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<a7:ArrayList id="ref-86" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-150"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-87" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-151"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-88" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-152"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a10:SingleScan id="ref-89" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-154"/>
<scanProcedure href="#ref-155"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-156"/>
<geometryName id="ref-157"></geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-158"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-159"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-90" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-160"/>
<scanProcedure href="#ref-161"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-162"/>
<geometryName href="#ref-27"/>
<reuseStackSizes>true</reuseStackSizes>
<viewingProcedure href="#ref-163"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-164"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>true</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-91" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-165"/>
<scanProcedure href="#ref-166"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-167"/>
<geometryName href="#ref-23"/>
<reuseStackSizes>true</reuseStackSizes>
<viewingProcedure href="#ref-168"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-169"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-92" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-165"/>
<scanProcedure href="#ref-170"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-171"/>
<geometryName href="#ref-25"/>
<reuseStackSizes>true</reuseStackSizes>
<viewingProcedure href="#ref-172"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-173"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-93" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-160"/>
<scanProcedure href="#ref-174"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-175"/>
<geometryName href="#ref-26"/>
<reuseStackSizes>true</reuseStackSizes>
<viewingProcedure href="#ref-176"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-177"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-94" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-165"/>
<scanProcedure href="#ref-178"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-179"/>
<geometryName href="#ref-24"/>
<reuseStackSizes>true</reuseStackSizes>
<viewingProcedure href="#ref-180"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-181"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a7:ArrayList id="ref-95" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-182"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-96" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-183"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-97" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-184"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-98" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-185"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-99" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-186"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-100" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-187"/>
<_size>2</_size>
<_version>6</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-101" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-188"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-102" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-189"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-103" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-190"/>
<_size>2</_size>
<_version>4</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-104" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-191"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-105" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-192"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-106" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-193"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a10:ExecutionStepList id="ref-107" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-194"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-108" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-195"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-109" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-196"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-110" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-197"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-111" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-198"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-112" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-199"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-113" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-200"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-114" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-201"/>
</a10:ExecutionStepList>
<a3:ViewingProcedure id="ref-116" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-202"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a11:ImageAlgebraPackageProtocol id="ref-118" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-203">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-204">1</sourceDV>
<viewAreas href="#ref-205"/>
<rangesLinked href="#ref-206"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-207"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-208">RIGHT COR PDW FAT SAT_aTSE dixon</outputSeriesName>
<prefixes href="#ref-209"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-119" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-210"/>
<htmlDataBuffer href="#ref-210"/>
</a3:HtmlItemDescription>
<a12:PicturePlusPackageProtocol id="ref-122" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.PicturePlus/philips.pmsmr.viewingprocessing.pictureplus.protocol_cs">
<smooth>24</smooth>
<edge>20</edge>
<presetValues xsi:type="xsd:anyType" xsi:null="1"/>
<protocolPreset href="#ref-157"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-211">REFOCUSING CONTROL LEFT AX T2W_SPAIR</outputSeriesName>
<prefixes href="#ref-212"/>
</a12:PicturePlusPackageProtocol>
<a3:HtmlItemDescription id="ref-123" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-213"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-125" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-214"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a12:PicturePlusPackageProtocol id="ref-126" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.PicturePlus/philips.pmsmr.viewingprocessing.pictureplus.protocol_cs">
<smooth>25</smooth>
<edge>22</edge>
<presetValues xsi:type="xsd:anyType" xsi:null="1"/>
<protocolPreset href="#ref-157"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-215">REFOCUSING CONTROL LEFT AX T2W_SPAIR</outputSeriesName>
<prefixes href="#ref-216"/>
</a12:PicturePlusPackageProtocol>
<a3:HtmlItemDescription id="ref-127" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-217"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-130" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-218"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-132" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-219"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-133" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-220"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-135" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-221"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a11:ImageAlgebraPackageProtocol id="ref-136" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-222">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-223">1</sourceDV>
<viewAreas href="#ref-224"/>
<rangesLinked href="#ref-225"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-226"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-227">RIGHT COR PDW_aTSE dixon</outputSeriesName>
<prefixes href="#ref-228"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-137" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-229"/>
