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<SOAP-ENV:Body>
<a1:ExamCard id="ref-1" xmlns:a1="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel_cs">
<name id="ref-7">Obese L SP</name>
<instrumentList href="#ref-8"/>
<data href="#ref-9"/>
<description href="#ref-10"/>
<patientOrientation xsi:type="a4:PatientPosition" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ScannerContext/philips.pmsmr.platform.scannercontext.wrapper_mcp">PatientPos_HFS</patientOrientation>
<anatomicRegion id="ref-11">SRT.T-11503.Lumbar spine.LSPINE</anatomicRegion>
<laterality id="ref-12">unpaired</laterality>
<namedGeometries href="#ref-13"/>
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<mainSystemType xsi:type="a6:MainSysType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_mcp">AWASW_MST_WA30</mainSystemType>
<configuration href="#ref-14"/>
<version href="#ref-15"/>
<alignOverlap>30</alignOverlap>
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</a1:ExamCard>
<a1:ECInstrumentList id="ref-8" xmlns:a1="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel_cs">
<list href="#ref-16"/>
</a1:ECInstrumentList>
<a2:ExamCardData id="ref-9" xmlns:a2="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel.datamodel_cs">
<tableUsage id="ref-18">UseTable</tableUsage>
<processingStepManagerData href="#ref-19"/>
<geoLinkPropagation>false</geoLinkPropagation>
</a2:ExamCardData>
<a3:HtmlItemDescription id="ref-10" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-20"/>
<htmlDataBuffer href="#ref-20"/>
</a3:HtmlItemDescription>
<SOAP-ENC:Array id="ref-13" SOAP-ENC:arrayType="xsd:string[8]">
<item id="ref-21">Cal</item>
<item id="ref-22">Sag</item>
<item id="ref-23">Sag</item>
<item id="ref-24">Sag</item>
<item id="ref-25">Ax</item>
<item id="ref-26">Cor</item>
<item id="ref-27">Options</item>
<item id="ref-28">Ax h</item>
</SOAP-ENC:Array>
<a1:ExamCardConfig id="ref-14" xmlns:a1="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel_cs">
<allowedMainSystemTypes xsi:type="xsd:anyType" xsi:null="1"/>
<allowedGradientChains xsi:type="xsd:anyType" xsi:null="1"/>
<swOptions xsi:type="xsd:anyType" xsi:null="1"/>
<hwOptions xsi:type="xsd:anyType" xsi:null="1"/>
<coilOptions xsi:type="xsd:anyType" xsi:null="1"/>
</a1:ExamCardConfig>
<a1:ExamCardsVersion id="ref-15" xmlns:a1="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel_cs">
<swVersion id="ref-29">4.1.3.0</swVersion>
<modelVersion id="ref-30">4.1</modelVersion>
<methodsVersion id="ref-31">26.9</methodsVersion>
</a1:ExamCardsVersion>
<a7:ArrayList id="ref-16" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-32"/>
<_size>6</_size>
<_version>40</_version>
</a7:ArrayList>
<a8:RelationshipManagerData id="ref-19" xmlns:a8="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform.datamodel_cs">
<outputsToInputsRelations href="#ref-33"/>
<inputsToOutputsRelations href="#ref-34"/>
</a8:RelationshipManagerData>
<SOAP-ENC:Array id="ref-20" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAABNKI0AAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACABzsDCsY2RgaRFhYGAwYIAAHyBmZAUzWUWBxDGe1sz2kxPMMhYcmveJGbccIxMDAxNQNzNIVkCC4T+jPANIDKRWAUgogNgCIhBxRoi4EA61ikA2AFVUDQAH1joCT9Y6Ak/WOgJPUEsBAhcLCgAAAAAAE0ojQAAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAfWOgJPUEsFBgAAAAABAAEASAAAAJYAAAAAAA==</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-32" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-35"/>
<item href="#ref-36"/>
<item href="#ref-37"/>
<item href="#ref-38"/>
<item href="#ref-39"/>
<item href="#ref-40"/>
</SOAP-ENC:Array>
<a7:Hashtable id="ref-33" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<LoadFactor>0.72</LoadFactor>
<Version>101</Version>
<Comparer xsi:null="1"/>
<HashCodeProvider xsi:null="1"/>
<HashSize>23</HashSize>
<Keys href="#ref-41"/>
<Values href="#ref-42"/>
</a7:Hashtable>
<a7:Hashtable id="ref-34" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<LoadFactor>0.72</LoadFactor>
<Version>101</Version>
<Comparer xsi:null="1"/>
<HashCodeProvider xsi:null="1"/>
<HashSize>23</HashSize>
<Keys href="#ref-43"/>
<Values href="#ref-44"/>
</a7:Hashtable>
<a1:ECInstrument id="ref-35" xmlns:a1="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel_cs">
<scanSet href="#ref-46"/>
</a1:ECInstrument>
<a1:ECInstrument id="ref-36" xmlns:a1="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel_cs">
<scanSet href="#ref-47"/>
</a1:ECInstrument>
<a1:ECInstrument id="ref-37" xmlns:a1="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel_cs">
<scanSet href="#ref-48"/>
</a1:ECInstrument>
<a1:ECInstrument id="ref-38" xmlns:a1="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel_cs">
<scanSet href="#ref-49"/>
</a1:ECInstrument>
<a1:ECInstrument id="ref-39" xmlns:a1="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel_cs">
<scanSet href="#ref-50"/>
</a1:ECInstrument>
<a1:ECInstrument id="ref-40" xmlns:a1="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel_cs">
<scanSet href="#ref-51"/>
</a1:ECInstrument>
<SOAP-ENC:Array id="ref-41" SOAP-ENC:arrayType="xsd:anyType[5]">
<item href="#ref-52"/>
<item href="#ref-53"/>
<item href="#ref-54"/>
<item href="#ref-55"/>
<item href="#ref-56"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-42" SOAP-ENC:arrayType="xsd:anyType[5]">
<item href="#ref-57"/>
<item href="#ref-58"/>
<item href="#ref-59"/>
<item href="#ref-60"/>
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</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-43" SOAP-ENC:arrayType="xsd:anyType[5]">
<item href="#ref-62"/>
<item href="#ref-63"/>
<item href="#ref-64"/>
<item href="#ref-65"/>
<item href="#ref-66"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-44" SOAP-ENC:arrayType="xsd:anyType[5]">
<item href="#ref-67"/>
<item href="#ref-68"/>
<item href="#ref-69"/>
<item href="#ref-70"/>
<item href="#ref-71"/>
</SOAP-ENC:Array>
<a9:ScanSet id="ref-46" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.ScanSet/philips.pmsmr.acquisition.scanset_cs">
<executionSteps href="#ref-72"/>
</a9:ScanSet>
<a9:ScanSet id="ref-47" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.ScanSet/philips.pmsmr.acquisition.scanset_cs">
<executionSteps href="#ref-73"/>
</a9:ScanSet>
<a9:ScanSet id="ref-48" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.ScanSet/philips.pmsmr.acquisition.scanset_cs">
<executionSteps href="#ref-74"/>
</a9:ScanSet>
<a9:ScanSet id="ref-49" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.ScanSet/philips.pmsmr.acquisition.scanset_cs">
<executionSteps href="#ref-75"/>
</a9:ScanSet>
<a9:ScanSet id="ref-50" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.ScanSet/philips.pmsmr.acquisition.scanset_cs">
<executionSteps href="#ref-76"/>
</a9:ScanSet>
<a9:ScanSet id="ref-51" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.ScanSet/philips.pmsmr.acquisition.scanset_cs">
<executionSteps href="#ref-77"/>
</a9:ScanSet>
<a2:OutputDescriptorData id="ref-52" xmlns:a2="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel.datamodel_cs">
<seriesType xsi:type="xsd:anyType" xsi:null="1"/>
<description xsi:type="xsd:anyType" xsi:null="1"/>
<seriesName xsi:type="xsd:anyType" xsi:null="1"/>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<useViewingProcedure>true</useViewingProcedure>
<pushToWorkStation>false</pushToWorkStation>
</a2:OutputDescriptorData>
<a2:OutputDescriptorData id="ref-53" xmlns:a2="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel.datamodel_cs">
<seriesType xsi:type="xsd:anyType" xsi:null="1"/>
<description xsi:type="xsd:anyType" xsi:null="1"/>
<seriesName xsi:type="xsd:anyType" xsi:null="1"/>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<useViewingProcedure>true</useViewingProcedure>
<pushToWorkStation>false</pushToWorkStation>
</a2:OutputDescriptorData>
<a2:OutputDescriptorData id="ref-54" xmlns:a2="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel.datamodel_cs">
<seriesType xsi:type="xsd:anyType" xsi:null="1"/>
<description xsi:type="xsd:anyType" xsi:null="1"/>
<seriesName xsi:type="xsd:anyType" xsi:null="1"/>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<useViewingProcedure>true</useViewingProcedure>
<pushToWorkStation>false</pushToWorkStation>
</a2:OutputDescriptorData>
<a2:OutputDescriptorData id="ref-55" xmlns:a2="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel.datamodel_cs">
<seriesType xsi:type="xsd:anyType" xsi:null="1"/>
<description xsi:type="xsd:anyType" xsi:null="1"/>
<seriesName xsi:type="xsd:anyType" xsi:null="1"/>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<useViewingProcedure>true</useViewingProcedure>
<pushToWorkStation>false</pushToWorkStation>
</a2:OutputDescriptorData>
<a2:OutputDescriptorData id="ref-56" xmlns:a2="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.ECModel/philips.pmsmr.examcards.ecmodel.datamodel_cs">
<seriesType xsi:type="xsd:anyType" xsi:null="1"/>
<description xsi:type="xsd:anyType" xsi:null="1"/>
<seriesName xsi:type="xsd:anyType" xsi:null="1"/>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<useViewingProcedure>true</useViewingProcedure>
<pushToWorkStation>false</pushToWorkStation>
</a2:OutputDescriptorData>
<a7:ArrayList id="ref-57" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-78"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-58" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-79"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-59" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-80"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-60" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-81"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-61" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-82"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a9:SingleScan id="ref-62" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.ScanSet/philips.pmsmr.acquisition.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_mcp">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-84"/>
<scanProcedure href="#ref-85"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-86"/>
<geometryName href="#ref-25"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-87"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-88"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<iaPlanStarted>false</iaPlanStarted>
</a9:SingleScan>
<a9:SingleScan id="ref-63" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.ScanSet/philips.pmsmr.acquisition.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_mcp">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-89"/>
