JQK7eq3UohB29Kua8nmbBEBAOCYMEhNpfZ40HzK4zSTn1BBzlf42iYi2VA6vcDUHIekXzN0z93KdC6GdAuZm89RlwXDS+N5eGcqlLwHRYZUE5EHD4UvlubdD4VGxou4xrKaJM8vtF0Nt9m9bwhVypOeh6eVuMKBtGjrV3ktZ1hw0GygIZ7JgYXNDEFB6ufToKJ9qXV0G2WiPxtomm5QVSo4rBdPMcooE72KdrqWQvOHRu9BkgNGPdieBe+OuDAc86z3SkwrxDiOIupEY19gkAoJV3vOeIbTNnwNuthd2XCF82ruAeL3dl3EhNLMXhFcw9jLDx7dmPSl4PNjSCjMW9w79RW0imNbtSQB5QHYIX4eo1kQJrD4DEGb35GNebHV4W87u5il8ZruGioUOHFvRQ1PZxcRIkn0ftVoC+MHMaj/lvJPrSZq9hcz5DfVm30nVhcjIMC1bl6UjP2GcENhiBF9GMJ+D13E6ye/40LGqGSJEPp23+H4481pioIocqsv/MzTvmoVcbUiFMjDxvvYrZkwYEGeBTzr7j+oQTCuhFFL6Zn8W8zlyUbqf9FPHt/gDTTJOrj3pjG9APBSKrOAC9zarh4yQ+NW3MgmbU2AoheS3gytMSuZ/j++rgj/0aNPYHHhsfmkH56LWXjlqPox/ZByg1ymOYVeKRAGwr6A2OuVQ7zFHaQFm1lVz9p5pqoAsW/s1ORI95HF42qQ2ssrC00Ff6iI9lClHsceCJvh99rzTaf9gnM07HK7cah788+2UI1GEfI84F3nToCsie1Z3RcgF+etoQFn5qb6oFKCgJCFo5NZrFDAYLs1Cjym0gRXfizH0B9c2zuTpF+cz5cCUmUqjTNV6vgcmltaguO3jRH8Th+YEarq3yQzj2Q3v9yxvv+T0SJ6tPSprQcLtkrp0a4aYc+R1xLE7Y1b3zIGBeUHMyZtahcYyT846fy8QtKakLBF+7oTtFe71pMOAjfeaCZ+tMjvSRUXdmp54LGZAFTnBq+4pbuju0NrM8wNiz18HY8Kk0+N6U2nt6380RvzZZQairLvvtSo4w6F6TTue7t/4K+jd77gfjuI4v42oLeDsnXT0963Ms20Pnwd5Rh5NiJSeDB5eNXMwEXNE2eyuzUbnWB8kFOQuj8k+1Ub3Rsc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