<htmlDataBuffer href="#ref-229"/>
</a3:HtmlItemDescription>
<SOAP-ENC:Array id="ref-139" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-62"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-140" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-72"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-141" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-91"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-142" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-89"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-143" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-66"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-144" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-92"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-145" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-66"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-146" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-93"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-147" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-67"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-148" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-74"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-149" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-94"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-150" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-90"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-151" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-65"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-152" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-72"/>
</SOAP-ENC:Array>
<a7:ArrayList id="ref-154" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-230"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a13:ScanProcedure id="ref-155" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-232"/>
<methodDescription id="ref-233">MST    T1FFE 12        6.6    50  </methodDescription>
<name id="ref-234">SURVEY_LEFT</name>
<anatomicRegion xsi:null="1"/>
<anatomicalRegion xsi:null="1"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-235"/>
<lastModifiedTimeUtc id="ref-236">2011-06-01 11:43:05.754</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-237">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-156" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-238"/>
<htmlDataBuffer href="#ref-238"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-158" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-239"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a13:ScanProperties id="ref-159" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-240"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-241"/>
</a13:ScanProperties>
<a7:ArrayList id="ref-160" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-230"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a13:ScanProcedure id="ref-161" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-242"/>
<methodDescription href="#ref-157"/>
<name id="ref-243">LEFT COR PDW_aTSE mDIXON XD</name>
<anatomicRegion href="#ref-157"/>
<anatomicalRegion href="#ref-157"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol xsi:null="1"/>
<lastModifiedTimeUtc xsi:null="1"/>
<linkState>false</linkState>
<laterality id="ref-244">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-162" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-245"/>
<htmlDataBuffer href="#ref-245"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-163" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-246"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a13:ScanProperties id="ref-164" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-247"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-248"/>
</a13:ScanProperties>
<a7:ArrayList id="ref-165" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-230"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a13:ScanProcedure id="ref-166" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-249"/>
<methodDescription id="ref-250">TRA    TSE   3000      30     90  </methodDescription>
<name id="ref-251">LEFT AX PDW_aTSE</name>
<anatomicRegion xsi:null="1"/>
<anatomicalRegion xsi:null="1"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-252"/>
<lastModifiedTimeUtc id="ref-253">2011-06-01 12:31:03.241</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-254">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-167" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-255"/>
<htmlDataBuffer href="#ref-255"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-168" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-256"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a13:ScanProperties id="ref-169" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-257"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-258"/>
</a13:ScanProperties>
<a13:ScanProcedure id="ref-170" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-259"/>
<methodDescription id="ref-260">TRA    TSE   5291      50     90  </methodDescription>
<name id="ref-261">LEFT AX T2W_SPAIR</name>
<anatomicRegion xsi:null="1"/>
<anatomicalRegion xsi:null="1"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-262"/>
<lastModifiedTimeUtc id="ref-263">2011-06-01 12:33:47.245</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-264">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-171" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-265"/>
<htmlDataBuffer href="#ref-265"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-172" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-266"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a13:ScanProperties id="ref-173" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-267"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-268"/>
</a13:ScanProperties>
<a13:ScanProcedure id="ref-174" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-269"/>
<methodDescription id="ref-270">TRA    TSE   3000      30     90  </methodDescription>
<name id="ref-271">LEFT COR  PDW_aTSE</name>
<anatomicRegion xsi:null="1"/>
<anatomicalRegion xsi:null="1"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-272"/>
<lastModifiedTimeUtc id="ref-273">2011-06-01 12:31:03.241</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-274">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-175" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-275"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-176" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-276"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a13:ScanProperties id="ref-177" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-277"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-278"/>
</a13:ScanProperties>
<a13:ScanProcedure id="ref-178" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-279"/>
<methodDescription id="ref-280">TRA    TSE   3000      30     90  </methodDescription>
<name id="ref-281">SENSE 1.8 LEFT AX PDW_aTSE</name>
<anatomicRegion xsi:null="1"/>
<anatomicalRegion xsi:null="1"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-282"/>
<lastModifiedTimeUtc id="ref-283">2011-06-01 12:31:03.241</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-284">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-179" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-285"/>
<htmlDataBuffer href="#ref-285"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-180" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-286"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a13:ScanProperties id="ref-181" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-287"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-288"/>
</a13:ScanProperties>
<SOAP-ENC:Array id="ref-182" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-61"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-183" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-64"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-184" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-72"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-185" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-63"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-186" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-73"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-187" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-65"/>