<scanProcedure href="#ref-90"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-91"/>
<geometryName href="#ref-22"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-92"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-93"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<iaPlanStarted>false</iaPlanStarted>
</a9:SingleScan>
<a9:SingleScan id="ref-64" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.ScanSet/philips.pmsmr.acquisition.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_mcp">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-94"/>
<scanProcedure href="#ref-95"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-96"/>
<geometryName id="ref-97"></geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-98"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<iaPlanStarted>false</iaPlanStarted>
</a9:SingleScan>
<a9:SingleScan id="ref-65" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.ScanSet/philips.pmsmr.acquisition.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_mcp">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-89"/>
<scanProcedure href="#ref-99"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-100"/>
<geometryName href="#ref-24"/>
<reuseStackSizes>true</reuseStackSizes>
<viewingProcedure href="#ref-101"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-102"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<iaPlanStarted>false</iaPlanStarted>
</a9:SingleScan>
<a9:SingleScan id="ref-66" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.ScanSet/philips.pmsmr.acquisition.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_mcp">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-89"/>
<scanProcedure href="#ref-103"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-104"/>
<geometryName href="#ref-23"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-105"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-106"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<iaPlanStarted>false</iaPlanStarted>
</a9:SingleScan>
<a7:ArrayList id="ref-67" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-107"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-68" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-108"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-69" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-109"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-70" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-110"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-71" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-111"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a9:ExecutionStepList id="ref-72" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.ScanSet/philips.pmsmr.acquisition.scanset_cs">
<list href="#ref-112"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-73" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.ScanSet/philips.pmsmr.acquisition.scanset_cs">
<list href="#ref-113"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-74" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.ScanSet/philips.pmsmr.acquisition.scanset_cs">
<list href="#ref-114"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-75" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.ScanSet/philips.pmsmr.acquisition.scanset_cs">
<list href="#ref-115"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-76" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.ScanSet/philips.pmsmr.acquisition.scanset_cs">
<list href="#ref-116"/>
</a9:ExecutionStepList>
<a9:ExecutionStepList id="ref-77" xmlns:a9="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.ScanSet/philips.pmsmr.acquisition.scanset_cs">
<list href="#ref-117"/>
</a9:ExecutionStepList>
<SOAP-ENC:Array id="ref-78" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-66"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-79" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-62"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-80" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-65"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-81" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-63"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-82" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-64"/>
</SOAP-ENC:Array>
<a7:ArrayList id="ref-84" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-118"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a10:ScanProcedure id="ref-85" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo_cs">
<parameterData href="#ref-120"/>
<methodDescription id="ref-121">MST    TSE   3734      120    90  </methodDescription>
<name id="ref-122">AX T2</name>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-123"/>
<lastModifiedTimeUtc id="ref-124">2011-06-01 07:04:49.929</lastModifiedTimeUtc>
<linkState>false</linkState>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<Disposing xsi:null="1"/>
</a10:ScanProcedure>
<a3:HtmlItemDescription id="ref-86" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-125"/>
<htmlDataBuffer href="#ref-125"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-87" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-126"/>
<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">BOTTOM_RIGHT</insetPlanScan>
<mrDisplayLayoutColumnCount>3</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>4</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a10:ScanProperties id="ref-88" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_mcp">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-127"/>
</a10:ScanProperties>
<a7:ArrayList id="ref-89" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-128"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a10:ScanProcedure id="ref-90" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo_cs">
<parameterData href="#ref-129"/>
<methodDescription id="ref-130">SAG    TSE   3387      120    90  </methodDescription>
<name id="ref-131">SAG T2</name>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-132"/>
<lastModifiedTimeUtc id="ref-133">2011-06-01 07:01:52.584</lastModifiedTimeUtc>
<linkState>false</linkState>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<Disposing xsi:null="1"/>
</a10:ScanProcedure>
<a3:HtmlItemDescription id="ref-91" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-134"/>
<htmlDataBuffer href="#ref-134"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-92" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-135"/>
<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>6</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>2</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a10:ScanProperties id="ref-93" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_mcp">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-136"/>
</a10:ScanProperties>
<a7:ArrayList id="ref-94" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-137"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a10:ScanProcedure id="ref-95" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo_cs">
<parameterData href="#ref-138"/>
<methodDescription id="ref-139">MST    T1TFE 11        6.9    20  </methodDescription>
<name id="ref-140">SURVEY</name>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-141"/>
<lastModifiedTimeUtc id="ref-142">2011-06-01 07:10:51.400</lastModifiedTimeUtc>
<linkState>false</linkState>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<Disposing xsi:null="1"/>
</a10:ScanProcedure>
<a3:HtmlItemDescription id="ref-96" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-143"/>
<htmlDataBuffer href="#ref-143"/>
</a3:HtmlItemDescription>
<a10:ScanProperties id="ref-98" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_mcp">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-144"/>
</a10:ScanProperties>
<a10:ScanProcedure id="ref-99" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo_cs">
<parameterData href="#ref-145"/>
<methodDescription id="ref-146">SAG    TSE   529       8.0    80  </methodDescription>
<name id="ref-147">SAG T1</name>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-148"/>
<lastModifiedTimeUtc id="ref-149">2011-06-01 07:01:36.537</lastModifiedTimeUtc>
<linkState>false</linkState>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<Disposing xsi:null="1"/>
</a10:ScanProcedure>
<a3:HtmlItemDescription id="ref-100" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-150"/>
<htmlDataBuffer href="#ref-150"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-101" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-151"/>
<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>6</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>2</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a10:ScanProperties id="ref-102" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_mcp">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-152"/>
</a10:ScanProperties>
<a10:ScanProcedure id="ref-103" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo_cs">
<parameterData href="#ref-153"/>
<methodDescription id="ref-154">SAG    TSE   3387      120    90  </methodDescription>
<name id="ref-155">SAG T2 FS</name>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-156"/>
<lastModifiedTimeUtc id="ref-157">2011-06-01 07:01:52.584</lastModifiedTimeUtc>
<linkState>false</linkState>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<Disposing xsi:null="1"/>
</a10:ScanProcedure>
<a3:HtmlItemDescription id="ref-104" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-158"/>
<htmlDataBuffer href="#ref-158"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-105" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-159"/>
<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>6</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>2</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a10:ScanProperties id="ref-106" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_mcp">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-160"/>
</a10:ScanProperties>
<SOAP-ENC:Array id="ref-107" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-53"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-108" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-55"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-109" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-56"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-110" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-54"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-111" SOAP-ENC:arrayType="xsd:anyType[16]">
