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<_size>1</_size>
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<a10:SingleScan id="ref-190" 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-391"/>
<scanProcedure href="#ref-392"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-393"/>
<geometryName href="#ref-25"/>
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<viewingProcedure href="#ref-394"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-395"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
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<corSliceOrder>2</corSliceOrder>
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<isPreScan>false</isPreScan>
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<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-191" 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-391"/>
<scanProcedure href="#ref-396"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-397"/>
<geometryName href="#ref-29"/>
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<viewingProcedure href="#ref-398"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-399"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
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<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-192" 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-400"/>
<scanProcedure href="#ref-401"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-402"/>
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<viewingProcedure href="#ref-403"/>
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<scanProperties href="#ref-404"/>
<useViewingProcedure>true</useViewingProcedure>
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<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-193" 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-405"/>
<scanProcedure href="#ref-406"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-407"/>
<geometryName href="#ref-23"/>
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<viewingProcedure href="#ref-408"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-409"/>
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<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-194" 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-410"/>
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<stationNumber>-1</stationNumber>
<detail href="#ref-412"/>
<geometryName href="#ref-28"/>
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<viewingProcedure href="#ref-413"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-414"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
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<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-195" 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-415"/>
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<stationNumber>-1</stationNumber>
<detail href="#ref-417"/>
<geometryName href="#ref-31"/>
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<viewingProcedure href="#ref-418"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-419"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
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<corSliceOrder>2</corSliceOrder>
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<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-196" 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-405"/>
<scanProcedure href="#ref-420"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-421"/>
<geometryName href="#ref-24"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-422"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-423"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
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<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-197" 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-410"/>
<scanProcedure href="#ref-424"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-425"/>
<geometryName href="#ref-30"/>
<reuseStackSizes>true</reuseStackSizes>
<viewingProcedure href="#ref-426"/>
<pushToWorkStation>true</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-427"/>
<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-198" 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-428"/>
<scanProcedure href="#ref-429"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-430"/>
<geometryName id="ref-431"></geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-432"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-433"/>
<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-199" 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-415"/>
<scanProcedure href="#ref-434"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-435"/>
<geometryName href="#ref-26"/>
<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>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a7:ArrayList id="ref-200" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-438"/>
<_size>3</_size>
<_version>3</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-201" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-439"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-202" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-440"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-203" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-441"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-204" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-442"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-205" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-443"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-206" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-444"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-207" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-445"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-208" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-446"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-209" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-447"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-210" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-448"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-211" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-449"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-212" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-450"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-213" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-451"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-214" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-452"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-215" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-453"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-216" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-454"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-217" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-455"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-218" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-456"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-219" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-457"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-220" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-458"/>
<_size>4</_size>
<_version>4</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-221" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-459"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-222" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-460"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-223" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-461"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-224" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-462"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-225" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-463"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-226" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-464"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-227" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-465"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-228" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-466"/>
<_size>7</_size>
<_version>7</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-229" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-467"/>
<_size>4</_size>
<_version>4</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-230" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-468"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-231" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-469"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-232" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-470"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-233" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-471"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-234" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-472"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-235" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-473"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a10:ExecutionStepList id="ref-236" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-474"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-237" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-475"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-238" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-476"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-239" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-477"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-240" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-478"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-241" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-479"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-242" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-480"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-243" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-481"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-244" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-482"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-245" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-483"/>