<item href="#ref-67"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-188" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-69"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-189" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-66"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-190" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-62"/>
<item href="#ref-74"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-191" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-68"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-192" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-71"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-193" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-70"/>
</SOAP-ENC:Array>
<a7:ArrayList id="ref-194" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-289"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-195" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-290"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-196" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-291"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-197" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-292"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-198" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-293"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-199" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-294"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-200" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-295"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-201" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-296"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<SOAP-ENC:Array id="ref-202" SOAP-ENC:arrayType="a3:SortAttributes[7]" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-205" SOAP-ENC:arrayType="a11:ViewArea[2]" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<item href="#ref-297"/>
<item href="#ref-298"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-206" SOAP-ENC:arrayType="xsd:int[9]">
<item>1</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-207" SOAP-ENC:arrayType="xsd:string[5]">
<item id="ref-299">DERIVED</item>
<item id="ref-300">PRIMARY</item>
<item id="ref-301">W</item>
<item href="#ref-301"/>
<item id="ref-302">DERIVED</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-209" SOAP-ENC:arrayType="xsd:string[1]">
<item id="ref-303">s</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-210" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAALZG7UgAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACAD6aCsDY2RgaRFhYGAwYIAAHyBmZAUzWUWBhM68mHsrzFxkmhUWb/3EjFuOkYmBgQmomxkkKyDB8J9RngEkBlKrACQUQGwBEYg4I0RcCIdaRSAbAFVUDQAH2DmGV9g5hlfYOYZXUEsBAhcLCgAAAAAAtkbtSAAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAfYOYZXUEsFBgAAAAABAAEASAAAAJYAAAAAAA==</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-235" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-313">Lower Extremities</item>
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<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
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<swOptions href="#ref-318"/>
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</a13:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-252" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-326">Upper Extremities</item>
<item id="ref-327">Shoulder</item>
<item id="ref-328">Transverse</item>
<item id="ref-329">PDW_aTSE.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-255" 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<SOAP-ENC:Array id="ref-262" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-335">Upper Extremities</item>
<item id="ref-336">Shoulder</item>
<item id="ref-337">Transverse</item>
<item id="ref-338">T2W_SPAIR.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-265" 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<SOAP-ENC:Array id="ref-272" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-344">Upper Extremities</item>
<item id="ref-345">Shoulder</item>
<item id="ref-346">Transverse</item>
<item id="ref-347">PDW_aTSE.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-275" 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<SOAP-ENC:Array id="ref-282" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-353">Upper Extremities</item>
<item id="ref-354">Shoulder</item>
<item id="ref-355">Transverse</item>
<item id="ref-356">PDW_aTSE.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-285" 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Trg+Q/c70sI6stSCHnCWBEjLPTLlcgrgMzf4TFwzKSdnm5JZEcM8aCV7nHS8/BeeSPAeXJXftSYrLP4SFY5GxQI/OlzKd1ReFJVdiY5NhBnc/y9GQ37W316gOtYyPXuQ1lQrtEd/2XXE0nZXVrrmmvMqDvFgguq2O83TyxdJUp3FdH1qElUtmmrKdnVtTXsp3GgUYMC1LAQ7JetvZZfSUMOsnGfo7P8Kuqclkw6jjzPsj2VrGt7Zx0Xeay0lKj7E/p8odSlXKlVGTDe0JDQdophTcDLT3qkFREGOsiWxgEdimqS9wAoE/cSV+9CVjoZNZ4uep2AGc1QMfgVMDV06fHI7l8FpUj4++7zlFpfB2wh1m5gvT1J6I5cQ3VPI9s+VECRMOMzuWstXb3QhPEKXRgDtrYiKeB/B9KfokL4K8Bs6YVgJwgnZWQXWQZ75Q+vlbuPyp+3U3HXQQr1iCZFOK6MWM6k2HQQ8PYU7u+nAHvuihrclSZegyhtscHSEYPGHSi3dqRaSIr/58D4p4mQHD13R/XnwrLtQXkh5Mduky/y++f4MgGD5a0cGy9H3tKykCtRcajmI6TuLmHqsgSyDkkUE+a0vu1wsqrkDn5sc/PnxKjBpWbIYavy8VcBXNTEvjVlmK2P4c3+MzssKmPriRZWWXOXEBhYKDscQp6KYyA45ZqyvxSeS284zwRcpschvGQet0P5RZBsTtiF6INVjRchBbrkrGQvBrmXgxSdBj5WlNYXb0GAar3EQW+/ccco2utIT95SqwJeQkPQn4Lh6S4whNfEvbg4OUUIG2xiv0eBNb8holCfZe0wFexgOZKpwTR5M0L386lpN3REUXY/1WSyo+b3HoOsw7Pon3lN7aHAIQoEcG661+IuQ7HHZx4dSDQTMX4zl1GL5Ru3FIDrfC0sMkjxXPCkLztOR63s/dBgt5zzQmxaTay4NLLsDbKdhCpw4PQ4cM1sfKpF6JxRai4zQGzuBgZg4gkZY7CS1fZnwzET+0rXK37IO3GLZZ9LNmXsH+fJ0t+uo4wO3/pJ+R0IEBw+AhdlnTUjTXZuIRD//KVXgNfm7pYZCE+RX9e67NLJIVfasR/jlozsJwaQiaxsLYT5yWFl+SOsKsnbmM6H5pJ9dGPXeIoSWTzplimxd3pbqo6Qtm4aN4nVWfPSfcoiuRjvSZ89oU6h0lT0R4vt98+PdFF3pcSiIJsA5afxm+l0swe3CcoYYJxf0JbHIUHUC/tKP8XzQMnIHfErwK5v1X0zR2e5g4W1rqQlVmgqfUt7lfRS3wE/cfwbhkcgDJsA52XOAq9fJaFQeJyarGWopU0NiFdzduPiAl3mdLzKFtIvf8O0URtGtSRuFrRY9vs+hAjOl3AYjO1SHmbOk5O9VuXZ2/kK2OUSblMdSw3IzD2EsAkIGrwUuQ6Sn4W8gxkU7z+6vK3s+dkvCo3uB8nJ3gWsUkbD8ePrqBK5KABYZKtYGKhtM7MI7Uf1kB+fY0ZlyZzRZyYP3NH9I8CXJTs0fPnp3MTpaNbGtpnMNYKubKZeKoSgYYa6V0Br8aUSwYQF/hZ7Vd27qdj2WeULgD6qBV61gQ7qe2Iejg02IAdOb9hI2rutQ4IRhhhZWu/oxY4dbmXqWJWu7W0vSndByjLMuSTKbaoIUmDcHZBuZpL7oQehCMcwQSgeYopeksPwJBFlu917uB/1AwzMHky3R4PGPe10uwtPFGgtfv4aJYjNV5rgxdDsb10By6ydUsNsnk2lar/GlhJkocklZZF2M0urMJkAXuyGXBk2cCb2cH0en5VGs3WcfZN8avZ2QXKV7wS9x92FJMbsDZIypPQzKQvp3nNpZT719jcPLB/f8Dc4tOcAIovEElPlJEDD6JQsbCqAr7T03M/oe9D1GHeRwFk6S5Mdpy4Dp7s/PTacnKxmVDb0hjkDxnl6fVFuzDp0CSH6L6t7MPXQyCESkdkGNWh0XenZIIe9AZj66vkirX/UWMwj7EdL61Zr3SUyB4x1+wYQytZueKo0mYJ4kzI5FGWtlict7uNj5W5jdbJnLHVOjlf9o5otyj6e3eNEqjoRb8Q4y9SlmG+QFf4m/EkDqtJ4uCbSV+AP5psv2CGVeZ/DQ/L1SuvxI05t0obZFXcqvmo8xzfk/y9B8OcIJpYnej02hHKW7xDbvlH/dy+61yejesCMrzaIROharr7R83wxbImr93hRE4dggZ5q/Q0i8ICX/nAiu8vP94VJsjKpQWiytzApuozVzadcmEXEyBN4tu5yUwpkSnhzPHVp9wj+vYfTzwTTNEWoiPhRm/fBfo0VlLcbG204Rw01j2bqQzbHuHmSVcuIoblXFn2hNsUJao9qT5Qx4yYvGYFefu5+lVN1DC3K+IUh3iJGX9qTVnPrJKMN5qLoVPyM5GSqOxAWpSZPcgnjaybSBtm/gKa88peX+O4iGp4StopoXbTKep7U8uWZqcqT2m+O3jyRit8Frg/SGPu7gL5I1fzZegVc8uNCzufYvFtiLDjyGRVTSQ1glUM32ZjGka6LL5fLsn3LLkJO5BnvvZC3N7ZO/zlDcGLXnYemjfvXIEUmvW6ZUdYVX/l2jlLiXgH738yFCiwQhn5QOk0V43Y8zVHJnMR2Df3LiIDe4pi/TQR1qFp2+PMUBenhcjP12te3SIAXBWmN58aTtVHddxMTSadqZimCYSNJmCP+M25x6AdG6DPTl4n8/A0LBziiUlBx1k2lz52KZb7UrvVycbRcgjLGXCWs6twBM+O44ivUVwUV5z/FquzcwYQdA4E4v78zCobhqoYHgAoo6appx2lb5DyvzXUPpLjrWKx7m72OjYQ3Qb0RGZnEyEszE8xGWQbAJPhAYsIJUP4nxp+oR66Xn3ef//4afgUATM8q77URZdAkbpPWob3ms/1XwHhcewwjuTaU/WeZnaFjLA0LvfE26z/xQ7/RBYwg+8UgO+gy2KXaRYZ6rcNFajZJuo+9pOZmGks3Jm0dKfPliDV+ixCdALHwSOkffzvSO3TxePC9wQ29GNY2BamI4G5De1lYEz1s6MqlFLoarSPnMuWlobzn4P13/CjVFB8kepiSOHpOU1eM4x8xqY1IUcSsO5HmIS3xX/XoC82j9CSsrSM0aosDyBaHJr0C2oBl+wPuBqZqTVxn7JkNhYfo6tE2A3YYXlO0zmrk3g7YYiiMttILIxYJRaII4zqZNORtHpY5bVQr5L5K+XELJ1lBrQ/Bdonpi9HcbKHA0PaFi7HyIL3FH1WlC2D0gbs3ljxTV3/Z8Tqkp+Js/bDpst/oxP/Gn09oY4G5HyiNLRA/ka+ztyOSoH0FdaR9ahxNBj/x2Vyt5ch8v2kLGOrgun3IA/o/NROs7iE9+S1Jh+7T4PRBfdgmuu7swttb5U11VlFcVVTimXrsjdk/4F98SE6rQ48r13SDVUYQxFrHGOSodnSoGZg65V9kDnNNz6GIuM2AtjGsr6ffzH+yaZrWjJGlkSFGgHivHNbZliFHDYWLeEzkqBe+0YKp5wB5I8pMoK2dzY3MK6BHhjrkZxEpnBAkOzJExCuaXpLXAOZXOH9PKRUQEdtVJjSu4gc+t7HFPZ4HBLd5QfPMd9ofU9hd9A2yDC7++yMazOXF3ZgM3AtTMolV2D5ht/HUxv/dD3n7nC9DEmTSnr4+aYERxBBY6ZxArVRnCnoFOJzDu36wcOB0p6XuPx+nyzWiWg4a9idYwHk7vjJAID9qHCGVlzlqTmm2xsaz+zThc4pUNvJaklmJk3OYp+2HTQrYW2chLMtursv3vhZbvCXnuHPUtjot3Ixv+dsIiJX3uZHrleUIpl8BibIwIENkEW/RvRbMvuGQAPWcxCTXuPFQ5s0ySvlEKXiJKZTgSu6s04yZeGbEqJohJ+Ttf8mLzMtyEc26zbK3INSC8HRdciX7E2jiABPMX7LM7gviNli9PAFGb7qRxW3SWk7RHLfaPoTWzt4jhjwkR8AeUGHX2g85ndwNAvjTczZ4RLGdSLG2HP7b6Y3o+zaL3o8JjtkMlHvG5zmGOsybkhtYpp5X7CS0C8csHJlPi4MC9Zt2rN8w4DhwkjtlxCOsS2dNxILUH8XANIlfa+WiYqC5A6SgOBihxHJJHZ3VwEg073x5QooGrkjnuJk2zuZ6aDVij1axzhZXYWJVTSynnLYcEv+2PYN0qsaHtS38EpHhGEK24sYHjs5y8nYDs7T3taX/jI1LEFRmURxNX1Y2IuUySh001jjQTHyRfRnea9OcmCfi7WCIllSKcGcmzIZTRLxJGTGJ+hJWYW7F9R18TC54wGnta3kDPN21efjGMKFP9lgBv3/BQvMple+NGW6i2UK0eueamvrzT6SPlLrcf8s95MtPEIi24GZlJtO34CylQdKTTQslkkEOskRo+rFVjbsD/BNG2bkjnO+pVyPXfIucf32iIK6t2YqeZhCfkdPxZ6RX+D+x+p8kOMHwz/NdZERAJcJLfUVapXIWWihs9onFSWekZSB0NfxkmlrslpJQYLrAjBPjXuoFawIjqh9pH6y8y3XGAMt0hnzsKD2TjHlSm3/JzKc+DRUMFTS0QYt0n3XLBBO522bcsMjB9sbfqRnDolIig/CqqyLAQRIV5r+5xDgZHWMjhYB7nF/kGljSUVGbNVqact6cf0whr6to+sLT4Y7hDNHfDafqXuQTGtNLVm9+Y8LFardFtWtj1ZGYh/lNkgPjHDwft96udvrnrIEPALtrCHXG/QboRdVGjZeboWTY+RJJnhbJml7evvik8qjdmOHzKOHv9t/Kk/TcmXUqR9R9WD10ycrReZkFO3K58xTL+JF723+y9wnlRA4LiUK4NH2vNT0TEwa925mf7/rnwRWhkSg0+OuWmLm2QJ4Dl/LpC6G2+KH4oWyMtAQcYzj/Vwz+V9cOq8DaguelntUm7yHCiVuw50wSCRlRGqcfznFdzG48QDa5mOIMC7Z8wJAsjXnpd6dbe76GY1crw4z9Y7bExSMiLMK6D2jEE3kRnCFmHJRjvsb7V7ki+Z+fB13VxgVfIUzXU4LrwDCBo14OW387Kiviy4zhP4Xn+lDLAgL6s16MpCB+97shelN/d9WfQZa9/rF47/NJIa3MNXLjcUhZ92Glins33xi+vlD+t15DETE6cL6Cb3ubD4x77tgTInkih49Z8WKGs140ZMdkhb7clmSMKNcMm8t3Zl1rrwB7Ahz/YvU+jInegdLd3dPZWybii5cRrtbmbrRcdOtDrOa3n2SU/g3tFye41f/Zqm6Cpvtu35ks5nyuzM0n1AcITX8ocgKlMOX2oRoNy6HWXMhgwBqGwkLITnfp83cN1qSFKzhayJurxVO+NAat+MgnIqXdNKCkhSGjq/4yHZsv2XOCzLc3OdQ4sxbaqSR5zweJXUbcq/AjpWVa1thh0eSAo8Ko/OA08ssdKq6ipr8DwO6NAmrmUeRImO68XQE2zr1txPWkdWM5ihwpMXACaE744BunWfcmo7N/O/VFBvzEy7O2+jwGb3ffpYEzOce4BS3Tg2qH34XQhkAgVRNDUaFkbiKO5SvLY5C2hrtk/BV0Q60CguymMBYfQfcNQMBHI9pkNWjo5Tq8Cup3B4quIP0vbTzVN+0T34YUFVEAqNSoxCfrWbByR+feMArsCiD9IzkkQLy5H9UkBJmZTqH9KPzME59g5dnrZXEul+UzM23K2SsOZHvRN5bzs9adkxZ8pHtiQ0hYeR3wEyJStH5e12/NqfkYcgcIWLG8AmxK+4C1pK72SGE8lzQw6yZDWNPlKwBmOEEtIj7It9r0ZyX9WKTQ6krEV8GGiBWwtSZQ0zJnM5umgsbyaRg56NddFz03vOsLr7Tpvjvx+8NizOc4xaQ56sjPkbNtXN8ZufomF1PnoN+NfowbHQ1jLOwRD7kT4AcJrJTDhsYKxQ3gaD+yeodBzi+s1EVpX6N3p8c5bLL4OR3AN1KsfURdT7eyT6TFByffdHb3hndReLrUN3oNGQTkrD9sJDFkzxxFdtN7XckNXyENsq/6JcSN33XZm/6Ei2f3zXygWkVK27TBHHSp9zycZdKUIkSaSE39QYCdOz3SOchIxj2NxuRpRE/jJKdgmVoRJqvcnoLgrBqne8u99yQIO97ibmRe7FdrdJwhxdtKHq3FTJ2elhNikcwOICWjj6sKHVEPUp5jXpMhdPFbw37b3gaXW4m0MyQi/jEzg0POqHoUFiYvj/7+QcracumaWENBuXOdJzZdwrtudrq9HdXKSPyJZStRMS549gQ6eMvpxVwvLu6bI0yThM+rqdDuuW9C59Sh55r1ML5UH696udkX86D8lk5O9lM7P4JzKIpJ7NPvQTREAVTKk1zB959YXK3Tlg3SnAe7Ks8HirQwWwc5si+AJPHlXZzngRAMRHsff0q/tA9vZIEFzYYLPYYDFxHLNnYqTuWkViTdHGmZSAJp6Lzjyl+skvaIS8g8PFGld0tvIFjx0/DLBZ/vWyJyJUgYVxRRCzZ9G0PI3a24+/bW/a+Qp8KtLq8+iZ0ir6+3cgzr9inwFOh9gis01kWGqu/RncFaLYlEG1ncN4k1FdgDGuNNo7LVXf/ECFp7Et7n/Tz7vbe5M32uzJnBUuyf6Ev+mBfx3obk/ofYdrlJNhq5bcoQeFfVDU2lhWiY8Nm9uJjXtFpwlVIvSNptcmkxljkVuRF/cSBLDqs9SuJ+ASVkiYG+n6TaiADzSWPNLerbllMlovQySLFiMp72+RVApIG/jjs3gc9yc0e4XxYNeCZ+LpXdz7Vo8xtvUDBcl5YSq4OVTfzrTr+RKuRbPYJNXFV8evzaGMO+jOVn6JD8JsVL5kNki/OTDuLxFYAKfy6VQTIC+SfoLvI8Oe0XuOdbUCK4Dh8NVVtim7f4OmWAi6s5HrKOAdKdQOJMOVuG9lD80P3aELYWFgXEKqyWFzjFxi9qgfpNcm27tYyOwCJd/KaVefcVIJkutCesQfWMjlCD992ZI36RwvwxJqCidQnIXUW0vW/GJIcFJ9GBCQeAFpfqaVTTrPc84XlqHKwoCNfSofpXAGToBUsKlnCon91zUBxl0hm+zx/37z8ov8vfRQ/mH6PeUq6fUlp7kh40QbhZ7NShE0/OjLIDHZmpXsCvAEfNzYSD+4vFQ16lkVcAibTQP9efOYEaOvMTLwnVkDh09mUfxj57xQcFASwOhccJfQctpNsJUm05tP8dDKc4j6y/izHtEX7QiOc69ArJM3qq1ub+9hXcz3ZHNkBf3IIynCxdFsovWT4qVIYzegT3YkUQhrhDEraoqHRTI8yJGbd5hENQnC8PWgSZlL5NajNqVOrX4pPfL1gLB3SBGrCrJOh1rLiQk45/0scWq85NtVN2hW9RWtjcMmM0zOhM5Tzx89TZRC9nJr/Xe23vi6h/NpYs0Z4J4myByqUELHtZTXDnqOwgCy22dp+03rqyxAAYjBAd7cq5LoO0MWNFH7Mc11jUR14Wl5sbQ7uQHBxX2RLHMY21v8ulcwPFGHL/EpBu7SImD+gsDGSdA3nZZ66eZPCyi3atFnPmsN/6GMr7CXG8QTJQYM5HLeLqXXtSqjF1Ic8Rg+Qts3a09raQOH/O9IjATPrala2Z8zYGCbV+wjh6OW1pN4jLNIl7IoSxI0ejt3eZ1/vSS3PvZJLfO72ltZFOxceG1rFBqHEqrvk4iyxM4nhFZsHN3dUHtbPn8fNARW/dYJY/vHEJu4XhrQNPbcMJI1QbQDSYdddQMcte4VJ1eu3n5VIFwE004kZExb11yuUTS2phLkmLmfudySU9NTWIB2d7BUSKujBgq1WCzCG7nV3fNjfDrF9+pOt7S5P6vk0TOuvmtFaOnfw79USKiGk08l+eEEA0DjsVsVhgOedseblVaWnJpZjp2U/LJ1DSYHNFKekkR8sj/e0au/R8Z6oWMxbCxGK2bP4LXfPir4b+nxEaKtCqGd/IEPYEdvppzYDnfEzJ6SeXF/re+F9AsbO7PsQFn5ZizVmMhgGN79En/a+kuL88R00XPOgtoFKhyQZF2HDRqKlYH4olRri0SXRCxXP0WYt1eU6qf7gBEz25kGqd2DEN9uTS9HQx2J9kHLKdL5NR7++m5tQAdi1TcAGn6l+RUU7uWtp80jvQWfgakypJ+0VOOmGSAVMaBx6qshJEAmcZG4KYDEbQKNn5l0mWZuSus1lY7qZ13rDFSbfu6h4TKsCTW/4zgRMES62Gn3f+VUfJgk95Y34npme2SaN48DFvj6mXWwrfHB2ozDq27t/QwSsAb6GpkGEyn7SxdzJTPUdMcU1OZE3QkoyIVroe/73t9IPfRdA6E3tWicvlc16dU6glnEb5fvJUIHYvVXrSIInw2OaBDR/LcavEi54SBc78H+qrNGgcqCnBHCYK7GGZ+dOt/T39i2rOceXpjNgQ2kYqzd1tq1GeNLCVhALjdRDeI7bTLtUafz8dTOmw6FvvK2CMpkETqInlv7ZguiyN1XAmedJJA1pLIByxQiXZz9PCS5+eFGNk4T/X34ATRK7sbJvuOOf7DAr62FUJrog8kbkX7pRznyBXhOhG9/g+/4YW+GnAzSMaP9xBGvrJ05WPhzrjG3NqsnVGWJlCPrDijdehG6hXB8NqAC/+gyIvo71V4eB+mwOCJHopGMHovPyy0Zsxv8/cv/1esNb+LJNfXy5RTkIIYoWqw1oeJbiwaD5R3LRNYn3z9ylakiX3VzOORV/O0V686uhIBZJ2W/DIAFA+k/sb+zE+FD4wtAzBDPlJtxERkzLIsKmYJ132rio8esWCsd/1GVXGIsOEzXTfxGPZcGvFUZgn8xw+PGAcRDYD0yD/2d+Z2A9fMXGpbKsOqp5t1W7f2fY0Tp9NymQmSgBSars4+boud2OJ2zz5Y53pUgFohGnyvZ8DCdiYmqcRVOamlmSK+MOuppZEDlYnFxz4BWm4YwsDlwC41Bv4nhdmD8Nq9X+MH1fBLrR2IaAz8RxqsTKCvDsNc+55WFe2KV54j74fuoxWzjwuvG4QsLPozEB42WE6wDJKL/yz4c81WYJOEQM8OX3sYzPc9s3xy+z60ztGMbjL9Pwxf9yITY9scCenQjc6KFHXwmzLxGjLWXeX96cYOblBq2J1YxOr1eYntqQYNjUxZctEoO1XVPuaCouEulhRyg4plcvRKU+6TRQs9J9t3FSYXO9jH2qo3gg+QQGgd585ReaBNIE0l/KYvK+AZZE47MbC2q7rN3zGWAyBtu7tzRtb2RolLuz/rm4OFEKrnYXMzMhv+d0atemu4rTKe7TqWaEf7Khyv2IY5x6FKVbGtYd7HO0QkcYE4KeFhb+flRI7tibl/6GPHGVdotAsmR8Ma86dZ0uqLA27Il8XRMclF6M3P/mE5GCtZoeOjFtjIbDeZYwbu6vdvcWVHkdDuC8sOal0LeG4GEFLOAIaRUNT3LuoK0P+UWQanWRHVCaRWQfYwNZCHqbNwlUZweneJ0Rnb7Bh28noLEZraAXsbTJORqWFK1nGeCEvTpZz8jZPhdkwRp6X9sTjOS89jnltb+xtOrM6iYtlFHLrLaf9MMVlnYvCsksTsEkVJi5ZhfSQtubFEWd2UE67dApgSFBh9fhJUH2HlHNMHuBwWN8t3a3mO11UJK8m9PQnkRox7ryZYeXDBmhFyffoc/dRugJCcoOI/kujYp8MEG75bhFwQ81WxOy+Z/Tay/lx3pOPk2WBnG5j2NDWmVBp6xH3cV4CbY77OgHuyCPfy8Z/hvIXJAUchP1KeuJstChoMBwtYtOuOi8ihJsDhX/xP7HuMsD587KxR1kwp/X2mHn2Zgc6q6zQCyvm2Va/r7ljqdUBl1fOhBy3WDigJgKU3D3pxPCW7VGh8kuUn4P0QUpw2dFXAIXTiwSMvt6bzk+1Lx5hHKm/HKQwybooWkX0ne8GSz9y+oeMQYBH3yzgL8HWf9zBC2fYT12RYQ+iXxJloH8SNF0L1uFWoK87aMJrh5ZbXIIY5JO+/8Qy8IFTC9eHjwTQ1L5wmJkuOIlkrwt8R4V1frfKwlZOCvs0M0yU+h6jRIeSGFP0+fzle3EHwVgKxGXE1y8b+Xq4SKoNq8q/eFSMoi56lW4uUbrlFwPxl0Tp+kGA/BjSWPGcBYIj54mY+HbKJCX2P7NZkGFojTHqbl0TLSZCEKg84A9Us4zKdj7JVJjJK7PQk6e41kovsdrrcyE9NWmbmjP+FJXFc86R/Njgtnbv2yriVoVm6nReX5H5lybMpv2rbSJJwv9indXr6H6CWoTaYc7oNa5jvspSPwNDlLSoHd1kYbCg7creB4vLs0/UQtXK292YW8agLpHEhX+8BwsQDOivLwfNPSClD6tBFhUWz19+3F7Gj59J7LAo09llkdA7/Oi2E6pF87ymDpEwRfw2gcfESwvDMcaKWLsdOmFXWWV7bPM5d0aDq950aH+Uj5MMP6lnO859u/STKx64ZXVG9B0UJ0p7QfsC3znor3YQhbrXn+eTd65TQPXO3W+5flvNyj6xJKLUibE42KLdelBTA156n2gegQiaiV60gTwxryRs8bbB1UvpSXvBoHzUXOUVuoWmXgkfzEUKCIv1+TsKdcS8TTki+1CpYyntSbgOsx1sDi9+NFRrXkkVtCEhV9k8YoKfYGgzzNgq2uu/qMuQvKx8Lo7oeKaf739fQ8cC6lj2tiAyKmjOByc3C+n63VGl8LJTPjgEINuDa2lVLOpC8WWdBkiUqAezDizIjM2UmoyC4x94mlCc88PkRHjRclmZUvn0qi2jLIlty5MYGRnaZKizZ4aFRywh+f95+Hj65NXJUTVHXa9YoqvloFW6oRUNo77/tEBQWNAhvEChYMxc6qe0hVW58YNkUUKt0Q7XPvd3FteXCSOovYMuQ9ZxHrXo9K04+98s/5QvoQzedKrksEzqy+17FMOVCzBfKZeoyzpSLp0/IkBekhiojHKM1XGsl1pc8vJmQ+NNhLRi5fZ7B7/ggPKELdPLkvaGdwnkAe+1xFrl04XSHqc3wxTor9kFCGbdE2SR2y/fTH5y/vfSU70RJA6fBsudP6TzXzzrd6+ZSzc/iAPrOrTIlewSgtJ6CSpfAXbXdIiYYV3nUNyOuBxQV5veiohpkvxxFyJitK7dUfJHVL/bdu2S2IQQBw+L5ZJw9D+aURO+DLgaNOeJq8FkaUFrpWDsc9cGr7Zsx+BEXRJm091Mc2zWbiK5Il+jrA9zbNacww2L8hCipsLIn2HyH33Mu/FdTETpLhkcmIy62bw0I5FGg9ON+aJJQnyRNqoj5oerjon0jOHvZdZJIWDPKP2L3cVF6/LuqSRVlRIv/urjql0wlNSqsLCriBU2d09s7LzmNeLhXhsJIv51TP21t1y9++fflTR4S+pUFLZ2nlbIhTKzOyUsJpmxecUedvXtd0HgpIE4NoudYWoU/9GDK9nLYcgFEat6eOpMRXDIrHb/8sfce0OKLhmG1Ubr/l4hgksk6maZoAbW2lMkNnnJ2mnV0bRJ0qZcpDlTF90Jkc8fm9wgetcsE2CPO8ehVh9AH7UeWm7huCAui2PW06RHWDlfaFw/DTSw73sHw0WC6dZYTvyl9HeRjY02Jq3DEzshvOSesejHqz79gRxjyZABgixcFn2HITWD7+z3Tnidb3ytmsutIuyMfdvHXAv0DSc76PiNO1fap3lF1fzBjR0aOjNXe/pb6JdUiXZd7sRN0/PsZHK223PfmBKbMX4NTS2EFeMP8iPqNBDcAdCdN4rL/YHlvyXXw4JANvbeDWrycLeIsvFq2gtrv9mBlelzFvn9dP1Di+EFCMqdOKLvURakEXowy13Ay3Lp4mBTY3q16j1bmao828DVRuZwqi8mfYk/RvydHVa81JSyD5tM8dh/dDkr/w/6M4bNheC8dxkNOGOvAOImXBd8FE7LmYYUYaKLGNm3vrHtUXVZiDzoHmrI0i7Wej/LAa/JTrkkX03JWd/00stEf2UfrTPWsFm58+OBbG+m8pAwB4Dhuy3s7BTiqC9ODOke4Akniq8Hv83WGLZbDPG39jS2mZ7pU2RTqVeCgnTHcnbp1qMqJiZrwDUMuCJzWk4v7A4bPte8OEqs6lsbYEutP4zT34IVD5o2ZQ/omhLd+hmgIN4n9ZvdhsKk+eiisJ4UtwMq6TaqrC0n4k49FjTUGWJZLkTDo6w/N1R/MuPNBEP83d3nnBjRJG5TDYyxRx+05Q4sjFxv3no1oS9k7x2ScuNsEoUeavcZ3iCUDiKcCTf8XcbFtqT1rYJcG9kGAB23KEKqVNgi1h+MVmbirQjeCNIzsfznMc0+AeA/W9MieAb7IHQXYRe7ploW1vh9unQCAfJdsdbS+qMoB944mQBEAbzsfXAIznU0PVUzbK3EXleGK39EKc42C8D2tInbnMZNlqrBPMuCttXOif9kEPGoEGT3011jvmvcnYJHnBh9qFPDGmrdn5gxwCqvett9U0LT2vpJDmNvlwTBCceYoCC/c4JOX7Bs7++4oINFaKMy62YHQsANUbck96r12FejKmtn9MSwogo49TUUGB2keShLdupUPhTH37CluNw+yynaMXbqpve9GUxjy8v/dUZV+fhLyz/uO5xXQJTmo/JvlcAmNasalxCCzpW/dWoMCUUCa+tjFhBla2Red1PrRi3VpIOkof6HlT4+45+BoRc+MOepCdn24qnfDUJjY+LU7hFu/WyOXeZk7Yqwzm+9Jz5L9TX82bNMFqK6zlPHPI/yLQGsgIeQrTvDJZ/HB+9g2Yn7IsI1scYFAv8FoCkem91bm+eYphRExUfEBkZaGbgbYq6oVRW+NogepAfD3Q2+jmBfEyEecpHdtHk0HKMYyRRxZoXSWOnTGAFbqagl1NoXis+EtRF2Jc7Z95+BZVWQ3b1t/wINF0Zl6orkvAPiOdnmXFoZKCGVIeZRs72nvnnS3sUUbAnE59S+Q6AFu6r1bk3dc6IebLKpPoPUEJxwE4b4unOmIdN1zzK/5ctEeqpFjP7c3aG68DYFUU+7in3Wqx/TaqFR/fqQMtPbVpIVa6j/Vp8eeCXwvvqsC34Wog4D1X3JZvE3FGx3Bk5vAL/PMI1ZNsq9BW49swSpPien3y1oLbNFqCLCusRmvZzd69sHpKaUDG/xfX8rBIUwo4ul6U0mxCkz4e+XwdcP7i8uqxHKJoiYD10rPhYE72s7o+6aj5yLiFalJQVE3vnNBE2HsyrpKTDKXXKo0AoLYEQgvCZluGFF39YHKeB8XdAdRxdJ0Ghjjr/3Jn7Jt/6kEhImi7SZL6jJpOQ2raA57VDPV4C1O4IzpOkw2EIRoQFf+6XYCY98BWyahH4JMvQt0/jPQB4NMROe4wUp0zU+60MMdmxYSj5Vk8XcPjSYW3Q2vTu+RakG7Zb0h0qUU0eXF+lFth5TK0kdfEhECSuxth9hMTVcBlf9bAfrvBx+JO+dPc/2FUupfbtycbToW82HkcUQPXrUyJZnJKLeitRdGhZy8woY0RjaLxjCHXzn+E924r+hPI7d5/tNLBCe74q1w4vHrvH9Qe07LOPUyeEVoaMfeufirbdKXHadXeipdxjT33AUbBpxNh3JTpoTrAfhHNApjZkztebP6iy7sX75kC/MkFu7x1qNJcsTr9/SnbXzxev7S0fofn5xl1vdgQXJqQVgUASR9NeCwhSlKogDERMQZKEDv0orEUpBKAR5v5glNP3u07yW1p5Ti56Z6jFpk91vLIZp+Icw0rhDlPZlYyCH6j0vm+2ILOiOEEplCp5/vpgSPX+aGka+UBpX7hiqnTvPl6CTbwRHBvHLa97BCmP/Gl4SaofBHXRiJ2pq3Vi4Nvks0VS0hEBKenzMaQxGey2Mq/XYjnchv4xh0RGwX2pdncsidbJIwbXcfQMUqvgUCo5PcqM6S+R2gt9JhIkbK/pHmdkyxMep2TPgku+c6SxUdaEGbcv4DY17m03XSplmUb5oyFMHQsMxmK12X3syUBH4STX+Gcb5b21X+DGi6y+875f4ed1Wy7hvCt1N3bNyp9NFgqR6cFGElYWy/jZ+zWl1Eh+kjEquv2cslHze0dVeUWPUQdIs4M3tPD4AXHAELaGGMRCB/PH33sPfXUZ+dz82M3c2zFf4WKWSfK33szIt0zFaiV7XX+3qmub7XC2x/EhBD4wiDH/o4O1fWerfLKO7pEuJFpsvAkM9grzXd7gFQy1/gD5IOOVuwEkHrh/6WfJ1zxWH/DGfyaJjKn+HcMOO51cr80XmFZSWL3IetfmP7PXyxVHbWyXD7LXkmyFIrnK1Q2/86ywsYknO//HHu1F86OxoW3bvl4A2CZzlK8Xk2Mb+7hZuXKZMvfFkOHEsI75kZFB+okfEHBj50AFDccwJMBCB8j3LHXXv/PT6UHR79VaHoAyGaeFoEePKt9piZWjvuRhtGYbEGNrJwxsR+DgsTh4154NMsN1csOvgcFOtZE2opDGzgZTxvZUWp0RShSCj0MWLzyAyQibYYkqS4r8tmcAZxRDWWRBYYe5CIZbA7ZQDacaEu/BMHNnSE3c7JZ9Yt3LJqH0DhBwiysZMCMbcsRyps2aELDS/nXfVr/Vlv5NVg8F9o1CYSSXeeDVvSLBpzTcTEjQO2b8T+zX876UJrqvfYx8MkQ6hoTAsV6qeoLjD0jj+8pDEvuOHlrxJLZs2IzN1OuOPMjI2le33GZdCkj9FWgHqTmq2DYLkHv0cgtLTM75sLpJapVJOZwQqqworX43NAa0eag4ttkhMl6TFwRWQCRf8AgdrHxcNlpNlkYH3eWxIlVvk+uUqmU+tWNQap0RGzSlHyqHuGtbHDX80tM7Fd2k63ui29g3YQ8ZATsjNvkwKCGMFsLEEV2Kp/K7OT4wrsS47mzpuC8j2iJfoz2XF5LqkiZnvhAbKW+nSFZjjfTnYN5RjGE4+QWwHUn3cNaXUc59ItYISZndaWpVbsfTqrrd6zMgcQPELk+oVtk+5Lc8d7fotva2P2ksdNB4sCxVhEer9H7+KOONWiuOGTeI/WPB8YzL4o0FzN4owPKgzxQzZqjJ1zuf76q5RhCpZep6rdck8Ogn0Oi6FRsrhlUmFWCM9olGMO7iTQ777WIG9qswdNX0ax8ABXXo//7IQETRzlXizUo4QTXUqYtNiiQ2+GWeI/RxSKQLie+FO6djZyPRyrv3XKiRJSEmKOSRdvXnag3/0VmpINoju0egU4lvoUbW9a5pkoGbMd0nkvoleUymhNReVmFi/JHM0rFNrVK9qFoWYPdy7XKjamG8giOkdzKpFNOL8Xb70Rh9SQRoPVGA39gtnId+gfQt4k/2NcJi+Dr5w4NZS8TuEuWvxr9Q7U2D0rQHO3Ymkq0ulo6sImSRXHqXacY+7pL4BU6w+4+RRkDGs4AWbbH8oqkgGPhkDlx2F/OiB7ngBlxQ7a8q5nE2Sq2odSzTvJB0LZvdnwlVRUngP9BXtkV4BHIMyLz8lO5sOcAZIjOHJ9UcmCfOf9xSH4hKcsVo1L7yYbCjH7Zgd1xQThafluwHr3y1gBYgugzjXJ1mqpUsWxoTYe+59ZgB9gMmHSTBEsF1CAqKaDR5mqCvucH8iYzBEJIjupIxiOiBs9medfNRA5LPqGi9M6zby06YW6zae7w2zmY+4Zof4yLWuFhCHBwvkzub8qw5rotwJm25Xo88VjU1H/cSkEvK4sYnI/yRS01FsaX81NiO8SNd+8zXUsRXOwbFWeNK+f9kM3WX55iDkGf9bDCXsh5yD0becsU4Ld2rzIukIJ5q9nZ0dSI6KSCek4mlS3kAcmPo0rizn+LMbG4CRTyKibCN1qBLpScZYnWbol70dZixklEhcHhbAVR5s+igRMsNANijlYmILEQ/raHAfbVO2Csz9Re3RT3BClqKW7WCQrSnMk1gNaxOTy2H7GHMx8ii5+7LMQMvTz1RiApKN/DO359zVYoImTi2TiTyomhWm4svs68CKFv4JXsaQ82j9XPQKcCDACWKFOcT081uVbG6OgO3z/V2MqGc0BKSTWt+1tIfYX5aXtl7bYcxPq2th3Pb9N9tYdPDlUZPsLg/+8W5vdzREzvvAdwoai5cd4Qfc1bfEDyYd9cpxri3ZeeVj/R/ZpEoFJ7+9rIV830MuQUhALy1G/qlbOOS/c3L3Aess++4E6siR+TT45MzoT44etXu+yWmebHXz3/qTfP1B0Pi7A9jd6R3kzV1sp9gbL44EF9Lg6cYooCGzGFfQrhxRZ3QG7LdyX4a2yxaN40l/jrhhiFly0IQtI7GvKp2Fdytz3TeOgjKeIwGMqKbopCOtXYZWDd+Yj32DYpb9hhPxnTvxjePj02a/Zvi0chRIywmAEe+LDhyQA7u60cpUCgs1vrEezrsPZI3H77dioUiWuzCh+nXRA5bxyt6TGrSAyMIb6kfUo2KcAKpz6Ymk9n54nHiEHBd9qYegU3f7kvc94OkfnQwuD9hoBqmOJa067OxylNMhR655WlFhb7f6nD6E7ZiO4FJ0wRse1JonxzSopZruFo+xpboVdR6sSTBT+7mPQzxefhbjmKrCB4vhCaP/gF01Z/d+MhbjePhLE/ma5E6/S3/XlSAWs7TipJWglHTR7PLGEZNmf0KXE34rdxgTL/0z1mjdPsLp5G/mJuq0sxwmFqDlTMQA5LHob/cPxYpMdHWt/vneMP4Pv6LUmTx/FoK2EhZ5lTIn3ySGvsb3LfEtNnK2JSXKg8pzfQglQgm45sNAi0BqaPzDXUzUmHLQ945uVxj6CiCtjO19BcTszdAYaBL41431xQJnlb1lidNamVk044mYx9vaVFwKF2xLWC2vGj+uFtA++BvdHxFeNGpO6w/5y+6XM+C7hhAj1NQRYx7lZ3fm5PB3JxX7xfFi+fbx6ZU9FYhDfT8Yf5JcAcA/Y7SIRVJKEl1ImWRcazJaSz8Uq9GbgPjMXGRFZOejYKXTLlUPWHLnvSLFU1LMvTzb912tRjqk1KQbVWNS5BVDyF1KQPm5ie29JEOsN6+D+mqQuJ9V26POmO5POxCkeZpjAiuJWPrKSGBPwp3nFWC119J1+Q46BPGCxtwVDsWZaxg/vav6z/g/5mDxVjpLlksy1072MvrosOpyYhqH52Dceyr3hSarTfD6qppxTwV0rMnPVTMHCNRwSkCa2y0JvZqB5bWtFxalobZNEG7T55wQGYTppBbILAXD5d5m9OXdksZpsMyjxro1t0z7j1lugFD897Dx1qTEcD2AjyzMWHOjItRhL/nfQrw0rxMtPT78KocgRVqMdyNLg8uD2D9BwX+ZyA022MkaKRSQdNQtRC7X9gZ6GRo61Hk9WhC6JXWnvvoHJPmDu5jsSQrFDNba+LVMv4/6Jbau4Yya1onypl/iYIFgMsq3046zgyKQNHR/aqqIcAj2JkG0CftcawFvLc33bq6LK4EbbV+CKD3XmsZJ9wu6I8of5K3xHO46JzEIq7jvP1zyBNuub2XVtvqSJ9HmAjNE/Z3gVlKDVNTnZcaFJQtM1ycjdyvja/rdvbH1huBgO2sykb6Dej+WMixtFFSHm81PxwAfIRFP8Sh/XeUisPBYflFsQt2Ye+nZ5667ztSqR16lr1hOIvJLbzdwHWYessYA8q1kMr+gl+IH6wn9SlWO9LgIj8bGnMbdM18B3t2UhoNxSQmQUyKTUlaUodF4vFYa/XB9ghz9zqPqk+6y3c/iD0vXbt5rP92WLw3EPm/xFdDb+H9fVCM8Ytr+VKItoF4+R2V4UkgzSi5L4j0WbFUGGqmymHGvGmzVyE97GVvDYY9UQxtFlzKaoaOZ1SXlMS5PuVZ6TuoPFstzORiKqxqjR11sKLJoBzmvlxkkppa9ENNRsRiNaBJeg04UqJPqp2wK44dEghTgjRkVZtsInP2cOO8B4sm9RwHIfwKKIdQxsZRkL9sppjljBbYprh5pHJ9skxSiiOpU45H2XuZDsFf66WzqEK10QPSuVuqOrJMmW4+aiRqx/aGNdDnDz0LNDokSDyl8LFTvZPoedREZRs35S89/ueveCUYXQ/veWRVrhXL6BTCF85MIMJzvRbESUrUaDKrCNcd33JWWL/vxyAfBrrxuh4/eMJMkSGJYjq+hE5bk04/6KNLstCxjpczNlMhVn7dBb+9y+N+t3z3XgwOtyZLLhzY5bhsPxGZwA9IO5EKgtvppYbeYGD8/dxTHMUwYwPzj3/tVGztR658UV37jr9xrQ9W8iDiWgs2U9IlnK/BoMqU2xfsf7E7JrfE5LEEHV9ovnUJWHQJ8qktWLnze4v+xPpoM76TIHMXKjLJmTXzoOGMg8Dnr19+PGUrrwFhpn1xzXzbsbwEJG7QNZ8hJbo2z3Br6xcLUHYu09wGso0UERrDotApH6qB1yajJOrAnpOP+biI/W/D8l3N78cbsTcgZRGnmO+MHfezWRBU5eg2nGkSC1opsi7Dft/Ne0HaZQnevjEkGBzIhufx++jn+hA5qmI/yT9pLl0nqxhz+K7AVFgqqy1ArV9PdXIiV9WJbjApAbp6524dLHlngVz0odFS3srjc5L+td+qQDkUHLK605OPSDpI1XTyUwy5jiowea0HqitLPnUr/9v22KVl03sEssIClIbii6HG2sw3293ef8W3PjcCoGb02FbU2YVKB75+4MKlnjLualOHewm3qymKvAxyMJVE8CW+0foNH1IowpGMcVkcDEZtbZBb1zJvFV4AX/GPDQXGHC8W/7Ah3P+j4Snxc6IFfjbNhLY7d07yOAtnc9O9w5oC3dmjyaR2G2/Uh6M7iixBz/3ijfvHStvYcihzBXmetM3j3zWQrjrJNDiOtGMG/KL6gISHJwTcIr4qBk5oKp5/vMv9pVGb4lZt3bLJoLwPX133S+8JtSKr+fX9vbXwUpIqqh7SfL0l5zcvf2HCS/6ZXr/PTHG7XGbMKJS6K1NM+BhOdmoAB18fjO5WGjiQNV+9LLu6kzy52i1cdOL9xlq2qzrYSzY2ZEj3ReepnhptmVDaWcIvLXkhefnjt+stqwSu73L2sYOtjn8WfWF/4VvmDdsR1hhStSBx7GXG3pOVrmzpFnUIMFIf1GZ/8mp7k4fyx+bcfFyG/VGHjnG82pMWrkO7AUh8NNog+OJ1YPnyb0+5EfhZjZESxPlTsbdXhu3boyy0Bwg4tcvzAJRtTDdn6nv2SrYpcUz3GZrVRFhUyOEFoFhCMw4UoGfxT+5P1MfFsavfYftNqiIkKfW2+YxLuP2uJbYQ2s1y4th9ZVhnOcR1DSjuOVKGUzvKu/1VVy8rlfmQBs3Gn82m8jfduhRBRNpAxmogbsIEtGyS7n2SBV9aDCIc7HNCXHJ0Psna2LXtnkttleT+SsGpfb8SczMTeX31Il49tLIiwRLnLuDN7znshe0Lxa4exR1VtWpiaDMagPXY9qedTfVx9PsRIK4srI+ZJiJ7pJHrL/U+w8r1fIM2UUMPOwBZvT/yJsbj4HGnufV2JjlnNQ4YQ48Oy1ZtfSW80mMHKPWLr5DmCGymd6iJVK2YUZnHIEYyYNUJcrX+1SOs4mkqD3nkxLhpwNEhHd2jxiIG4x5P7NvXlARUmsm1Wa4rSTMRWxo4o/Uv1UeVisNEC4/ad+c9Ed3l2tlylQpOEsy8tk2rKn6bcTP2AOjcQgo6TTcu21sieFscl5e2S7T7tQx8AAwcW4fRlt3QBIfmBPbwoo7Si72NLQDnb8hYkO6xX5JjFUZU7my/taLrhBqnHKK3DA/VfSoIoTsAbyajBQrT9gY7gt+grR+AZZMnWD48RzVSzyPt1zVmKAO9fE5/1xvfOsu+FJUnYMqO/b1Qv5