<item href="#ref-52"/>
</SOAP-ENC:Array>
<a7:ArrayList id="ref-112" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-161"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-113" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-162"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-114" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-163"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-115" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-164"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-116" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-165"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-117" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-166"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<SOAP-ENC:Array id="ref-118" SOAP-ENC:arrayType="xsd:anyType[16]">
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-123" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-167">Spine</item>
<item id="ref-168">Lumbar</item>
<item id="ref-169">Transverse</item>
<item id="ref-170">T2W_TSE_DRIVE_HR.Protocol</item>
</SOAP-ENC:Array>
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o0sv65Y29b63CmK8D0lbMneXqOf1bsz2VoJO4sf3FbDiccoicf6gs9L4+6FOJkDqe+2aCZ56f31SF4/HIS84Qz8hHPvrAmk7fOnDrSiLqpuwYbw5R90+CXYmS1zqs3+ZKd4it//PPqeemAu/jp7QCNfSdSDnhvrvHL+K/3zNH1gUi8nWQ/V4epp9Bve6/HnSdtOR3kO2085VnfgdhWuWQQd++01PwiUOrfLcWc/R2vWNcQjHVDpQ079vRzipLBth3Pneq/zdIuU7R/XFOL4h6I1zlsUPXzXDP1Wy6Xz4FrGVZd/ALoQbop3O9asLrO1MYrmuBc45eNupiadTSDtNZRpkkdSA/NWSXahianW4062YOU7i0NXq2zjwZ94iwN5QyJNtYwe06LYMfkNOVeEQ0J8xJqYXeTObe5pbxiFotz2CN+CovJ2hmgNcqcOqWY0C/aQ9L3hyVr/GGiHMrCSzlmVQPF/SQ96NTU6HiJ5xp4bWWV+3TjMcp9p8+jtqmZt9frNJWJfjh99AvRiw8gJzVvAWHQ+a/JsNoBN9T78AzgnUV9XmpxrdHdBfXwKD5br5DBLgeawJqNwJt/0tnBoJvPukzSH7KPDE8eUvxTOxVQAT2vGe747ubPNUiL0di3Jd0f6kXdEsSU8VRX3FtU1Yj+Dsh6unguNZY/lp09Eynx6C7dCWZlnN7E4lOQFBNMf/4pMa4mVf0JVIPWZL0bCe1TpC0h7m/uGmUHNx+iMcKhu0sfRT87PVY11Uzryw8TsAPMXMObYBGN6YkyTWPKivUCfK5OZ46ls7xvuqN/TS9UDDB3OKkEhYx3+eVSaxNu7KmyPHtAsPyAaSIF1X+7rAAhvjsCWyi9aOqKft2L6SGO6MmqbcuJFdzozvqXCPGmkEQ4obeA4v3EQaoBLePQH1uT1ghLh8knTNPX3TxTN5kglUgFFn9Bi55Y/JtGPg7ula/1WpDtRD39zWKXQ3xHIVzDtvHRKXlOaCoB1nL0k8VPsSFuOC2tkeAFckoHZfFw1d/ucpesvBTRuI7Tzs5bnd/ClEccS5JhEhSHMRYV29M8uA198fv0p8tSOhW8jPdYXNk3zvQFed5OZoW1mpPGC/7oo7oljoH0Me33hW+97svi+1ydJFRa6uL+UOPeUssBK/aUuvvNHobyQBT9Omi8uDPUWaxoVDdc+/d4wHDnRAVEmjjhsm3bGtrWpxSF8X3c7XbsfMnvU7LZyYCY3t7ns11WqNfequa7d2Dfo7pytx5zBA/SChA9DT2tDr/1aLH8n7N3qaRTvWReLeJTi0zKzp3/3owuvWdWTeq/kHYubVQNjYAXflbtCHYohJRx2kIuIbB831fvXSvOhbNjKIstVDR+lvYxY/vhjlxqefR2akxj6jSJZDqN+CA3OH8MI6L0Ei8IMIre0z35dykUfy78+YDFTnZU0XaG39ZC2zbybSMOsSvLK9LJgYn9/O5r+ehpRH2h5p4YLoxwk2/+tHzW2NN9vxrfJ7kDKw58iIpBCRAOMiwUGbyw+qsDjuXYK75L6+J2xw70Sx3C2FeM7jCHt1tOeFVsbMBt/HqEIq3hWTxcLl/HQT85Y53VIS12eXW1N6qINqvjO8IdxtYtqSUrFy/uPbn36s+YYAeFSi6Fjjh+x/mPLSkbzSHQR63vNobePr7eLQsSQFMsvOrtmwaIMoBao3eP+HIaxQD+Sr3FG/hi+VjedcYafInMDJXB9KBcCeHdWT2UZmLVkCVrTavk060dI6v1HLI0h52k2xFg49qFYZz/DTZ6b1xgpndCR0uZ1ZS1itSW+zLWHbwmcY1lgruZVHCi5d2mtFfcsATj/cmheSowPDWu72HiMsEewD0dZqZ3pDRn7B2yRdKlVXL8YnH985Tcd3mXufOyBU3Hnb0P8XFtO5dEjgX4ME2UQKFof++QcwwxQqr9G4LYeBvYNISlfnj2OWnsx6x9acaJM/l1ZnoCat5De6VbxxDI5f6DTjv8pmnfZCTcdZaaUV/iDYbwgUN+8Nbo5tTU4jNJ5D+00L24vEL/PGhSbBV2013RIMyqZMGhI21UCXNue6mT8aF1FfuA1asyDdqE3VTwQZbAmM5AuuBysZDHLy7yxaK9uWhxnyqYlWxF4aKlpyTgwW7My25SjwoX1JasVv9KdmmUdKzDZVAO8ZF6o0GLWepWAd4PINw+hPpftD3sgvfUe2czJ+OU6WH22JEnv2ocItd1WjQxRC1CqtyuAbWdbk7m8zot1mMsN+qX7Ylg+PTFEGOHCcz/ePrfJzKXnt6BIeTY8mMvf033WE196HdyH29JqnQU/uZP8aHbwJwA7R/BeB5ZH4dzD1W0esyp+LIf0I/1Sa4/e8HBYrfY6zQP4TTMchJHccx6a9USeSw1dJV8z9mVZR4iKSrPrDwdVrrlmRa41px29bo02PXCUdWxriBQjvDPeeoUE2e1vqfxXZ9ZwspE/UXq9Haf9/wDU5ocM47jvvroeA/vDOufhG4Hn36J2BvRehRjsjFaviLjbeVAcXLpejdvQV811DnvmGgBuvNe2lyNx50AltoaZEEHgpfWaHlKkgyMNrzlD91FHV8BUSOrqWUxEbshNLpC2qZIr5VCcwTmP/A1d4BtdLfOzrQieFFi4xPt76g0Wh08duSSxGinTWE+ju5nzgvCERxZokDrnZBd50NnltvSEktB1844ln98PS5k5cw+SL+MM9dVFQ4s8HcGjZk6MZhE1cW7TeTzrOrZp/tXjXbl8t0aBNZRxUKXy7eDsL1y39BFLf/iufsD3309qxu47xoFtl+bwhd1Ekjyk6qJWTXc8KYWuW2/VEa9PYssCrfs3yc/yornbVkKd6wNNoOkGyYVd6FGA56Z2D4eRJEjqLVUtpoD34inqeCq/DEZRiGSb9J4b5cuf/+mK4LqxTwZj++CK5aRMRYHmvvraik3iTMw/IeA8KpeUpyW1dn50DDNVz7ScG/gqADqtQBojM2EjjEZmqT4OrM8mhxV9osTZW2Chuhrx4rvZS2cGpIlBTlMkmnMCdcKD1TT28mIVsUlQkyBItL/UwTzH+7SN5ITGaLkqR4MzxQzMj18csqh2jlMsmWJlEoobh3jsnd0V21Yfu2kOiXPz/5xmCJQ1mLtnDcx+OVPTJbtdbW46t2dJC2+a+QnDLzQFn1V1lAeFKIDn/wGcJAmzgswnNMQxW+CeINkByuhNtkZYGOGBfFK8Isztx1WOFSzyPSS28JJAnCOLRvI1DzRXtsNf2AeYaCMRk5anB/lbGeJkV+K6+qbaqXhToxrhOHl0AiYH3S/DZ3faHuhy7IsG8UaxPjGW1eMzJWhIZFL8BtmTBbBRhjeJE1WXxhbMvuFy/sT007z6tUr+dQFuWbtz2X7Wo+mHc+3H+uYwMkKWyx9Ly0j3l7q03+fso15VelQ7BChiDpaWOh5HHrlXdY06pjU9ZSbzWh8WvCigUaMyxcF5A99oOPOvoqsrFaRml+6Frnm+qTXM3lGfXfa/oVhwq3nc2fUPEOGhc3aSgijV3a93Rh51KVqKi8LJ6ld1zOCsk5cYHCRBoMsqc8e823qAoQQW7CNSHx/lrIyDizA+dCFoD/IncH4LdydLoeawZIumGXzGHlWM/LYeb6ms2tjW1RH1xK6xdZbn4ltmqfUWj3Ml+4RXY2UXpN9NJ1lDAm1a91fumrb6TmguhHz7H4A0sH97L1VJWMZ46qAC4Q96fjgrgWF92TGzeshU6F6tOLeu+X1of2fau/KiNcK6359R3jpW9M5cejnO7Vj93Hn2AFFxMKOCJElmXJCJ+NSTMFxf1TdK1lDXSj0GML4KVcNp9et6wgO3hrKGareR/mP8zbewLxtm1q6VPtRQ29azn1CRoCgJVTixeixdOT5kpJgOf+aNaNL711Z5FYeMVsTzZr/sE8llIU3zP83Nb82zzQPUyppT9XtFF/sVGxofr9iCxvDHioZ386Y0nP2Orbb05sDmAptDc7Ad+ql3BapmDzsR1TjJmpXC9KMj+lkgtIC6uuOJ5ADjj2mOEOuz0EOEiRVZe8uSSNO5B3/dn8XmoaSyzVE6m32Q2dg5Xc7MjaG5FlXcl5xM/arTEfGBf4D3b54uibi5d4E2CRcis0hzzEi3NiwyuZ27KmPhOXxwCw2ROULRfQXzNzg1IYmHdSFMba09bQs/LV01z27Nx1mUTNTn+Wir3GNQjzPydd7FyBzpa1u8SkXf9f4keEN95tBSfrXSJf71to03+xikmEs3r6atgjUJoDl+NnEhNHKUD3gHRFFlKk4rnSHT34PXnJPeS+sqvAyWfTvtRZCN6vlY39S5hPNzliSr7zIcVIzcE/HPp6ld+ds3/7wdRTN1aJrrOu7Md+tmWERO3r1e7ZoxgBakFLIQ8TpB+VdqBB7Wl2MkKNEhsrfa12q9YZT/3VCkK3y+qsb+7FNfbWQry1Gjy1n3ZmfZ9zCA3ycC54In/wB1Jv14ilI+O8bKjo7nOgGC+RmKLheTClw3sEHllqebtZWuHd+iFYVLD1J+/LkqDrPxCAvm7wx7hU/y0zsuRHn7E7l7IlwsP4fnLD3SBtT5tBNKP5yryIiz6rRXpD3L6/c3S3FJZ9iiCKFYrZrN15Ud+e/uqPXv+fbSSHh+Qe/68PX60zo5jQuE8TQ2oKudHoWvEN/CY0P2kM9NR4QanlW3vCSVUf9eN1JltyKVAvQGvG4MvBzK5Vk8luZkdDHp4W1u6axf2tJaEKv+2a10s33Zdes58UBwOJMT22N1E16oSvMELn9sgitpx3HSWa83pcs/3S/g7aRGBMyOlhLbjthfzK4Y3auw5IkCiTnxAoqiB49xzYl7heZlPeOeiafOsaQNkO8RTAtjZLNQmnSuJkjcNWSDTnIu8kTk4VV9B/VaPf8SZGf9lSADyBJtNDmQENKAEsSDJvnG2epTOkUPLPUwBIo3f7lTUZjeO7RdbJZbHJAsxbzwnODzH2YbaNIZOxxnbb95SI6bjiHFQdxLY3OOT8Q29xw8QF/7H0W9aFQXy1tx2EGp28JtmOJAF1JCYx+eDjUrx7jTsN6m5woYnMyZZy4I2jVOJO75b+OlCvqI5MKdC9PWRpD7J3nBNiKN/SwgXtBacsMk8upJkZNqAjsdpAwwNiKTJPzNgkYAX08tU7qbw1y4vY9EP0ojndvIdJDDiADzjvYkrRBtrNGMtovTd4hMtCr38F1tXdNoR7ulINuyNgWKFopM7cWpSITBI1X51BEOJQjVIoOgmb6nTN9di1e0yBJ4XEtXRBcgEyENZSiQVJ89RYMWL09Vr34sA91/bHFZd8bkpZVmWryj7iPzItGejjQg2g7hqEs61cSTs7IYkZXNhBgIEUM2jrWSXE2mQ1sNryloFyQyU4ThajOOMobYOvg8Wh+iYtpnzgKNRRmVNeuaGwabwxrLoYgy6UtSmebLYqMva7vJPDfJSWIwrygaERhr5UcHY8naKPAydojEPjzQTdxjacP6Bc3T4lS0aqVUURSDKJ3GzoSX+m/qtQYFEpLe02MwUuwcaYxg2R9aTLz+jKG/5EnkS9Ci0ocxES0j2LHwkJbMuJsMQP+MEs+PXMoccV/zzsiedhTDySvbV+yxvv5GUPpM5i/CEeIPxjMhHk8L9OhDNM8ZY0SxiNrBphOjeuEg4xZb2bQ3i44Y4X7eLqQIVxB2eBILoWcH8S0vNEXNfW1ra4kfnT+xM7kFUwI/Of8dUwPRaUiGTNWQgZ6sdWneYPTyIqK1L0W5F92QXwOR30TLzRVKIFrPkjxni0ioPtDDxYCrbGLzmUU0TwiDPHYzX3WkmCzAcZ7L+iBw+JVoveYxzY1EdkBgsgyB19SjGxtDo0SjapLAEo1Zj5quGxmrvrkKDR8Hr9urmAd9IGPq7vk3s5irb4GxpjjLEVFjqPa4t7vVE+P1OsndSvKyTnNntJoHnsXIrSYAGGNiuMiTOBqZWj+q0ISGADFgrCAd+czw2xlmXtWQ3+gdjPQm1VDEzMMvn0iUXcLoryV/bigMM8qa1WTS2luvQXlh9LmDFBfJ4XyrBHtjbv65UBDp4J74d/K8obAoZbomS/Nb2SFjFouLazsj9ah/ADfH7ReQdiIuPoxhyQvuBM2VtxkbvBjntHzlqNW0nLsWrEnU2olUZYV4VonaXl6adp0fIbHDzbLCArOxHLuHKblqP2zhlX8HP2uopm9Lc5cBtdb8FymS7ZzteN94FrnV7QZjDVsCQ8Cb9tZj8eJA4a/fer9UdynQXd1znA1FB1cGJp4aPDQ89+vJE53sTotoiYagwePCBnyT1dVfBVqFhcBxc9qY0r5c5b8VinY772vEMoFLjCxX7WHVYP9lni8rfRN1iD9uJt7qDTB2bDab8YFnXewiBmosbevgAT5PQolK/wNEh5H/FGXSk27J3hYVI4euHZP9XrZ2QBSkrcokN65YDF8hbLHgWPtEqlL3S4/P8IM+UaXDzZMg5hq3CaxXQ6eKq193a6Wgd+mk/dpVDH5FB7e9I2H1Z/nrO2iVpYXZoZJBZ3dDe1NXJ/Y4W58kiM1TC3+k+JFwU7l7EU1ukFBAvSO8k5IzBLKs6MUmdV0DXvIjtl1DALHCJUHUa2trw4gHOsz7yb1Akn1eBVXqfwAfoKHCSEgfZCqTzbjTscF0N049EZ4N0uUFCX9mEvuVVgynLqSBlFOhnW7lxzMt+RaKMVOLmLnbsbgzXjz2IuMeW77JETjVMBPVjaHMt151rLHfCyZ90k1ieNMn2lVXqVPXIM6xjvBjvgURBl5FTGkOHaUEYA2CVmQ4JUGN+GP5aRm+3+lWDFdbH6aL2LQ0YFSkM1ObfhsWaNsZODwaiSXv+iQ1BLQAPjHKfK/AKZP3ktUWVZwrzA7SbznwIFBVaM8swnJHvaQ1dyP8B3iz4hq0QPAIPcj35Be7k1tHiMzpp5ftkV/ViIPfzjQWefankr/7RE79QHZdjC92j2FeFW+xJ5Pog0EBZtnjxJGhndz7Eoa8ak00NwiveAdkxA8yd9bPd1xj6YadtrqwDPhsqLidDyREsRpwp/+XiI3J/Zr3ULmm/lJdSC482oBsLsSU5U89Mq9x/yVsq+o+fyfmy0iSCKjc7kETXozkxwRFzk4MsyxvxQ2hzXdfObHTJSbwIAZ3uDPFE5yU63xsq4S4BKLj3FUbu9d7TKFFf3dd29Ev8bHNje3tCw5d4X1zrOasLeGu8BXuBI0eD5BwQiy+fG+HLDLRwROtRj4wlQxdhHkJfWmuMr5K7t1VRY9fCeKZv3eJqYkcF8+t5E79UOQdQVFBO6biuaKGDBONAFk3r0bFqmsKhKwYsahmpxUL8XHT6we9Y+Pc1Ca2qa34jvyvTFhkYu3rE/Ge5tMANx1GoCeFFo1uifxiRytw7fH9+MAZiD5+wkxNcw71UTN4AePXuriTUxr+NTTX08j86KzmYaplyzCTZMpDkseZIEXdBVeS6sB+q1BT2NP7/DeYIPTfrupf4ZVs8LXCcgiqLbIrFghhtm2lQab/fuMvcuWJoH1+Dv+0csqDhRzxORo1t9mSxaHHjs6134/HxmL4V+uHHMhpIUHf3aVNT2mCBVelHMgamypbNoo9USItiHQMP1od6VwgyB9AmNw4rbwCeWiTP17Wq3CQiPLgzjI95e9MVqymsNGT3LCEXMbxah8xJ2UMFGpW2a/BCaL+0JTZzhdkGXBlDDkg8v0NT8ikCpgdUNxBmYURdX4aEGbG6S0zQd+s7Xa/ANCYqI03VxYOnmzRFu5ZzaNkD4t8IC7DE+f/uZogMX0Q5e7UZK7eGmdKpaD2aFj2j7okuD4jS7UeUzWjEC02G14k4G8E+HVKcKd1TvmWmyU6ulYMF0VyN8qd++cFnWG8lMz34oQRfUEVAZQRgaOsCPbqXLv86h+gr3YVprlgrSM/uLy6k1mttPLNYuQKWyvYTOn4zi4kiMySLfMRjCl93JmZOOWi4Z65VhbCW3cLdreTpYodmNVye1cccAsrZA5p3J9E9N80EsStgmYLlDW7FkRL2hl8cM6rrOZBjm2uGvEeWYzURJSXRZw9qOTBvaoonHrKuCMAd6cguncapShJuVKSXBoRwvd4VWICSP19wO4EYIrfqrCysczk5GYSwJCAbbnQbsB2YsbUmBMvJNBjJoQs4ATtqZMXo8Z+1Cc00Pd0URxqff51nyIVBfFa0LrLUXeCQsVtNoJpP+HaxLN3n8dBEQQ9UhcT84SX8J/uSltOxOHQfhXvuJdF5aCMGfZKtvc+mii2uEk2t7jDkRSx6wmvt27wQwmZilarECIF/fNRkQDJIJa42PTfCvmugTvP+uDqS/E8w2CvJkL/XpBGmbUu6Vq//SXMSWiUphch0SwLFWS4eDYXzYBj5v2SotqQrA+C/gOImNqKBIw4tJqezJTzBNI7GhYPEWO5iEgFeik+JkuO0M+q7apUfI9iZMB8xMt5z93qCaeeuuCdXiVoKFnhW2eX1RPkHiFCVZksza51T8A8eIYwA/7y0fijzjrONhdJI7dfKoMUjHQcsEYaIw0NnfOnfB1RspjVDdKgfKOtilEaIUHeSVBBwU1cOf/SZ8I018JFsWOGr8IW4Bk1HtOPf4/vrMwAtnFM+5b7spqODA1c8Xlpq3Jvzf39R33oBzpzxLgFwR7uXeE6xYUS23SfTtI+XnBIRI7YfnNRx3PfGeSwJ7bC4cwr29MfXLvZAG0lpgwMKSWLXkqQ8CVo4zT9HdBfRZcsXUAuLH61ObJ5JdMsGk679G1pS08GU6lGREdyoRLnfeG+l69Qwyu8cYwXW8N+TymNo0cbO7MOijsuzQ4FhtOvnmzK2ij9nfw07ty1ED+WCIwNAKJhXAl/SiK/HpuRynZ0xIGusPX8AU2D6jLXztsXA5G73MYihKQsdBPxtO365E/FELZRziUC4C2hOYTb4tC8/7sVXuJTsudn/L8M48YOU4bolyCxPxw7okjNZ4qTjxn1gerN70dY9MkwRILCtMLEj7TnPmUdMcWSgr6zEEYeR+cFVBYZXyqMXBEFzQgN4QSKMoapXghBUzdnj7m26Yi0aqLN56qKm1zNTVn80SqdCmqNwFzvwipRKkgr9tGrt89jpZsaMHXZXs/Yjj+ky+9jsFJDc/Bxz31mkVUmgmwGqKxGAJASHNwAN9i7rZiqj8LIJEUsNpl3y0y/wEL00JIM6Xykoy5WuuPgxHLWBK5+CyKDfaYdB2PgqGVe9FRhoQvVSbOBmyTdEl9BjvYJYo7Vj