</a10:ExecutionStepList>
<a3:ViewingProcedure id="ref-246" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-484"/>
<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-248" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-485"/>
<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-250" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-486"/>
<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-252" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-487"/>
<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-254" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>7</operation>
<weight>1</weight>
<thresholdLinked id="ref-488">N</thresholdLinked>
<cumulationTag>524296</cumulationTag>
<sourceDV id="ref-489">1</sourceDV>
<viewAreas href="#ref-490"/>
<rangesLinked href="#ref-491"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-492"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-493">T1 mDixon Drive cor water</outputSeriesName>
<prefixes href="#ref-494"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-255" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-495"/>
<htmlDataBuffer href="#ref-495"/>
</a3:HtmlItemDescription>
<a11:ImageAlgebraPackageProtocol id="ref-257" 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-496">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-497">1</sourceDV>
<viewAreas href="#ref-498"/>
<rangesLinked href="#ref-499"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-500"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-501">t1_dixon drive_sag_phase</outputSeriesName>
<prefixes href="#ref-502"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-258" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-503"/>
<htmlDataBuffer href="#ref-503"/>
</a3:HtmlItemDescription>
<a11:ImageAlgebraPackageProtocol id="ref-260" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>7</operation>
<weight>1</weight>
<thresholdLinked id="ref-504">N</thresholdLinked>
<cumulationTag>524296</cumulationTag>
<sourceDV id="ref-505">1</sourceDV>
<viewAreas href="#ref-506"/>
<rangesLinked href="#ref-507"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-508"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-509">T1 mDixon Drive cor phase</outputSeriesName>
<prefixes href="#ref-510"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-261" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-511"/>
<htmlDataBuffer href="#ref-511"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-264" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-512"/>
<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-266" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-513"/>
<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-267" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0.1</weight>
<thresholdLinked id="ref-514">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-515">1</sourceDV>
<viewAreas href="#ref-516"/>
<rangesLinked href="#ref-517"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-518"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-519">t1_dixon drive_sag_part fatsat</outputSeriesName>
<prefixes href="#ref-520"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-268" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-521"/>
<htmlDataBuffer href="#ref-521"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-271" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-522"/>
<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-272" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>7</operation>
<weight>1</weight>
<thresholdLinked href="#ref-488"/>
<cumulationTag>524296</cumulationTag>
<sourceDV href="#ref-489"/>
<viewAreas href="#ref-523"/>
<rangesLinked href="#ref-524"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-525"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-493"/>
<prefixes href="#ref-494"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-273" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-526"/>
<htmlDataBuffer href="#ref-526"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-275" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-527"/>
<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-276" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>7</operation>
<weight>1</weight>
<thresholdLinked id="ref-528">N</thresholdLinked>
<cumulationTag>524296</cumulationTag>
<sourceDV id="ref-529">1</sourceDV>
<viewAreas href="#ref-530"/>
<rangesLinked href="#ref-531"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-532"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-533">T1 mDixon Drive cor vet</outputSeriesName>
<prefixes href="#ref-534"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-277" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-535"/>
<htmlDataBuffer href="#ref-535"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-279" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-536"/>
<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-280" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-537"/>
<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-281" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-538"/>
<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-283" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-539"/>
<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-285" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-540"/>
<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-286" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>7</operation>
<weight>1</weight>
<thresholdLinked href="#ref-504"/>
<cumulationTag>524296</cumulationTag>
<sourceDV href="#ref-505"/>
<viewAreas href="#ref-541"/>
<rangesLinked href="#ref-542"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-543"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-509"/>
<prefixes href="#ref-510"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-287" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-544"/>
<htmlDataBuffer href="#ref-544"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-289" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-545"/>
<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-290" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-546"/>
<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-291" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>7</operation>
<weight>1</weight>
<thresholdLinked href="#ref-528"/>
<cumulationTag>524296</cumulationTag>
<sourceDV href="#ref-529"/>
<viewAreas href="#ref-547"/>
<rangesLinked href="#ref-548"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-549"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-533"/>
<prefixes href="#ref-534"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-292" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-550"/>
<htmlDataBuffer href="#ref-550"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-293" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-551"/>
<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-294" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>0</operation>
<weight>1</weight>
<thresholdLinked id="ref-552">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-553">1</sourceDV>
<viewAreas href="#ref-554"/>
<rangesLinked href="#ref-555"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-556"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-557">t1_dixon drive_sag_phase</outputSeriesName>
<prefixes href="#ref-558"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-295" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-559"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a11:ImageAlgebraPackageProtocol id="ref-297" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>7</operation>
<weight>1</weight>
<thresholdLinked href="#ref-528"/>
<cumulationTag>524296</cumulationTag>
<sourceDV href="#ref-529"/>
<viewAreas href="#ref-560"/>
<rangesLinked href="#ref-561"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-562"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-533"/>
<prefixes href="#ref-534"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-298" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-563"/>
<htmlDataBuffer href="#ref-563"/>
</a3:HtmlItemDescription>
<a11:ImageAlgebraPackageProtocol id="ref-299" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>0</operation>
<weight>0.1</weight>
<thresholdLinked id="ref-564">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-565">1</sourceDV>
<viewAreas href="#ref-566"/>
<rangesLinked href="#ref-567"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-568"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-569">T1 mDixon drive_CS 1.5_cor_part fatsat</outputSeriesName>
<prefixes href="#ref-570"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-300" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-571"/>
<htmlDataBuffer href="#ref-571"/>
</a3:HtmlItemDescription>
<a12:DiffusionPackageProtocol id="ref-303" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.DiffusionProcessing/philips.pmsmr.viewingprocessing.diffusionprocessing.protocol_cs">
<brainMaskEnabled id="ref-572">Y</brainMaskEnabled>
<threshold>11</threshold>
<maskDefiningImage href="#ref-573"/>
<thresholdStatus id="ref-574">Y</thresholdStatus>
<outputTypes href="#ref-575"/>
<bValuesToUse href="#ref-576"/>
<seriesIds href="#ref-577"/>
<currentSeriesId id="ref-578">0</currentSeriesId>
<windowWidth href="#ref-579"/>
<windowCenter href="#ref-580"/>