BFTME0z0RInDguCG2cou+dX/sa6RZjsOX5O1rMMA2q9VdqvbSWWk8enLDlW7Z4+bdSIzqiKBddfJnbui0Z16n+wzaOs5cQ7LvseI2Qnn/uFG3mMymCQp13FLvq4IWSxS9+mdYwGBZzVyZUl22srlegWb2dkJPTQmo50JN5l2GsqbfhJOY33JCPYuTGSpD3gQm43rC624BOjWndpGxd4S/cReK5mZNm+aRfsfLS5uwOUHtDwoIo34Es+ijMS1GliX6qunTFR2PSPd6H7NMIe+RP0m0I53+eroYPHCnamYtIGUfqSMln0aQmrcH/iRDaf/F/zQLShzqgGCI2Ut41jOUcchFh6HVv1Eqtw2kpHocWiSG6YoeAVANP/jcdi+Jz0wr7nvLZOkS/yQrOCV9mCnQUiMEgAEZ26sMRRE0HX4cRoPBV5CfXFzNzSoQsp8Wwp40Nosg6hcb45uOAnzf1C3bEQRpYfwHb4QrjZ6b+dWfmxgHTH+BlAaK7agMoo0bPoy7oJXtUkQdgQ5SC5Jm9JgQHC50Bt26RXOvuzW0xpZS+mpujhB57LT9VbfkJhh45aspkpm1uTa0r7MXH9ss6sA8XQ0EkN4QOC6IbG+umlZTX4ZHQvfk/Zb9ePE4nsqaTPZ6hJXOVhvQqEGKI8DNaAGgrVUWE8GF+J8YfwZiu7hIXdvmHcmRLhthOurmuehr+XotZ9N4f55xJloEQbvuorbKTuHn2ABItHUpwrGV/K2S7hoogFkSmi8Z3bOR3B+2VexUf/Vhe63orsGiaFktOCyJkgJYYEtm3fbJt00hjd24f5cp0tNe+HWVzjzXe3YAPdflJ9qXuOBxMWauRjL6K4BFfAS/HQfu4rgLr4gODiDFo3/xHuAKeIAJtCi1PAAlC30p+ROo6S+w+6vgt4qbXy7EujOtPnibLFTQgew4v1iidGxJ5Hnb/1mPay618vvi6xFL/BDy4EhNy/P7mYcMXe/8e8bwPEZo74hdTVOJwIzvmfiEqvdTIO+KdSUPDELyWBDft7eIg1iJQh17hKCoGL66wgUyY5Ntm0bx7lFHeZWDDJC44mLPnXZDGatzsFlRt/fRCK9Qve2sJGQkXC7xh6zDWjD6Slg0MlseO2yCTjRJ9aud8CHgruLNoQ/32Pf++6YoJwfQbcjZZEpnrguGtpSZJjBnYcPmlCVJoxI8LA4+YZQuFrB9yYrRfBkGUZNARV6VZNhAlcPF7xUKJgrPgU01qd2SUQR6gz6IBghowhRCxru7igF+OSCvqOZATmr7DvFu4BJaOWyajc3XM5/xcT9/cIJ3dUfKaX3njcSl+P04hKP4uFZSbIkHzooMHkTsP8/IHXnX9wlI8fXXlVtuUIk/7twjWpZcRtgBUtKVOGYFggxkQTJPBAdirw+ZNzyoEmnr+cOe9kTMXmltS5pNuxJI4EZGaX0R70YpVFbRTOVu5xQ5AlLQx9vCR+1Orqoi48KazZLe7Y3lRq+Uu+VuqKh9vo5k2cTEQZaWcmpUx7oroe8TEWYqZRrUJX0Xue1x+9bPwYpGT8gE1cR8kWLsxV/sXwrW5x/8d/76aivB97+lUhtc9ZyxdrbgiFVwAWkTWq9hxd5BNXCyrzvvIw8Mc50kURIayhYaXttzlLIia/rmrLcpPV/D9nk0r8o3UTQmEiAyX9RCGeb4XnRzEnQbplZ5/dY/+urfC017kY9K38dakSj5pIb5PDvyGz0eoD2foJtmGOQMTArjZw7PtR388q5JcBOC7UoOOsiqXwCv9PMTSihT6qX6/seE9QMamedr7GV3g1OeZHJU1WiU7s1ng4ntxdHdFRWWgsm0iI81khy+ky4bIWPmLJ1ybWIs3/DpHUkDwjiGHVkNJN31RcDW9LUV3uaAbQMz1GzPu9L+23wrrtBCDP+EYcFYkiuqyqjcXKLxqc6ozPxy5yujY+TNPT23BTpLjph2dLoDztB7DwqRuZ83d3Us9pO+VH13kQZFW7GJiEpASU0ZkleUvHQ1iCNtEUWAjLRQLYSg0Zb2WQEFKNiPx1rVa4+v3n4KIsMHuf3V3JK4BE86ICb6CSJl6qh6u+wi+1lfTmxEEPcPO7W/QVEOt3d7dLtuguMs5d6QRZnc9odSovHLGzVSHrb99V/VA7J6+ah9lgofwf609URS6NmXb2tveu8rvrTLhduREjNs8VGv+2v9Xa75YaL7Bjf9+iNH/WK71LA6uM7zSRKXav/P0+rCd5hf2rD7MQqYD8i2nA3D7GjJvBzWGMh8KxzDt4GGwo+keNgwveeI5zbW9U5ytAcM/Gst0eiCRnddyNa6XnwcIEukI6U9CGi4hTUEiu32U1ZGfZ0EXtwJpt/ZYyWTh3KYkY3+dmRf8KXpTQPaLehbnHDSJt/u41H8IvrPbfM1huxEu6j+mKEoeo24smxW6rgzPH2HcqyhmjLWcGCWBTIxaUso5vWb+Eku35B8r1r7Kq1bn8zPcmbrpTUL8srTa6D2quozvhOAJcpS1ZcISEP/E9J/9xBwCbg5t0VzoG3hii34/jFF90BPsp6PlmytXSIpRdhskNoAeTq7fKcvgkE9RKU+4Qc7DYmHaLe8Qezt+A9j18U38FZY6Te/X3J0zr8chBMsPfSehqJ3QE+uySlQ9FZGRCfgxSIlT2XwG4/2ULf3BcAn+DWfT7B5AvOyQ63r2x0BR75/H3F9Wb0d6X6EeqGVbUtvqSMqTQ9279TH7QEpmvkKueAxqXQENT7gHyJXk6Mi0lyr3HlTz9+HHQsGKK23cGsH9oSr/oAQMJQlMnOeAC7EMELTTACdY5f+bpYF/6+/MgmEqgiRimoHI/Nk9rug4YAAQNPUpuPsn0PScM8vzeZYdpDHbUKARDLXA2nSd/Jul3+GcSEGiUSH8A1Bq9AmrQyNT451kC4h5VHklC5teHkJ9cDlIoEL4SBBEhHJsIXOdeQUuoqeLi1vtb5hQZG2ugMRbwJmFOWQq0M4QRgoUo04QtXMzWnonnR1dUOEEMLxX3pWiO23xl4bySP/r6gYvcYLttkmOIjGGGxIbhP28E3gEHf7sG9eRvne72ApeBSL/Pwx7BFVnJioAcYpFw2wMRa6rhVLIxQqQ7zNZsCtM+D965XtD5LlpfgEiDmtby1qefB46eArixXrSqVc/ORxnEjWtxtTtOYpWHwB72xQ++DJvpzmjvV/QmSzDNWsNpApKEGj3n6PRQqL0+E8TpBEse8Mr8cTYUW4MUFXpmZ78CICaxS8Zs1iVEmREtd2RIRlLRSHYGexP+XBouk9cNOIhc040HXxUfO7/jV8B4lYKgo9xEN0p7bDmL1AqMwnvLEaVnNUgnW82nfsfx2tP118oF+FqjkqCgYy6MQ5dlxq/NTaP1AxJQWQvs9nt0VzpagtfgIamkz3N/Zw+FpCZOn5lP7jvP+OQP5Elbw0+0uQsze8T9xqEuXi42Nt6dy2Y7NJj5S8uP3I+Yqio+EtjGes3bLUo0lQdRZXp27/DjWP/9iLBzcW9KACm9b5USSKlBB10T49kiLwnAzekFtGaGlaFAbWM5mSL4m8QnscNHdi/HN19PfggSJctFakZ6j8l82rXh4kjaeAB3fxTcN+zN2aj05/UxuvgVKNra1tPnnuq80GNtwDQYgH+Cr/cC4xQCqlLmzPmQrl3WX7CsYGw2utWvvSwHvOdTt2LJTAXdjV9QCu7uDdDbSIXVHNLzwxvrpCFZRXkuoU6+nSbA1UQ2ROIUzdVasecxapR6Wvk3WoLMaSR5pPuhL26ufNIS0unn3CzGYFnXeNmLAeCsqaVqBt9a2s1WFzlkCaVfuSeVrdvtR5WdT/XY2y+jd1uep6dhJNTCeEFQ0j7WEQp6G1ZWYcBDkpE/fkSJf4webLDApo5j8d4E526FZ1P7uoOp41AiwQvVLHdzVf6rQku2KFAzStaVYIv7hapubO1ukEJfA3itskZitNbEz5xEovLTjDFDfpFu+BUQmQZKiVpeSOVxVMrouVFG20Nw5Fwq7GuGvTB0IUKhz9aQ2Ykh0gyDn94IniaqDn4ChGNMjsVaOCf9HgE4IBZ3046z3ZJuL2wPXQbH9FQW9el9vbMMezdMKEive/EpEHppo7v4l/sV0P4kCbtP+HuJoaJsILQo03KQ0CLtO2OmRssswbpxon73eWj4Os6iXTzZp5j+fC2/KC4UnjAZQoXQh8WMdeWk1AxGVPhfCK6JZuNOA5AKHLJb3qZD02ZjEseuQ9sXYkVsEV2yo/zRa+Rd5lgwvpR9/sgXhtYunguRa0DUovc7B1yzpq/kSjo2TnYFvjt91pmAoN8HeyQIejqKsRAMmFvEgQbOWDakeV20mBCR/ai40hFK56wzn7PWMYAi170DnQwgCxIKEjCjnMpdYJJWGp5uYdXw48+uc5vp27b7OdcaPNae1v1BL4opN0ur/iPqv5PobJOO5/6cpuqtM8vNjsXmlzkAmc4Cy8SxFBPuqfo+sYnyFk9S7xG+uUuCmndfT9dQpxjzygzRpp1U8bOJwI87T+Gsj6w0pnM8SP+uXwGo4NWmILZHM7Mn6dUIk6HE/jcHCQzNO8jCASWX654fV2U+nrALiJcdZ07+eJDtsuisGpm1iHsFtFxfikP7fmPxPulWIhz0e2GXx4/fVng6QMSi66sJeFs22KRZVMZ6oyUbzYmvAKk9mCbYYtwjBPIKQJZ+73I34KfbDI/92RFY0jJ1Z9BVKhMtRwlaBHtnotmiip1kZuprXvw+CB3rFg3FDlJrH+z5MqsMnwoTTaI1cZHq0BDdEUkd1XC84oFu9KVWdAUo/7CTGga8AqTfodOR36stXXtzgOvzvZf5rxrqWfGZV9Rtc0fxWolnhFq5jshTTrhYFE79ms3NnQwT0NMK4nq86vvjhyCNoyqs3NSW7Zacqe6KnnY3Px2czWCGESKbrt7FhKKD6b2am3/qhoicj2LbW0ObE3odeaqO4YzWGz4q9sMA9W3VbkhyVXCtC5f3SueSd2fzylV7Aa/OzXtwOEnMy7adngFOhyEvS6Y3zoCNoj3ggOzpfeluAv+Fhoz+0oX2dVRHTIFwI1ERx0YI/F5osqRIyGaLK1ojsZQm4EqUTqC6+dFgcK036zip4fI2I2SLksduMyZ75id0RD/NeOxLSo55TyT77pqImoeXfa/j4CcWEFRb+v1zErGqKoGwM2MquW40TqRPdqNTjX22wyX5kHU3Ra5p3XuqAn+PaEi5OqW/N0/JJxLHrXHH+n1axcHy5c0xsBexhruPJw/5uuo29Tv9u1YCPqWbFf55YVrBm2XbxPotTQn+6GtvK7rL2eB8DWOTBYO2tn5q3fRanN/2uvTiEpjpyPKuqCo8idEDLy8L6stoFQObS8kFFcR3zfKkjfnV+kK7Wsn8BIRRM8rlLfo80aL0lrcga3246fsysxaLDogLOZExTwOL+dnng0wDy9pcTkbvODsOfaOm6ZnwMOlOfoyz/MEu/IK6EVcensv2efMFg64u3ZpwytQPPqkXZLRcKhnMb3muFpUKh/9ll7Hm/01w6iX7Z/y9kk7y5Efg/A/RS+HI9Tw9hreEm+nSpXw09s8jlL/8YzSaKcQlg7OOG7IjHMrODGZtfLhZ9s7Hs38epXVisYBKbPRv1ZV9y5RZFdOCLvliwgvkom92z/e4JucWmI/1ovz/8LraCx/X1171Af2AZHkCPwFY0sENjjI0S7Idbu7Uv0FdIFWisoJsG7uKFkAUkrHJB6Jug7MjSrP6BXMJmAJwCNEHN5l6ND8huJDoIL1l72tWd2Zs+XrGMWX5YfKplDsKQFg/3nKzR4G4fFI5NOhfvSDRXxZ5fAW0mbHn3eJcijEvxiq4YuVgY/ds9jMZk34ZHfowZPcKQHoFjA4m3ysMdvcsxP3173DH8E9l+V4OOfv8IwYzSR7aPxBsIBYHkOB5sWXB3wqTVQ6i2W/COcufnbL/R59W/h46QP/jXr23Rb3tVHJMib6+wkQxTY2WbvE6Kv4Sqh+duQC2disphEYotw9ufEzwI8/s8iyjg/RwkNGMBTyEZ7+90RPRGFR/gwT7NQ4ZmIs7aCJSctxlphZNjntXPsRsZIc82NbIF9SFlPxU2zZopkjNQTmOSDncwzXd29rwdx8n/zyB6F5UTOqorFc3iI+PMdPwR6FSnEb7EMPCk04spzz8bksLTvcKiBEpMLJ2Cb380M3U2EgTUhxcIQZc08EEQUv1IKp1gvq6LQb81PDBnoRn+pvfYyTb/t6pZCIF9yCpj1zjp1aRgUQ44XVx8jUcubSCvMb8h00EW86jAf0apU73BoO0t6IuFoS/kZ1EMYc6P3aVTJUA5Dk9qTCpuGaMIywpP/NHhwi2D6rUtz9L8PXTHaSiHXfWCcnUzuRz1aXG13/rykm/MP6w4Z2mGmlJMPMbj2/PaHnI6RUQvbwVnP5bGx5d14DwXbucacg+WPg2dQz+Oj4TTzoqyCF4mRQBxAk5ewWMvBvk2nr6iMDaNw0l0vSqdskwwSPR7yUo1Npz5CpiWJuc3iTh50+fyRC4Rame5cAMxQ91vJR5hL65lPVAm5gstHOvyVwieeT6fdz+w1R+7SBZqFZNGf37+72OY9xdyySK89CNsoPrJ+6huCIhhLbIsslZ78760xt6pE4WgfbPcO0m9kjxVMruLHX3W1Xgpq0BcBrjT2CgX82OUxf53eev/2zF7YMxDLRanPggxsPrNCFhU0dc6XZLQrrp+D+TX6pgKeZL/fyVZggFtSV3Pu9nCpVltKTL74nf6dO+Zdlb/8ScTkNRYV9PzAS1fK0fl52WoVvle9K0E6vhyYEUtmfDjZ3IO7tMf9bIwrV6bKj0bWitcoGLhNg8s7GFhmveoaS7Tuas4Wskn3yeqSfvbuavDnP0UomNqRaPDEYexNA3yJW/TBvPUABmEA1NE+AD7xVRcqty0BRfTIO5uck+5xrmLMUGps4EkRqTY2GX2HcDxRylEXITn8G8yt+9lWVeVTIV0Mm1HH0DDI3lv15c2Yugje/suhy+pa+AusQwZS8WhMXEgJ9WRxH5ypulqsHeIfG1/IYKxBB1nLF8NRX6uyJjDhMxK8FYul1LgMcegTS43ghPSbG9YDw/JYpfNsDLnsdbEe/N3eTRyygfCDc+Mo9Kq9o7UTiHKQxjpXcvviLauOHKHb/P011z010OrwbPXJuKWyqOyFa+TfIDdNk6D9W2U9zzdmdr5xxDPVjS1OUW/FzIu5O3vcaIJc6EmoHJT9NWeYG580VsrN3L94WK+iXLRSYx5zMPF+Fz6bWeYNWdNt4JcpW1kIRjy8A0SQvENmU+rV2kCXPjzN2dDTHUE6znJF5Qf1W2GktrFaTQ9+kNFmPGJ90UVpE0JAE5/IxJes5mGMVog82UDBO8qKzESYa+c9mdT9Sl6tOaubNKKRLJzK4ushkHk0J/oB2G13jT03KQ41qDrOs1RFge9itC1KcHxhB277wM2u4EdlTU1SeVSbYJaxxwHpKYhtM2kv09+zgNYTa9XkBwXk89hqLKjrnHvOCAZHVXef5qGLwCJk5z8vfuZEp9DtmjMY3zjoRko2frphFyNAE7zRiI0DvT1faUyH++PXDZsV3iFI21P31HrQiDcebzz/mCrC4JjLssBnAsXNVLmoXIGTAekyXBKgE26GyXZGi5YZy8V/u56IV0IvSQ5rvWuUlfkDZ8pXpPMoo1dJTVF6F8dYtJ7Kb36UPbiwTiUMs0zavJxOl8/b5LyXhVxK+fu5a9Mr7t4X2YCgOxUL0l4dEvJzQ6zW334CaE190buGzsX6fv8NBLOvhHDaHZyyv0dmnOb4Bp0dbaaWz/r79ZAeXII0ZCmF+CNg8GGOTslnxSUC3O85MGuqL+VP9HEDsb4NV2XhMJ7Y7ItXj3TejtwXvqXiXm61mBZH5WagC8QQq0LorzmBBsClx1azwWFj2GDoCMQWlFoologNTTmOO3lrUqFpykvJXtLvzMd5yNW5riHOtiP1pGe5PzzQKsRmfGvxy6YVHZ2/nrWjnf7RH6k3PjoYze3yLqhv9NNjVunn2eT4mRZqt/BTg7F9EtPcm1KM/XPTjRpBBx+GxBLdkAT621jH5uNYcrTyhQZfcnj/2h5tPev5MZARUu9MxLHzz9+0ZnfFWeo71u/UM0SsYHlW31EmuzZTkw6kOmTJIGCx/VnmhWvWmkGnBe+LoiXybKKuAC2dQPcuXhfbNbbXPGvknTZKNXWqE/28YGyZsjxl+outJcfy3+laXyN9RpaekP+VjQiJ4B+plVxs++tJVlXIA/Sy1Uhrfw5PyfocqE2oZGvwKIZViD3iKGoAskvwlNTxmIpcWDfaC/+97XklLpsqb1qoZTjdUn6n9pk82u7TMqviwYFRaEow2Maz1XrjZJC9ZAVLxbPcqT/vPyLr22XrdTwiuvp4/yrTR5ANnZjElzpnX+6ByHkt0kqdFe/c4c9LSKUybblXjOrL+LDZ3GWDNkGV50m9NJ41a/uc6hPg+X376cryv0gdcswEDWbL3JiNupRE6d8HwRFOtqHgwIrrdIkjn0ALbThlPoLmZiUOLgGuOEerr4oTqRVvUqnAqEJT8m1cKMZBJClz/K2fSjjX0iXGMCqn+TP6m8etuEh0lh53gkhy2hr9XyQzeMEPlX9J8k+3uV5Us+7wG2pqsttPI9a7e/9ovGf/+sL7s/JbwCbpB5SuVmJhJYYyM7u+Iag3BKEX4fl/qFukyqYl82LgMPMJdDcujP8jIdZx9bbVnmFIFW7XbIqT9W8w7B5iAFBTUwl2nxRUKkg5qoE7PpLQszZTkeU6aU2hvcYcCgSTXr4B5xoNrs7wplpn7wOxpOz1GFGovzKBuiMDtFbhZ067AciS3qwRUlAN1aRGDjrIe9qyuFwQr/UGs4Nn51J2Fd1pgrJw0XH5YnCuWUcr4xvax85+p+sRbBgBHmX8UWccUN0LkLbcKMuu/gJm0tdyKwFZ0NpbQJSzS5rOLMj6fLAGKX+UVixZRTodI5rHC4XkfZhgY5T36facQOEOCyL/mftczTXGb30mbgBFy+33nX/wvJgFiMJEuI2JomduNbmNwn4E+Cb9LuTWefSX3nPf/51OcIMJEbatBabfO0tgo95fq4s/n1JiJTNqEwEPnXnjwe5MQHye5f45pPBQTiQjINunRBk+TADA+jHDpKnvSAoPY08hzX1iwHqk/+KabwgedfMe3H/Y9o80XVa/cUVtku/PtZm1ladC0KxJJxIW5+D+ABm8eu/ZiLy/85xRwzyk/0BFp+v3zdMSBrtD7/Kzbz7D7/Y1+5WCKE1mQvZnYCK+nvJQEqNLP+tLaByQDwUDBSjCStX7GFGJBWsWkCvhCutFvg+sfILe0Gy15C3JrcG12Wvjf8eHoFWOXuJ+Rm0VVwsR4R8F++E59sQciO3UtqpjyZuEEXvY/XnoSfkxcqnNawAdyll/EqrLaQ+IkcLtSRaQOU2VsC6idvWPEIQVxxu5mkb06N+dmLVO8SE8LUWtTjQNn7FYB3mj77CsA8yTjAczFxov2PV7mO5fTkt/IV9QW7p4b9vBCHByddHgHVO9OdXZJTkCK1qex3/BoZJt16BOS6xJaYi3K83Bxyffo/ADLliJpHi98vwhQhhAjt8m2nuAOsqMY2mWK7Zv/2SymsnwYSAiOt8Pa0+hE/DEW5924xjxwhi4ZD2KJNceIhrCljOo45RGbGCCndFdblII1QvoHa2OOeaAES51kPmrnpuS0a29z4d0duT/yw66gXOhqXBG4chbqaV4AqXP/QdTW0PVNd3rHKmj/mg+qEAnlMKt3OGHtwwaOp2dqJsun45+vYqyZQUsVA1ktLbWM+Ze+RUO/kInAcQzoqg0PGmAUVZeXpP2JHDYSvLowOIT5KsxxyN5geiB43FjbyR/YrBZVp9y6z/TQEBZN8yAKAA8cxaxur3yRhphzFizEq/ZZtzfnSr1LzJI1wOmDARmR8XLFeru/QYDhAbY0IPsBD0VoCbymutYMs3sOJxfYI611LfBMD7BQwx9LMq2ARd9vwvTELTAJUf6iPhtvvi8/6OxUDt+oiW++M8+IFbu4zDtAFp1uByFdEdVLZ2DaH0gH7C9SmT1orss7FG7/MYGt1GEmMKx2vANonoj4M1RVgXf8rwC1qMV8grf8b04NRujGLY6Q88BtBUagrwWbXVCiRNOhQk85lHf1AA2cE0kytmJxdV33eWxlRqlTf7ynUDIRjEkPfj0oYxE4iZBxG0f9pSA0P4cswOf7bGSyEM8g5/k1i0Az8bqoDJ0+eGzNeFvEnKGbFIc4OwC5vk6TqrzRMKxqYPYy5bHlUNt1FnP94HBEbwlFKdMufMlu68m4wvzPYIKRzEn1Qx+JdVt8iy7LbXhJbTRewlsVyon6TPMjrwqK7XNYcfajS3tZpunh8ZkDu4eTxZvMLZbpc6ySu61y1cgBRgXOqHMafiEfmkNV88YkmbNHVjkyIbWd9p8lqa7YsLGW/8RWQlktXnXahEzvoNnrGfhP5Em16nr638e6PlknzysV4dvJEcjU6lIXy2LKqTHqJGflCnh9XjeFoathkL/EJqenUnAsR6MOM6F3bU30FRNYNH1t8bIULn/YZ6xt95wz24s+OmbEh4hgVM3CseD54zpMFE8RYUNQ38B6tssJ+JfN24Mksj5vj9vcWq8JFML8BozeIKcZTs1l7wwcNdMhM/b8R9F60J1Fzc4iADSZE61wKPzh2+hoa6Az0BbhgB5i8tP7uFTJ5N2EHur5tFa6zVhWnJzXFeXxsOaCTnHe9Nr9ZpIfX/zmsRLcUsVuzu3mw0zn9dE5o5SssonvllHMvw9SxBq6/9n7TvspboDXQTiEkFZB/KuMWSShthRzR7TqL9gzzYeUNJBgrxtyd8nCie64s5t1Jyl11nWa+V29fiW5NJ6H5ohkTJMss6K1HZf1iFr6oy0gLzCnf+Y87nFx8vMGV/LxrTbLRYHJeQx2dLxKkQLKgdd+gSSo1ZRs2YyrVLjT49USOLG5lwZQfRfYd0ZbJWenW2D25VqHpC6tah83aeGy5eAKq4xbZR0TWfUACJ85ikN9zwwt2yLzWHgOlf/HYIAs8ZLD5cPgVQNAALDlwuVHm+1aLgU0rLEShR8xkOeNX+8L6ZPJcOsj4stw7tPWk7/4csz/Pfni5i4fwpw11KPzR8ObuqWo2OPSTB40iVXA9VAvj+zeC4icX6NYrIGlQdu2FK0h+oLcX9gqIFW3QeVRbpuYMbQ8yxIT4nn7mw/wpLfOt3RleK4gSIHi8+YyjsmS3LkopkstqCqbRaFNrMJdSdD3ttY+ULrsVz2OVIvuJOcIqdIXhn4UhXuvsd0/hUWCa9aj4w93dJzHoFSCG2sseL0Q52arGREMlLgVnnqf/dRWExLOA1hnrnvEedtdSe0bR+wfBF6MhiLHVUJ2Kd44/1Bzrf2sj+OVCDBD85lH73MIF1nSxA1saU4tC64oOhVqbO/m6ZFSdyTBplzj6c0ydhOJ9fwVgKUgIuRdY7FHuZMUccrSHEj5IJj3/HIAdSTbs1tyBTPV9liH3apZ17BGlp8ZJf38qJ3KnT3KMMojqU9Xt/pWF8E+0OA5y5HyE3SVULhzQuYznM/ufQlIQKk39eI2ho29tYHqxyXTSYhHvfwLwx/Da5m7ZkKwfCrTX+f8G2yguX3ZQ2a48fbwxpikoWCP29/5Qu/g7hBG34UYyG3+oP846CfkmERNDiW0+anX+x1ZgMG5HrobMIlXZkve8pAa1AofO9wH9kkmsZPk6Zh7FL9xNoAM8z9lDjV9RB/A38ZXr/WxQ00vJkQY+Ublet3AoGMPsoR2MtpnFcrOogscZvHCihJtGiseQ6u8+xk9e5uV1oLTUr/i2b8WdFyytYNWmuqKmhEMOIpfQQg5z8K4/4DRD2z2mHpA5sc1V8mD9B242mo9r60wTGZCZJPu0a9oUI6P1TZnFcVeCslnfaJs8P0y2bA/BSjHJgOdffMCf8ELnaE64KCKL7VTE9ugXLTPh/E8v558aFRLI8VeAvDCrs5EGC5ABG0Q0VAViMV/t5682ckmwq9rZRlhP6a3zYvVZ/ov8OEhHVOb2uGnZ6tHH2uLbBWR7BcRcI9gwxk2vYxjaJyOQTPuqRV00rNzJV1Toc6Fyt6oXBCdfviEJA6NWjSukRjOe1xCevDIv7qizvgWMqz4NMt9psOerz6jvPMmmiAJsrz7cvs+WX0wv//KN4TgcukfwdrmhA8vnUuhgh+er0S5oOzjigunL0amDy5VwC9NORWpMiK0K5YTuWdspdXBne+9dR2WBsA/2u6TDgPSHdNyyPh6mBDKMOdSsbTu0XqA0xtgeRqjTUKyJU/FYMW6QdqVp7J9luwMC4h328MqzNcEzLCKaIKBWQOBiSi76BD66UgF7sOfUnQa8sgWvsQ6udBgT/kS75pfvEwvLiemwuOTVl21RM2VO+1Ze+2gCfMgnOm4T5i7jwEcynZAllSaDOlals305x6wvF964ZA07anFc9vI81/fjRsm2op5+HL2l9puQjd8j+YsTLA41HG0idP5c+Cu71wziEI32UhzcIqb8CthKLxPc7Y5DIrabrWs8wh0C+YtD74cZAIru4KERya9JlINDq/wvJKGjKtWlKi3GGSZwivgX12aNCltG3BLP2rDPSpEhbE+8MFSvEYKwfuODBfx5l4IhFJB/JT+av7vG6hpTR5e/60MNtFNPSNo50lVuhoJNC2W/KbYY9xXgJFHv1v4KoHriWv8D/i+3zOnsbHOhx83RbmZ/uyQHIUGky1XhMisqyv0gE8erY7wBsewTTKn1UXbQSd19hu/F2va2ixl+zq6qmvGuS4W34LacjpIX0gjxuJwQhWFP99EanmtMXaIcPqrBK/01xywInlhR7f8tWRAgfHmBzx6jH/EHwwaXTi+0dWe3cdW1b80IEgdFgqzhnYV3/BRPqvDsrvLgIq1sv889y9517345uguPne8HfJAkw5ullWpVvpCTleaXQQkCf5lZUFttL8bwJ/9xryxD2U/xrzG9N7JXxwXDzDdjNiAijTNx/IxLuuSD+6dW5QnJOs0w8X8dWTFR0jZw8XHJ7MIKExGIQYaj7sfm5mSVsVTm9ekknKB6rQMDL3p0ZkBg4UBD5q1Z7l8855PzKwR5ISkpdu1wiTfRxDT3MbBSd8jRmMo+gHzhruGPuBrexEZf8gi9gs8dJ13WEVum4FiYGFoWa7psmhYHFnO2FgFdJ4IAqoG8dLPhKIyIMOxupWnkn3EuwHRERw3cAD6u4jp81yFKG9ZqhDZA+/CEfKIhu5C9i1HuStPnb8g3qSV6o1SEQsivAAHUuT45e7aBK1Rbx+tI8k4/8jUOPnBD4xfSZUqqrK8OOKn19OB5oebE0qQ4nszGsq6V+qe+1U6xe9u94FrHF0uZT7RZSoLfvO0xrYfdjAJs4wFwkJDU5q+i7TyDtZUWcXK/REP8q+oJKgAmCF1M6cs6IM8UyWW1n1usAWrkkKOwkgHs6+UMEk2QYtMwYQTe+a3+GOnvcxO8nKm9YhuTol6ABmYF5BO5eDh9WoQYz7pTLdMqjwe9mFSDauf59r+I6thxsnxU0M9zyF5tUC3FzWnJ/ncDka/XeZtA6vmeKTFxuM1mjt7SR/+2GoV991FL7brD/BXggON07QsiOhmsTw2qY8IZrbbgjsoUxjjuX/qQ0uZQq1CimgOxL/FA//bA6eck7aCFvekQpAyceMhikzFiyn93OIc9qpZgrDjRMXDksS26midmmVR/HXWLRYTlKzpJlrbuMsrCkXbl+v07xIUcr8kU4uz53cnBg1LsDilPVPMitbXH0OhFhZJRJ1HFQEod8YMDBdKhGQspKqtaoO+omTrwIa/8yyv6TOpcchhA8EM/LzIxRgic1kWWQZMZcexnjomYh/JjIkIscLdDFiwwnxRKE4zaT/pM37ZffnwF6BsdWsp2rcZJEEtxtWAD+E8Y+sz5xeLe1TUcF95vXVql9U83un9ck4/BvqSO2q6f6dPlZ7K1JepE80J28UuYXROVMCtL/21XNY0tmfM+NpHd8K2dAWrj2ECsJTrg3dQBesGj4JPZUqqTJEbKf2tGYampfM07yXBEFq7jb32ry5O7yrKNEWdjQBTDNsnK+AVh/Tfu0CLsc8oEhzc4+EXyiXjtKbCy2+qgb557kgFNht1ItVTpZXw91d9NE9s/HEWSE64aFWV8g8mk/VQKObdcm9E3Y2B5fHd9gVw9LP8W11j2OPfYYVs+oEhr22VJWvbQdPZsCEozsM7zCmiOWuwzBRl+XBelE+dsfbs9TaYe+CFqHacHObYIvE8KOJWWOiiGPEJZ10oGmREMUwLGAo/UzpDJuAOQySugGqdL8O0Di23SRzYz5Y3U1n6ZX9Uh2wwdfrHekR0r0u7QawKFO9SWnkFYRyfew1lH7O4MtRhxvSMtE98mhCzmi8t9MQHu0Zmw83pOy9O99Y/1C0nnzk8VxRbgPRnUBpY0krETdf04x+VkKxtmyvTRuznGG4NFw0dVTV7xEhUWHVYHbAoPAx8Oyn5HBUIkoKHaDvAQ1B39y2TNiPfRhZ456Ny9zm61ANt6N8qOrXNaT6SYhfIbuFClJ/3mZXdLO5vqV9vyTXZtc50vEpUFjjDlhoQPN/G0ACWqvfPidyfO9AMnNzf8W881NZpW4Hsu9cgM0jhiUuzjUnqTKJ+xgPf03FutaxBSnHcLM25psWAB4u+DH5L1fU40qpNNSD/IzfYgsSLv1nnfmAlkKga4VCOfzMvoqLU2Q6apgSqsJ0LG42H9gR9/rq4PoyVnlTlJ2uYYGppk3fkk1OHoZxiC58Qm47EIbhtvmhgyh5kSo3en+LZG80NjoLFnISxLQcYHnGQpcSxt+pI+4Xjdpy/0OmRLbz94EkufbnEl9dA40uftF0eFUg0ymTpTM4T1U1Qgcv0DFV+2VjtMeU2BBm3MmnnRnWfcbpqsWOJPkVZiaYS3ctIRoJ4o761Q/M39EbBf3e9q6hWwojs/MRGu81L6TAXpgw4WFQsgPbnnM97OuNt69lKaNOZ9nYv3kFvyjQKTtW9dv+XXca2HxK3Q1W6A/Dt+3Z9PhjbQ6g6XlJgXnp9P0pAvmw0/akpRLCGtVxkMW0uMfmnbyFSj3nx+xJWa/KZqlvcoOluuZPk79cNpXyXUhYXEv74YYTB2/vF7+8YSc5+GQtzGMC3vZItscn1osFtJp8IuKZ2Jn/uEW2LmMo2MQRBDluk8aFal/dElgQBvtgo0IlUwYL121vTn8n0Jb44hWxadrUEqh05tkWXaxkGPVCBm01+lztb5ygK6c3upSmH0dEZopOUXrE9iAWBhQWIg3d4xzs8zSWCluzv4SVasxJNPL+RkVDwWOrwTmyPVPKfzduaSY0hIlZQM8Lj+gnXtztZ1SbPvEmuCo1b99x3fMwsTVpIYUWNxEeXhh7RCM+RiJszalh4e2Z/cH5bd2i1Ig3haOqNx6l24nde6GM++BeRzk2czUn5nkrJOrQ+QI4t4a+/8wvQK2E+QxVtIHHIBsbs8Wt99tsvMKbbF9fNK93VLe2o2dJ5bRvVOEjx5iOR8+RUk4fTcAXcZ3XPawVx2hSCcDu9neqvttOa2zIK/+nuyQj4azxX3BwmmhoVmRhV2EznBnE06y6rP1vOBab73OHXk1AV8iSOq7eEJfaS4o/r2qWFhYVEpSjYMMSLdLPodz38orRz8LGnd5L7TnxCj4VqxoDLHkdaqz/UleVKzQlbWJD26KITPPkGc4qjSJwRQHEuoMLmZtLOxFwU9j9qC6tvi+2rVHLA6ySUDQdtP1e7of/aZDDHmjKWzfFMJP04wDFBhir9F3xmjOWrN32FMRglMnae0zK83O84FQncUOAwVWSlkQsbaeQMqe2ONJ1h2x0LtfEOm/ClJgoZlc8s+gU5nZuSMNnMnMpVT62h/BzgkoW3/t28ViTphcUWeVeRKCAHpbCYRQV1M8WEs8tW1VZLkfgZ3izxpW5NUvLZpbldu35UUDZ4P3M1kDioobCisekws/qZroZSsdOBQbcKFUmfgbFdnmNgKrHHdNVIftdKrG2c2E8OiywdQjIdWrny4jflAto8UkCa/V4CdUFCyjlYj8vQoUzYLycdxMBtlNKTgPp7NrsO0usFw3qUONLTZRN2Swh+1PcCa8iv1q6CUvgkw/9ZwZSJr6C5T8JxHgAfsOkytmHZTpZGWbUVs+6HUMZMUHwV4HI8GAIlx+8X79fWJ+cWy9PHfyV4SW9+s3iTKZ/kFrM5FRkTiMca4kEw7X2T7OYOpzCEnSuTRu8NuzWnNl6TOM/FBT8qRgoqMNcBd6TLPe53ugHHyO9iwu4narNo+aIMwZbRHi0qhxLVMiCexNXLqCnnXFKePxInsu74