0iz5S9OjeCt1FjxFyhb/0Tk61pOHpgD30KAzIFrSNn8QTkT92O4ig17w43nQI/9oHo8G5S9HcNkJzkS85lTdANRb7Y2jWQvrgqgabBh7xpMZGsEwXhi3Sn+Hs7gjkBMRkWoS4LYMO1W8zKubpMWGGRP3c97JAOVLC8QiNb22Ss5Z3LPfsbT2nz8tIYox4skkAW6HYdzRJVKDRG/t3Gk1oxlGFCXjPalAerKraKHJ6pemK/rureokvqDMr4pWSQn1AeXzdG3jmUHBJCLdlSoc3s9uvHgmCH/Yem4ZtokT/4t28vJKZh3Lb5hz2w7S7ffc7XEsAbdAzt1tntkpP5A+/XGBCPD79f2QgykrsIXz3lkH9k1ZY+rt0nGp2rI3DLP7tBKeFc8qsySaZlg0Gv4fKnYUJXO8dKnq/6z8XkpyRO7Xawjma3EpNssTDF6HPu0ZtJPx3i1KCD2Ed9GbhGVx1sZM9JS1MBayIKRv9gciMi58NVsh7otgPr62Tjiay3FplKmbEYL/+bmiU0DnUNOxDD1eIdlhY6VRb66ridzC7SZYzJefrxVn0jTjlfjihCjLAZ/0ERrPsyrDk2usqepf5tYpH5vWLh7/Xq75Cw9gpsM5Z9l77WmxqtJ2ItwMLVFsa8Uhc6KWL00PgGCuIQuxxhcG7Z6pVREwpe4+UcG/BPo+TwkhImnWIOJQqN0IwQeTb19IIDnd0C+0TVOeLbAHyWQsOlQx0gAA2rbAZpSoGLfEAOY8JCmoHQaKaaDXuaGxvmqpV0t/hYW2NItlzjClcIWSybxaMghNmRxhTvFlfmNo6DOovskujX7aOlCFxzwqOrYizOlvSD5E5pshttJM2aw3Wp+rBeS5SBOP0mzKI2y04IXtsXyt6ZMoPvj7cNknqxC+h70+k+EG62fzELdx8YuNOnwWV+SB3kJ1rUEtLQEofecC1tlSWjNC1brYkozkDswz5a6kXt94JpmvQC6VVGSMOcOaDUiakZc2zMppfatTpgA9UjtW9sDIv9b8JH1ZGsiX+7jlHGs9Ldf33paFsR//gatqXj4+NKsjzYpgix1xo7oinwYLzPrH4loc7ygk+ROJv/Lx98+92I8dO5zJdtS/VsMFJCWRZKDj68ggOUzMt1Y4hRz7HMYIVyDOfa8IKu5eFYAFatxRxb68svRCMdj4wwZeIwhay5j26W3Cje9ZC80uvzwSzQIm5sTqNYEbFyuWnn42xBOLc4xeFCf7nQ3gXe5QQSHJ8aa2KYWs9AmScspMapRCrt3cLsX/i1j+xL84UcZOzkpk3BZd1S4XMRYJ4xhzj5riYiRDF5gxOhduaZ5GeQK9Dp+ZyTF2x7k8G6G0Jit5OYZmKd+4dUiYf84ayrKba8VA+C/fJdpGprl8cTdidrjpemSHO82/a7Cn+K6zOOitk4amjWepoghXscADjMqh4ss1kDHHLuXKI0uDPCjJEOv/dTsqdKg4o5BR/x01uOsJ6J9SNupJDYoC91nyMCgZYpky3drZ7K+ocpy0V9d/wDAOjPzDMW1erq3a7GMRz94b6hH6BhzpaFUcqBKd3Hhho8P8XDO7kfNejwKxBO2mzOK9esDPMaSqapGPHhSdCoRLiXPPsbiW5C83fNj59/fHNrSb21fE4wy9TBcGObGUKH5etu42YdzrvK/MdMzlSxdGr705XjbMq9beYN13Ii8kxQ5U6hCXmlBihIfQz9AzkdK5ER/p3RoPdshz+Q7l0lDFpuvIqrqIU5x5qUhbV/EuPkKNpOrppgdwp/AS/qe1oPyofgASonw/akTwZ8323YAlEPjxSuU4+XxkiwIbJP1uAMtusSfQQhyKLbbj0jY1pwBB8fptefyP1vj4XnQwGz4kscwBWNLGuWbEKtGAipyR1xYIJZZLAd7FIdB5mAOzRFcayRGkIfaw9/wUxcGTl+4flt8sT3OJ+eWdSW81ILtO1naNwBv2j7XBvt0MMkSvx969mHQk3PcmA8N/+R9ATBozFLxTJFn1ugfJ4ir5w0q2+puEyurOrIDafETILulmPzU12C+dUwYCP/lrihIi2qLK25SEScL7M1hAQo3f/KvKAxxgbP4l9M3L44pDLKOYbeNYrgiKPflC8JV+MbGxmJIbJneQuU8Mi4mRuzjpjbCRVZdBoGYZ69SzXqKQr7lBkbURICCZjNZjEjYPLsMyvC7uMFzgbK9VCu9T3K6JIvAJiLaIo1iSewdao7GjL65gnZpd1dZvLy8qvEsAlk73he8SBshKH1hkIbxiqFrPlvxhpmGow3bLXu/DqOIaoQoszOeO2uftWvj2XDk9oVSUIhywcg42FBYxPoLxb4lpqBQs2wiQnkciOJM3y9Ru/oIxYs5fNHdac7zD+CwJ1r7FlCJ/FDlTUJAbPuIj/lZ/AOgy1tVPPp5a3MRWRo9D7I/BU2qAmSOj6NAD3Tp+y9Mu7zRwkFSwwDDGh6M6XYjwoF8nLXMXj5yMaK6bEO3RdOJuKFekm9O/IN9CmtraY5Q07uW04uB8bCwKr3Cg1nEqW8yZ6O53oMiluY/mXbxY1rUPRQzLLrpUmBte+Nkdb7M7vdXb659yq6ThudWAguP/zBG++4usA6Q8tW73mYi1f4BXh2A+ozlxmgFJSMgAwnQFV4uV09K0c7WnBPToPdHPryjwHcmkz2iwGSavVYokzDV+rBbm4JR0tj5H+V3x9XuRe16fE6deoJYkiKNOM+5IsmPlyxMi5klXB5pRvSOWVB9EQ3pHrEQ2vOk/hznjdA804UumXHalUNjGNAFkABB36Ha77qTaO5mp86H+JNckoSUQXPNsb6XLUPHwFfx7ToFhmuPKCX75LEiRuqZN0Cgh3HfK/xDmAeeUtkf5ODCu/tJH7bkQVcw1cjtLnXez1i1EuLkyvSWtrbY9Ffvx1UPlON8oW52rY3t6MimiZluVJecRmaPP7fiSAQGHEutWug+zR9YDGoc5Ew0vYMuHx0rxko/DLAD9gns0nANdkziOUoBDaJBTY7SQTXcqRYPY7THSRfaz3M/Va53+Vjd+AzNViWPTBiemVNle5vZPEytz6cufF7EIz5Jo20POFnWrWsx78zWbI8ZpGky1gpJ2Qgv55XiX6GlHuDD8mvFIG8vAN9T3GuKZsz5cnJq+BLVpRT6FOcMNXWoItpdo9OMDbhFOXjCH3PzOJzH51GrBfDN38WccwWDvnPIJThPJddhBFYe1KdMbB6JWaIZ+PD8j00PaUeFmD0eWJibQz32BvfrMVox9C2QVDkUP5SB1cRZt45ag5ZXhEbobbCbEj31598vNhH1wz5sGWu+53y5+E0zRXON0auFLgqKuS7C6lbGiJ1aqoXjU6cl9wLYAnaJeYnVufqqUzukVPS2XbaCGyPNSKvlWSDN2tU9nXFoFVgYGv3lGHiL3Nng6nr5tQpG26GF14rEiKAVmH9/nlPfNF4JKecPh+UysaD+AVZ+TpOuWLi8efwp88XzuLknNcDmW/UGnaOTtZV9a7mvaDHelGMJLFAgJhKwo2jpERwUQKC8KrVh/oWu7cuMSMPK6Lv9oekeL3eCSjnAyKjEmkL/3o3Iyqxp0NnqGiw4iOzcvAq3v6E8x4+i2EskXjdHomWa4myDWPYmkvjmaY62PO5Ur7lLQ6T/5v1Cev/QCYUNM2IOpALjX7Z1kgaVrOvJy169QvE828OAI+eIGR+PQx8N7/PeIe28POiGXrD5qCFdvcAMyACvGCcs8YcbdUjnRdk+Er1nAWMr3G3BvpUjlxT3LfdAFrbn2GTybJ5pz/aLjTJl7FKPGKvta2LIS14OeEHg5uP0D+NsdbVX74OcOiA2sw6tLSY5HPZt5tA9/7eZVDkXg8IjxuuEcPWipn66jv36soPXSZHTV/RNq49j/CzVILD+ADZvjTL4WkutiC6ZKN2cukiWQEsTeqxepEGFJSpRI88ac3E/b95hnLi6InJXvrRoZjhbXJSfMDvJ7VzU8TLcSUURrSUxoMuiqPr2ySfycenl9yF8bquhCwxLHYqgoE9dqaNk3laTiqORaGrHoMdYxRuDgUj1igejnn/5alLZ3U7urpeMMcz2CUPnQzFzNwVGznfb/F/qUDRqbtSZip/AvOnpfX0mZ0tv53eLsuzfWFSpcBttQjNJfGlgXSMykMEPIwBAk47YIaOxcYvh6igbqKmCvIJpOqO+PPDehuywrtw+4cY72uGlU3PgGv8rsg3t3tkjBtdyhiXT/TUfr8xw3XTvKPUoiZDP3M9Y4Op6nyYxfFqQFqSYh+8/wFF2pSYNqyASl+7mqqhHMNqcaZ/iPURLo8j/BEYLTif7rEqoUYrwcSFBOLDJR+VXAB1x87pJOpQdKx8F/WiKirFQesP5MRuPb7D9WENnxQyOncU3ZHdSCyEeOFHDpW+wYGtyGNK/cUMyIGpsuwRdfVyqe8DCsEbYOdVQ5fWe46uTfhXeNw5hU3H3b4vVOxh2+f0nU4VAQZH8Grs19i4ruz6cYIkv4lOITUIlHUUZsgB0rbrQ/7Rgok8Lz51X2E17klW1IhZoMEiCPqFGL0EJtI/6GLggGP7lAWXAde227kSWXoxvdvvPHFX/eNiCBZNRNeFAcq+PZIL2LcviONMyJcuUpcEOBFL8lfUHU+oAcjeI99UpuPfREDRGQbWPP8XN7ehee8RgOp1XjW6kYQrvQB6bh/BikySXnwt9FrMXQpTIZBt5jN/As67alj0e6LVX7nkBE9bl6rtgTPcgHMqNQadhkZgoipDBzfdkauFdsIQh/bvY6a2tLzBcKAXTNwxsIiYNruPKWvS2IfofADvO42YsAo0pJ75xwIMFTRX67OfIm57QF8Dx+Y6q6YyxlUFS3Rk5e6/qBC/g6RP6DgnVM8ZxmskAM/kgzMWJsRTw3cesTQeBcwyriwC0NXkmPYjPCAPGCoQfq7agpQWaKrNXpE1Pa8QNl56NkvY+MldvpUiiRte91BEz4HxdxorOC0nML8hVQMKMm15IjSJ8HqRe5LsuY+4lmMb3PwcMoRkU7C44J6i7MBP+qXy/X51zZHvtDixPsmxAHLGTu0QnoLlj345VsjBnowi5S6YCL1638bd4RHnbP4KJ+du6F4rRIjPra2ukcBoF+41H5jdVFbtR/AJLL6RC8/eaHyI0E7f9LLV0lsVF9jq6UJubskIBGQnz7nGCv5nV9UTe7WfosknWxRJgpAqeOTgGZg9gXfijJtXR5r30XeuOprPvi1yox2CsaBntsX68hxkoAUHGLJSqoEqqGkEARrF+rUhQKjTHKUu3eGUnDFyRlppKAzkVQRPsQ/kAXyjd/cT51WV+Y/OtNvdVgB5cfkY5EgkQmSmLIQJ3uPHeuJZQkahYjltHzvrcEaKosw1r+fs/rZMEngvCmc4WPEauX2gwZvQWJTNtC40x8P9++vjrUqvDmd0gh0IozctcVpik6ORd1Oa5iFjNMQOtc7imEZ6tVtLrkfo9h16GTYdAXxASi8hfIw1tgG4HaqGFeIO815pmCzRtuvTVRkwAjk/jsr0/s2hOdNWD1iHhS7DMZr5woAWrv5276P4aSbSXMc+TL4Xn+1oNoEIeqG2XPLLv2dk6xJ0vIK2E0ueBmndJAIUZFYMqPTS1CWOBIxzvIE3v4eluaD/7KVrEn78dGgxfDOHzKR+taG4pfRjz9eyqFNcNWrV8aohwCncGX886aiaSmKo0Rfnji1R3WTmcY4L7tInN+PU7WzMYx94xJyfAeIhX4czMozSdp6C3XptknxzO/gEi9qMYcnGcZNeISIzi2Dhd1qNJHi22wCzWYGhaMYcaE4sDxkdkNsNSujn+vRTjBQsxDaNARwS0WS+j+EsliK8v4gL78pX+8L4kishSj+TLKPJr0iMLzGzQPf1ZxagHHybTvVCXe9N0Rhc18Q/g5IyFtEomgorTf9eVBlWHKCEZhvU+LTbriu2zWy3pai7hhHvDSFVjcq0yyxSltPbWLQQCV4x27EWJLxknjABESUGI7Um7vnuu9tbGHpk/qQGG5uacRzEPyvu/jnBftFYpWWcqCqgNTe+1E8n8tTyz/BN4fs8a2N+fS9kwe8eIg5GbQ9ramzsTT83m715lGp0TZNAMHXiQiqDLH9UrMNswbEKS77Wft7hki1fvOyZu21Cv9bJPZ0vi6dhPy2u4jyWvT35zWNj7bIQC1LaHOWw8/2EVrzZf5Zinea4c4eFHuiEmUKt1ZRLTJcHj3Srbci57B/31lNwODncHagSGzH0GSskDXgcMPlXeoXwrHerU33pmcd2vFdN9P186BGyezzLlxeg+52VmOJUwjU4jiIlkGqSiGheZcwx8cfXyjHMQJigOXAB/Ig6MOlzfXB8PqCr+YOrj96R1KJPu/TGjmO1LY8Id0xcTW0j2/qJ/AA5lNw+O8bLVHlQBHIGx7ETIT+YckQb9LeePsUMqXQFfanrxSjcxj8ZphTVZ6O52Mv0DKO+2X3/aCUa5DmXZr1YxtD5GLv45jNaqSxTklTlm0Z6PiuOPtLR37h+qsItDJF7DAG+a7h79A4QjQ8Dn9HstOTvkwbjHA+JU1/H6HRx0Z63vTHTmI/MiwVh07Z3uDiVNOeap8nEDFGzFMV+U86077DE1wBj/T3FBWC9LmJ2lwBqszFmZVmx3jS5dRv5Toh94YiQuseGZqJ3RyuPVVBtLvQyAk2m/8qXR2eOr+r9FYQ7TrIgt6i7Gne1yi4PVl2aOpSWbLiRViI6SKMsieatKx4aJrA8FBGh4gOpW14cIf5ri4Z+6tzRhvapdGuecL+enh6bjO+ivUGWBrw+Z/IS7xeahjQ1LfG1JL+tmXhjPi9l+Qv+sltPe4C9JqFcfHGCKm90B/CQPuCf+dUt2iDscGu/rkZxtZn6YjiyHB67pR30b82r1jt1O5IHTf1kfvv1Orc66w2G3/O3xMe8/AIF30mezhcZrfPPzX1uRv0iD3H+Sm5uGKhvH63bP/zzge69zbnXxphc8M+khe9WFEtGugVvCM0ZvCc+tr3rOWBEsbzLPonGJ4ZtC51px1Xci4mKiteLVTZby6oHNT224emxFzfrEQZYPTQf8q3h5mI2yZDw+i68OXx1fzyOqAr9dhVz7nU8bnG+9E1G0LR3YohWbkJqsRD21x27p1VPxdCBoolyFJ6U1+RJuQELMBc/wcK8pj1SqwQHkuFpWFL5eUxxs/IefPe2mlvvxA/cUPQod5g5qze+8UVAn03HFTdMwzbO8Xj36EOXlat+wCOOLpvle6aM/ueXBZOmvI9z6dFtIeage23Ch9rFAP5+UR0MF0je0FgtdyDe/rUQWlQRdrIBSW5qvlnxJTk+ablljMKb7DTYE8ylMshJcaiLYS8EsiS9ic38Yw3skQjRn3H8CranWpkvW1jXIh6rLNWTyAzwcJS6Ush8RtdVlIRuDGjR4umhJeLVQxZH2gD8V3z5b00uHMfywJr0X/sGAKA1M0W3onD2uLTAXDq7sDNIXOrwYmnIwoj5CcNtjvuaBNyD/AN0pX09jOMmaayl/vBH4L09eaTRRFnI2dy8YpseKipIkauHxirKRN/eMTMX1yTjP5hLFQZUOP10XbicxfH/x483Txeb2ZqOm1tmfoU7QbrifMLwqJL6slBETZAVJS9UQoNAe+5JFRa/4D6AUjxvun3yo3ZM3yPLD9YrleHEpzXc1QTQMFwT+vgNzTLz4PbHGnst7s5KZoMICYUqSLgHcjQTfjvfTR05Vfes3bkVWDOZvIlYNIrY28FwpCinKxdL4ix8QG2+yliYy2PI+a8hIJbK0Mwh/KnM4a385sSRLfaOPJzQugj358TskVqOrZqbM0UZxtuoFcSOdZ//P9IHat7+vXjfnLEf5Bg+etcaKLoXinQDXwMlbE8sF+g0xgGQNAlEOM1enDUEsZM8hVlHZ/Cy0JV6myK8Zs6R8lN2ZgToq2F7caUI/aMLrWsmQrxNQj5J9qdacVsDFJh4hGbQtTmEpMqfG1WqescpTDmpdFX/gqfhl1i6hICgwgvBikce5F300XrKhSFJuPug/L1L8DZHcGBQzcHNiP3rp4NnQpDMvBf7KLUR0WqpEccffNK/EfG0+sKnU1j6/s+BrF7rdTbG6getarhYTcy/CKAyG9jh8hDuRbTt4MVMDnUJydZPis6zfHhUk7mhE3T/VPCYLn6UdaZqF8wtfMXNvCaR2KNoi9ngCAt9HU0PdMYDA0sg7NdwG68BrmU/be8Y9M82u3sj1teY1XUkSmcxX7yYYWUJ3iWtOmyqCwnhExBLCDE4VDc52cFpvm43nfh47bZ90k51nHz8QNufrbCRno9WrKNilh423m6m/6TR+9g6rRpeX/Ybz01wza/dTkXdNCyxXxDvYTRJrAyi1YmsTikyYgrmQeqCqXqd+ijohTivtD+/XafzpbXJ50TeH7GpW58aNTiJZMumKjVzzH003D4ALG3AHN6C5xkBylZQiH6ObME3dQ+uzy+3f8XcvSscLrguNZrscvpKUtmDk/BRsVxti5oxkhWZjiYN9QbEtHVHRLgX7Tyv+AWI+1W/15QiWclCct0bePQ6TOW0J6zPh0XvEzJ/xNw8S8Wls2M2rSOdobEgWmsnMY8WyhVOOvcPzzNIsLFbxAqcL/clZoBXpCOFrJXY7JsE+MaC2ywXa+4J4SLLdXPLfuF237+jR3GksnCR+vHcxu2sx889E8h4Y64/s2YdqaihBozadiE+Z0RHezCQBkmtcD39EHzn8l0e3zqZj7ryKc1zYH+K4O0x/cVL/mDd/ehW5Pc4U4eFUgsKzN/DcFIizI2yegotuTofl0D03/uTsR3nNr3X07Cryl/jbN2xtTcRWTAm/61RThmKSq+taqGV4slzj/QMwGhii2KI4Of/mT+exZ6dXeX9LlJ02Xi8P5FF2hdY4s0Ri83w+jrR0xFus5rD8oWu95VnlG+xch7IZwqQjytDNKZKgYaCX1y3qv31u/+0+bRbV5rw2+wegurP5B3j0W31md6ZZQRQyjRNOO1dqDBT/uvRLJu5xyvNZ3/HYN0OO3g/T3c+IyDlH8P70hX3N3qrbTb6RCWtMCq/OVeVJNHfeNYkteaAsBN1HlSaPvIJSPZ0XevNrR1B4ZPT89Bjx35qZ19xV1/6WAduPo5tIYSiZsbGn1r1OJvM/ywc/rbr/AzQp6tqariqhGVA29O9yh/b2bt0K9o0uEvJt/2zhpo/zz1y2VNrmunh3qrU5qQ6twqKr7qzzD5JYAjVxuFWFcT36Qf6SSrsgV1fmLhbk2BD2NyOnq/8l1N9jX/YK97f8J0ocV5pwR3rLF7gzyNjBX1zc+/HuxXVOTSDWR3zA0ko4Y38xRd20FLumOe9+Mgcjj5UnzXZOMNAMNwHi997Z3QpOb1cuz9x51CKuwqH8jXPN3zlEVdcMWxg1WUmQvPC0LNbsl7F2no6xtq6mWyQiXo9Lrh/+1xoZo4rxyn5crZ60AytWdQf8C4aW9QSApjVFzUicHYuI3RuoROfI2kjC8CVn9D23xQjLP8DQas5WvLt7cTh17dP7UpoD7NKe1QZStAD+OJFQYq0KIKToMitAgEwOdSoNrDVtmN89l42q8Q310W6fRyJr3H61YPds5gcn9DeGbedAG6wjhUIp5hP3dmNiTjlUmrwJ+F9CpM5SVM9Q0zHfrtHnifvKBId/aFdc6hH3ZmtEQWRUQ71OMeqYxyn7b3FPeI37OiqIrmt3tD6bh1IOYbNK+59qKELPrvZNI9MWIv0t1Ag/nfSD8TIH6m5c61JpkJdDUj09OV1nd0oCi35bpGsHKS5mWnF3lKEVKggvXpiDEK9GYMtS8kClD+FVHlmDmpd3PA2t6/7A7JiRyU78NO115bZRD7pYS6bQ7+Okj/JK04aWPkvs/H5LO5pJfqACTWXz0psnTlagQSJ+kqbs4VTHn8CGydM7kdUPpDYyhexTxR9b8kotzQYrzf8W9PXhluFI0MVvnc62uoVtDO/2jwF4PsKmG0Mg6nbXjdrPZ/O/wt4Hy/CQu/SxpmNMF2ooV95X9qzHspDY00DmdTCtH8x6ZhfecK6HQDuvw8qc5RPj+et3kNpjwn/5T7icZk53syw1ahO+y6qw71VlpwEeQSMYMaqwoMexXeTF3/9E/kB0JKb+8c8LDi0Fo5ur+9W8WLs7NZCgdkZJcP50VmOQlzD4DCpSM/uW1GRVOdxP+T8VT/wridLlu9hpF+HZ6fNzitx6yOOmzuzeP9YysR5ya4LOqXWSvNG52wnuhoKH3afh4FM6K4u1a23hv2/WNGarpaufubVBHC05FKECMWncXzA1szd1JDR7/jcwFkrmM+nFj2e50Xy7jsTT7xVlwMsBTglaRG+3Mz6XQMkaggwGMEg/mrVO7KPi7T+V2z2lXtvKgP/5n9yxFGET5sd4x9MCJUnkFoY8V6EJv6SxT8uFfZAi6xcmiCYGbL1fyiOxv6VPR/luaJkterjPXSm0uWsUR+UxrnLQzdXkMnM7