<rescaleSlope href="#ref-581"/>
<rescaleIntercept href="#ref-582"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-583">ADC</outputSeriesName>
<prefixes href="#ref-584"/>
</a12:DiffusionPackageProtocol>
<a3:HtmlItemDescription id="ref-304" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-585"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a11:ImageAlgebraPackageProtocol id="ref-306" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>0</operation>
<weight>1</weight>
<thresholdLinked id="ref-586">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-587">1</sourceDV>
<viewAreas href="#ref-588"/>
<rangesLinked href="#ref-589"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-590"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-591">t1_dixon drive_sag_water</outputSeriesName>
<prefixes href="#ref-592"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-307" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-593"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-310" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-594"/>
<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-312" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-595"/>
<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-313" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-596"/>
<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-314" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>0</operation>
<weight>0.14</weight>
<thresholdLinked id="ref-597">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-598">1</sourceDV>
<viewAreas href="#ref-599"/>
<rangesLinked href="#ref-600"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-601"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-602">T1_mDIXON_sag</outputSeriesName>
<prefixes href="#ref-603"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-315" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-604"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a11:ImageAlgebraPackageProtocol id="ref-317" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>0</operation>
<weight>0.1</weight>
<thresholdLinked id="ref-605">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-606">1</sourceDV>
<viewAreas href="#ref-607"/>
<rangesLinked href="#ref-608"/>
<windowWidth href="#ref-609"/>
<windowCenter href="#ref-610"/>
<imageType href="#ref-611"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-612">t1_dixon drive_sag_part fatsat</outputSeriesName>
<prefixes href="#ref-613"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-318" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-614"/>
<htmlDataBuffer href="#ref-614"/>
</a3:HtmlItemDescription>
<a11:ImageAlgebraPackageProtocol id="ref-320" 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-615">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-616">1</sourceDV>
<viewAreas href="#ref-617"/>
<rangesLinked href="#ref-618"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-619"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-620">t1_dixon drive_sag_water</outputSeriesName>
<prefixes href="#ref-621"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-321" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-622"/>
<htmlDataBuffer href="#ref-622"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-324" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-623"/>
<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-325" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-624"/>
<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-326" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-625"/>
<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-327" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-626"/>
<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-328" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>7</operation>
<weight>1</weight>
<thresholdLinked href="#ref-504"/>
<cumulationTag>524296</cumulationTag>
<sourceDV href="#ref-505"/>
<viewAreas href="#ref-627"/>
<rangesLinked href="#ref-628"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-629"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-509"/>
<prefixes href="#ref-510"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-329" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-630"/>
<htmlDataBuffer href="#ref-630"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-330" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-631"/>
<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-331" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>0</operation>
<weight>0.1</weight>
<thresholdLinked href="#ref-564"/>
<cumulationTag>536940554</cumulationTag>
<sourceDV href="#ref-565"/>
<viewAreas href="#ref-632"/>
<rangesLinked href="#ref-633"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-634"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-569"/>
<prefixes href="#ref-570"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-332" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-635"/>
<htmlDataBuffer href="#ref-635"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-333" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-636"/>
<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-334" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>7</operation>
<weight>1</weight>
<thresholdLinked href="#ref-488"/>
<cumulationTag>524296</cumulationTag>
<sourceDV href="#ref-489"/>
<viewAreas href="#ref-637"/>
<rangesLinked href="#ref-638"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-639"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-493"/>
<prefixes href="#ref-494"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-335" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-640"/>
<htmlDataBuffer href="#ref-640"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-336" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-641"/>
<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-337" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-642"/>
<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-338" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>0</operation>
<weight>0.1</weight>
<thresholdLinked id="ref-643">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-644">1</sourceDV>
<viewAreas href="#ref-645"/>
<rangesLinked href="#ref-646"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-647"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-648">t1_dixon drive_sag_part fatsat</outputSeriesName>
<prefixes href="#ref-649"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-339" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-650"/>
<htmlDataBuffer href="#ref-650"/>
</a3:HtmlItemDescription>
<SOAP-ENC:Array id="ref-340" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-197"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-341" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-116"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-342" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-126"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-343" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-136"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-344" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-105"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-345" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-138"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-346" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-104"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-347" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-125"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-348" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-99"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-349" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-138"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-350" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-132"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-351" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-90"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-352" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-120"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-353" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-90"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-354" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-194"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-355" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-195"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-356" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-190"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-357" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-196"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-358" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-118"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-359" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-198"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-360" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-103"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-361" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-90"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-362" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-119"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-363" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-192"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-364" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-104"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-365" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-114"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-366" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-138"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-367" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-105"