e5Ds1OTmrGg0H5l6P1rm13RSVD36xnz9KuzZZBkEXqKI+zncehYyX7aYN+WKC1X73gagZPKe9iv01aCd457mocS386fRm8aEr23SJfZUZF/nLdypNMbOH+DLOEQ/2M7lbzkvwpVUXtrmuI/CPZPQ60JJNO4/Eg7el2ZpwgR0Fup2tdEaRocGzqH7JfizMLcjAhFs7U0bL7a5DShjXhV3m8Q0//u+lmiJjujsXGqjJjxmFxlp5tMYAk2WTfVV32P4tFcQFWz/5AG4lIJs/zWeUcKa8PHu5nVojZDs5Qi2gRs4TecCI/eO+rdU1/1zYx8+6Jo4XvyzbcvgHdlJTryhjaSqJ5c3Rze2JQa6Kq4NOl2TSxLkwaFqcU2vyQ1I0cy4ytBwgLIAuHYUt/xPFfdVg2cWOj5ZbhL9ahX0ctccyQ5Xc5gYVUh3iqW7XifxJJCHY1AzONphjRdfQD7XQWuNzS0Cya1EAzFLX5uFw4LBwfzAQl+vR6Fh0Wuv6l6hm49i8vdC9Ud0R47dhxsHdCDAuXDXr1pM/br2SJzpJCqZ+WR82pM5tj98yWr3WfZS8Nex5o730Z/0hMeaD48yn2rlRZlMMXFahGkskd+Ol68sOsKzcTx9e9oMj446dyRIfD77iSiNVsWoOLB49IBIgToxyyVArrZGHAdnRxLZLPIQVkVC57XTXKWzxHrqADUkCPhuBDXzXR/a+Hb0Fz52AGwU7lXjN9ISMF3had1TdVHvNqXgLkhQxb/2kNWjTAmoTd20AAqxZFdvExuriOb4G99TgwgZ4c/7EC1B5VQ5zloZPzLZPEkDMsaJu3DlT22qJDFa1X/1LeId8NOEYaVKfw1PBYjgJqz8NQ55hAe7Co3T7/FmJzC02tmZpxe+dz7zI/ikGWEfWCLl60bj5fJD6YW6pNtvGy7RdIQulhvN0xuilL7kTOA2J7ejqvQLiPM+lbpTuiLQft2sEZQgDPlyZIdeK/NlhGCvJ4+P7K0sFmkQa6lrSvAOmN/W91cdW4Ujvd83gfpojBFoTcwDcsvBLgkVuH263FNw+foudWJkOy8YifVQg1cw4Qpm19JTuZKozftqI2B5fF3zv6tex4khKhhQBPMJSJY5SqyXc8DE6sjZpLjc2U8ERHRjoSNYfzf2rAwKlihHkzlJzgMujOPLOw2K7JkugaLCrYtxiWD4iZqKL4tgn7q/YUsbYGs956ds/QkiGwDEMKl8ioT4SxiNkU2UeMembgPyL+25jo647pxYeVpp8coEUQnd0wdw9GxaBrk3u6KYPEaO/HoV+T0j+GIAOUKh06JP3qvudBdf+7lafPT6VRNfOu2Pujw/5TYr5aKt0E9PR2UcIvNMylWCbaKiT2B53tepjV3oT9P6plbR3vMcSKRCZpvub2INPL/kWbXNQjlHEdapQti1uqTWIAJu2iRRpqPrcxK3ic06vb4KDU6VpaG1HuxazxkiZppAtfpWLvchO4Qy18E3L+6mhpBB2fxKdjhUZKsh5ji+OPUYciTpcENZZ8ZxGNTo5ccw4aRa1q9YtQQzcJ6L/2wThq1KxfAUoZ/l+pDrCpdOqXOO76su5Qor+riM4PL239GfyZSV9SzXXP/ddSTrkVn3RJ4VP7FNCdw3esHHaD3MxRTO147LWZgxFaGjSHslfAkzNEhP/x8mqMbHejfX6J/G6GuQxI8avo/E3wiXbWqpxJJZ1/3M2gDfIpv7cJDknWCYLmmRyApm95PXuJaQuKqnl9PVZy7sXFDoxVhNMYgVHEqOmxlNPF5hxo9dVNwz22O9twk1MTPiRqGy5CKfargLy2Hzj1ICRIeeiFfY83zrjab6LmoLlojk7Lzt0xgKFu7LH8MOxkqg/YHBd1A4aiSAtbZicds3Wblucm2QXhBg3/Ung5Vf8kT4XZfHyxlSs7pO5cOzl5F7WkjA3Ff+Uj9NdFmFumzMOBNQmVli8y4k5S2U1hHsjiE3Yk6ZDBuTbPq6Y/8466uVxK2UBsXWyMrGh9SicJaQp1IdI0L+dqdFJSEw+HIFYrj8plJu8L9PwztjFee/Kv/KJ6tgvxe9HPWGeVgx2z7a2HV4YwenYC94Dwu+X/+8pGYnMyXkw9nUfbwsVclsb0I+U60crsKkFSbHAeapnO9QgBAXOI/l1lwV+1Icf4Ug9Bex3kjPd4R+Ddz2xqgI4+jCy+2xyMTcTpKjSqBWfzJ/DZVCcitFeiJx28ePHHmkMEVnPeV4NKnaf07OXijFMPC+ovlzGa//YGOOjQiIOv/t1+RceqoQgeGT0P983NzkT3nX855Zm48wflVzznNE43EuadqrdC70n0/jlsaueqEJvLyc77/nTTKbQCq/TzZ3nD1jq0o9CMdZOm7mtcfTHGdU0dh12tX2Btb1iHU6NJtqiEzjNbc04qSKCjJH5y9gnYtIwngbuar4+bMIvhvIWd03Gr4Avuv4+QSRlznu4Miw7TrvMa9LCUNOWMkSSxv0WcwoQ1PhvjofNXn7QiCu2oTvtTXo99y3F4cLFKyAQZn8eCALzScseJLgWDKCmZSbW7oe6jSc8DyUtadAmUVqmdVtLd2QBpBXdkqYg9H92uDYnl2taOR6NSzfQI2eWYkaYoNiT74mGpbkwnOZpczR4ms3UnLysK8JWCz4C2sow1wlu2viWGUHT59hhWGkFYdSJ7hzhE+X3QuYR1vZ2SiBDmoVsXzAq31xiL0+BAqPjnGeaYqDnbYDYze7b0GwaKaAhTSsCMJS5z/RDCxhhG1/GpS33jt9w3QdP1TvnkUVj6aL+9rnMvVwq1J4gzfZBnohD56iVG8iWGmn3NU4t8U1Pvq6T55s+w0dWj+Ciu3/iILm0blcfS0+61dF5LN43mSoK2WZKq3saTuDr9h0VcW7hjtv+shkU2snmPiWaGgd0ZZvdvi5BCJlN8gEns21/sZan6dUUV7si+lJftoGE5XBRLqWOxDzApDefvZt5zOdHCbgFjApUYdC/CVNCxVzsftCvkP1NdJfWkcpbZ7qVC75sdBNnNuNw/2OX4pardynXRN37PdoWpw83WqjP9pPWkZnLFxdjkTQ3MNiNDjN+5D21u1TO57puJY5Hlk+LZaR8F9oKPOb2JV485NN8jTIrE/J5RjUovktEW0L2ehCxGn2ui4s+ATlJThPIkdBCVbOsG2HCNHzg7m2UwlBupPx8ps2xzHKUcVeU/pfAXJkfDuRrqaKlwXWaFCmk7+OMpaeIKs0JgbBkcQyeVvyvOkkVybi/kRfUul3mC2h+rRQmtk4vsYyXECW2UGZgAydx87ba/9CTwAwTZFj2xAr399ARBRM5Xbg8FRlj+SbOslZ+PqEPBELf0rTQifjMbmJH5Ii1kBUCnEoh23tbEVZ8NRzt1sfJ1eNY8mE3xfz8NN1zMUJhqkpZw5MdvS3RVy49fLKd0D79+ajO0UqF7A+oPdiLaZTJEpUBet2gFqXZYKJXAG7WwTyL+pffB+6J/SiwIXXul5xXAJZSwp+2Wixkockq+Z/IIdcn2bwtUgpEXJFcX1bjd5Gf8/t5UMWLCUNYgpR6u/QmmsKlRYqoF69t01btvBr9oyZPNLpZ6WrxV5NF42YB/gO/4t07pPxFuP29QeLAwMlV4jkLGUr7ffT3LapXeKlpScdaWT5xiQmr/oZQ2QmCWFVLWOiXIJUDIxbdu/nPl5OFVWdbcZ+kRyuMK1KssxML46V3ZnRP/uLIxr8CCJ4keOsH0REM0CG8gaqrV0Bnv2sdnGI8CsdqrND/FTDKI46RYVNvS8HdFkAUfdyvDc85UEps2C82RpQ0vgJsGZmXP7T1a+I4dWIjcsZuQ60Q7p4twbXKm+3tdmR6LNiAe16MO8m+Ze+tJrInJTi4MqfibC1eMSfKrT3lkvcLSwfrurT8tCqpyo7+18lZWksr+WvYpd+4DOVPH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<a13:DynamicStepProperties id="ref-419" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a13:DynamicStepProperties>
<a10:SingleScan id="ref-420" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-433"/>
<scanProcedure href="#ref-434"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-435"/>
<geometryName href="#ref-157"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-436"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-437"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a13:DynamicStepProperties id="ref-421" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a13:DynamicStepProperties>
<a13:DynamicStepProperties id="ref-422" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a13:DynamicStepProperties>
<a13:DynamicStepProperties id="ref-423" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a13:DynamicStepProperties>
<a13:DynamicStepProperties id="ref-424" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a13:DynamicStepProperties>
<a13:DynamicStepProperties id="ref-425" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a13:DynamicStepProperties>
<a13:DynamicStepProperties id="ref-426" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a13:DynamicStepProperties>
<a13:DynamicStepProperties id="ref-427" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a14:DynamicScanDelayMode" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a13:DynamicStepProperties>
<a7:ArrayList id="ref-428" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-230"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a13:ScanProcedure id="ref-429" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-438"/>
<methodDescription href="#ref-157"/>
<name id="ref-439">CoilSurveyScan</name>
<anatomicRegion href="#ref-157"/>
<anatomicalRegion href="#ref-157"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-440"/>
<lastModifiedTimeUtc id="ref-441">2/21/2016 6:13:01 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-442">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-430" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-443"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-431" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-444"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a13:ScanProperties id="ref-432" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-445"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-446"/>
</a13:ScanProperties>
<a7:ArrayList id="ref-433" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-230"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a13:ScanProcedure id="ref-434" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-447"/>
<methodDescription href="#ref-157"/>
<name id="ref-448">SenseRefScan</name>
<anatomicRegion href="#ref-157"/>
<anatomicalRegion href="#ref-157"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-449"/>
<lastModifiedTimeUtc id="ref-450">2/21/2016 6:13:01 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-451">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-435" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-452"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-436" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-453"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a13:ScanProperties id="ref-437" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-454"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-455"/>
</a13:ScanProperties>
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<SOAP-ENC:Array id="ref-440" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-456">PreScans</item>
<item id="ref-457">PreScans</item>
<item id="ref-458">CoilSurveyScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-443" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-444" SOAP-ENC:arrayType="a3:SortAttributes[7]" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-445" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
<a13:ScanProcedureConfig id="ref-446" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-459"/>
<allowedGradientChains href="#ref-460"/>
<swOptions href="#ref-461"/>
<hwOptions href="#ref-462"/>
<coilOptions href="#ref-463"/>
</a13:ScanProcedureConfig>
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