l4Y1THtinn+3b3XekHm/P3rA8fA8B1uOE3W3JkdcZdGnMsq7R1bw5zIsja09l5/RFdoPjmWBL6z3bEkWJhMZoifGHq8pT/4DrKavPo3MKW4eIH8whqyejJCAKpV7VRQ9+Ad4ueD0ZR7eyzLJEjRKFlwDb6EVzxjaivIjVnyaf91iBBuP8Ruqm91ub0RN/BDLFL/6HMfMIzIxr+nUmkrc1RrbGpH+mvUVxS0OmfbTisf1lKmg6qHhwtyJpZIpTmOuqBVdasOM3idrFDFUE+47xElxod5e/MDv32RefsNfZ6lnnK5+FrZmb0nZ98cNo1HcksWK6Mj6dtpkQDxqHl/P8H3NJ/kzOtpmh+/cMWtVL8EvpmhRNNcU2QwlJd5LhMzy3M8HcmOd18E+RRNQU6yGzPcjJq3T3Af1PXUtSVrZep3hS8KaljIXeJ/6T51TqkpwzPvqWRsMkkkfnvaPHB1zw/J4JCjCrP/m+UJDnu5du9wdrKLKDXZjIptA3BAx0r/Fhbqzim4hmUX+A0SiiTM2Wg63XGvXBb8HrPjPKCNDtEoCtYa81pjdu8RxKHldtX4O2Yb5ri3QkDmcF31sFUjBNvS9HEnrPYiVbcYhOYc5aM119QZYzIfzLbvq/gspweNXl2JkBi0lttQiam62D2k/PuMPTl2tpk760DmnqPYx8B+gb4vhnjPh8A/5YGxnAyqL2QONA8iJRLLI8TFTK2ewx9L2UYdLPKx+s9ghPigerUxRLd7DFRjd/9q4ssbaRf5Nus1XtQpyu0ETH808d6SdQfenVgT4WnT/HY3A26wnjpI9F/VuN5XbpZ9vl+qiBzn4g3PEVg9JPHxvhYOyDAgnyorWx/hoFcvOtdiygZlFr6KelKB1MOJz1gzNeawhwdfx20lUdypzxbNN1qRfFLOUkt3ZsG0mCazhCWakMVn7MvD4Z5NcWNONrSq/muYfG8+v1vqsWBt6lk7mpGl7X+G/lxSkBcLoVHhQrVIZ715VAE03IiIdATfjA2Fkd9Cv8QHnyuHSCmlxh4Isp+rpZOkGzGyjV65qHuIZYsyGAgPPUhSKMNqxnYrf3tunW8558MztZGjGI30854jC6qGhV28vQEPbiwb7Qa8kx1t/BzCC1GeL6tb+Kp/Tap+bRCC5Z6WVia1Xf5gUyB3jJLqSuFB9irpNnfZN3lJi15C+Lv8qWbxLsUoc++PtThdXpLfHnUrZVvPIvHqVKLIYOp3CN6+d7Kbb8DxkWAvtkOicIINuNwH8Uo7D3nOdRUf5xtYcIY/A5Yri/GmhXu6Zrjmvx/yyNm9oJ0BD9XwDKplKcEcR/kSETYepkvbidmtH13wNWbpsnY5OVl6WLJOYPcrxGVDT1JHP2LTwkopLGOjBwmDEsSab0GzNec05fOmavulxFSHvnk+jXVHu5IVP0Bq+JC0pPsnsJFT1lYTAgPBlhu63HtZbig9/ntcG7230ZRW9Nq73EBvBoXxYghpi30C6bjRZxWaHeXQZeO3+Kwxh4sMeTAdOerPArG/6zfNHkYm51V6NR/4/yD96Mhupewo58sW71ozCJSZ48Edrj5W3+boXHi+IF2m2JZnESpOc8FyGjzrJjxRwCwOrDoDm58KqdKOx7EVkr8VjG65fb+HY/05HYA8UBcH+BnDFOoWP3aZIjbF8/XAZom24THN7AuxRJkF91eKe/N7fwaYAT5Eth62SddC0RxQaA2PNSCCjfaXXRJM8Nra2Y4zeA0kpauP9/hYR5szOeU8f1q++4BuZfU9N+ag0onrpQoUNJf1BllzExQErLmo/dEVdT+jAkN+OXBJ1OBs+ZmSMa5qUUpu7Y9whFZW9tdoMhtqkQxaQogvDCgpFCdxdGPIq0Y2C/psYMzruF5e3mosfrhn7s7w+qIscc3e2qiOXKUUMWZMNn+w4xpDP2eK2zehW98yFZpVd3f/cJxXxt3RUL0cfF5tXSmctfjPP3gbxjCLd6XN4IzKp1jOwJmry74HJnE/ehlafFSx/ZYzoki53pQyg6N45JXZuNdvrE23UKBr2X3Ylg7mfVdEoAVV/4Hf5j3QOGBKNQ69Ow988vlZ7cca3WV1qGV8d1n/P0rDoF9/eldqknssb8sfe5hvI/CNGT5DaPqz5Sewr02/rldeftlkjk3SWqkW2deWFu0FPaizZa8hXxwWF2WrZ4moSGoorR1k+zzFFDL5VSKoNET1Xyt9WjrSmxiE2FZDP/wF05jY3vvnnarzLxYnn8jnAlxgYpb5qDuJyrMCeouv4s3cquPiUj4c9op8kV81dTZbRZgOb5hoeJF0pLoN48FVr3olEgUaKHb6OLpDH2yAr0m1RymFl6pDbUFnT+6GZ0iwcI0N2QWePivAJa0GsLblvpAPpfl362NZsIchhHDca4rPdyUkqvesvUVO3LNU9ue7fMjcI/DxOU+Zc+D4E0RXRCiW+VXSlQ4mN/ZnvM/sUrUjpRx95FJD1YuX7H58DPQJvi55KWhHhfY2L08DxxhuTR+FaoEthnqJ6gOfr9KMtB4ftbivSp8+//zAm9eFr3rh79WxefZoNrVgANbbme2e6Q5uGtSxyf2kfsrVivGzYdY0K/rrBOphV+vbOrlqNH13iYpxSeuXeGmRrWXMnW2MmxfRtft9y+QdbBoY1wC+53fY8eL96h8QOK8ff6gxGaTreT+ceTlYzHELMj75A9wzvPQNHHFdax02SvCMdrNPeCIyWX2sNZTkN6JFrAVmKWJpr2nlJ898HEK5fgoYqH1lgU1kD44NO+b9Yjk/95hcAKM3/LVLkPCfdXu7Lsf2Nkx1A0b6s61xA5s82eZAcNCAYzVqazkhstTq7Yj34G5pjMXxNDcRxfKhjH8S+hcpZWL94dOs9X5B0t+rq3LTGg9Pf6So1hR0YKCftMFk5/YBGZqu6ux0GwaeQCeR3Ljy6F7/zPQ87lgv7uqHwYp5/tupO1HHZZIzmmXttSdqJQ8c7tbS8Y5CFFI8uSeDHRGUx522ULUenzdPW6DvxUjOJ2OLwfZmojf4CncqMDEkHG7TY91LDic1A58z4OiD+/iemEOCSIqhV/lsUnyw2JrHvc9+WI9pMU5aHFXq3i+UKMvVhKZcsIRGlPn3z0LVVFvt7VZF6ZEkmK6i9bd6RNpYHqw4VE1eFAgvW9jyahr5qscL2RtlAfRO1P+l6+GbEjzHCu6YlmI1MUffC8K1JoximrviPsSKbPpnkI5CQehbNBovpVN8bHz2kwnbrANJJv6U9jpzVcp7F+djJQCDcNUkw4kUJfWrpKsuxkdI8Zxp3y63GRIF/Av5xEuWd5lzTpyhek3OOdJ/Qv+8rN6599M/JW3gXfnbz/NmE5chvk3dVg6j5+kg27C+B9lH7+y9Txh5+7fYOOF9c8BmuWF/f/K9kR8jIpFfGB4TDRslkPauC9xLv93gxQV+ThzZfjUPOxrnejPcrSS3vz9/zfu9QHfSxwSk/CIy72h87fFb3rG51mO2/amZpLMuJcEqwH/0m4kpxswg9qyY61Z8Dt0kTO5pKi4J+wBZEWexYij8wtFJZvmd9qITsyfdgYwQ0CqD7iRNX8ACc6oE+Q/7/AA+aXdkJnJc6huNOfFN7lsU83syymQVbq7eyaOYWaCSNt5nLYZlnqlLM19dEsJcNEpECpq7WFIoq5dY9jaUWX3TSZSWeRqXv6yF92C6aq9LNSy65E+GmpX+eqXbuo+K0eFT7x97wBf7ZGd6i8hPnGCeO+g0/+xZd9TiK6a6upuWs0KpMVc4fzhcgAgQ2zQv42inzegUFlP6AVHC1ReEetme9lNkJyijCICVoqJlYAyDqzshNwwogir0YcClO+g8wkretd0t7p/wPUPZ3L5Tza6j/+G9rCsfYeZ0ltpE8BMoO/wVqkZr6vXbASJR9GjPzW+eNzOJHPy61osdq33eJ7ilwXpeECBWdcL9FsmisjrEPBOOEzKQVIN7Pj/eyK2fFxNaMmjGjTrl/gowcTNEGsy+HGEzFSMc+52WMoOg8xRiktQzDuSj6reYpUNXWKyQ5JSM0/beYFr45o76+bSyPV7KMHPwR/Xp9pmtV96M8UrdXEt1Vechsq5agAM3WQkM4d6ztSmZR2m7yQA/cYJ9XxLvKS1jW4T+5s59eYnaYFZ1wUl1yTr4XhaZuTNCcGy17AjeTYbbMTyOx7mDTHCD04eVIwTVcu1tHp2x8J9ArNkM91pmbdaSRrl5KLRcdwDS3RzknVJnS8pRpcjpBWfzawHgXaftJfOPApfG9qGhhgrF6y6ld4SF1JC94HvqtrzH5gqlrZGM3WT7l16dej7jVq1j+vG1LY/zy76uph+GHwf4ptxy9q+pBOokpMoNJ+w6WFSN26OeW1EoaPZ8S9ErNg2poxjyXpQT9batazup8TUyL03ii1HhFEEAUOB7cQNsint+FXwV3yVKOYWA+SrFsnidcl7SUj16IhfONk7CN6MQFoWwS6SY8hBr/AYZHHn6fSrLB6dGuBhao7ChTXkf3mWFzRZvFyREFrLGOs3fN5uX5pswEILC6hkhhyMQctUiVqVDIP8DXDY0u5bAdcTJrjX8AWmsyV0ob99bzkQYNukAWbb0eWGjn0e4lqz2VQJpOFS+1u57Y36STE63EGrBgTc2x4zlhihptUbloTub8DvRXxl1J8kAtmx7D9UovDbhAdw7wfqGZdc3yBc7qU+20O9rsOu0bqvpYvcKpbUZsHhZkxGf5/QJzAmwVb9IASpprkTK9JTqprZ34459ffhggQpFOKlySEf5CUZhjjT/RFkYkRShOZieSBGT9SBxxuxXRJbz9DxBhTdGURxf43kqP0tVKgNNjoTmdq+JIPUs4tEAwO3TAgQUyJxEOBdLKfEsdveRMaiYNCGWY12vMfSKNdNKJBF/fDamxJ8SW9bfXMMiZsiLWB4wIpIZmC49j91J/5rV8ixN3vEac/QP0n7Ei3MQ5lg1UfEDFe8XbcZx82KfVLDw3+o1qbRY9ZN4a3FLHgMtaljvvZY+ftfS6BdcYpPfVXoou0skwcfPW8H7SGO52DG5fwj3rCCQu36/y2dAAU6uBky2jSc78FqOKy10ogys2u5KCvQ9CvXhH2C2js462sXAHyLf9V/UwnvtDTTWRNqvKvnQs1CFE/GsuZSPcdpO2HZjrvGL3QuTz5z3F8mfWosfTHyp4CBOitE1kYQGK8+alJ99QEkxaUkFeRW4OWiS33Zt6GWY8zDyOMeNAR81k/BlFwWK+5fdd/poFdWqlXw6WDc3VHkm1mY8MEK3HUid4i5/sQyM7Bt7Nk8ue/IivCz4A/7WGNDRgfDPtOlzj/VBJJ7sYvfWSi31E8VshLemGuynghwIYdcqCEqeanXi/dYysCTJ+peposriLLP3ZaaSY6I5/JObl5US4YD/Bl8NzAcS2z0PZMyejhrpz/mz+fJ8rBdJOOa4OX0mdkb0+Qf1NyF5vGvL4d3bgB02Dwa64j0xmWxGnbl2MBdc1pglLsRUbw0HukXa5cnas3Og4Xd8Yppj4Iym1RwmNE961uyatyT05gVaCWb+2O4k8ntyo8DVfxAN1mIQlDBvE5h7VXeTisTnnOYa8OU87ya7U2P6BVNBtP1szW3Gh1SDGcjaNPsz68Ro9phOMlb2wnMm0//IdQ34qHPINxzpN7LrJslT78wcUbPl6So4dOcsAC+4UFAXGvQyK45IiDMKjHqZ6wQqG7Q7TJFNKnKVVbgQGqDdg94lLW1qi5AjqbC0n+ZZX4aVcGzq2XzDEqjf22gMxxZqgP3cNaz/MlFI8vEL5rooLy0Dm5tyTDSqgQTYBegbqb6EHQEHeigc6VraSStDt0Nlrvb4/aS0jRbcE6CNNRxKOHytmj2PtNqIjV3l5mLapkUxkjwM7qonug83/AZpHdAfSHUSVJkn75nQsqZe04mTEWZ4xKLZF82VBetdTBACzLZ2f2mTnwCBTSIAQDH8MDhq/xKYVg2qzqLRPdF7Ewm0lITTqvy3lX9idecPE66OCNpqXPzmAyO3HQ0WEJqaBNnmvJ1J0gSkY3sQt7wEGyF2FB/mhtyRsBDt8a3aORCI/RDsji8mBrcS8EMXuujMaOwEbntFH8m8pGwLv+5Y1rkXZJDa1/LyI6ini+hg1I54xbD4rHKMeGkMPsj5UE1ifeVBZN+qJd9mMQmFrw8CiCBGWnJF1bCK9yN1wW2CRaxCtMzXxo55vhAlrWcwkGpdKU9cKtYGUnw1L8s9ZlsRBG6LHon7C30MWGlBihYlgWODMWiop3RnEfkM4tJSma1MtKIz8YLV4wETmbFzwYicoZMVQE8Guqu156Y4FxQzaQ/1BfbMaT2z2HrKfxig6hOI8KPq3V0oT4AfphuxC5rEbdKt98aK7XgzJmks93sw8JETfBBL7BOMLAW/Kr6M4SUJgSrzyyjFH0rWEh1fRLxpa5iJaUKWH59osk+/bafqp0/SBDoaGo/uKSt4Z0xPylqjoJNGhpDLigoUj8dMQqapBRViPTEvnA9bBzIjI4m5h/s/1n7c8pWBU1FD0rcihcVZaeuwbzg0F4a2Df4DV10aLVQ0DY1egKjQvJFJ2Xb7fg8sm21MWlLEeNON8TToWP/SJir8DUhi4F1s9WyAQZYovnnrE7Z3e0N2ZsTHy8PfbNgVeAPu3mB4O00AhQxpWaLW1tjhwZqDyNQegPryYQc4CzZhJQDF/N6s0OdM8AZsPkZjztZ/zo2T6cXW1WsWIZTQ7Pvqtz2Q2rz7PL3OFViH2fHfKI4DTVM9yeLZG3a/FKX7OqZ/lQWK9ET++1bRhSoykPuFNlxj1QdK1nOEEWpkKUa/sHmWXc8gGwYBuda9rB5Ew7bkwJ0vH076l1dDune8dypG7Xu5L6YyasED7jvCVEoAecLAk0RK7T75tTE+KjcH/dsoZ4nqNxB1rPpXVbPg0/3Oc6THMbo94J9P0xvjKa2Q2lomQnEUGmCyseTQg6XPRGvvz5s1yQOWGBaQ8gD15HunoiFF7mMaqKavBusY/7iTH4aJQoTnN9txYUC4bFg/xIzbel3beMWnDLKmnFeeSMFJTSjm/FeASUKBeKYVq8qoaP3W5/++VkfUsMm4EY/2xlxreDMAvyI80pLEAUx6KOUiPG6bzSVoDPQ7wM4x03WycMdYuCre/gMilWUIuHtuTs12MuyK+KaIL38eXtkoJkdA9dEWwrzwc3TcTbLVU00eljN0ap7OdAeMSeGAwpyAGiCWDsgT0QQzPxtv9J7EhTeirHupFj6YcygFR9yjWakdB5Ly3w9wmQyDc1jT+YXCRRtz240ubjnfa7DMxtm9oYZAt/azZgGfuZqtBljSCNfrTboRzSPh7sITOZdTEeVHdSCPYgEgdQAZpRhy5S8OC9d2+poeccgXZr/kJdT0AR9q2qo4Dc3XrP0hAdF6J8Vy238LScm+fS8nFmJMGB1LYc5MFr8qRcosVWTSMMDwZ6WdfLweFslYM23z9B3hk2Vt+4FaNG80lvS0lu/hcN6bRVT/sx62e+DJ5lIrEgyx7z5G7MC06/qCHqXHB0Dxe1OqJWFVJlFO4nDFcMZZ9F1q9G3O/91EfjcU6ennz6gSlk7C9Yjvtz6G4HDATjwRvgKwxnOTXzw+DYy154lZ45l6ZLv+OieUVbMsKa9Kx03g/4ZTIzToUKvbNcMaX8H7gbLCsrQPwXwdNvU4YHqROA6kko8oTuCn3cWcaoh41zXXSvNizvwgjDizVmr9nPZAPTazgWzz1FSdl/cRXa1kUZcnC9EFDgGsMGiZSQCYsUq8YiII55ljrNGD4YT/F+RobR4GyktWdDIGOgblPN72ftU32ESX5UJUNGsU8DAuoPjT5gzo+a4NzrOi08tu+HAd6M68+Gad5MFAnEQuHm716mC5o73dgl7l3bV5uvm5ZuG52je17slBFo/6uOHDj5EMdRvK2yI9WRTALNNVL9/5xyoGVwIwDdn8TNo6w75FqnAwI8sbjeNlplLU5hTAzvFBsGPscG1fwjnLK4ajJMkytZV6ak3zdlYGapMa329jWTHPV5gUdRn4MXQhDikzTGURFFB5BWYMz6fAT2tD7uYgcBplcrQ9DcQaMU/z6vIZQ07OdcYK8FI/H5Zuz39rmHOsWqxfhWVpJyI516YlXDiEDHPavJqI2YZHUHWUihZOWa8j29hDY9qgdQ9T9EDUBgqnTPLYIVZL42HvzpfHIRdVcVVmNHfqVa/iQJoU95he2M79fKclPKd/xuweLcFNmLT1xaoY2cT51ly6dQROX2l5Fh/onMCwZ78c94Lz7H+DtXfDXDXPdC4ylFNxSWz8/ezLOF7KH+uz0rn9ADO8FrU4tsHOspy8Pbn3YYX0HNAN9Xw13ee0w1Ph0b//jufyoB6LWDWvJr5DK5ORFgO4r3EWxOEL4UptDMs8rLc72sKXb+/H6Z3cX3VkWNbWFVhoSi2oEqq029hrN/cIkRRe/TzEG3hFAYejZPM490m2pw7Gy5mBmkO8uoH4TfG9h3HKgCN3v8oYxZZgTv1wbwIkOTgSod1dBnil9i1oV3orloJ7/mLUJU0CKD6Snn6CugpA1x8j9xtmW7v6HIhZSJMxvPASZMloKWt+9mclV1qMPhH3O8p3CBKb39ZvM/7o+uWtLE0P+UqN7GDxR4PQSWTjOzWXKRTxFwVu545HQQz7TBfOoWLmu1EkPiOJpTTTlR9XwdQZ/XywMCGI3WlEPLoDb+L8yfmbidnzxpnvnKaXxolgz6z8AFcJEvNJFFFjgGks3MMk3kDg70jBUKzq1cQBMbjoCxskGjutRA5r4s0RlDnG+D1wr1wrgqT0HfHFEnn1wAm9CRz/7FyKzcinHkg0lq2PNCHcqUxJzGqkO7ht9ELcD0TPTmJVWyPmNjuwwRx9KeCS3deevXm+dsxJxW93iHRe6uqi63Pz7b6/soq44+APhfsWBoq8xX4pkeRjw+kdsemt5ZqU/UYpVOi6nL0kNk/dZWTZVh/DlCuym8UfKrrlZTjfDc0mA8M9+6c5YacCv7KdWO72rhIMVFkTtn7D4cmxghq8NsqMsZNwIda8YRz0xMBYMDS9czg1z1WwYZi+7SD+e0O2H9Cbw+6VMXqwA3hWJnOjlcScw6NcfQ1m+xd3BCl1pDi77KxGnT09zl/0NpAdQpezzAh+GZsb34Pd/4PsSn8vZ3k2wQmlyvUNd1e9H1YPbuBimGuTXScuc0PC31iJB3jxdOBURh7SPGlnP7L3Rx4CrlV9B94/NgS+s1Yiat4PBcfPHqqum0uZ8KePBDnBtRtS7TdtEKGnMEpQ7xWWcMkFE2b6tq6E9RiEeqb3qWXNYBaxr0zQmKwxM1MUMfKdjUB2bIjPUekcZ53urxxMc6s60EbKrkQiX7WN1PzNIcYYHEBEGCFNBuWfeLQUmDfQwnXNGzRtZGk9tGdcnuiKtxMEebajqwn+A2HDz5Jov1Npz8ooo7j43Y8MFvMiv45dO2zkMQ8JqwSIMeA5osop8LHTZV6jCEseNS1asH9p8RTwbQb7/u4euex7pp+A6nu3Y3dm04Sfdhe7UpdUQRLjTgBgIo5j38HZoVCnzODMvo4THAj2MZ5E9TAetXhYIVKULz9oxbdEyjUUZSiyguWFMcYEm3CHtbojcU0aDpmYR/EK/brYoy6uSsaut5WWcsOBj30j+WGDi1ylu+4QmQ/azZ+dTfJC7LfHf8VwPKzevj6Vh4z8q21+CNEPym+gQ9pjgTBkFi6CGoZSxgwtuBO241+1QQFZgiPpqbaRfGPn6c4waf6VHGCtPGXqwO541qXF9kHWY5GJqlD45Fm5nDNLaV1cEu8iIJP4DIFTqPgoZ6x9xeo4JJjA+ekbZyhcgOLQx+PqprMEcT1Mc3H0bRBrdlvjspIApQdQDbDh0NXjXL6wynPmo4ijl97gI/1uuD42jQhAio+1EBIOwr+lklWF/C099f/J5yc8EMJGjZUPRRYEOd6IcX6pm8rggno6BlCQJK6Smx+ZRXodD8t5CX3uyNrNKr7SlK7RNyZ4lwZBAcsiOykUY2DXV9wrYDFEs0xqTbQpgrVEy3SCIEpveTqzezrgzKbFcP/xj2SUs9fncJXK/hWKW5tQXtyn54LNPu0O8MA8wZpq1EkAJuSbHudZS3EFnkCceSgOtruTvRyrqHqce/ti7qX9wIcWVyGCv2iA/wsdL6bsFdW7BMmyCsxYmpftd0rNqSsRT90nzeI6/YsR/Nhyz5Ump8gRyuhXDCrUa+K+Thu4lZ3+esk6Wf3GVJx+NN8TqKu3o0MLVcy0HRtAjDfaEWIHiLIkp/5p9Cp440+yZO87zAK1P529iK37IL6U5jjJUNOix/+3u/rTqjtlICIYnqxvtITY9wJ/nNNmqWIsyAKFqO6FC8GZxsutgXUazmvzaQ+qVIgYUe6H6CNqK6tjTIeFuZDZjeQyzS6AnIVIvbPm39A2PWVJUGOU9hzZW3/rgdaVWVX+xJrA9TGzNoawDwSHwZo