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-368" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-90"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-369" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-113"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-370" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-138"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-371" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-124"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-372" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-95"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-373" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-117"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-374" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-138"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-375" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-106"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-376" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-138"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-377" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-139"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-378" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-94"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-379" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-193"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-380" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-134"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-381" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-199"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-382" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-105"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-383" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-96"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-384" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-104"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-385" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-111"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-386" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-104"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-387" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-101"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-388" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-191"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-389" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-138"/>
</SOAP-ENC:Array>
<a7:ArrayList id="ref-391" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-651"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a13:ScanProcedure id="ref-392" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-653"/>
<methodDescription id="ref-654">COR    TSE   600       20     90  </methodDescription>
<name id="ref-655">t1_dixon_CS1.5_sag_ctr</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-656"/>
<lastModifiedTimeUtc id="ref-657">2012-01-04 09:54:07.689</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-658">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-393" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-659"/>
<htmlDataBuffer href="#ref-659"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-394" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-660"/>
<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-395" 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-661"/>
<approvedFeatureSpecificOptions href="#ref-662"/>
<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-663"/>
</a13:ScanProperties>
<a13:ScanProcedure id="ref-396" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-664"/>
<methodDescription id="ref-665">COR    TSE   600       20     90  </methodDescription>
<name id="ref-666">t1_dixon drive_sag_gd</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-667"/>
<lastModifiedTimeUtc id="ref-668">2012-01-04 09:54:07.689</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-669">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-397" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-670"/>
<htmlDataBuffer href="#ref-670"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-398" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-671"/>
<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-399" 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-672"/>
<approvedFeatureSpecificOptions href="#ref-673"/>
<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-674"/>
</a13:ScanProperties>
<a7:ArrayList id="ref-400" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-651"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a13:ScanProcedure id="ref-401" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-675"/>
<methodDescription href="#ref-431"/>
<name id="ref-676">DWI_TSE</name>
<anatomicRegion href="#ref-431"/>
<anatomicalRegion href="#ref-431"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-677"/>
<lastModifiedTimeUtc id="ref-678">7/14/2017 2:40:48 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-679">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-402" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-680"/>
<htmlDataBuffer href="#ref-680"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-403" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-681"/>
<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-404" 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-682"/>
<approvedFeatureSpecificOptions href="#ref-683"/>
<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-684"/>
</a13:ScanProperties>
<a7:ArrayList id="ref-405" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-651"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a13:ScanProcedure id="ref-406" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-685"/>
<methodDescription id="ref-686">MST    TFE   5.2       1.37   17  </methodDescription>
<name id="ref-687">survey_L</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-688"/>
<lastModifiedTimeUtc id="ref-689">2012-01-31 10:13:56.713</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-690">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-407" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-691"/>
<htmlDataBuffer href="#ref-691"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-408" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-692"/>
<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-409" 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-693"/>
<approvedFeatureSpecificOptions href="#ref-694"/>
<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-695"/>
</a13:ScanProperties>
<a7:ArrayList id="ref-410" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-651"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a13:ScanProcedure id="ref-411" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-696"/>
<methodDescription id="ref-697">COR    TSE   600       20     90  </methodDescription>
<name id="ref-698">T1 mDixon drive_CS 1.5_cor</name>
<anatomicRegion xsi:null="1"/>
<anatomicalRegion xsi:null="1"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-699"/>
<lastModifiedTimeUtc id="ref-700">2012-01-04 09:54:07.689</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-701">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-412" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-702"/>
<htmlDataBuffer href="#ref-702"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-413" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-703"/>
<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-414" 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-704"/>
<approvedFeatureSpecificOptions href="#ref-705"/>
<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-706"/>
</a13:ScanProperties>
<a7:ArrayList id="ref-415" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-651"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a13:ScanProcedure id="ref-416" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-707"/>
<methodDescription id="ref-708">COR    TSE   600       20     90  </methodDescription>
<name id="ref-709">T1 mDixon_ctr_CS1.5_tra_2mm_GD</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-710"/>
<lastModifiedTimeUtc id="ref-711">2012-01-04 09:54:07.689</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-712">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-417" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-713"/>
<htmlDataBuffer href="#ref-713"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-418" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-714"/>
<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-419" 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-715"/>
<approvedFeatureSpecificOptions href="#ref-716"/>
<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-717"/>
</a13:ScanProperties>
<a13:ScanProcedure id="ref-420" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-718"/>
<methodDescription id="ref-719">MST    TFE   5.2       1.37   17  </methodDescription>
<name id="ref-720">survey_R</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-721"/>
<lastModifiedTimeUtc id="ref-722">2012-01-31 10:13:56.713</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-723">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-421" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-724"/>
<htmlDataBuffer href="#ref-724"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-422" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-725"/>
<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-423" 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-726"/>
<approvedFeatureSpecificOptions href="#ref-727"/>
<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-728"/>
</a13:ScanProperties>
<a13:ScanProcedure id="ref-424" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-729"/>
<methodDescription id="ref-730">COR    TSE   600       20     90  </methodDescription>
<name id="ref-731">T1 mDixon drive_cor_Gd</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-732"/>
<lastModifiedTimeUtc id="ref-733">2012-01-04 09:54:07.689</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-734">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a13:ScanProcedure>
<a3:HtmlItemDescription id="ref-425" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-735"/>
<htmlDataBuffer href="#ref-735"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-426" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-736"/>
<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-427" 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-737"/>
<approvedFeatureSpecificOptions href="#ref-738"/>
<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-739"/>
</a13:ScanProperties>
<a7:ArrayList id="ref-428" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-651"/>
<_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-740"/>
<methodDescription id="ref-741">MST    TFE   5.2       2.1    17  </methodDescription>
<name id="ref-742">survey_FullFOV</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-743"/>
<lastModifiedTimeUtc id="ref-744">2012-01-31 10:13:02.448</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-745">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-746"/>
<htmlDataBuffer href="#ref-746"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-432" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-747"/>
<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-433" 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-748"/>
<approvedFeatureSpecificOptions href="#ref-749"/>
<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-750"/>
</a13:ScanProperties>
<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-751"/>
<methodDescription id="ref-752">TRA    TSE   3958      30     90  </methodDescription>
<name id="ref-753">pd_mDixon_tra_grote stack</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-754"/>
<lastModifiedTimeUtc id="ref-755">2012-01-31 10:03:37.620</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-756">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-757"/>
<htmlDataBuffer href="#ref-757"/>
</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-758"/>
<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-759"/>
<approvedFeatureSpecificOptions href="#ref-760"/>
<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-761"/>
</a13:ScanProperties>
<SOAP-ENC:Array id="ref-438" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-117"/>
<item href="#ref-94"/>
<item href="#ref-132"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-439" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-112"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-440" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-121"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-441" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-106"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-442" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-98"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-443" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-92"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-444" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-125"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-445" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-138"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-446" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-108"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-447" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-113"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-448" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-129"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-449" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-102"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-450" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-119"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-451" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-123"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-452" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-104"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-453" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-128"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-454" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-137"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-455" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-91"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-456" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-105"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-457" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-100"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-458" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-103"/>
<item href="#ref-101"/>
<item href="#ref-111"/>
<item href="#ref-118"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-459" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-133"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-460" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-93"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-461" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-107"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-462" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-135"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-463" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-122"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-464" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-115"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-465" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-130"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-466" SOAP-ENC:arrayType="xsd:anyType[8]">
<item href="#ref-126"/>
<item href="#ref-95"/>
<item href="#ref-99"/>
<item href="#ref-139"/>
<item href="#ref-120"/>
<item href="#ref-116"/>
<item href="#ref-124"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-467" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-114"/>
<item href="#ref-136"/>
<item href="#ref-96"/>
<item href="#ref-134"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-468" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-90"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-469" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-110"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-470" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-97"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-471" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-109"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-472" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-131"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-473" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-127"/>
</SOAP-ENC:Array>
<a7:ArrayList id="ref-474" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-762"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-475" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-763"/>
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<SOAP-ENC:Array id="ref-656" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-867">Upper Extremities</item>
<item id="ref-868">Hand_Wrist</item>
<item id="ref-869">Coronal</item>
<item id="ref-870">T1W_SPIR.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-667" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-876">Upper Extremities</item>
<item id="ref-877">Hand_Wrist</item>
<item id="ref-878">Coronal</item>
<item id="ref-879">T1W_SPIR.Protocol</item>
</SOAP-ENC:Array>
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<a13:ScanProcedureConfig id="ref-684" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
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</a13:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-688" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-893">Lower Extremities</item>
<item id="ref-894">Ankle_Foot</item>
<item id="ref-895">SURVEY_LEFT.Protocol</item>
</SOAP-ENC:Array>
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<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
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<SOAP-ENC:Array id="ref-693" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
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</SOAP-ENC:Array>
<a13:ScanProcedureConfig id="ref-695" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-896"/>
<allowedGradientChains href="#ref-897"/>
<swOptions href="#ref-898"/>
<hwOptions href="#ref-899"/>
<coilOptions href="#ref-900"/>
</a13:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-699" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-901">Upper Extremities</item>
<item id="ref-902">Hand_Wrist</item>
<item id="ref-903">Coronal</item>
<item id="ref-904">T1W_SPIR.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-710" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-910">Upper Extremities</item>
<item id="ref-911">Hand_Wrist</item>
<item id="ref-912">Coronal</item>
<item id="ref-913">T1W_SPIR.Protocol</item>
</SOAP-ENC:Array>