0gQxYhUl/0m3oCrRPLMrFpUxFid8aQvZNE5Dp/XarXEa89HwItf0ZWAAtY4m68FfswN85yJHzlBN8R52V4vL96dKv04lwv0VeP+lD+19/lmKabvfauNrsH1pXym5n8aXkhk4I3e4m0vqWvCN7m6qfpvKJjb8ZnX7lhgtyifj4/Ix4Qv8XVy2t5oongxO+4ItStDOgUmO2Y59fBoH42SdGmJV0mBIGq3OQCE9kRnEFjjQdD/TkENVcWAnxzSj8Ua3MmP/erC/5VUEw6/iqRnflx3M4ArYjkCIf5dZQ7sqBZski/oVLF37TJEFQgdHfDX10gekTuV7Y66myP4ec7QVIb4UPrzV76xZoEmdvQgsV48WsznPG/T1JMXULO6KdjT8KCCDYZ25vmDU0/tmm25XrIILpW4JZi+JlWgkqTUgM8qVpSSU9kMWuDoeRN5HbCGk+7UFyyStYMs6PyIJ2xuchRag2WtwTnoBsHdTQwh3B5gJzCmvK7jMThH5E6lSoLOLuc+IRXv/PVmixMxOlV0phuhW3gXltGVQxmzG4aPwBHTrQG8+KMqTI+XD00V27sO4eJYM+J4piNuj7vTLCaaZkmD7d63w0MvOX4+Wf8Ou+zCdYkQNcH95QGB6sMhr2Tt7BCzI1ghpG28fTdncN2SCr+Q2ETVPU5sERiNqbrsfYCX8OiW81xUbIIiPRVduG71U1/rBRZuGLsDvaxR9MpCqPGOyjg4CeuPT0o7+oiXDZY9UWLLx+Oxj/BHm7YXUbmragh065ijndRPI8uoOB5yDFbQ+qSdC2l5cb64ZnL69cqQPS65UpTLV29xbotVJSehkxY6qa+gAihleIljBNY1Qb8zT3LS+iirwxhv1agQH/tptCFPb8WvlU4kM+JsKKKErZkmRtW/weIS8QNXa/EdqnhqjVxojx6VNPl9PNN0BNHZ2PvG10Pli+B1oNK8udE+dvZeiRfAh3nkFgZWQ6Os1+RkXH89TiG+pmmutUQk1av77kcSVqLte61G1a6xhcX/SMX2y2RStrX4rfm62uBCttK6J1OPYYthBLbdegt+MCMIb3EucXeNZfrLLey3OWNqO9/4dBYcR080EOTAp1tNoHuLkizVoNGkZ976rGrKQOczftJD/vHk/CsAqVMO87p09/diwVqTw/86cl0LblGNSfF3pN2vh+Uv+pEBHt4BHZE1sYqe32tDHo19V4QxPvsB+sA3i+t93ekX59qnv2QT4/uUgY9raxYK4kuhDnak9BhSA2R1Bj7RKOAd3yxdkEfE2AN21ikpdPXgOhm16iuuTvZ7REGBTyfYLoODqxiQ+eEcyx9gVzqQKTEd7Ja2tS193RhqT1s1407eo/GfZw8aqwHyTdWwZ4hp64SvLv9mEeKjgg8TyDVuEAimOFYbLpNifRO7xx1GuG4eBJig3hj1541bji3z+oHZ7XgF3ifBhUDxnE/cWhMw8jyBC7ypl1p45kMWVOGiBaDcZe6cxwKr+aBiGIENRA9NDH8YHMVxMEUUf50oEGzweNisroIrQXswcd9ijMTy7ShyNxG0vbP6DkpknIUdHCgxUYJx6u8MnInoYBjY2NYTHyklFzs2/TI69JzTuMFaVEP6Kf29nBzXQd7yLZWnFzBJVUail9hiTD+WI/1MUa98cawTFJLZNOgeP0fwHWihWfuh2Fa9RKU7Hh/wkqOAVRU0THOonle15ZJVRWD4qGDEnxlrymusfwRAAsL6eFIO8nhyVr0RfKsMo0I8D7YOmJIHqQRyU6bHMYAw42x2/ia1R+v0qe3syflmbvYiw5bqdVKv7i8xqJL82dCJk1gUfv/AAYYWLAzP5WppTXTo+bxAeTGHjc3qvDzQhNSWRfDW+tytiIRCWmcL0LvOzjbCQPDZaNBlCI373SKILtuogKSfz71i2pto+bUvl77IvxKlt041l50niP/wANfL71A+pH5HMLozsFo1bkJ0Y8XGCYa3UZd6a4Gks+K2RaNXXkG3YlP7TSuM4vMdH0CtvOYVhEsdFIu8uxH0ApEvHRaKkgFEUrdLmMWIaDSePtwFa6vnM5j+Sn6Ts3hmwuDma98qlSMPUkhvFBVnYrgMiTes5oguZCvgUt/ki6xlVaLaPnP0u++PLwu+kLr7/JEeWzTTk5sxoxKrMHkUtD/1taTfdmZKHF0r/NszMjIQv7EUUMYnEYZ2UV6ZnJUqH+uFVNb1JR1QYBZmiO2d41VE5DQ80FS3dgHJEdHZo+ho34nDzC9DZbt1YvII1IM+8pJ3h9UUj0d4xay4me+4isqs7kJtVOXmCzRAlKHdmzYJBSl06xrcBgA/VE0Lsd3duesV77X1sBctkUwTBRm1joPbODVPLuPlzIbFTGs8k7FjFbPCJXHknU6PvpxMZBv+lo23HHeb1T0p3VkVnp0je8aOahvdW5cJ/NjdzyUlkQs65esDsZiGCk6dGM5MFOVxJXnqhN/3npcvx1Gdq1gVH92j7YDcwgtVU+148yzRzbVWCzFuFuh9zMXQc5zGoyZPG3oNAtw9gMqyuzmf4D4liUlrvb2s6HYj9ZrUH9OHcw/AGSeN5dTBowBSlRXesRJZz3pnxpLzDdkdpDU4/GWTx+o9jBu6GQprkGRkQd8G+CdATt/WzeiTG7QcmMJ0HzBlusiFG2S4tBV7f/wg0bJP0AR38e2yOxRrDl6T6MDOBBkupsqYx92Y/98WOWywD0VmGK5Kl1E3HLq9SSIwHZTlT+JKahVROitu1YCdKa8n4R+NscUf7HplN1Fr1jDGexBUZOKokunHi04KHGCZ0GWEPzmQWxQIOiJLlr7lTHeEkJtVFyPM76LClzc0n3mVxzfX+rScpnx81iIaw7m9JrFzzQ/NiP7rS0Koyz/jIY5a6KIuAe2vaGzuuaCzUJVNUJFqNcKq4oBCjuZIUOawnLOAcP8z+1oBmWWM1XY/v46nvBxSeczND32HWpcnSsyNz5cUE2KdlBVWaFt2E57oPODZ5D7I+Xyp6g82jfkg2fB23Gw/w6mpL00kLH/j9sMJxHc/HvfELnl4H4+2VLLg9/wc429fH6IH3sy3Py/K7Su6PIKOc15Z379eAcVPPA6LLrJgzKmZUWLLks5ukmXf2heD/oq/pZ/iWgWs3/xxylWzP1kV2Bqgt8hbVo5b4v4v74ZLnLHd/bjv0SZHnfyE8nYy8E819RJakn9wfrQ+A1ve3cubm6vqX3wKjMEo+bq5+ywFkwj2qE9Vw5/amLwt/INB0Le8nc0Zf+G6unAH9vrOdHHg/I1KGTRoYErhzSjcVbxVKXt0scMX5QMbsO30zUNQ5+1okP9MEgF8Cdbt/4a6uQDrEPIix7vkl8hRB1mfBHV1Rxf28LNS6OWVFjBUN6G2IzkTqrHaQqtHkXXsN4OVNpF/3YepUqxuXaBadEMeJTVpxy9G4sZpFYbpHt7qj9oLyS6y69pPThNFqJ5Hv1e7Ki0bmnf9QC8oTT+IhjruAU0UA1oa49zpn4Zk/t0ZqJlU3+FTifG9dj6/WprgiKsyDow8TcOSOlQNK642hIr/OkqgkHWECwRm0tggn2cF5JohS/2MLt9+2LlrdLbc6Pod13CLo55kFkRt/24w3265jlfRFEnZkSbL27Ty8l3LJ3TyXQ7M2RAlqJsj5eRw2TwP1V//+TLwdXv11pRIZIFaogQ5KqoleVDjVvfR/FA72c8rkAuHfSxcaKGURzT+EcQ04tpJZk79eVflPQWB/WT7MU1aR5sBiKGr6YJUA+xFecNN7kOHQNztNH2iCEjI7rAI5PfAZXShcz8nQvATDGg5AkWnDxgD7VDqCeMerYnqgaM7zsUYY1cjQDzC9JPtQZwrt3aq3O4r0kyrEMzR6LIQjk1zuTkvkra2ox3WRsEkozqD0wn3gTIViKWBJ3IE9P/ootdWlvIS1nH/4prp8PmimQNntZUc+d+Ln9W60O+VvauoLUVNWunITneqRzt8co4+sXC8ZFGUx5f97mUjtIkiQaRRBJPGfUoU4vQ+bOyPrV6DpUVZ+TZmq9EYPgSMtBSaEXt4Qqr1gwu822UnfRyjvAk+2c40w2SpasQdKLb+1mqy5p9qIBWTUlqpkcw0FHOPb3/DXj+ZzURSe3xflP41L5C5VOlB9ztc9LZoc+nNvmH19zc3WrhcDj73ckP7fk0rqx5zbq62BPL6p+L9Y0dH6R7DngxXnxdhs8Z3QS5sQyJGgaSFF+HlD7P37MEUrjKNM/4KROaWkLx0rXnfTvzGs3ArU8kVj/PrZt3BbTs6+vcQICBRuGRQSyK1o/eTHeI1VYoXH8aZpFJKtXyLw94fFWc8/MqOQgTDSkMP6FLjQ3zr+BP5DcCaYixkwJC8W6l7gBnw8N6lAiziatlkOsfwsmI1vPRghVE1tPJeueixCfi32K0FOu1aHinhkxXYi5jyHdL80OCzk16PaKPKwNfmJ3dmeWcNwWWts93PS2kRXpOiB6f5Oo1DNGNCjWK1Bfe9GZprQ5oeP1Sftel/DBKUbjENJByQOI6XnW2KRBpW1e/ePRzpxysS4zdmwMjso8ZNl3VG+jRcAzTbyJ7j+lPaykv50Q8Qp5uw0LFj/7clzVY/2A0HHPIyW9Lc4iSXdghCpKFgWLvyvFBzP6K3Gkv8Xcy7zxcS9dczKzSXYsmSywrLVZZUZy6QQVtGIE9LQ8xQYKAxJNq/zmR/CKp4at38gxJE35MXAuzzU9heo1Zh7hDv0SN+abvVRgGigst9gqVjN0NoYg0da/6xBcc9qgI+e9J0m2YbavVzTnyFIiYlPRu2PfZ1FYnB01KOigZX888MarQtCAQRyRPhv0vDfm20iCU/L+o6mCCZIlp1EFQ4AvwbAkUwzWgm26fG1oz9xZauqWUEtPULa7bBNn3o0aBNhH4k+06Ypfqpx3PHjXUYu2NAuMycv+TvT+VYzruGB3/iy/iyQd6Pmw+37PUvRVH3XuRZOgvEzV8IxfXwaEDo7xMUKwyqKNF0vI49s0s8rKI0asviXV0j7gA8s6IEvhuTzPzwVhV4p7i0pox99su7GpuYQD7wAOc6eOLb1CHAJqJXncAIxEUr0WS2WJE3fuBkS2WC/BUtX+niuVT/2k4i8hrsW5Xn21lirunHLzniemhpRqVm5/6/wEIA0v7XgcHGs/Bd+ebyk6aPNi/AOM9W2qkf7DGd67rdY1PXJ8O/VZSPE9PUjRbdTmQD4v38zgOFmXei/p9ZNw4pnOFgdFVe7nNB9VnJ8mlFW+I0EiNBJgkBT5/Mh3ZJaHjrH0drPlIu1xIadhDCY+XK+ho/pXXfsrjLeCy7ePIKvvWW6UVQ4c22sG2dEt0b8NOcJ3pzE0SswbBpPchRIVFgFAhfoXGlRR0aBMmR6dZ8Z0H5QSC7XUKs0ZjVL/Pv+PS7GOyM33gT/1DlkWsslSLfmOvu6nVzCvvaMAj7XdoquKuJksQxQCWP9ce4iTyKjggMJdDI0P7NtNOK4g5V4MiNpor8oL374DBQEBDfLBviJzmZuwDjdrilfHyTbjpuNQo28MJPUl1nyqDG0PgllDF7v3Jy5epdKYjkYV/R19RFr2RDiTaet6dNPDbpP5Hx9PVprrD17w8kOQqNffscg0FyJmlmrfpPrwo19RCk0OGXOJMOI9uS9HVbvvWfua4RIRb3g0klu/t4B2nsfDdQ2KObNhNJqaYrJM0U9ZPSfY87I7fhJFhVTPPtfBAnqW/tOLgt/cw4ZyN6vqh+QpXV/LnyLsvRluPLAnG3PmqdHl7pysm6aiaLrg6XwYnNeKoUpgWaYyiJ9sMHzQl2GHeEKN4YjotqMgK/aQ36s3LavjbnK0omz4T3BYmCnxOngIaofPGjdIYnBB7sViV9j7WDgsf0QSBc6UbvtD8AqHDfuobg0ijEQdqyFjv2oQPF9ckd8pK2DY1C496xI2V0wr1hI09nH7ziRX4kh6HyqdpE4shEWMR+LpCV1uXSxH51boRfgOq+Za428siZyfcD3SfC/0gX5aooaRiw1qmuXoq8ZGSv7uxkwbf3WMVOjtbGgDl08xs1btddHrGTwujw20rttI87y3a2ucnRJXG29onytVUi/4ir98osOjyqjCf3I8VsyGbzZRlZlkfZctXHDI1lP5S+Ysx+g64/Ci/ihdLkEKjeHUO9e4sbH9lWfRuTqCPpIgcaOiD5DzJQG44huGPO4gwtviwmjIQhe/LOdDSJYRHiKcz7eM0yehZ3b3FgBMNYwDFvO3fg6ecIUK5xjP3k8W61Fk4UUskfypo6Puj9cGWQ0FczNSU4t6jfl9JxYmzqE/nPri/p0N5DGvXawa5dpW9BV8QNWNRq+tPMzB6oKeNQzxtkStx9LonhjT1QjqKmykvzyaLkOAp5gGMG21n0NzzVgMoX9+Yu+J8uwVhWsKrcaFYO0966N6vU6KmJU7k2V5RAE3fEC6Y3jThXI3sRVPCljBjlCRjtvAT23OP9BH1mGJAUPXCqOKsXNQTUy/xk01wpplmmhjfSwwUH8r2zp4a48/TodCIkazxYw0GRoxQHEyESzaCnkiGfy4aNNJxxeK7TFQNfnov2bDJcFnzOGvpULhs31VuJxdK3Ij24X5GqpWWQkC8C6e3wMZJv6SpUcemc7pBxUZdnVUZ2/0c3w6TuR0mTg0amycJLvSZdqUoEGMMD9ke8HVjFK46sj2jNDGeParDPuKrITPwXSb49oBxDRnmXEGXR1gKKjxY5qKDNftg7KnC3NGQuZdyTPteEDvmj+ZzTCugiAqyVaOTTGbecXYMeCSvcAte4Flv0Oo2mYpT57ZVcu8boSIkK0p7OKbWiAj8rV7d+dB4fklYbhdU5WguV5BGOx7FkClSjIbY7Q3Vj4Il95gBIjCiF00CD6uuA3b8M4PPvm0/jKrtUqj+HCKSy9C+pKhX4nKF7Yj8GxUpPYG9YpF/dkyfWOhAuPXn6c+lq6mGntsRsei01pjzT7E251vxITBcZcACf9PSCUcov6h2MGln0xyBzJ/QDpeALOTeYKMFX5O39BrEBgoUFangSdV6jL1+UnvH28EUlkOeU/I9ZJ44+cizao5eIC5iOzOuDk7Rh+f0HJ1DTS21L3FphHP0j1VSRXeMspUljgpPK2qjb6Dd/9WUiIaht2Sg9XWmpd12f+9bdcH9pCY6LqTx3x83ttI6EIPwspgijZf+uRTLIbrbf2F66Trd7U3RL9J8l1QUnVs9LY8aA3W8MQ6xNHvmY0K2j7ZjqMcm1p85qcO5LnlyBWVFP9vVcz5aujV6IA9JxChtK1kgiXkkpT6Fnn3SzDY5X442uzqBhQqNHepqH16DRkSOwSP0k50abY03GEln9IS1Av/E23bAT/F4zkeKatthNMfLBZixL2a9Xl6hXry639ae5mfReog4nzEk8sEzFKhmGUw3Pm8xJllc55KzcDZ89yR1DeLDMntsEqTDPyUkrQ/S5bOL6uxMksVF2jHpTvH9na68s78uC0FUbx681lk2CHTvQ+BaWrOgNbZLwMY2iZbCINH1Sr5GSy3ONSQuoasEGl6hBnRu6aHxoZHujNmYe+5ElnjzbGTb/l1XrF3qcehYTaaGq796EMFHmlHB3O/P712K5k4QpXZ+TeVJgf7JHh/KPNe02wUejAw0pC82zOXuiz/RKdC0cy+noe2Fc3EROIdcheZHJIPrPkRm7mJMUP4hkkV/a3DG7THPxomu4wpj05A7goIk0aYTN8ZBHDK2BlM2UVr+VxvifefNqYykrp71kMkk3jEpRV2RRk1gsgbvxAiGac4/yUUAkhlQSAQ4uzo7qZVNIzA+T3Fy8gvAi7USzLGNBPqnS1UZQJI4dgfCTdoxT1YFrQLza/ydm5/yqzMabMDXO+5/T8UZsP0Wav/Av+vrEDOiefAhuV9kVLGc+M/FdK/PenFHjOPfua660X2uB9BnqVpe8oSBqxJl559RLH0XI8fxSTIkN/8JkkBWg8YW88o14wW35+OIfYlRWTTfkS63StswF3ptKpnfQKfsR4+HmL8+Bed26bB4zBY5cl/vkQvH64y79sJORE1IRkbTWMu9W9x5pcJIj26Z9eYgb32ak4rl6X9yhzUw5erdrKIcrnPc3DWJJhCmk6e+8LNSwcu1bAsK7jXeVeWJdOdrvLBN1LKtsot7YtH6QJlo8WfgT93n0GoaNQSZ+/5GlrOV8/sGORoL4W0TN1R4o1sgA4gjTEIrtug6BT4vLYz00fGxC3k+y94xwUvRjjo2Bz4d6SeczhTPJivrnPBoeMvf09ZJbR4b8w5+Klpz3JXa2qERbgLHL+615RPskcjOguy/oG2dfGBMdmam5tnqv9wwyebFrDQOpqD+nL0XDjHgo7E4UrKPkoUkIPaGpUY2oT85qQ5as+70r9EGxsE37KdVO76mhR2dyR3rayKeR6ZOQUYRLsCgJVmJdjz/Mw0x3hbnx5l0/Ur87xxQOPPBRKO0j0ZYKJxJEx07J843qoE1oh6YAuxmPMWoijm8vFRPIqiP9GGtHNljy0gu4pcwXNWIegEcKVrXrhZoyPLMKcgSRLotLpZgSOwjgakbEB4f8iZ0+GFDJ9QFe+LoIKqIoTe0KaW6GG2LM0YVrn+nC0p8K/O54QMXsziV2Ag3muMZSZpup2J8ZqHIiKNpsaSg6WwquLKOB0ZCZihjOtkl2LPBfG+k96TqK1ttJG9y4Iu+hJeE2aqz1EyjNGQ9WZ3QzcNn/KuvPEn0O7+IBHnNCdXRaNprkCVcb7DFTJLY4jk4Eu+KxNOKwX9XiJ+UinkqSgkqcZytnpiubvW9ocFQZaMb+dGUmXVaHJ/XZh3FrPhB4AbZbJGImu8aiR7y6jlKPqQabBj1EsW8JvVqbrShkbHpb0WpJyYDEWUrXPibkE1CQi/PhtDdRIEdZ3XJofwWQlEu5/fuvGLTQIzUOK/kAfJjJ1Lk+VDgSTPsZzjjxYZ6y/nQhGOCELVi2SVYsoIeQ1xEARddZFFyHlF/VKLgjeJFcj3OZbdR956ovXrH6gE1sld2khK+EXowFb3omwM69/0HIHI5ph+dLcp7UZd1SCtSXzycmoBDxoJwIh0VctZ8YzaqgCq8lweur1o8e7mzTvnV2OIaq5L2H4r0abz63KnwaZV2JM3QcNPUgDb4d7RIwbwoi7A5t+dcpHm7neRalc7IQHFT6WhmAlK4kwcseRNL+uQN3xuiky3kUQDjEto8tHhm7OokoY+qtxgCN/v6UZBHqmozJNxPxHtwp1bzrPnodSrttDuppjqQUtDgM7UCTa8JMEi7gQaGl+4/gBIFKBj1YE+cT5jxwfhHx1JrURQ4aT5gUIGa8BCsDF5AI2At5bXJoFQhWBq3MIDRYO0iodXkMm5N1KcjsXn37t2ALdPQQZo9chdpS1YQh2jx3PjbAXWKHwvAQqk0RAws8IR5uUFcXB0k6j2vg+wV0cJV2rWKJh1uZxZqbDcLWhlL/wAhffsS+XY2ewVpjo7+GLldRxQpD1cSIxf9zrk91tm2pTGywJj5Uox+75JYaDejEGVpWYigys+xTYTku8Y+quRofUFtVZIj4q2Cl9GlNhn4WSO0Jtw8UuOSwJCZBwunZqAZbauQIu5aBMMO4E4YSfLWPBbIOFAdc94JaTMN5yZknnuiRty/FuVdLVTrbNPaSJzroitj9N68CAQfpCUDu5JljzM9/xklm6KkH6WVOtrJxVj9U1hXdWkONh6r2zkuiSWIJVVVkQAn7+96+DCTkaE/kwqop3gH1Z/LFLBaOuIUFMJFZr+423GhH0zUDzdJRIAPhAViMHhaQpwTdomba0ZZYxuFF9u5eiA5mGK8Z6c79e7AGhDB42ScTKgVkWls6L9hBrWCA1vmDxkNzEYSJkUa6Z3ZiyUnztaq5jK+ehYPoDMKnYJsAAQTUfwZ+FOKoXybmbVKSXgv65bC5nQzIanszzfsdIckk8TUo4Ko+dPoCL1jhkzjKZXboWbMGZpV32tZh861aILmmFds7QkDhJGvBsMJmOP31HX+Mnpt52gNcYhl34pr5llZ0vYzZkWnuzoeh7KVOx5IaX/nS7ONcNzkowHmtWu6+jqvPrm3aUAgHToaO6BHhbKytMx8H0yn6XvRSAyvl2ek7oQpqDKW/2J50qv199RHhvsNNgypKfZgwG1U5IudM1ADoVjfrj80ywxENbCbmTgmHHlOE1Ug/9Ne4abakfOlWYgioxQh3J6xeehsnsBAHSg87sLjMuz16GM03cykB5mBFuECWeeq9E1+nBZoKGRPxT1c7kEj0PHpCJyPxm0DGIc49FLjyKkgxBp7HMUn9+5jdty5ujAS8ZI06lFQdjZ3+82GcY675M8cHtsM1teaP7nRtNWpFI1JUv6m6nRyFKpAbit15wIQ1tF4k+yNibYBNQ46NHjDAkFbCb4QKzsQwQycJJw/zq1mCzB4nNHJMw5leXXtF3HPPjPAcG/6HqZ/QKs4EnsVu08AsVKdHUoBvkFwSTwbqOfbcnnmCLVIqFmMT3fAAPVjGYAqNE1R0gLFoD1DuA6iCQKgcYqD2rzaI4lj0stM0z94xLttkDeBZwMiWtkXOn301n3jgIWA1nmTdkFaEqxv4ZrEgS5VkDPh2RTYdeJengCh1kI+S8l8c8JsOzy6D9o9NqUd25KeMuNnpAYj6SLzUTpe2wWZ/FrAcYnv776SYlNmpC+DHkZ2SZZOOwBdrn7/IL4wRKAmaMV+v7LTEQ5qlRw4nBRxZU12eJlQ9jBPemMUEQ9JcJSQRBvIOvJpolKbIDMwWveEJgIG/f4Je3Tq7w7+mE1Po0ToN8wSwr3UgSZ1i2DK8gXf3JORy3f+NGPov/VdbXFViviQIc3Lz9srWcqC+sJE6LtilGItDz/6i6JnxiI+w0uRmIddgW9OYYmbwkG7D6AYt5ug2BE4UJOR1KN+FEN8HIPK2pXh0L0bb8IvOlN6h2Rdl54ndBSrVJhk07k3yaapbohsS3whMtfHK9mooCmG36QNjV77edtJrjRn+m1+B8rr0fB5FkpX1gcP+WhP+U0q9ONQZMm7lqHHaOs9rEb2aFO36hd5NTIHMx7eFmhXPYVdypQdHc5Ep6iTw41tnG5eOSM7oXlLLTQQu2QWmUoCjGEJyp6M5EtU949Vp1Zs6Ip0SBinNtUZkbO/yU8F+DL08MpI8RUPZpnr0R2DDR5SMWil0tmDtJRBEhts4vdV9aREE0250Vyt5xxR9hjTr9gnEybG651RpotiOgPcgUZ9I/ugtrSh6YanjcNCgZZdLEPdlebC5rWrRZinKc/Jq7xERC6pAiJpT4DvqP1S72LJ4tlgpK8HsFe5NM3tcZemjVHnOwkteQQz02TjvnGOgaSwi0kxqnVQvkJayHLLDQ+AU/5O52xCr/TQpMX2CY6T28QIbpMUUicMhsSZPUMLIMwUjDck4yCLLAxhaTW2mA20WCGEdICFzjLOkTskeeQQuBnw7GKk6jMt2562AuZN93lJtV0QopI/28/zkqEVkXqDUaH7FtxRAaSpikt/pNrlLfQEEmA+7sVNdVeIE8g62V+CZRZRD++OMVFNi7RcjPY/IEEXwjAvx0Yv3hzz6z+Yeai2HYhR8ypaF3SuASPEqnCxv2FerwdpCNrWY9zjO8lHwZE24TL2UtpMuuM/XH2KN61MDxnqVZ6+jcNBjGdFc7Yxcizgv18StmloGohSIfYpoiI1Ved/rPtyaC4HNqXn3MAQpbXKHDGPozXvkTCcA+JhRsCgmKVN3Ipj8ugjoaCP7LuZ+N654nPNlg+N2+el4ZEnxa4EojIf53W9wC3zVfV06P3MVLrLufUy6DrTezXvujIKvCHjCQ57jxL5tsQl+I5+HNUI21H4oSYqLhOWJztue7xXKET03rtaBcne1hEnyJc8NMdLeDE1mh2Sq4JmE0TZayaUrT0RlHKE9Es8T1g1Z12exwpj5UOPIh0ghW8L45MHNZpwCjkYZplhN944LSFWL1iQKSDoU/hxljXZtQ2WKXl6exyP2sHxMuG1DlMkqRyOwV8SygtItMzc9Vux/HbH07F+FlpiHmSs0elqjPgAag8sdFCyd9T07IE+0Noic3kD57lk0jX5LCOfdhqhCMzy1beoDLTr+7EreQHUtKSh5s20nsRBKY7H7uGQD6NkrHZ2P7/1h/KazjeLP7aUfY1EoScnS0RrwD+S3wQVRwUmr9VHvuJAzqZGadJ0NhH5PaOkvw47mx7KlTkPi76TzT9omAwu/5SCJJ+gwEquZ9YoVmb/WNFpaVmauWBQY8nHGuYDvaSG/+jtWIezOHafNZz2c/wnfcWVms+2C2FPZXWbJSdrA7F8mc3jP7NUmDGsNqgffJ+z4I+jGVD7z22/g5Wjepjbzo0T37DeqdYvgE9pvwwG+7p9bW1ql2WE0VivbK2rgB3HFBD2aEbfPKcWlPko/BHQK/hhvKj01nv/DuSv3Gy74OID9IaeV5VocVcdNMh7HNy6ijpONu+shM9p3KrpiVzoHB0IOqo/w7v+hSP9qz50ZeIajPRx9VZuAt+m+pkzM29qNGcJMreqA0l4tHjcEnX7IDtpn4I6812iBHBxq39wS6s6HoGzPGQ4gUXqVtW43BdEiVBeGvNoQrtH74prP74Rs77Gx/lsBKb0yRgEmgwadD02iBvb3m9cyA2dVBChfoKac41qQzF3Tdygo0wwJ6r/AOAwR5c/qlvk5tCeeSyDLFTIvPDgtwHYVprhN4SBq0hzTiingfHLu2/W8i6An6kLDpJadMzZem2gcFjfEM3IKYNa3xz1PjeFgS31mITOC+009nVDnXIv/GzoBz2XuQFHheO7mOQ1jHtrA7d9Gv3Ql3VBwx8XWgNa1dmBJY0tGGdjpsmOFSkVIIqmapm5RZK4SGNDAiswq3nzEvzlglel3vF3TL02luWtRqOjM8fmdlEKaGwUjHrHEkQdg3TIe/WlnhhDgy//1qqxfiEfa9y+KC7G5e/agPqmE+2jSJonZ8h0CYTUAnUVK/g8525qo5aTXnbUu0Y7dOYdP9CKU3MFx7HbNSe5TOnHhxfwXySPvAqH8m/sNY7x77r/im/vymdvXp2YpoVgl2QZ/gGcbM/VOXBywHSGOaiAJUbrQeMoSZwU80XFunzzQt2owC2bZ1GklWAa7n8LbjiRx55pLeNWf7PJJHvKsJWCCJjC7OnmrM0UTqAaVpqc8yEJPI1+sbRyTbpmSSTBdTLPEoQRggRAKVUiEBDKQJpYtLtbi1vpheukYmljUyCJpme6aQ7UEIVQBvd1kSZYwzbY4hI7JFIWuqyajJCul2Mtx4ivUa5g061tJrq8u5RNhYrrydq2wK7o1mXyZINwMJMgSQe2eDdE0Xw3KfF/xRuYLbUrK7WaDwxZOk0FpeziV4/tgSRPNSVSAttNDIoSSZZIUhjLSAHuvhP4beNvBHhvQvEvh3xfZ+F9b8TsLfxZeX6RMNM0PUrhUS2jkZ3Nm0wlgk2xiEvPI6GNJ5Gjf8zfit4V1Xw34z8R6XqclxqbWesXSW2pwxrMt/BdqzC4YHeAxCC4VllkDGQJFKo2TRfs/wCE7HxJ+0zp+s6Fa6TpGg6Bc6JcxWXiHVoBbwmSG1lFterCyi3eVSJAkxZbiGRYTbo0sGYvzu8TaDbWOtLoXiTxDp6aro9xdaZdXd1KLjTruVJYbcTLcMm0b2jDowRGMZiUzXAePeAfJNtpENzElpHa7p5FkYsBGsqgKZm2vlyvkBZDlp5VMaqjM4Vmkr61Fc2dtPpy22Gl025TDNHIsEMkE0EZlG93hygaeKSVN00axvbCTzkmj+ivE/h618I/EDwH4Xu9C+0weJtQvZV8WaTfWTae88ekxavDZxxBvtMkctpLFLJKFKRtO0SKk8Uwh4jxP4VvWfVZ7HRtRhSODUkkQi5dEWK0uFMjzSszbPOaKCJhIsEsexFjJMgoA8R8H+Fpp/DGjTS3Nslvb2Fk83liNHdbm9mtiVkihZI0URqfMczwQ7sIWDRRSe9x/CCVdNh1GW3jgjFnLPFctJbXEEqyQqkavbRxO4ZXWYPNNNKUl2ojRXEZkk8J8G366Z4f0GK/u1lEdvF50P2cvue3u5hNvUtMkiyBI42j2xWrfZ441SUQid/cvCfxY07w1qenwzFho9zeaU+uwvJLcm2t5HaR9StmuHikijiheWS4sYY0tbloxDIwVUcgGn8H/gv42+JPiSCxsrCCS3sj9sOsXKLFbReQGd7aWUM8KmdgkZWJXcxphgGcK/0H8dfgr4k1b4XReJTolnpWpeHNSNuuiWMkLIbCO3WO4vFuIkUXDMYmZ45Nv2Z5f3uySWSRvrzw74d8P+J9Q1PQvh54tjt7K88P2niHTPEug2ccNrqEt5bQLcWt3BEYGupLa6nS3aCSUs7bflilkdU85vNV+KfgUTaN4mit/Fml2UlzYx293bs8OpWk6yK1wkizXL+dMFmkmREPltIYHblIJAD8a7sNcuhuDJ5scgeUkhWlmR3YNPtRHdg7K7mVnkeZA8jsPkHS6FLdmbYnmxxymSSOaSZ1RZ5ZyGEd1M4EUREjBxLMypsZy6KXA9++LnwnmlvtS8VeCtCnstOvZQ914bW3N3d2E0mWnmj3xB7a2YszREBTIArKfNJUfPk0WoafayW1+txp8kTWypE1q0M7eczu3luNqPGkUZkdi0Usk0mxpCocOAeh6brEkbSzXEiNLBAZrQYiTN1BPDInmrJG0UqSxNLGIlUkvHGzJsEgnkufGVzZNDcQXxilKPJJ5skmEZlAeOFN0YcoGYEJEVwyeWMnAwdD0rxP4kf7Lonh7VdaeRJJtPisrNp7pkjy08b+SzCOIu4NvvT96Ek8gyztKstmXwH8SXu9t/8ADvxZGmmx3DyQnwjrEkmy6iGxZSdPcSybWSSN5NgiVXlUxhPlAGy+NPGuoXNzcx6pcabHN5GJIS1tLbMsbP5NrCrwuVV3ZPPMZC+WJVmW4kdp+m0bXtQlRo7vWZru88toomvEaWeeOARSbpJZvOiRmRX8kea00aQmzR2hkgjPA6jo3iuK21KO+8L+ILKI+Q0DXmhanEYnhkbdFI4sjIizRrPO4CTOGtvLjjkIJGct5qlkgF7pl3kjE7SeZHGypsMwieO1hQohXfFIwkVH8uSRZUHlsAd/d+JtRuJZIo5YZI1VpIxsG50Tyy0jQsIlm8pirsjwSJGMlg0YZ28luGaW+mUusuZpoYmaaIxBXeRIys0haBYVLBhIGWNV+dJI+JF2pr271BNsVl9iCw4tzb213NcTySOJAsdwo3bZdsaHezKBtCKQTt+hPgd8EV8V3tz42+IdjeaD4C0aNr6W4nt5bKHUZrUJNFaQxWyRXD/bPLMKG3itoHnljKyRQM7QgHr/AOzt8D/FWjfCDx18bdNuE0XxJiCx8NTMkMl3/Z7yRQanqFsrOGlMdsCqJG0h+zyzMkK75ZD88fEn4d+ILrxZrVxYTTa8L3zb+yvCsFuuoRGaQu/kytgzRwTs8YUJ5EaPIHxG7J+lh8X+MfiN4Lj0n4c6To/gj4faTp81pYateEWJms1mjtntrW0u8+Tvs1XzroMFuEjjFzLsCS185/EPQL74X3Omyarqel+JoJbF9eWzhljZrbTJI4Yo2iXzWk8loXQiaMvE4ZTbqZXnLAHxlo/hvVZJLiG9sD5WzfaTEHNtdOjGaFpN8aTPAXdJZn3CaUOvnM7Og6XxbDfaD9htXeMXWrW8F3qEtvFHHco6wiWGC4kWV5UjCFZHJKmaeSMSmVog4+h/FfiHwLo4+GvhzQPDOs6mnxTvdS83X73VdPtdF0PxE2ianr+g6ZDO0K3Qih0nTLqwu082K2kvLu3eRmlSQ15r8RrufXPEzwW3h+5uJo4rbTYLVYXu57drKOO0hhvbhVitZJ4/Jkjmv0tlWeVryeQuwDRgHgvgrwr4l0XwZ4KvrlhZQal4U8I3Vh5jPC7NDopKFR5W6Qx+bdfMNynMoBaIRu/WvpHimXS41n1HVGsbZfskc8lxdyJZyEbWcwtOUgYO7ZEMrqbp1i8z52lX3n4d+Ofhj46+HngvQfiHZz6RrukaF4ATQ2QPFq1zY6b4J0LTbhr+D5baSWO7mmvJnljeWWe5llmzLIrx+oeLl+GWjWc0/gvxnZXMksT6XqOha34euZtEvYW8sR3ME7lbz7T5SuJLyCUXBDkqd0crgAzv2DNd0DSPHOq+HdcurOT7fayyRSTw7LyWQ7nSSxuZiJ7Vnl8tWuLdhLsEyPvf/R3/AFq+Kl74B8H+Eby48X+INBkh1WNNJsdKS7ZYrr+z5A9zFPdSh2eOSTyjIiqnmYZBHJGFLfm78AfAXhLV9eg8VyzyC30K1At9VtrVI0F9bKqjRluYTtCyyM8i3rssbupVAisAPHv21vG9t4l1W30e2v7u7stFubiTSrfzXZBDqxuJGMSpOQyCWaB5VCtE89xOsQKRIhAON+Lfj74V6f4iu9P8F6bqdzfx3dwslppdpI2l74/KRYZZpDDJGg2CNHSP7SHkeN/NCQKnpfwy/aW8HQLpnhr4tfCpdQ0Z2SxsL6G5dzDZSkGSSS2mlkDyRT+dbl5DCI2RXR3S63p8ieE4IbS6utI0zS08TeLtRiEpeRpIoPDyQi48tmukS4u98sZAxFcJHuj2zszRQTW/r+i/Cj4iajp9w9zoMms3sqw+XNpNwqymJ1hE0CSSSLI7FkhaSJ0lkinjRY0tZWEQAP6Bf2QvhN+zp8TvEHgfWfhD4J+H2r7b+bWvif4r1yXRdUk0O08tH8PeG7Lw1qUMFvEdQJUT3MUGwoilwWeZ0/cKb4d/D37NIsPw98CRskQihgh8I+H7eJ1EcnyOkWmorIZMEq0qKhlkEabZGMf8Dnwq+JGr/Bb42aRq3ja58XWXhqXXNB07x/plhd32k3OoaKJRFPLa/Y5It66ZCjPaOi/uyJSgjGYz/al+yT8SNM+Jfwu1HxB4S8a+LPHfg638QS23hHWvEOjJDqc+myCRIrGW7tZpLm+tY0UMNQuZ5HieOTygrAy0AerXnwi+GszyPrXw08CywXUfk3APg7wxN9oRCjpAy/2a8JUSJHN5cwVD5TOuZVWvzk/bM/Zw+D+iNZ/EzUfhd8ONT+GcwsPCHjLR9N06w0DxB4au2j8u28S+G5NDS3iup5NRnXzba4gdZo0WAPgs6/ph4rm8Uy2MsfhZbA65Lc6VZqNSkaGJdHsvLhvZngZJIo5YIo4XlO8MDGmZHVmRf5Af2/vjh418N/Ev4o/Ajw98R7/XvCVv8Rb3xprTW/iSHUbOSSWNb/TdKsGnndbtNMvI1v5bHZ5UEyfvFmlKLOAfUWuf8M4/B3TtQt45NA8KXt3aCya907C6hLHIJzBLvule4aWaMJJN5caK7iONfJQnb+bc3jn4H6v8Rla71DW9Y0251W32/wBotJPBfBlCoyic3CPOoAEUCq5jQKkUYmiYxeKwaH8VNf0671iUajcC9eFki1K2mu5ZiIGCy22pMBgsoh3bJFlAlJCbIZ2F3wRY+GYtSh0n4iaRNpusG4WCyvr0zxWYWQ4yyzTCELFbw7AjgkKZFmj3G38oA/dfwB4/+H2ueBtUsPD2lpfy2emTLpunabeQJfRl444bWHUbMQRG1igRZJlfy4gkizStsMvH5V/tg+BNO8JX/wAPNC+021x4k1mDVPEXipEAjgtLi7ZXsrWaRGCzyndEjR+Q2WiiJ2+ZJGv0J4FsvDXgmXWfFuheI7+1vtetNMinsnhSbTmhWSVE813gSCRMQTiJfs7xGTzYiY2TY9L4k6U/iaybxJfWlvr3itI1j00TWb39rZaVBLFiUPdrOZoY5ZUSKSaWVo0jeJ9yCLcAfnFNe/E0ar4bsLbUotR03S3uLjT9In0e2vtc0tmijS9vtKv5lF5p9o1vA29oLiBrpVMbr8kotsvxJ8RPiP5eqQT397aNFZXaGJbRi9uy2dws0jKoj2CNhIZWmMU6wOGaMKCi/THgj4maPpevPd6zYy2uv6aTb3aqsfk3VmkzP9lhkygjgcRxGSzmlaKKQJGXiDxl7Ws+MPgwL7xX4r8Yiee08S6NrSWGj6Ja2C3NlfyQXDLBcOYFQiIy+SEkgKJJGTCojXy2APjDwP4R1jWdF0K2t7e8v72HTY7iUW0ZgZmE13cGSeQkRszM8vkPHJ5jgukUrnbFD6FcfCrX3jhEmh/YHlhLpMUu2cxQxJE5MCyiF5I/s8jFhs3zyyS3ErxMrL+nvwJ07wD8Rvh18L9R8Jw+FPDeq2Hg6xsZNRurc6lrDS2IklafVLFmjtbojbGblbqdoY1ZWnModYrfO+Kfwu+MUsUepeHPib4N1IXK3b41zT7DQrO3tEklmWKwgkgZJFmTdGyiGOPzzI2EgKSAA2/2OfGHwztvhbdW9zYSxfE3wVd/2bewWYuWk1jQipie7ig2FYHtPLWZIbNIsTLJv8yd45IvrbXdf+FWq6lpv9n+I4NRvtetI7+5srsW1jBpdvZwk/vJJtscc955LJJc+X5m5naZljLTD8zfgVBqOl+KvEur+Iby2LwxXVhcTaUr6Za3VwIbi1Max6fLaLOVWSWSNEhWOUyRm4EsRaI838UvEGm6jrV/Z2+qTwWukoW1q5t5PIlljW4cLpc8sUkyyxRyGMLDHOIUlxJIZWjtxCAfafj346/AnwDepqsN5p6TQTN52lpY2fiKK7GXeO2nvLaOJWYSHlZikK745JDL5jLXy34u/aA/ZN8eaza6l4y+EmuN9saO2vdf0CP+xLO2DxpHZzwafZtbmSFA1u96V8t97TSXKlpEDfIGpatoNwRf6zp9/K0YLaR4YsDKbUTIMW73bL5k4SR9rCN2coUaISLIkbV2On+DfH3ibSYr/VfBkmg+FQtwIJ9O0i5vb21hj8xmkmghALxoDbxxs0cLPMgnAOy4KAH9Mn7B/gP9iCw1bwX8Q/BHxD+Hq+H9O8P22kz6Jreoi28Sy+P9Qu5prLUzazgRS6PdoY4bmGWWWIyJcubZmXLfusNF0KS3t7vT7Dwzc2V4wmW8s9H0i9tLqIFWlt45msygwTC7JGf3O6M7FLCv89f9nj4o+G/2ePjxoni688PaX8Uvh5BIg8SeHdatUg0u/wBMvFNjJcvFeJ9o03UNIvBeypcQKlxayRLHAyOVZf7nP2XPElvrXwB8Da9or2/9i61ZzapocketJrdo+laji+tJLSd55b7zDDdW0Dw3SusEsLIQkKYUA96vPBvg2/sDDrHhHwjdWwZZpFuvDWiTxCefnyrie4si0jIrSR7naRHkRzCgSQsv5Of8FG/gL+zN4h+EFz8TLpvAWgzfDO5ghvdF01fD1pLfW+q30dtf6Lc6bZCJ7vXbmWVr7TROJLmGHdHErsS8X6da4NR8S6JqOitqep6XDqtpc2iXKvHaTWV3fRRRl7EB1ikeO0thNO4ZHtpZIGeSNkKn+I//AIKTeLNFsP2mfip4E8AeK4PEnhLS/Een+Iddv9G16+1DT9U8U6JYRafJZ6sbieW3uL+G6E9xfi3R2GoRSzJIkcY3gHceK/DH7D/wk8UzT3etavqd9MbPWdD8PW16dTl06yu2WW2sp4LZykIt7aZLaKCSVrm1lhWG9gRlRh7Mv7QH7Ofj/TbeyeC70+PTjajStP1bT/K0dIo7ZVE0ihWREYQxylZWSeOc7bMzyB3j/KLUYpJdFe7ufCUOqST/AGm4vdftJ7671C7mE0hnSee6jnmEYuHkhe1idIC0bL92NHVfA9xaafYafqvh/UIrq4srnyNV8C6nIyO1jOqxXM5wFSc20UKxQ20X2nGySRWgKW4cA/ZyfUPhP428Pap4T8RX3hqTQLnTmbTL/SfFENtFJJJFFbw2zx2sMsthFAiG3ghQxXF0Q7nzyY0r5g/ar+GHhjwf+z74a12ASQeK9Yk8P+CNKbzw6r4YN2Cs0yBmmTMMBheILEGjlgBleDbA/jV5ZeE5/D1v4m8HzvbBZdPvNY0WK48iOOXTpoAJbmzgit4ZDJJuEcKgBXZi0wQyef79+15480vxl8NPhxrFrpUs9++kWot9L+zmWxi1CHYf7QNqAVvJY5s3Ae4SRxuJIwmSAfmVLH8QL7T9GgN15XhyCRJH03UvDlxPdQX9pAbG21Pw74pinW/07c+pRxG3CmFbcxQlSEUQ719rfxK017aE6rqljNqKyS2cV9btH/aVwC7Xf2eUmPPktiIgJKD5MpSQYjt6928OWGhQ3Quvif8AEW18H+I5LOG88PwS+HL64aOB1haCPUbKKFItNsdSgSCRJ1EEskUZdo5JI7dk+uvBJ/Z58c3Xg3VvGl3oep654Q8OssOnR3MU1lq86L5V3q9nZ20f2hPNWNbq1sbl5rq2LGzZblo2jIB+Rvw6trKbwj4Vu5dPmZ9O8D+GRAY55UgbUBpMV01uYzLlGURiOaMMWnd1Jt3u4VnP0dolgPF3jXQNCvI18OQNY2Fm8CRPdTW2lzozlYbhXW6hvnaHybqcPHdJsjRZ3DNLB8+fCrVo9L8E+FVjhOoTReHvDV55N0XlEeqjQhNNFNDIp8xGWJAIypOGVQSuwx+sp4t8QaTpDeMIZLeyvftyWnmXUUj3IcElJjcTurbcswQgqRLggkqDQB+k9n4z8EeEfhx4g8EeFo3sL3S9EElhNawxySNHo7h5bu9vRGX2XBP2d3k2LGkR81DFJsuPyy1HVobzxJc/brqPWNY0ma6SAeY1xbz21y8ieErVYZIxA8duIzJdQWsjxKkkSNKG8xY/dv2efGN/qsvxR0O8ijiXVPhj4jFt5phZ7cWGj7rt7cRsI4lupl854lO9nG1pmklCyfKugataWGv6Bqb232geXI0rRPuMaRRvcONvlKHa3eTDuwLo0DFHKBEQA+wPAGlaJ4Ns71ZbSG6u7pd93rEcF615eRMriSGIrGxKxJHMzF0ikmaJ9ksaRiGu20n4kabp2rGPTtT1Z7SCNpElewupILe3FsC+YGtpYUhhkluJplgjz9pnuLl5ZiC56rwD4fl8ex6WlvrEek2VxDOtjqISwe5BVhCtzPBLErzSNgM0kg+0JPGqeYojLD3C68I/GDwLppj0G98J+N9Mv/NFmb610vTdZhWJ/KMbOCtrLDEscZS4eGEtcjywWWHcgB85eLbHwl8WbcXWqWsWpXmoFrOC7s4Fh1C0WWF0KrI3+mkRu4kdZHdVeNS3nbz5eJ8DPi/+1j+yn4q0vRPhZ8Trix8EzXD2+l6f4ju11LwhbqJ2uZNLe2mEy6XDI0KpdXklvEdoYy5RHavZfjD4d0zQp/C/iTS/D8Hg7XtYE82tQaReQ/2YLqy0qKVr5ILGO2tIzIFjb7AsAFxKiRiJ4dsqp4S8Qaf4n002upKt1fwzeZqdq8EBtLpCJEl8iGMNEV+zK7IFeOARm7ZEjJkMgB2vx2/bQ/bIXRrWPV/ip4W0bWda0a88J6fYfDjUIdS8Ralb6wI4rq4s2t7VX0m2aJpIbrXJLmO/McMgilKqzD448DfBnR9Gupte+J1z/aeqXC2uvLDdXI1AT+a7+dJql67LLLq109xiW5kX9/PtjmSV1kjj938Yf2J4Qvptd07Q7bTop7aS5N49nEZY8bSSJmhcsHMaNtikhTCFh5YZiJfBHwp0Tx9o178SPitrmuWXgmxjEtn4I8OWs897qsULFjq0981wgg8qK7YpFDLKsQ8pVgVrllABzWrfFXRryWLw/YS2GkWVkgZLWFiQiwyHfEqwxvErxxF5XDW8q+VG1wm12KN594lsdK8YtHa/YdN1GSOZb19QgKv5EKSCGdLcTIRIoH+lTpGZTNuKSiIxTGP1LUpP2PLjT75vCPhrxZbXNtI8FmniR9Ukvr5Q5cvHAy3MHmTFfItM4jR5EM8ott06eCeM9T0vRNLZNP1BNAsGIeCzvIbePUwoPmHfHbLDN5EKlmiSYFty7hEELhwC3o/2vSfED/D7TnkvoNSvreeWVpJBDa2Xyp5FvOzEwKgm/dbmuIrhmheaGUq6xfU+l6/pNquvaBq2uy6RqEdhHoOiXt0GSw1C2uJGNzcMrIDcvET5ckaI07KzStsW1lWX8xLfxvcWGvTXukXFxG0LGa61O5uHE1xBbyxKqW0iylZlMdwJpP3kUMikXPzbInb6U+Lvxfs2k8KW19pKzXEPhu3u9WvHZ4cy3MpuEmsWwWjur3afLnFtx5u7bExZZwDB8QeGbbTrHUbmdI7yPTPETGfV1miaWfS2kVpJHRvmeOONTgSkiJpVhKMxVh4Z48stLkhm1jTmSe11KCd4opg7eXL5DrJ9ojYiVQ6B8RCSKR7eeM7k5M3qWljxT8RYzJoNsk0E9zLJNp1vIzXV1HGqRxvdyQ+VJdo/mAxEtIqF7lY0UsJT41qtzYx2+t6XqNrJpt9otrfW/lu8kxWRrdUAEsjTRxttEk8ZuIStu0ZWRI/3cKAGJ8KU1r+yfD/l67f6Rpz6c8d5JFvtzLEWuWZLZzMShkOIoGD+Wg2tIyiQo3p+i+JPFmqeLdBsRquoa3aeHNSs7XS7Oa7vEtoYbMCQBwzRpA0sQLSEbS0hmf7TmVvL8v8AA8UUXhfwrdtMzpp2hxtJHOfMLzNcXIjcI4EDtIIosO+6QzIU2qjqT7P4A8ReF/BmuSa7qqJq8qHUZbVYF2BJLy3ZIIgIpJZ0Fu8j8vIyAxx5uJSWecA+8rjWftXhvU/Eek+FINC06wsJdRuLlYUMNxr0EMSyy3cduyRqUjkleESHzmklhRYRPM5r86D41tNU0TxLYI0lzrOveIrePzQIXlubeWee9RkkeH7Qu662RyvGEM8Ym8ySOB5jJ9pfDL4iReL/AIXeP9MlhZYLJdTuYhcx71WCS3eYqwZ5orfyw0TswcgmQRLLhNrfn/pNhHomvaZ4kt9LuNTttNurHV7TTkZlSWaNVVzLdwRophg1CPcsTGEQuqxojvl6APuLwR8HNO0C1std1OKx1PxTqVnHqFubxZbiXS41SNHtLa0lESLcW1t9njfYyMOZNk8vlPH7BoHxNstDluLOyNrqsJZbcwX88SRgloze2yxPM8UbO5kJt54wjtujk8xpBnxzSPi14g8VXOmw6b4dstI1QCSBtWu7gtJaQhJoJohIkk1xJdtHGsMEzPHJ5SeT5RVXWX33S/g/4d8NaRbaq/h+Tx/Pqivfa/DpGr29jqel2chW+klSG9KPMwlKJdJHEVe6TesnlOskwB4T8V/hb4Y+ITXWt+GNNh8M+L2WSVW0+MNa6hOkjtcR3AggjgkWQkJJBdRhPLVk+YrPMeu/Yy/a7/aU+AWp+IfhL4X8YafbnWYzbaN4b8Z6qmh6bBdeazC30LxDftLpHhuPzkBbTLuJ11QLGIzFEQr6PjPWIvhZZ6R4v8HXOp3ngjxJrMlpJouq2s0eoeHxJJMQZoR5iYtxIY5hG8kTPGs6SyvcJBBHc+DPBPxJsF1HxJci0vWcX2l6vBCjTiQLHPFLDcq0TW16GCHz7ZGmilkbzpggUygH1D+0f+2V+3Hpnw71K4+KPjXwn8O9MfS5/DehvoVxpWp+Pr3U76RbuG58GXml+VZ22pXFvHI9/NJbpDa2UsjoBPLJIPyp+FfwetfiD/aPib4g30i6VZ3g1SzsJbxrvUPEFzebrmfVLrWHdZLr7RHiUXkzmeRREkW2OaQj6M+JXw2tfEd5o2qa/wCKde8V2Vhb2dppCazPe3Flo0aMzrmKf7RM0LfI7gfvrgyT+Z5s7F2ZongXWvGstxBoE1hpXgzw6lra67411KO4/s3TrqWARzSW1tEIFuSswme2RkkMTPardjM8kEoB1YufB+l6RDoGgaUtrp+mNEI4Li3hnNyHIFzF9o8opexoStwr3SqsrGaF5ZpEE03h3ij4K+EdXur7WtDkn0Oe3lgayuLfy9shxFIGnWBImW5XEUTNEkJaSZneRUimt7j1vxZ4K8A6M13oXhP43a14u8UWduZHtNL8NXFrpNy9uJIo2j/tSG3mt4xjZIxtbYwyyFHjZXhd/Jrv4pSeDYdNsUtLuSzsJxc6mmraeiale3biJbia1klSa3ltJpIUQJNPKh81JS06vI8YB5fo97e+E/EOp6Nr8Lyy30FzFIDIsUNzdIqwWTRWghkiiEiSLe3ZGRLITlle3BX9GvD+lafovwV8N+OdTtk1G70uKGw8G3d+YrmzbxBeXF2V1GS3uo1SbTIAixi0lMkcl1seaaIrEp/LPx78Sbjx/wCObbVdH0caLpMc81tBNdS20N5FE4b7XfTzuixJdyuzQHG4tGzRBo41mjT9EvE3jDS/C37M/wAL9E8WaxKn/CQ+FNFk8M6IZjBb6RC2owfZbhkYyJboT5L30ly3mXOGkebcwkUA/OzxTf674v1bUtU8UXNvdeJLySZ7y4tYLi10+eGa7eR4/LMQhlhWbzo4PkZkWFYU8uOJ4U5GW3v7DU5YtOZjaxMFivrO5lhltb26d5Ht4bkN5w8trmWCUwyRRee3mrcMvkrL6V44m0K38Sajc6TqMOrG8a4dY9PF19mhuJblp5LaC0tw1sqwufs6XjxM7wLJM7LFhh53p1/bB7m3vLiOy+VXTTnjivPJnJiBJt5CqyyW8aIZA0ZN15avMNiNIgB0H7OiafrV78NNJm0a3/s86XpFtqV9dTyXAlkTRIxb6i00rTIbXZG0cUzyPDErIkWI/JjT0H4l/EXw1r/iTULPTLOX/hH9Kv8AVrq6jAt1iKWgK2EtrHKk8CJevNG+zyZfOKzfJJIvmnwT4U63c+GPD2l6obrz5n+H+jadpLicyJHb/wBkQIiTGOVUGxMFIpnNqw3LPFFCyKkbXUMVtq1q24i4vNHuFuIpI0tZrUiONjOxjL3MJQyqkTtGkLPKWwxmiYA9w+AGuWkHxF0i01++XTNO1+HxB4djexfdFLb69pM0T2jpGnnS2c0Mt0t1FM8dvdQIUVSY1STw/UbeLS9Smt57eFbfTtY1a2vIrdNy2JTUTDE9q8l3P57SQxWxExjLeXGjxEwyRqu94emfT72LV7aOOSTRtQsZTHIEkmlcGDa0W5mlabZJFErkB5FMqlmjSVW6fxF4Xv38SeKr+SBJPtFzLevJLKji6kkCzxyQy/MDLG5a6kl3bpJgyNKyy5ABnWt34os71JNB128uJLRUW3axTV5i7go5jItyqup3iEIzAqxj/eqqog39b+OHxFurCbw/q3iPV2gQFp7cRTi5jhZI4pCC5jjASNVYSO6SRyLuSaOVQR3vwu8e3fhGzv8ATbjxJofh29ltVGi3d/pVpqMsU4fzi7BoXmZYo45onZA6HzIl35CMOE1zWvCvjXxVpllqsEsGo6zZWOhah4mtAdN03+1Li6jJuZ4N0EdzbFlAkbzIwN/mFpQjxgA7DwR8QfEOsaBZeHdT1S/1Zj4xOt6U8rXN1LCsumILje03mMolw28FirhY0MaLtQfTZ8rQtW0e/wBJnW9bVLe4S8gsfkt/tll+8uoZGhXc7LI6vJAF2FJI5D5WyNB8e6RpV34GuPGN7NqEIPheFrZbu3SJY7u/3kCxtPKENqGe1aWSIRsIZIkSKJy8g29r8K/EOq6pqdvcX95d3DxardJ9rvI0treS5vLCOWZDdR7jKjO5mucgSXMgVHVCyzxgH0xqEU3j/wAaeFPBlzJdx2F7Pqmpa3aosccMNjaIstpZvdrE8Itr1tqS21tjfJM0UiZkBuO/1/4iaR4I+CPjSe+urrS76HVLrQZLeCJEmt76Ztlk8QWLfBvRY57ZreN441KMHO9Fi+fLjW9V0z4jQNpeoi3s4PDBtvOjuEF8ZVv3jla4MO6ZrRdPcw2zMI4I4vLG5YlnVvMP2i9V1kWWlm5l0+S38Ua42tn+zL9Xh1ueyL6fK93bwOgs7hXA3XEgWYTwm4glXz0YAGB8O/EPibV9B1i5j8QXNvHaTzyRCMGR0i82VgQXliuIxcM/lecsxnTzrl0xh1fx/wAXWN3dapNNf6qL+V50klhkkeWcHzCZDLOPM8tFjaWCC3E0coVYpXht0dVGbp/iq603T1tIDLbWV7d3Cm6YTCd49kHm/aJ45HluoIXdYxa/vYfJU74ZJWkE+be6qLi4S1hxHDEZLe18pTEWuz5CJcXW7yZ2GfklWW3VHMe7ynYtHEAMtkWG/wBO0xV+e4urWFLkAm4jhub+WOSNJI0DeXJbuElhMMzSPJNtkERFu/tnxvspz4kub258m7in02za3t7cpbxQwWVlI8sKwrJHHCsEbxs6QQmFJIw8EUVyMXHK+C/C82qala6nfLDFY6ZJFM11LOttNerblJn+zQsAsrC4jYQpGLsx3MRJgHy7+d8XeLtZ8X6pdz3l1HdxWHnW4WK1jt7iewc3El1dupIBmtgqoz53EeRv81I2YgFzwP451vwFr+jX+hXjaZCzWeoOrSXEiOROSsaruYSrI6fZ2UQuhEkzSKqCR09K/aatbB9XGv6ZZ2ttaeKtBl1CZtPZoIU1FbGSa62wRRRReXK8csZjkBBjYgb3jV4vni6tXgjilhvRcRSuIooS/mtIIXUxxiJTIkyRl8fOkcW7KoC7FB6bresnx14Hisw8Nrq3hzT7kLDK6I9zbPbGMlIuGkkkjn2xNHHiRGLRxNLGzIAJ8BvAOo/ETSdFSy1GI6foehLd6pdXaxqr26NdO4s7edEAgUB5ZI/LSSOR1kLhnHm3tXsPDFvp2qMmoukNjfymAC3gzPNEHks4zJEYmmHnFWllKySuZJGkVZFEU9P4K6/eeGfhH4h1CPyjdX2jWmnWtmGlEyRy3bxzsx8tUvHeVFikYSSr5YaRke4dnjxkk87TIvMWSaR75rkpcebJKyxxCZvNO4lPs4kjjAVkMUca7TuRpKAPsP8AZEvPDWtS+IvC+pskFzqmjXq2qXErwpd3F7ZzLA6RbylzPCGiT90pxtVWJERWT58uPBms+D9Xmtrm3+0WUzXkUcVuzmNrSG8CRwTxrAySxmJXt0VtvmRA3EgUOsM3N+Cjq+m+I/CevRLHCi+JLS0WKKcPcTh5442eBhFujYqXjUtE6gTAuhfbGfsrxFoes+I9U1C+0G60vS30q4aQS3TLDp80q3bebAkAaKJbeee5aRhLHbsLlXjhuoZVnEoB8sWmpXfgO9XVZ9O1fSpGAOnXMVo8cclwViZGQTGNYC6rKitHFI07oiosrOAmR4q+N/jPxZfok+o6kv2belobWZ7O5EpVY5t0sbpNHHP5SvIzyFoY0WJlZY2Z/b/iH8XdWv8Aw9/whvjuTwxrVxZGSCG5NtZyRW+2JlWKK7gtri5lRzAixSJOyKUZ/NZSssnyG66fcXslqLRImvArxyxBI4BuV5A0BZtkMSgAB0+R2DLKCqFmAP0T8H/FK58WfCLwN4a1uwhvtUk8TXmnXl0ttGk1zp1tbB7i8vpIUcTbnnhguDNLIWkmB8079563QPtHhzU5vCeoA3ct1BFeeHpLh8wC2jiJvrWc/aXinllfyPL+ZnjmgTekRLmPxf4E2KS69okWpQwWvhLwP4W1LWL++kWNYH1O5illgiuJLkRxyxSMFiXLBmbZuaWVWhfq7n4m2/iLxfoF1Zi61KwtdcvtIlvrs24tYYdWWWwtdJgjjtkIW1Fv5djeInllmWe3kglkkDgHSfEXxne3Om6R4dt4IYr/AMX6gmjWhtoy8kNrcCKJp0cBFjmMcVvOk4tYp5JUeWZ1niVl+hXGl/CD4LyJf6tc2mh+EJ7qDxF4feIpN4h8U385vLC42ndJI8MyMsktxFJcW1u0kEoQMIH+X/GEc+k/EXwYgt3gl0q9j/s5Iws62ovSZI5JYbhPMeKKYGSeR1BZljYGJ5TNNQ/bA+IuotHqHg86pa6iuuR6P4w1KWzvpLgDWbC8ubaYXdtFK0f2i8UNLMysyorXMrO2ZdoB88v441z4p+P9Q1rWvEepeGnnmmv7S/jt7MPpFk8zXEdpZEC2jaSyt5TAVQQBnB3SwIAy6XxAu4ptOhsl8Sat4otNYUWoM7yITdQxrGks0MUjysxuVV1jVZFKbkhiDrE0fznalr2/kuYotlrbSXEisnnMn75Y4tgWR9saliZywj83fMVuJJGeIr0BuZ7e9327xxW7QokaN5TyNMgfZIFCNGJGtT+/wzyLKJyPLV5EoAz7KySR7q2sYZoftHnWpjYgXMsUr21sBDKWDS27SSRghkZXlkV9sartr6G+PPim01rWdM02xvZDbeA/DOg6Gbe4iljuLKWxsore7MDMBKytPGjzlV8v7QjLE8gjWe64v4W+E7nxD4u0OE21nPENUsb++muLkxRWdjaT3Ev2aYXMkccX223hjuXSPKXKwq6eaUeNc34l/EGLxz4ovJH0mx0U2t9q1vfvE8kUVzbQ3z2VobxI2Md7MY44JWnulnmVX8pDvTBAObsPEF14ZdruCG31PSZ5IQUaR43hSNIIjFbS7UdofKFqARHChdmCQ7UEw95+J3gDwLc/DzwX8XvBfm2a6tc3GjeLrCZhImj6lbqhkljjMkaJFKZd2+0WXZkpOkf2uKRflzUI1gsbO0gHmWMTTTmXfHK6G5gUr+8klkWRV3MIyzCaR1RTLHcOuPozwn4u8Nax8KJfhncytoGo2GpLcjxG9rHdaTeTJMzx2+r2xUXUccTHzWug06xrGoV44o40jAPk3ww4i8HeE4ftMkUc/hvwpFestws0aQvpiiRUjhR2iXbbxzOn71pvllVTHIit1llOJYrnTktGExWBGU+Tc20klupS2+1MgUtMpZkjaJXljHmxKoWWUxUtO0GCy8P+CEiIcz+BPAN/Ishbyykmkt5h2x7InnZI41LSQNuWSRTIAiFur0jw/HLaT+S0axqzfaHmVnmdB5aKqhdscis1yFZGEYRULKzM7q4Bm6LaTapqMdk9xCIZNStYpwAI0WHTYjK9wySTxSOxCJDdXcjyGEMZJJ2Qo1e1fEPXNE068W5tYpnsby306/0u9YvJFBp8jIksUmnxxM8sxRUEZRWXbtUrcZHleYx+H5tF0TWtYS4VrlYZYVJIlWIXKpFdNEk8DtunWdELNMXWNDuaVyjp0PxL0r7LdLpHmvnw5o2lRQukziNriLS5725uUTaAjzPHs+RE3qqvJ+9PmKAeT65ePcahOsSG38lDb+RANqBAHkuBIE2EOhCpMGRt3lsXMaxrGvX+G9Q05z4dW5Vmmsrzy2gkMs1rJA0EgF09tsVfkkd7QTgM8c7lYnG1Jq4abS5EXekiFRYWt84YsCBcwGbYuEIYgKeu0AkLlsFyum3My3MENuVj/fbhK2GnWFSZWhWXb8qnaXGxEPnHeCm44APrafwnqXi9PEPhuaw0+xmksV8Rwv5hsLTV7ONJ42mE75J16ISFbaJgk53mR2ikgiCeTeCvEc/hC8u7a7tnkshe28olld2kjv7OGM3IjRPJdS5kWK7f50mmaQqzoZlP0j8S/HumRfDz4d6ZbeFbM+I75bDV7nXpro7Uu42xFc2cZt5ri3ugpO+ZZ/MJC7ZQCRXzwkUGu+C/HOrywBRZXNxc2QaRnlWR3S3upp3dZJpZ5pJY3LNdFCFclFRo4YgD2v4S+KtB8bfGSzOpxQ6hodxpItLaO4SJ2j1PUMR2FtO11C4H2OeNlgeWIwxBkzHHhCPH/G3w58Vf29rugWmn6hdT2HirUbPTdItna8Wzs5L6FjK9qHWOVpGaIOwto7dysah3nZ44fG/A3i/xB4L1mO70O5jivE1LS9WjNwi3EK3MVyhWJw8YMkKi1aNSVUiORR5ZVJI5/sD4Z+Lkk1e613Vp9eTxN451i6u7rVtB1FNHubKDTnaSyt7O8s0truBZLmESX4VmFzCRFJvkjhniAPmnxXbf2Dqh02e3UXHh/bDqNuW+Z7m+tzG9wXjjhkMkTSJJa28s8sMQRyGeG4IfO8P6bLqt9IJEi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<SOAP-ENC:Array id="ref-132" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-176">Spine</item>
<item id="ref-177">Lumbar</item>
<item id="ref-178">Sagittal</item>
<item id="ref-179">T2W_TSE.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-141" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-185">Spine</item>
<item id="ref-186">Lumbar</item>
<item id="ref-187">SURVEY.Protocol</item>
</SOAP-ENC:Array>
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<a10:ScanProcedureConfig id="ref-144" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo_cs">
<allowedMainSystemTypes href="#ref-188"/>
<allowedGradientChains href="#ref-189"/>
<swOptions href="#ref-190"/>
<hwOptions href="#ref-191"/>
<coilOptions href="#ref-192"/>
</a10:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-148" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-193">Spine</item>
<item id="ref-194">Lumbar</item>
<item id="ref-195">Sagittal</item>
<item id="ref-196">T1W_TSE.Protocol</item>
</SOAP-ENC:Array>
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</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-156" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-202">Spine</item>
<item id="ref-203">Lumbar</item>
<item id="ref-204">Sagittal</item>
<item id="ref-205">T2W_TSE.Protocol</item>
</SOAP-ENC:Array>
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<item>0</item>
</SOAP-ENC:Array>
</SOAP-ENV:Body>
</SOAP-ENV:Envelope>