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pPKqu/o7QQ7CcKCxibWU7/95MMOZQ95T0hXCSiO4/vfzX+W8wFA2d3RLdPNOtwiKv8z/dgNo6208ajgTUDOtXfH+RMZtXYZ0d8/e0pPN/JQzukhkgUCLy1n6moO83yCSVQEpKfuK5o585o8u9RAnQ4K4NcHQw2ceZtumDRxT8dNbHTqr4jK0t/ZHOMJdkcLfHPyYkr4qY8JbEIcZP4+6tqqaee8DnRpb3X99tvctm9MsdIk06g1SjW4evqbINUzL+le21GobjMqABjoW6oXUAvs6iu+wUJ6sUkmpNRNvClz4hARb1FhBH1mw7ZI4sOcqmdwzYbtPPtytsWMBRqqtC40GZukZeUbH/z1stIDXeIrX+TvW6nDpHUdu9bUHrvbRtpqz2E6YdCIQ/BzXGP6n4OuBpb8x7EntBYVncZGnKV+EdgDgucaFwal55p4KMwPoYr8xvPPjL/SmdrMhzJ3HJDmKYAlU3C0CNOTv1T/rJF9r4oPCNUkejZAgUkUNXjFmGGFmxD6MczqpqzVtAOyPuUoUbao4uz9NGcvTOp8qlPTuCQggverlHTp8T7O/k/MgjoQzaml7eioX+sfBR8RR1cLkBT57dJGylvF72YJmN/43i7bN3bmu7OpDs8PuYq2q3gSNCRhwDasRUlb2YgPqGDveDKCclxKXEOuM/+eAMWmQcJLcj23SkPaZebUE8ST+YpylZiwU1kByRL7mryXbEji6f2G5EhvUFJWNYxuebT+8PV+sl2sfnQStbsp33Scjew3LniQYymx5LZG2qKB1DM1z7W25zhZukJczoqY2KpJ0AzP1jgrjOGNQDtS862yHx9XsndpNnfpYFsTrdm+/ZdCFn3olCneNDu3N8jayltHc9NnUvAuBQwwwwNgVy4rIUjlelFoJb7maPZdjVUXBktZbWtK4xu652DwD/7kL9ifIwJIFpYw/lSLtsemqfd+2nmRw3cd5qX9me+3GrvhcI+TFxSj7TVdlRGW36ygLoes5+SGKkbsN0iXjgaZoYWigxZuaBIkqvuC2h2mm9ldc7RKKDFadl0Rp/t6ae+19Ofz5iZyQFlG6lSE6eTkMZeLSeosfQD2cmsspaKQs3nmgmZxDm+aH9Hk6QSm1zsB4ZVxXxd9qSY2fRxnao6OrB6qxL+jtAcy7V6w48NxqGd8KB7XnhBT3PupV4AUTaxIegcMdnXlnzfE0zXpo5rMmoVY/z3pGswQ0WENPUqc1u7XHX7t57Hu7r/QF8Z9y+2aNHJ0XzLw39D/hJ0jxxOqvvGp/T7xja1ns0has3TLNDoi96VgsZAW1tvW+5tVeU97n3AnVObxEd1Zjj8EJC7x8G/PpGdIWbzsfCJAZR3Bwq1sQkB3187/wkS3CRBUVAx+P6pAPVsCBJFe51e5rLRLJj4RO6pv5mPd0GE9z9TjYHNKzZ5gQwypJvxrryu0dtviKVDqVAEK1R0PqBdKhorV1j1bp/N5N4etuBP5T+vFvRMieSjYHFyPf/FmkXtROEiv2uI+AdZ1TPuFWxXqqcxFbwoqM8F7X1uoromKHpMn60P8GhWh1PpwnSFPv6TarvuhYtw8hdV9BfK++cULjE11KU2A2qsowL+fYH+DjtzA0XjStaQqd9935NLBZ5/SiIbUcTFWzwvV374fHq7mrg92IKZK+9eESa/v4MJhRqSII7HRNjAhFDUZyR2K7R88WHJH04GUz7WvtgT7m3RE/fQo2LBlR+w9AIYMu6w/4k7cd8N/H2cjliZD3i5yVX9L4Vnmf8EaY0d8JwfftDOM03IOt/39+Vj9JxsNrLzzgP98PpQoluUfI2D8iwg747wxIKhZydAkzNRQ5SkWmdIgFosS7idStpWEHN1TP0MPojiQQ5dkMsc3hV7s0H+vSVb4Bt9jMpeewfCZc1TgNVOMzPIg2wPSpuEzoLN7qdzV/XVJ9Rj50PgJxc5prHIl77tYgzS1eK8HQLSsO2jni/CdVHDFA8D9EFZW3V7OFYEZzJtz8GKpBTtd64VQL1ZapqDRL8NQzLESvvo6DnoypmbcNXOSjesmwFdXTC6nJ6VRNB9H2oQ6Bv4WdOd631jAvtFsLDWTijLbuce2cByIKXcVuKcro1R2rfIkTnvs/HdqEi0HnToXJGyeWPhsClg6sVGtYlVXKHuCTO17ngmfRqd3heBO3lTlLO66QpkdtnaRgoIXJC0MFscfCw2313n14uRm2IcZsdRKzIx+U+NzA4L+MudGCx4Ocz5p/07kb/Y0ffjtE+unmH/TnqgCe1MmHZ0blJGvc+ZRrHDfn5QTvkLXBbvm+AkTPOuUwxTV7vMcUc6pNAeK4xum1l1j37BNb6T3rkHLPaS+hKhClJzLqo+Nw4kGTQgvSEXLjGDgiGTfVCqlNgF5bqz0DZ/ZyXcUktyDsVOKGINu8uoh5cOda9xtGXUVzK0CpZa4lyAdRDk3NEls3UFKXrlLnw263b+41r5h5dQqtYkFCRXF/Ni0UWU9vZ7uoKgSIyvKJNvAWYjz/xpL8yqlSMspU0o/QDLdajzr+auRupDJB4B3BO9E6/Agj7yXRSYNhl5mbS2hvJwxinEoSzqyR1pvuO7JwtYv9ZybXybLmgs2bYbHUDVpTfKpUjJEJ4WOgGr1BMufXntGS14ofcMVYYznncWOCFlvXVssp84q/lLD0hTj8Hx5tzcGzhNOogkMI6K31U9j+FNIuRDXsQ0nfRwLrcH833dBdtY9VkDGD4RPe3JcZVL1I8wMBzveVJcI+4+avb/pGO2e4YEO/5XHQGyVlB+zMCNG8nPLIG6HYZAW7ysQDydNUw3e0FhvqfM3gmqLzzzDuDNDwVm3QneC6WqI7dECFg8G8GqQWSmYctgUQnx6WXOwnKVm80aLpaPGrZHNSZ79E89bpnO35anCRKbUf7Nl7lK0Wco/bK2sy4v1jwn0coOpQJIHMlymPsvGtcOqOiLZUe7OsXlzGMKCF54UN2vHK02E3cEvpjmXsDfLSxPSPrt8Vn/XBgmm/fK2E8L+1XFyojEKPXn9/eAF/eyXMoYXK6egd41dpbZeVp65xS+4vhGFxa0W2bqBPIWy9NHQxqShG12Cq0KDrpH4IaqU6el/6QDUV0nZMSIdkQuW1ShZzD1v1vXjm4JP4tuUQL4ORWCHZGN8sMyr2JLEkmCghSOToQZdygT/S6aUW4ufFl8xv49/S3shPs8cPy1Mc03Kj4HOZ+AhCNtVs6kmT5+yp5jpYd7maNlc9jnT3jpfIGwKxClhTzv+1+D3TTqV9JmD+u7rYfPviMkiuykzjjfByfoo7r06edjqMAs3KnhPiHPoutN4RZyZPkgLXhRqNwPyhv55Yfphf3z/y2Q3N4+akzORjYjZskOHdDVPG/yE2WnLetMmmW/alp2GFSJapLnvwqHxMjWc7AHACQhIKnO76SvhXv6yYsMgJLlmzUiKylJvoWQ5nJcstWQn70gppQY4xQ5HNIhwvccRLXVw+GUQawfUqmiKjW9xf4XL65FY+uQDVwDgmcSld4S41Yw6F5K5L8PXPbDcRsP5uoUpk7/5pNsK+gBAJIVqpjs2EoyEOFSGleFI1nqzBgnakFovfJp2jrfuHTm4NE1/vcxt4vmSnPwBgHf9e4PLe4tKv8gRGxtgNN+jI9yxs6mi2hl2dn4pZKtHx+yyNf6ChqRCsfPVaOdcHiHneTrJLjfetze4EISCwVJtG2msLVWBbttyfZsCydqJqHJHhfZ6DThYNYdLC9/k7cj5M8mOib6nfhlvEuEfJc6WpNFNFWDLoS2LNsbylu/M7AwGWxIxLG/e0SS/THzv5OTU8fu77GzKx+SBdcflPh7NFg3qVhUoLG6COSPtGPP1wmTL8ZYXidQAociX418U53rcmzmhL8/8DduCbS+MQCp6qxKMlZc1ZxxHFqzajRqY03pk4UzubdrN2SoRpgYHne8x34mhPhLShyKFruoyC5j3708zu5zHfZdo/3pQajyRSnjqpEnWPO6Q7P9lvhFPZpvVHeYSH1ABUyRTXMkpWd9YL47HFx9dyXNMtnRnN3qZwb2Wz0NUwznUrEUVxYZb4KEb8F44c569Mw0iCk8SME6yOz3cLI+naBFQrUBHtv7RFovlTjJJNAh9YZFSN9zUkxs3fbjQd675vo4To7dzP5dxo16KpRbWZ+H97PGYqLU1m7kLsXt6ApirabljuVKKlLzfLaCZUEmwoe2RdPcOii3NFbFD0yLx0d4lrVisGZIwPhGvPubfxS5YxaK/V/FJfurxLuN+PiM0l6gvc327p/8tdl80etx8wOY0temttTxH8JopKZv/GyJpvuJQgv/Yvfh9bFHvUtC7mvvmXWZKm6XWd/auHivOttBX+qVAaX57eTs80dToyDnZgZTDer+zu6mGOda1P8P+15YJ/U69gRXf5nv0aFq4VkHlveFf4DZcWnUyNfyvZnpKngeAVUmKFT9j3HIjZAZutmN6zCpzrdx4pN30qHBWqOrzKt1hnFBOoDTpBe4dly37j7RdJg6+tWmDn8R2n2ltiRZ9FWACwx1otmTDpTpQkNpuYCIDkPXs8+fjmtoLseJIX8T5gZuLBeXH+lOBKIfZ247bp5IZzkXgTi9vraVL1ify3XXgT/cDTj7zyuCwEl8MrrfGd+uM5p9mCWc6+9l6hEq2T9DyqHBf+IydYYHFqm+imWZT59PEFx6WhHlvKTb+knZ23rU7lI6+0o473mEpcQwsuuNFoIsCK46GVoaZDVoDRUiriRUUly3Z6ZRKwvhRiYyhnzTSPKtJn+ZIbv9rqUOlm6zKKlWjko2+6vnkdB0zRO4e4czazRuUsJ3NPWejgMuWO73r4fsN/deNezI7CglnCMlAJCuutua+gO3+vX1ujeSpd043XBa/XqUwSnz3GRN+9b5c90BzOEqSyWutICmEY1GClBQVPyxFmwOKa8+qJWa1Wu1b+9aiqlj6L0QpeVpwigvyHNBSLO8Ie5RmZ7KMNR6UsK0189a/ZOvHDPtbJQe65YWbNZM5zgtRpC0Hxr5rFU+fJciIv6V/eSagSyrR5dHk0X4jsXmzsaXH/c3m6RVACU8iWfRzeCxWoM2P0HoXp0x1vVcLzsu+iUADacHfGx5PJvVOb7fbX6kXUsuD3CeIOXFNbLqZVQ3UI11AlVZV4QPyykoBweCV65vyyr/JvsH+91X2JbR+RpJtJV6empM2GYaSWg6GCaeFeAOy5SsLE0WZdqcC+6RMflJZIRxKkKaJ38s+nsoLGmKCBV2QLTZY4ji7USWECGa9sfavCQY7HLo1Sdv6vfD3/RbtXJoqppoq+Uiz6tuF0OkRF5JBQsHezBJ4/Mk2+WCRitsWZ/6JNCiyIqKtIsHNljsBfmnjGTE4kWiMY/bPuiRBg2n5KOcB8IlldSCz6TgFSLZ99FG+IWD3XnnJDZYcXbJMEDVHlMvl+fxt7YYj32/qxF11M0USqWu/3mVZFYm/0KO2p210QnVbfzQXLHTcO+be6p+Bp0BiUtMDhfpF9IOwvRgkTmrp2DtgmaX1iaSUXwfHyrXAsK6U+ZyZ8g+Ci615VEz9gjqFpInBUxfwX9PV05rgSgvwwvF3QsLu7CtOe4cFxSTsFIdd3lVG/vlD4s9at058A4o2ciqjIWIIjdjkmCDMXQj2cdevGPGptnbUuz0I3kSs+Dq+0wMgQsrCqC0pdI2RA59rvh3R1E44hxt2aIuxfJVnujJ0vvZjDZZnpL4gaMtM+yrwzMAB5KayXyLIpT31rTaeK9oBwRm8PDML11UwzvC8rGO0kKr6mEnb5Zybp2fcvMyWyrmi0pDLP/4kgqsrwoISb/JVaLC6jw3LKiiphr9tvO2WemT/oJ3R8DMqfFZtVZzXjN+8SV+nUUOmOPi77Oi/cwPi8KOcWn+BZ109S5cynUINCTnFQQeGvpvgWhBvbpMKtc+awbrtM+0U0iqIg16CLRHqKbJDff7OpH7z8AFA0vP2Au5NCSTbuu+H9pEvXdkzGZxwqSc/APBpoxPcupd/psYNuWCCP9hph8yzIl7nEtsNy7MhFQZ6LTfUgLquqj3LPdRV3cnE5sSgcW9aN4bj8cigF+cqHAHmEcPkP1QoIu8alsWtgjkt2hd3486BVAoey+Ib/mvQWzc2wyKyatS7Z6k1At6iza90npfWXI+d9t7qBql0+qCUKlHxFjmzeq0rnj2Eu9/WC0ZMpS0D3NDkkVNkfSxdwbPPtpn8zvcVTVxUAXN6YRAciMuZ4HF/q3pVIFJll3PDG+E9pCveVhF1xWxkzc657LsZ1Ix397KJcToj4v3TCVhqpxJyNanHcfeCDlZeUTkI9C7bFq6ocOsjRdS3eJehrKA3LgmTnAuQxsvwPIMWLkNOoaEsJ6OIP/SOl/1xkvkCWbtjI4N7wTpGNg7EIaor9cWtUl3xFonkZfJerpxKc7KvCGgycmPWHVNNioK3bPxJspxLLI/JxnyLf8AeAEUeZg5rL/sX/2ofOA79mxEoBI+O2SSQUDN5AQ7l6VAlIyE4UTLbBKh+27mrDb6RzdSFIJU6iEuikbC4gO98yujpdLg/F9PzVA6OAKFLvWj5ZyjSXZzPdUgZlYU+ZuBNxudE1mFSIjDIV0jKalm1oehkaq8fm82IJzQ27eDFLoe3kKmsePUWpat35SHD4Lz42fNXnc3GwcoLSM8fhGecdi74tW6WnYlh5J9IruUN8+aTmHNeA1+HtWnNg0o6OlbqziUUzszPnWh4DeZjle0CP5WVeH8OOdW0wItTNVbVJ/22MdT+SJsue22/36LJiRWPV3J87/NrXPphYseWtlEq7W0k33TqwwvFougBtOS1boZP6IKCd4MdXy+5WNlI7u69+rTZxuw5BnQWzq5wvy01uo8hcJbMetP98+nB52S/XXy7yhA6VHCPBaISHKjesaRtcXwR4BxYVn0MdC6nStL1d0CFasLw5B2zSCxNTX3ewF/LluwqRFcg1NpLu3oT+6+DaPodevWjwctIrhzGURV80qg780kuNVVOhafvG7hHAEEF8ODnr3q6kWy9uWckXQGSWeVCpksWstnp3zO5FMeLDAwlMjbJzcCpBv6s1QrOxAy7J9ao7L087THTnDFdBGlsUK+Odsf7m8g7uLhbax2Z5gxLzwJZ/TDnTkod1QftNbgvKwkrdhDBUpCVXH6RxMWwN4UbDDuxJjaT7zIRKy9E8gvb++5xco1sqebKN1QBr+QP76P7GKe8b6WClJBMDMKFvt4x+RyLaNbDrry0JhOxd/Wj5zqcYsOVKk/ISRa670roASirvdcpyYEVXFiw2RKUo5ZkbtbtCw+S6putLqjFV87ntbzPJtd/Ar4r13vfsaK0Aup+9CfeqXgzl4expBfgHf3Gp5b4i33A7usyxYpSL3XJHdmJycMxC8xa6/cNUrnP9gzSQpLeGh58352FMjjPNecf31yxnn0/6VaeT4py1jIp1afyMnTK+iC5+E1q/umOHcmdKOIjKhdNrqP7fDiEN8uiqRVxf1Z8BHOFyknZODNVmRlqV1cxBvVWnpvjLcfgHvSPBBLzQi1Z2srtxNxt2ZFy6C/C56cmGK2L/gKSCXU8a1nKyt8rBzHZuGo/ceSG4C+DShfrQHXFPY94ndW7jim1br5vKGlif+BsDOLQ4nqpxhWFRbpESunOUBCfHCfP5ZFqswV21BXdsjrBmxb/u6PSYfGWEc2F8d5UEvyVhvsbn8AfhVHYZnt3vc2PDfd22Hs1WSSG1wXvV+qhc38HFcAJp7ox31O28fEJwM//PnEgcGq37jgs2Ue3kjIT4O9OUu2kc9DEo/ynynh+N5XavCV7uszowIQ9VX/a1QR13Bd/n3c1Izk7usW62GYlJL21bbTqc6JwdtE8xlPm/Of8AaCxNYivFOW4n5Xlh/+GSxzjnj2IFilRnogI3yO+uo4ttz25ZiFbFNfluca2L7djJdc0yJEiGHoeid3endc9QcDpw5rT36zeXwwuuA7t6vs09Ms6fDDnewX3aeYb948GC20rsCeVCc19O3O174uIn/6o1r7rB4H3JYhlrpVQM1VuZD8Oc+SgubOE7auLV1qKWMCPjO37enzJzz3r+CNSOO2fTct7PuK9MYrXALmSi8QdkR5etQxJydGLqy9eERLi6rslqYj+Q3U3sy++jt3EwpjNFGrMhnu4fTpV75bPGT5iiZt8FlVXDp6FsjxF9DX5l5jHzN5xXNS/SPRt9zUhhdvElU5OtXaJkD5PRUqNsaI4t2N8dZVvR0KIUEXFqEZUDsIW7LWo3qOx5LNgLBm1xf4mTC+2x4ozdSrKgvwlj7goehw9HUKA8kZc7NglBpntkpJvHm0jUlAZvonvYRvQ5I8+3gTiUUIQ69USUBWdeSjfuabhYYgW19Dd01v1kNUHQJPUpyDfAzDtdcJSj92eAPCgZUWCmBFqeRaVJfgWlK7m1iHGbm5gSp9B177+XrsmaIB1tiE5BDNIBUW8W7LzAGBdB5qRbVnU2HjYsrSaLeJkTo+aRVtGe1/fTBZiEulGxQsf+uMBV+UZRop0HeH3tOaIrfiqmYb144/By8t1oU5IzNMMeh+jtIWmRDGXmJZGqBjTCANEJbMAS5b6NiBk5mY7uhXCeNRPFmQCKT3uGgu9M4L3Yvtk6topzaf6MNOqJnl3Jtb16mDQEQ2adPRCZLZJvUGXM5gamR/si4EMpDEOS8JJTeA+56yYHtqaREpLG26Vys+vWJ4VpTamqderPPmMUeO+MwOEfpQvqkWxjALzKE1Bz6G0q88hTiig4Sqr6oojIU9X+FvGTcn0Z65Oidv7uPsDyMCT63wSpG5UnlzGcA514feMXUI4X9vituWe1pxEFRMrWVT8O0ceaAI151S69zILu7Rt0Y5LgcbK6xZgGYynI9Afvk1CtfS6ou54PEwbFTlHrxK52aM98LusPVJB/k4pB2rRuAifEyxECqFzd3gQm1sFVfz/cgJR4RZ2ZxenKTo7493GExlbg3ui1ZroN7izEEwfq3idZDLg3DYq+nUvg0tNpdxMYrxwFqQC59/81RWXOp63qLaXhk92xiYtL+0QTOJvBJrH8tgysiPWszAOiqYwT4yq6Tfr4dH4NtchqfIz/l1r8ct4P39+IrOThjtKyz+DITyo1D3IOnS3L08qNohxt47XuAXBG+OdheYPxjWcF39TVcIWsLsBT+/pagbJ4wnhcwrq3G02oHDhqxFoueN2098eH5HRFotC2DtOiwOIFtFczPfDRd+NP+EHEe+o4ixgTNugfHssitXuswvdP5LGyPrOlJ2VKuZpmM4zE715RV0meLSfRsSendfxAkYNlmnA0KgNzoC3d7W3dXfpyDDb3ZLXZohvEmKpSzWmq9rvKpvElTrQQal93OkK/JdlqUtRtLZILOkHQOL5+VWd5YT3qdp+vId0RkUUt8PASUqmHwsT0UnHcNN4jfAoCQrGCQ+S3hJDzHWt+vSTgN/+OM5koVq8PLGxsrExBcmovzc/SXuj/XZkLgOTzwySGTOcQpoRBIIftvaaBouKV0qI9fGCsNvoRfAW091ZbGWVm+UVTckjiPTHGz5zBtg+H+y4aQgPUgGBORI0cNoqNg9fc5g8AGKzBWNrwzqdWPkIMOEbnp5PWp1Lb2RG83ERm+0VcrHLwrWu3UhO+YIyyxL3PktUjDpBSac8ndroX/7YL+/azTjB3qKQ6JV0cNLU6wXY77NVfRpbko7WXH47VR4tq+9P6fXIdVgOsqCqn3nclkNFkwUxYSG8J/IsK23MGqZZpt3dQvCY8zvbV7rlmFXe4Ckvp+TbAGZTbBZq3GlulUgApvEdJRBSowaPx2dVX24FCS8a9N0SHsMkv27DPh4kptOmjUxR7JOhHImmB53/0D/LuLSL7X8jkvAomMJlufcuSDUey0XcKsNo3N+uX1BGO3LIkNRebrAcBd8lsZ1qasWjBgHarXJrldsL6ojnRuh/ftZ+eYdCVoQFqcFtlHdZGe8UkI9dFbd004zDCqIlakgbmcn3MHx8BLg+Yn6ZfH7xnCw+LeG2/A3Jhubc9zLv2vr8m7y6tjbYiZ/HyhOJlvnrB8CQXGOTaWxqXlGyG15lGRTn/WlgHqvmN+nPDO19XSw1IdcfbTK9BEdzxFWdXKQl+8qC2kyT3cSIx6mDCnfS+QZRgWIW4LfmHpTu6JDe4NoTGlN59uU28OWMjpFB+LfCKClX458ClamSXNVQiuRGwaDnRTqlYNNby7hty5xZ/UWMXqnYKjsrYn91F/SGNIUnC/tOJ+8UKeEYu2BcszTAv4Cwh7Tyh0eXeh4ceLXYNxGwf+LfVLgY9AomH7XRtgn8wGdixJAWxK/g2yz157PAKO1UiBCYKsgUNQPfxj/EmT5clQq1BasT7nPaLYlNdg0Q7/enNT31ZdfBFmj68I6vobSPEVw8q7t4p8sSy3/0aVFD0uxTsINU4yqjhf19x6McItL6UmCrSshyOJecnqlfW1OG8LqF5tNnjULIr7zJNSo1dhrwjvO5Azf0OXVltARjpnPbW3bV3vgxFwpPsMNQAFbSkNW/C8doQcTfAdbIlQp52vnWciQ2bC2RV2OOy90ki+jQGvcFye8WUcNdKg6N3/12IU+CXtiR3vGh7OHEMtotiwdzdVcKjKikg5XDGg8WXiQecYeyUVuP3K5QM80P8k8YTetFonUhEiGTfrQQhgeAu04/xeZIzZR/JXjM5DE7Yqf9XlvOQon77EsmpbI5KJ5y2dM7GmPEU30QuYQiVqEfO4ZP9IiD5BckgAoEYIJt42VZ1z3OD2WiSLXrlKD0okPYVh/adhRR/6qHTKc5w1DrCyAA9xMa3wacq69HaQ22F7eLuCH+nuG+o8Nsg/PF+86sCOO+t/oExNASqn4hpIrnTKCd5fIHM8gCkaQX28e1dFXnMO7eh7tgK9NPZnNspln8V8vQRiJqNe55+j47OUqXOptkhd+ihPfSaBgm1xEjfoFSgeNXo6S31g1P0OS9WpfI+zLx5PSnoNrwEcgLRhUBimNF5WkID2SnkLXNJQuRPHjNStrzvMpmLR5kcqnreuppfHTj0lFCOy8uR53HZaHtrSFoYaI89anqAAS487/vREuigIr5f3b6ByfED1tz3X2FZIbRvPMgO53FrZfO9PN9ioOvh3EPngo7v4p0snkApF1wpaUsaP5+Rkd0+l1x4gV27IsJXmYxvbqPuMO6+rMNHjc+DLHLnhzLTt3tS7JIsR/RMRVf+tl8sSTnLMJSDZyduaFm+foYalT/ZbarCB6Q3J1Ljm1ZOksJiN+8CmtUgnug3WHqj6pV4FNfVrG7/hMs5R7D3r1r3yXPWjSnu2lXgmSda/UPS/NZHx8kpMai5IcAvU8Ee8IHMrzPxVnp5KqRFlGKCo4PAKAE0iwU4gCiESG3trDsGBbgO1Pt+Ftot8ElxNXMTKvCF49lK2DiOV7riH9A95OOUu2y/46Scjca2h9e0NyM0vJNFPZmQiVryfMsc/Qv0BpvloI3LHTcLnWJPuvmc5kQOL41h+7X2r302/zDe0eNg17ZuLZFkZab07XRyxrU95X5Virv/pn0SdIT0UYgiHsOU78s7xE/nxAaiBRzFOBmfYKmQrm+Rn2U1XAW6rj+Xge/IHoAOME8hiWz4fdCrQ0pLxPSWJQ3wmQj35CpqogC7i2RFaOs2OBFeHsYwgg+2u1PGn45da8PnnwAmP7ukSovryJzmeuhMOe9M8Ydes8FYlQYf9+k2a36SFlDC5jlqQK6tkqI/4YVIUYrqrc9sq47/HW6DfuW29oxbVec1/lVTzGfTE9vENa88JNFF9xJzyWHhjADVzNbiAONFzHaGOSroUZWOKmc5lepj7XhSeVqchxA9WdPoE3BW5vxEBPUOjzPSnvJs74sWG9YwQuxkhUM9km0uGjdILHmOGRhQeKMPZZ0t6gkcWPB0xn6t9WFjbj+DwAsK9Sm+y1/yEY/SQgjKt1whXVne6TOkBUT1bdq2oaeiZra9Wqh3EBRms3vZRCW98KZg1VNj0c4kUFv33COpqbvFyAMk6MtWU8HbyHoRZYnMHEhXCtkSDqyAnq8RatUfmiZ37fR41U5jQ54tyvJTweK4xGlMS8xkfhdEcNig2u+GGRRBk4s/Iboa9uBULn7Z/kvHkuXZ9eiGK3S7dCTieTN/WKTp8joJDGp1vcB2hV/A9GEZYhfaJrtIb21GjSBXYkV7FiBqE8MJRf0HCnn0/E79cqOyd2ggPSEYbcx8RVwV5fCLz105LrIGTcAcJfU09iGCi9WgncHS8P2FFkY0D9aVsTrFNMIw0VicGNIv/92w3LFc8LAPV/qdH43DDbT7mybv4yfEAaBfKxA3FnQ57DwSncWtgE9UjfpDTc1fTcGomR6WxXP92IsNI629vCaKp9uwlyh99+nILDLRPoG3Ov6opr6r8yMt4y3lEpD4HCo5tuqb+O0+y6iiZ/6spBBfYwMoOhon1Sg7M1n0baLeKFNLpcFY9BcqxBR8wNgOKx00B7u8mF//Ik6hrAi7jfIoITPCMJ1RC+un6bhipjUNn6nAPoAoBZOrraBQSGVRx/bWx4AFMy1SVSgJ/qq7yLjMRyDx8+NfuXh6kgVUPd413kw1Gdd5xagtLyFFNqcVyXkRNsGqFN9lIQd5LmGvaqnv7PwmLF1Ax4Aenc0HdEDkEaRRN+/HaI/gnzuS0/lme86FD3sEAkoRlVdn8M967A/GUi64Sl0k9n7KjF2e7g867zp3og+2F+/Z+n8dJBFYknCrMfm+dmN1yfW23efigIoh51tpJ8NOdPVXxkDoN0I5HyD76a/VdfKOWgDCjNN8U1UnvbgNXhfiZNgs8zcSqTFkZmmcruquZ6d66BUebT1tAfRu3odWVaf8W63QEhiSoE4A2T0yoZADcTq1awDGVKDo2DqRMN0E2KSK2/8A8ei33RL0xSV6Ql+vBrt967OWjj1rcp63ehKfB9npRTrRFDNZaZqQfVUfyBx1sC6vqNwU7eqd7m9qtRdngDRDLbdwPbJMMUFZtM9e5w9kaph1o0C3dMOpeXHgH8Qq/lzL4ap4Ru5iEZ3SVNiOIjntzmX8E3SJuy6S1yDLyJWyR/PONL0d/I2ptS1JupDZRDovl2e8o5poZ4ky1khZtFs+Vx4yUPPnSXK/ATS7aq4xW5s7r+racOVJhsuMHbgK88XbI5SMc35o7cqDjJTfpzrNAffb9EUcpoPAK8mmTT9t1K4ni5Kn0pTWmq+3aSj8Y4kDpoeANjMqOBq2CGR1x31rdydM/JN9/Kr8FsdQ/RQMEEA0aBkJIWm2AOAa+ZAs7J9j8UNh/aOinfv0T8kIIgP4Rrza7HhDh9Cbl9hQazmuX7VAcL+OS8KSHjTOqRcX78YoajsFBA92LBRo5xlviRPhV6CuWQhgXC92J/SDFseMK+Whv7oNheuk3qyxi+7jlzJdLjYRDVk5lsqO5A25U1U1nXofXHPu0qtsqPhoEfAf1mcZ8CRbLS4N5dQTRITjfdMRSCgbD00JmOIWkH2kIWiedEbdEWsDOGzgx04Vlnj7GhbKaoHMH8e+6Tka2r345/SV+ErwL0I6lE8Y92vBmGXmgd9uM+6wkRCr4MTIF4KEa+LDsAlAx8bYrggp8bzrQ5xaDbEn0mrvyUekpIXGdkeWaHiNiIjH9m6pBiutuOEz8VrNu45B2/YUuzgzph+n4piPWn0+1w/1z/nP/uKdxgy0t+xndzvmEx+2CVfngK0xUCqbTUVH89p+WhEXeBGO2G0hTdUqtlzhXqRMkaRTO+vVRccLewNdfFGyZPaBgWjrPueLNb3QHbguyPIkYaogaUO4DF5Qm19qqfwAuYuNEovd4b0QKwR9/feXjxprAL+FWVwDZjiTFbAQUvBbX4OlR3VzTKmW8WpEJM6NcYE3A9tCmM4c/G4ZE1UoJMlBt6+BH+Ab33e4u9A+seWLnjfqf4+fAAgEs9iG3//cghv4G9VFkmf3Dyg4evWLli4h+zMxvdx6hWCFQz7kH01kAZi3l3m+qLqI/fKGg9pzAS39yc3GOxh5KeCfhkOI5xQ8g8q1zstiI64HcTxUR9N2/zrbHgz9nKP9eFNVOgvv6icpeaO6zt2E23Q2/G4W2OaEUDIW8ignCxvcZBCJwqKZLgONmmzsqHUaQKZAp9AjRYlqgAacxMTWcOFo1o7fARJyiU8DwCYXfg2xZVehDzNKtdS3emZl68cr25Lb2dvN5+PiSi29A9u6+TNz2JSOUpPW5832TQgSaEKUb+g/SSCdW2aJYsSerGsSAtU1++JueOPfhkl1G6zmeNaiB+uXGkmin8c1ZiEPvon1J2eFy34nJkyfzBa6NHijbyapTvWrZDPLTtJLFR3nIuKaxr175h8v/+FTFHegt8c81yB+i7AO6qAIMjK3hfiDJK4n72OauDpr2nPEZQQ8lPl+hc2Ff3hl2dM0/BA6Ihx6l18yIq8dCdSIc73gnLLo8su5pLRJW4WOrd54nLhGvt9eDXenZieYVj0M/mE4HET1+u6Nk5/jXuP+5YeR7hCdOKOQmSI7PzqCCxy9IIa3DVmurI1pt+46IvAiSw7qZ54LPlU7/il7oyIuDDi31dTKfxB3ip6kOsiGW0WBWuFL2d4dbudFn3OVCmD7aniCKHsbNQkyqKG+KDUTq84gKxyHF/hk/+23sVr/5bOb6hU13cgyP0XnzN5NLLhmZXL2rKyvZLvFn3yly+/r/dzWQXANh8vBqYCa2ZjLanzGgMYDoRMGJYB9n4KzSKfhvRT6C7Yl95kCjQpbblhXu9dozqzRhQa9QbudX3uKYdn4bMxfUxZ2ss+rTjiCYeYj6CFlH7XgqbA3A2QFGs+tanqBWB8+RkyA0u3sNZBLO5yR47WlB+jyREdCSGM0A8fxXsVLBfuvB4Aa7ia8wbUnzdQetOMr95XkkTGFfqm3OKONWC01zwWgaGFeh+BXJnLuXPxBwCle3uXbmhKecbOjDVX53tyvWgnJM0le9TZ9Ih55J+sQ4V1Izhk8DHjjK5N7wvaFMjdpUpGFbCCHKvBvOY6dqlmUIZd4W914Q+A5/hJ+kxnpkK0mdVVXRKAqWXBU5B4U6kV/uW6I5JxzVbiLCm+UgKdk1rbx7pytS6LkJX2nwo1Fr5Oc8EzWGP92ieHEhiWRAvMC16peHsXb1od/oVFx/gEWOkgZY4/8jmyxNflTeyjvEduodL7Q1nwcJno+777Rwrg3B+xTYhmRfEaI9rTy0rRAij/8jzb2bOcuWUJZoGBm6GmYG/PQEhHRrZyWvOoVqQ5Jp3pXcJ9WSsp8fEWxXyP6/WmHjSTgSe7FvjRNsM7yJebsKH60EvJ5bkOHMr4jLS1ydBmqEuwEuNf3l5D1I1L924w7jCNJENmDXZfY5dcyvyPo5zEpNInHTGExYA+LiRvZosMl7qYMhlHTDv03v4BMCjUww4vQPFB7iiir/9zPlYD9WuYwbk/PgT3uP4BQNwW/089r2oCMTYWdqeGyB3d4FbWR+nsaU/BCxhHyTOyCc547O2iFcjQ9CdbvItB7B+cIfBk4uOPvVmRTumnga15isfsn71WsjsEwO+c/BODOkjOq/v56eMN7r8oeLDG2CF0FWBjg9ttUuFBvBUepiyYEHKw1a43VAZkKfTsTgtFWk8WBCw51JXONe/RofzSY7/jZ08+SkLN/BUQxAvvj8iXQCiM2DGGzNpRC/lCcO5eIXAaqoKeouLhU+0UqGQ1VFbxyblvg1AJd4Ei0srN49cIIf9Y4zNWvoAcYg2tZfFkKlQ5VCNJV3OLb752lKBxqUe2/jcWLOqlrGJtY8ydfv04l6/oTibuTfbj2FSiJ0LoH9dhMBQnmiDvljALOfN3eJsAbKeJmoezkmwfSZvFynO5owkiHebRfG4fxSaRqMA9vaFKh+gh9EvE19JpIvx9kIV1waAu7rUHagNJutcQGkLw404CWRF292GXlZ6UGNyIStfwJoYMsXGuqPfXgbetV9s7Ih8AcGYQ9lBrwgbM2gumfgX4+5j3CnAU6uktVwi0AN+7bzuwAbU9mP8C1bar88L8ZfPS1Qwo9XUPQScL+yP7MSZOUG7Cecb9nkKzz2VOeOyOrWsmtKlt0TeY58/rlforzfNtHfcevpnMBctnUzF7zsaw0iyCOo6YnnbWR6ExaFl/Lj67QdxHd9T446iPDKWLaBnawkN46gYXkNphlgpasjR3rf95UkDXnbWVFsqguECtnpi1q4upJnl98k4yg/v+27xJ4vYGvcOHokLTR3f8VZTQTWtiB1Km/NPsrhZG04BVRBAtRpBCVe8PSz5FHxV/n+nX3VXAyequ78zMRYjdaVqxtG8kt0PSnbIzxe43iecpvDFHfazNyxtQec6eebKLDFnpBciQQmJVW5yXqrogBFx6qsev7hX1x6ZvWSiE1VYrkK1AsWnZ9EIPyVLC9PF1AZsijP1VDTZSfD87U5LdRsklNez3Ym7SOTdiSVK6J93meBWybt+Wq76d0o80eAA4FouHAPnrf7HQBkgmjGXS+0Vg/rp3tEGSxqRdvM6yaJGs0FlqDeZYOR0p377EQo0LjBMZdHry5/0bUPtDbc4634/iLIjCyd672Ai/Tl+9zNYLRZPcES32Mcg3vW1yjwfu2gRp7BI7qqiL0Ygwur2vDkjYEdj455zxezufhb9vYXeOZ6VVwEb7j0qW6dJI5HlnBHFpLFEf27z6p4EHwJDCLt6faKIN5QTxiu8WwEuj60FEX8ctLmTwGRozZMwf4ZFPdV+o4Elsj5YMWeiyNujYaN18PoZ7+wEKE4kRp4kN0lSA06BCmobHkTrkPv9SSye/4f7kri/zRfIa9S1LPBPftBvL6sh/Ou+1MswstnSS07cDWxkyUQZ74nCND1QXp0QpiHVvU93JrqKX4clEYK+retCdG6wtqgncpcHgl2YmvZVaejhcg3Lv4XlSxP3alu2c8ctMQ7QtaeMS72Lhgqfvfrxui6HBRTF6WvqNBkCjDmeqOtokgfQpXfWT27+/VmRNYbordfDAQN2PuwvexCfhtrT+7yAeHmIi1y/mmefwjenmpLUVjRNLzSfJGlgUZQ3HBv1ydsFWQ6ZSNCsFiLhDWLGWM6jf0Bexcbw251vnJujRj0g5M3VB1LARdhlncutzJv9lReP33qqAW8b6qJHbA5tK3hL92CjJbRNvQsbmGMYRy+PkszrqpXMTxK1YSpB4WfbXCTo2dewQ5SCDYKkhKZo5N/+W+njvYrDL8Ria6y4j2QMVz27+qAMfACPTv8mM+MsS7OGGIw8AI8hOWj+ZPPHgzgOA7LCAUlavKkhkAfQAaJOYsdpjjW71Ra7UfUxuI2mUJe1Se/y9V40rxfxzXjovG2uxHeIVH6jHX+rs+QffypOcrLig5zvblHdyzYikolrip63M6hJZ0Iva0Rq2H7Wz7E7G5AAt9pgnr0uup+9TG0LogsRQMpV3ZiutjMQkC3IiWvM+NdzyPD6L4jQmDAexxdQkluKezyXJx3Whns7b0SiMQPgDILyfWsGD2AzOO1wZIgF23FW447Rkid0LEHysSkw6myJW87YvcTq6A7zJ+YK0EgeihJ0SOb1FNhU8dF//tUYF79RpBybTAK9vzKJgUPPl04uxa190aUoqSVoNy55I1DrA4om3vLWns5ZUNRvuEITssoHgaEtk5VQ8cFP57wd3mEJ4kNq7Uv4TyRCrcdg/M4LS6lAuljdZv6A819iGf6HBRtAukRE5XBNUdmFDfAirWx13ZkvJpkf5qtaqRVztx7HrY4Gxwmdc7fMiX7LDzLBrspBcf04+RmcEBN4XvGvzHWnsWZrM1HUOAZFn0JckOwo7QsWwTPj92S3EhK/45JmCpJG0cT06JfS+ZQzpwK6FE+KKoxxIFB3fvHjUE6UIE32kZ+pnfvoOGuVSTOTU9cbqZW5Dct9LpF/nbp7WOfav2B5XR3j3VJ7AcHP5l6kWFYZLFwuuF2Y4XLxib4pBDkkQ+rbg13sWSxdtVs3E34s+CC2tCar/M28CdLoM7BDlh4fiAG4Cr8OQLpEQ4aJKVKDG0qv8FysXV+6yFtU/xmoJZ7iVOY5yJKu1IBwvzYW2ln8o01lqQBn+Kf/X9Yf/bY+AsQ5W4h1jxRp8R+7TmWXWTgtolA6cKTrW7oqerH3nEeIAhuG/0dKv26G+sGuRpW25c0IMNttsqTXEVHSfjKShPpjoRI3/fKPZOyDHyG9hjnljinLdCex1veZAbkU+isf8Pr6WhVqcDO8P9zVvcqzuusjNJ7DamZ5XBaiACA4o99lOFHbyF47zsVDee49cD2z1uqurvaVv0Xdtp2XpdVHpUU5+qOws80kXoSMkJkgprNtJ83yyfjDTxClRwVWPBBVvfZ8ocmdVOlJudbwSwrDgS0rn0eHqGiUrX1XqZTzvQz3sYkeLcooZfBPPSbfMvMxN8WG7uSwpm/ogIYizRDKv1taiPrt05nrGpg04o2O1SpCIKwNZ7sZLSK1+QveNrYlggDUoZLtPpsCsBaXwMSvdA0Ya00fRXuQmoZvjIRU7b9NWx6r0g46/UrFU81Az9fWSPafUL9rES5GOo44VBudThuXElQZ7R8f3Qsy+DmYaycP4hc52L8zwoj1FC+QIeBh0l2/hyF/XXquyvres224qmktXoA/XYOR5zZ6uW4YdOepLkDzyPGqiLhFXbY4pDwK1JUUyfPmZCHAnOB8u+5L8y+ZcRGIjVgR0ISFTU0CQqKNBkzO+UVFfVvz82WAC1nd1gAWlOwedC8XPF7gf4AJCNCL4n/MPtHZunTPbSqxP/AJGM9VX3CYbbbBNojCb1dkTM+IajQ0Qf0cjOlqXS78FGgUUxfdajg2vAHkYrZbarqKhe1ZzS90B+SyI6vNEfw7NaanyCannwS+rPOZQyUMMzgP2FYe00lPAnO9Vrm7i92LDwDei0vN6gs/wxiff4fNP0e1NkN2O3VFuXBMhO+6oxq5DwwcsuYwOC7BDqBO3mdFCh2EPgBYfuafZZuoI08h6YL7P2LC8sHmpPbxMPWvohR0Tn4YgN+DWDk08iphNunOnPZuF99oGymlcv0CIhPo8SgSw3bAtJz58m/BQgbmVVait94Pq8l0ouylix2DPn8VBWiqDZ0LjQoaVOWS1AKHjjRVkLr1Vc+uEesJ3x1137L+6GkLagiwYbu+NF0hkVMPei7aLdfJX9x9MbNZUkG74vo0w0YMRPiIsOdMjC3qh4NCd92HArunXQA2zkRoqsRrM8wF+pnAdicou7psIon6slYzsnLYoGbihSY/zrj9RkOser1gzOzi/P/ceuBMNjb+nHPyLQNGOkB93ZZY9APDQyXK9nYs9UvVTRUAK4uA96+IWqdz98ezU1Hw1fmdnFwC6+86x9nHfz/p36lgE2+dCSIIsuxGso9k+zoj+iCCzSsszRH3PFisMxpJcd5gm28eTrkzAZbYVV2nuREmqkF7QqnBHOXVdep/WhvLqcYWDVIwRneipRw5mN7aFlWyxLJ6nyENHPTfIusbC+q+A38RGCn/f7rMsZPY0x7QbobfLXRETQosa7OHdvSDcsvO4eV0Gqu7LkzhIp2m0j6jtJOAkHx3VLKXwNk7w/EOByXrOevoouLAP7qv7XYVYNuCrZ3JvIG7bYWaW33MrbX9MPwAQ6ZNFdGFP+jp5/uHFqf+Rqp7e4QKS+boWkiZceVNsHN1Un+SU3jgvj7aEGB/52wmXQKqaNL/3iD+7p1ZJ3HeO6Qnzx+zj1PZm2vBA01jdBtudwpKyaykrfqSIQ+8bOveyC5Sc0qe3QxeKa70qY169eWJ2q3Wf08P6WHIeR/xTLthvewyCdSeKKLFECrXdTOwqRGe1d81+8mWmNVuVkoyln3/PiKYQ7R3CNrj9NjSO94E++noEUXBq8djBJsLgMVvWQ0iDnspTLdu0ehOjKOHf45HP9xqSJV44mM6L2xDLqnCAgdCJ3XTaLwCNN43/Ynao3UIVmPp3vtghdHr1dh8AST2st/roJRZCb4y7lwjmeVQvYhuuMLIonFdzp7vcKqtVeKeHzE9wsEOZQVpmI0K8KfvjegxjHwD4zVyRToSk+Q+A3P4OjbGqfqDdBu+u2ZnAfZFUrKxosVYVCnPndX+AV/86hMxIccVG1h35LDQsSAG+TT0hXrXTbsY3OYVnHhewyhJ7+8jDB037JEPWtkhXQsjBmEMffw3ohfZJ9C1zIv9GL45SoKKvP92XihekbqihyvYkYzqi0SwoBzUieXqwu8N6NkDMQab1X7Iiomy0zduxeFuJJBzxe+tEb9EHDvJRaL7c5FSZSwHidb2wwP/3JMPQOJXexVOrd+DZpZUIQV1/zJ2x8kxx2XVe7ZGpPIs6g/vCVXHTyUR9fwyhepAimm1yhPbrE5lPDOqJuv7ykoiri0g7nZ5VT5CshMRmFuwqhgWZVAMpP+nOUp+zs2EV/nTRKNt5/0Ot+fT4W3otkiRB8BLILGYVCPwipJqVU5cg9ct4Md4JFQj9ZbNmTW9NhgU2TdPxzSg1xA7qRTbsqhfAA1kJPKRE6qyAkn3ENpho8kH/kuM3eZRmMpdvMcxszmtZvQ7y3jXKnP8eEAmyXxU6v3PdvXdA//XsKCDxKThNr946+liwFiSwIwVrzuP65zlfqyVQG7acNYVhPMh6oWCgsJP6AGjGPu9AdI9BWkmTjazne2Rhq5EXPVIVKH9V6fdbHgscP9ywtZw5wRbPhaUEgZ2pVBqMaK7Dj6cPAHqR+h7GQpSjbjvSpbuSlGDdncEu6nV1XSmwqVSr5AHgifIZPV3wUhf+9JzrA7aLszcfxJWBaYsbRYggvOZAYdeD43XbUG3+iNmhHKmkoKfOATTw0rF64kDFeVmVwn+6HcNqFs6T/A1fsBLm4apsTGORISyoBmgIJyr1PrbCXV/L18/zgr0b1yhYdTzyTqlGtzVNn5aOoJC4qSihOZx2npVaHNmAcoX/igiScwS9l5Bj99YLO0tQ0Z5zsM5YJQx4psNGoqSWyZv4g2pNU8S2zL8B1W0QboVMTrgTKQebWXf1LjWctiYTaRW5d3lllLZ4i4IhFkjCRs6PHJgsFkFDdOPVUbYht9BM6fGF89O2MMn+KkvGjZpN04v3hx9fRxdTFp6sOcqgwqERowQoE0y21GeWnHTagLvNTpSdVMLV7GkNPNA5EBhYqVFjawvuV1/UdlearO8S9xbatmXTab2blzce7Y5NLfkngiYAlpBGFrSQdABp8uBVFagSP1mRnV5Jq8Uqjwl4IgaDnP9ozlaj1nNtQod37AIM7XhsnwocNs03UCXDtGfeNXsW875hJZYaQAcInHdZvNdKqC6WSo0BZGE25Zz0BGDU7umFi9S4RqPgDaix69ZF8Q3WmJzgWahdlJRlVpQwSNbOMRkzl5hQ3cbfdpUK/J7HZsujIdJCUt6vOBJ0SIaJWN3jkl6OjvPsEag7MmNQr4CzEh/mqK5IiWTbG5QpVX/79+mu5nqCjqkp5N0f398MR3fuu/ENDKiOYVvB3jiBwAay479dtXOKeHGU/s81m3gOHFTdTAgpdMisEnY+UP1fbsw3+xYymwn0RdK8/NUa9ev1oqzAXrCKiVVnAoP3WiEiv9Up3TQ11q6pRjYwRVyxS4Vnx2ANFRzsf8vpLrlqy4PKCAzwLdLBSUcsmrejx5e9bKVWkjrrDqVlRsp4tvkD/LSxhjQSWikqdb+bueFeLt+KoPxHPmrcUWbtQqBAIYpF/SVfG4GBLEv5Cr/znLLzhrqvQ3UlBaL0K4LURCV8OAfsqwqW6KkCQBHCr2NHjxxc/uvWZYtQzoBmTGmzYgqgqieuDlDzUzwuHHUw+N1V0If8q4AZQgfsw0cpIW5gO+6wlW4kxaKWdGdL22ap+fENwmTOxl8jWaIVk2ad03tz2K+x4+MtK/xXgrgCI8QN/EEJMbO8ku3KUlZsDu77fVn8AHD+p+Q74xQ0pEA6wdCjLKY8PgYI/cD1hlXRHULZ8+6RDMQ9u1NpQ6QdovGRmY9arhbsrdrKkJQVDK/zV2ZhQVynKH34+orTjgFljr1GgcmpdZulkGqHMJxF8Z6X3AqhuvWQWUMNeEB5DpTR3rNrP/985lYZTzziWqAt4Urq65H4oVRMHqcUGlNXseaN5gJYAR5wqt4jhGzhctNOY+nSDr89K3A3UI/YiiZwxmAQcR4mnLivrt79iCPSsUqvnrREYWA50ZxCgMFafYJ38st9tCi74S2hBd8/L6WFfnTMfC8r4eNUxv5UrzeddLv/7y//qA4HgHS3YefiFIK8uP6F+gsn/bSN7dS80Drjd/GqE+kd0wqtdRz4aBszl+hqZieT6HsnWhTwttSjWnXE3phiXDtkPWQT0q43BFnjvA5oeQRj/UcMkvL20SmgXIMBWZjuC/sEUNoIVLIBggm2Fc2OrE8UbuGVV7gvCuGn+yn/DKkauYdwDeeIHqQQ9GbSI7VRODPwvuVEQwtaVxNksUnyKtALUn1kS+KPamEW2m7txqDe0gB5k+eItqzhjXhBgvY+n9LmMvNPId2Xgden7lolU4Hrt19leAc5B1RKnJfsgiw6jvuRcqrS562cQRO7rGTgKosgc1mj3uvxGs5Q8lJ9UmukRrivStlg8Q8wUOPbEk8bojd2QVZlt6TCwxISma0Xna+AxRxBKphJgXWslWr+XLXmsg0dK5m4CyHa7IhEz+8W4NiBawYlQwgkS3TjoTAgip+YdFB6nD73FgLtI3eYJ6WqbkyeeUtIJmXXhLKH1wg9f51s9elipOu6XbxmYKq0r4jB7YagNuUB4P2Kw1+e5Y3iG2ehg+YJOtBA+AgrTErKVrBprkGoH86GxC6auwoGbzE/Q1XovO06cF7T5gersiO6UK81Bw3asvz+0QFCICcKmEHUexs2yjZGeo1dSNOa3Y08Itt6I2M7DBSj6rp0eXivRhTTyQnWe2rFMhopP7c9Adune6xPPLaeQAinIDhVAfCa9ifnR6R3XAxJ384TBmPcn1mJsJsElw36Cs/jJISkgj3AdybyYXKXlm15M9dN18yvbXiWW1sqzPG+HLKFSpF2MtZfJ0/ZMz4Zzy1BPACS4yEfnO1LtXMiWy11D+rQ4cCPdQrX7V3yzgmqZgdBk2EW4eqaopHCLIqk6w0oyXi4encpauM6AvWvYdZrixhRXlcNzh1e9WMIP/oIySp2506+fqbS2jI+iUFCx2cewQWNeQCwKewUKrTyJvV7iWxIjW0zoDmAsPxs+Cw+ONHHLqoPr/uDcIZjeXrTaFQqH/Eu8/4XyQlR/kJF/fHYe8ojCJm4AorX9Y5cBiqPgUjp6EF1IF31ln17PU7UsRceACPS53HWh6HOP5P08MHBRoHf+HG/jHGXStw1HN14FXFfhF5ZJcr5nshI3FJYlDevWFZct38zbznRe3mgiaAPEx6oHq2hIYrAnOtjBb+34RY++9V9yyUSXHWiW/1j2+3GNbuU7JNKybhF/JvXnGKjSVYYJdv0Aqy6VbYn+fggu2HTLZpVhfbWZZ4Tza4UiPN4F0IJvumvxE055Zprz/MGGdrAkJw7FaT7/NWy7wvx+/dDe6pL6EU3bqRwrm/JTJA49zyFyn3XDM+/R8WDRVTYLtbn0GRqJ4wq2D1JFIG6M1qBT6zm6t8FOjcMh79aFCkzxvYxdX/mF1rNIW+H/Y/7OhOwjSw4w3bekZMxWfKsu3rhmyh5ob/YQC986bOcB2lsbBYgLpXmAh0AHFzfNzq+z4TkQ5wfAGt61yX3vfLsxzf10Y400TsPgLbSLSnU2F5uWwtCOLKCxnOCpYWM11oxNWUO7O6VOmoT4TFed9P06OTZYyHRRLVc9y9z3VcoeJyQUhwptCSV+Vd4yDMgrtNZr/1j0MLExETSwonFLVj28P1faEo7yn2s98TjDu4MTrcF13/vi+5kEA3Qxjt+1As0PYp2BxKd87QFcRHpQ7jJqLfQKiTjkEiplviD2rplohWbq/X7dMOnUMzvstT2twKPJYy2j3QWyTjwkacCGX5duCz7Yqr4Thmpnl1ahPgVJzEr1KqyE0yi/zumhEK5EVWKh/B7lhCgY6cVMg4hL74vkngARG+30o4lkx2HUKKOhGOrUemWzYiy+aU7mYY8cFBiQzLZaTDuMIf+hhPi01NQ6ahqRBjKEeG9JwihvbMrP4Iwi9PJS4FljHpvfZf66JepwH/02OKjV8QByum7ZHlBgjOpf3jWmTQZrxXgU24PAIJLBYKjApK6K2gJ7CSnINY3DGnQmr5rhwfwo43gPJNRpl8R/aXwvR6VzD6g8JF36exOy79itr7/jutjSEXpmHu1+SYxo9HCnRI8OXfa/PuqicGByB0v3qjSHtuTFAtEf55du8iZDktYAG+YLG4IyLN1Yw42lmTfGvyy7c8okSdS1iAZF+XeLFlPHg4fx7CzUHAjjeUcSj3sJ669HBTu32U2P5K+P0iKum9tKsaJuTtuQiW0uh1zAFJSQ7mVB8ZQgbeOQZ4dKIvgD4gCXfQ0Umh5s3ybzGZrWzPaECnZwgEc4jUmWvuxgXZYGCXY/441jHlmF7pNUX/Zjw++GKW0O5RCuOfoxfXo1fal+kYjQtJehQK7XzuA3uF+LsyCkVv/jKS+gwf5oNZxEy69E/peROvJM+l6my3KYu9sGM/BoMOGRzdrLGyrHEicZmoEpFG1/TCiKfWrUpdmR9y9FpL7uhtRc82y7LQcZFWO8tvbm4lBzDctYSxS3ELxm3Vd5EjEfUYlvR07+As4koVfWvbj9gmfZOrsiESHMC8Wdsb6xm9TBKku8XSpJ55/r5Prj27FV27ewy9yI/udAPjzhIqRKoU07399DJXAJe61IEIjTuJQglkFygBqm5kZS7wTwj4b2YzesBHfJpW63hw6cucMgIDkgZ/85N/HmXxhT/5z0+/U/wY3fDBHYWibbNaVRThIC2k0DCubGYazSxvMiytgHFq93yBPH7YcagSU0Lw7aOb4GgoxCqFvXO1RAyJc5Mxsl85a1ZuBIigN3tY4OcMHgK40x5OEfEYt0ujkBAJh2VU9IS7QNIGAGe7t48ZBRS9Z2neFQbgo7p1On1mSQ0nLrDsey7bvySWHpJWSn6ZxYouBg0Q5qFRjcVuR1FLzf0SVG4AOZO71J8RfqAKR+XFWTlRWsccNTXIZ2GzoAbDOIHbclVMR7eMSf8uohEfzrmX4duiVpVK0zCLbOIRPfAnJGuMDohz9m8VgMloUgpafu6pReZvUBQRGoymIA0oSsAXNa3mUZceX9XLI+JkLWRd/nV7cqgY9+3af00ZKFSS1JK6BCtudEpK+UFs86JDWi/W+e20qBDj0bvhszxvVwxb6L4nqKcaXs9Q1s33Ws3fIsDvRR+ZHCw4fhlDjJO8Bg9l9gZLLaE6I6zGaYlEzQJzile4DgPoF0pHLRVHKVSiawKKAEo3/70PpllsHBbi3gevbwlWi+vcRhVYfm+fGiMy8PyCTuWybKXDVrmFAwn5ZmhJTQEMeZKf5AYBxsHL38kM1WGOw/S8M3bVFm26CdOroomtCoFOZAG4aygt+e5aufDN7EOrmLFM+8s9sA7gjkOasM84dUhjnMCwL2g+r3z1RRJAOb7IaI0TiQtjdPo5de2U/ll9CYNcOA22iuI2Lfh0m+FVNTel8v3A8p0LOQe/G9dJ9JMQNguIVLqMdZmU03wyyu8/vsQMmR263RUMrL4P1hvpEFumi5nzsGHSK+B4AEbjDtsKINc0CLFYmTXljsSH7hsECLJTAaD7eEm5k+q7/4DahcAVbb6ACPbCrrCNyQ5+gioHYXI2/RdBZy8kvobnwqWgA3n3VfTJkp2q7Q+OUeueC8o4XeWmHpeClty4wXLzLShtE0YlKLkGtauoRo5Lw2Zc5EaZY+Vxzm0UZ0yG+udADLoFr/2djXG+Yo4ca6FGUI31kiOVhNPt8mwD4MvxReGZs1cO8quB/6qOQePNXnxEIopIh6wAvCsXQaAvN7w8AhS6Qo7odufucdXwiwcVIhY2Vlcip+MJlc9crDWmmagY9UlxjWD0TUcUFLYdi/t+KO9FHYGJCL3+EotKvne5r0IKQQUF5gR/q0aMKgD4xcECPFmLv9lUaBemTE8ZSLyrhqfI/zp/HzaYSn4jnf95GaGwnLOjYB8ILUE9pTz/s6j6DHeuCdu8/KCJjEIcLBnFun0QLhynWy9WdLBiednKXJfR/icD8c6KFDMqRSnANN11M24Bafs8oJWQEnlw3SmL9HCmW/AR4RzFZc0CPL8iJOfXH5DFt/IcSKUfkBXqXLtqmdPkJp3SNDBBjMV6XOxSrhoZ20LNit8EvqnTUupOM8u+iBZXM+xXlMR/nMbs8wSGabylIDfnn+g7hOjyjDbu68OrhRijAzRJ8bXRsnz5JKdhoFugEQzEIyxFoe7aO78Az0tgCxOuGKHmClUtInB1eH54Nykh9UfaFhICOSExXM4p1kCGdPUmO1nzVyhpJt7lLVmRSamYCOotyMV3D+P0AOOuAs+I9MtYQsjvuRdelX70I1qg+1qMb29QPtb0wu2PLR9dJehtaAjzPbj//s/k8qrRJ7gd+ADDJAhHew/m0+RCCbXeGjLpLhuLNR95FkLX6ueJCXBbXRJAzgbm2tIjFscYp875ytY89ZHob444d2BBkgJpHuO7hjhJr+eo6g/rhb/5ze7osAex4SFYVJ6wI2wyJJehEKdAO+Gclr8+5dw9EE9AiGuDWsIo4TwmrhqRV+Web7kUoPfh5cj+UaFt4daWtgJzWoVh8StMOEHIuqfrmOwZCN/l0+VbvkTOQfuphRSzCD4rkq3y6ytANEBcj6Ee760Z3Rswx7uU7nbwGRlHlLSe7ZwRlGifep52P9KcdJYVIV2m6L4F4K8Si8ZDGW5T9DCN/w5IqJPMQ20MUbh4xdQ0KMV8k2808Hf86iCc0KR2IDc/8U0GuognpbxWBZjQhTCgI4oA0ksJyXS7pkT4vGqUp+rUaCkg3fpKINe96LvO8SjSSR0JQQbKP7e4dqgUJfb3YY4Bs2ZNKkOeQWKmrcdtiRgWUbh2v3ryNWuum25vP10yzI8lKUgJEyO40Yec61AAgrxTaL+5o/exYZO2ePAB2CraoF2X1vEvdoFBaVmZZM09ZGTiE9Hyb0c2OsBUvjg2xGCHI+SZpDYed9ws95Ms2HVhv12zEO17XEck55i/PsdJm9acSlXZrFhjPSrLOzn+YcMKuR5oZ6yQ4RRT42an+p493fx/gjmRZvB/bTbq8DG4jRix9Mdxlknj2vVS1AJGEMlLFk1Wr/eYijOZGvJVR8XaXGp+eBvwLho5BCFuJCQ0RM3fSNLH160o1Uc29nZ/kVAz7QP78vmWrnKYJnwYd7Zux0ydkwgsFAfKv7nNCKNTky+BWiRqa8z4dLBz5Y+oLQRLgLkgSodtIhvGJAbYCIt25hAAr34CAoDjtQGS9poEa5bL3ui3tzhKVefB9Kcy+el3QzmG5lWNj25qt+2SL0dWhOk36WRb5mYhINumILR0KVBx/tL8aZBZInRV9Z1dtaw7OHXI7lSBW/eddWN5SX/K6tuAkSDQWs4+e8pyoQmk3z2NlUVuPZPo6maTyt01v5h48jwdpMRjLxab17VyxiSPLTO0Np59LIWlnCG2QTtbAX7SYHSvw3TrYCu4d4QthhXlIbj11YoiqvuE/QbPYuH8ftSMPqv8FFe6Oa+EAcOtuT+vFyHPqIqf2ej5GjpxXVZPSgf8Mdx20uDt36KnYsz2R1WgbdGehxZtEG3alUadjPADUFDwa6DbvBO7TZQ1cYLZF79yR7W53EiUetBT/LMvSvUH+wwobUpje1wfm2BTOw+9muCKcRVl3aaHABwCFe77IXH0Qd4C/a/2P4xu/VDdPThHwnnF2MYQTEGqs/nzya6NnhAUf5l/O65Fl8U29nb/Q/sjfF0iXFvi9gElXM/AppNnyAaC9YiL+/D/P6Ykx7/r6BJ9goMV+S8yPd9duVFNYUJ7thIF5LLUbqu8ewpxYt/d7vnjBZ0rHmffAYZhssvZ1UFvia7+f6Gr0gpgNuHv3sRTw7l0QAxeP8/EQ3lEMU8PSoPPkRwJAJJxd7DZVd9L1vcs4avVOurqmbd4YTp+v1/L5jwJj26bpic2Kr67LjeM7/6rtTdvZl1j0XN+yfwpF/Qv9F4rRPADA5+UJFav8X1neVfq1SWPT42CEw8Tbt7jCNSDRgmjuYOpFA6mJvdnYhd3nvS2FAokYiqlved7QvXAmb/i5GdKCnmSRRJrm1YIJh25YqkCiS300YGeKec1budRHbN6wy7AyE834R242M1w0WWXm9KYpG6DwXl7aEmy4whp+A/q8UuDeichKDhH68ePH4ZBNjhWQE3pDkjC6HUgh9TiSQ6bMeUwK06r5FqgZ9ayqTYnf7mTuekDnXbvGjXVUptTyEtCSXWHDElOsNoRVzT5T3kKoVUZzDOsXKnmvr26XNLaPFXFQQ3W9gmZC2ZShRMx60ONRdwM5163bSNm5VuN4MRSQTbq7ZpTILfS5sLpfXtXgh0pU0sEf/baOAmiHoQ0qUKN/3kfZd/ZUCw/kbWUzL6vTk8GdfL7oKKkpWMi8ko7MVFi/HZHHQUq209oiEjcftX4y7VGOaW691q4dvnC8sLjQexvAhR2ZVOQHTFc3kZR5miwC+fD7sr6XYIXrEm9i1C94eUUdahU6LSzuTQRb81qITKoqcYOnoLbVlZ1YGLxFae2Fn4lN9XGPTfZxrXj3AN0rjj5tqCN+OtzjNNRAfXkzKo9HcM5AET+TUVpvlSc4qYwYamplVJr/oWP3Eo2Uu9vmT3nbexZr2+SslLvnSvDdy0+GO3EkQE1V8sKmTzsHWRUmFSk1d+gZ+j8FCSDV5awMli8DA65AT32B3Zssi9ogBb32xZ5yx/uwelQoNeh2U2ko6735+TqdvM2e3no3vD+2NV6BzF2ai4V5VfB7S/1EHcpOnjlu6tW87L33jN9cQg1TDR4sARHrIDo6LzadqmU7sdsfY5kYHS0ejHMCRdN1oJeXr6yAU3UUtzZLWsvifNCTHOihTluQJmPawCvMmDh87lQpEg11JE1qtbv26mxl27C0ssdHufZsZzaGmNVQtRULowAlhqc/8By02eAWOqEhheiZgqassH53kXXYxajldugdzwOA8u5Jl8mvaFlvlwV3WEO8T6Lvni6pxcoUc3dx6teAeP6KROMXfJ8UgWd2KP6Cs39Iq2tsRP/p/i0NegRCFoQNF6E76ccTv6APsl7dRdmUoML1Fi87OXM51VZyoTJBKg218U25U2aqT56LRVBo7EMQmrPxlokZUQ2FHn7lq2pzXraLt4YvXldV2LR3FjW7vTv8yKMagKjISv7aXKlF8DOdDlGAEqYduSBEJV/no0hLj6R1y+rbaAdJyVFPro9O+1twimq8neefnPomFrstZ5MgasEy4ZWFpGMQykfWpA7ZqWbh71719r2ABe4lhV3bUJoseRkNSkPCe9jhixVuMXGzrHccZ4BMDrJ8Bwom9oTnNA0JPTrIdAtUy8ebrJECppB5O6a6eu+cDXNvxjsNpGtMtq8JuTRmhSZW9WRY3t/JUycuHAtN3itMqALJz3lHN+4F4dIl3xPabyAL7b7scjcYTRxesJ2SoROBE6AGK7W5Vud5XsWX6MHkMrsWMOMwjakfC/+yU28np+b86zwniTN8v1CmEEQBpQPX+y8+Lz1fLwiEBq0iZne+fvzZRRrrinoOnwW4K4BG8gbDzZd9haR0xLAZvnezxn4+x6dPZizZkl11/UHxKlgo8FZubJdPbbRoTyC3m6Z7aa8xU448SNyzQTHZAZPdwdaM31hGAN/ZsL42kTlYFM74eZmLAadiT+Zq7gzUuknGqCNyuinuEYYVfvvBUhj56b2VR1C0W0qN8HB68jKaxvIxW+t0zFZ3M8fsWmkgiMQjaZhWhTvM6ywNqPjUfHHYvow0PW8n+VmLNz8G4qz/9MyVNlb4QlYPi2Es4ntquW7ZEQ0ZxMM9hCVZS7CZ70up4zAgVkueFzS73y0YV2mRXHnHhbIrRgE1VgQvN59rpT1WvS2eRQlSfFSTUH+r8TGLgTIr9Ccm/CSK35Ffv4l/ECbGYFBUHySI5AdDhxl4IvcEakDCpKRHpl2SLdUnlivl1/jfiiVX/hh57BoPn9fvOxo7jDcl+cMVwnxtGF64rvSYAHcPr6zqDOcw75sqZj9G5tud5RFv/CJm41bxwtCv2jygMQXchsMPerzU8+A2/sNdUXWVeUobZi35E3HnGwyQ4WQbfx4eb7LzQQ0l+iSpxNKYynR3IZG9VZ9ES9Rx2gaYYVSHGfhqhfFWSkdGuwZot1arPksuQ3H+vYDN8UCg56QDaj/nawcAXq8+tz0e2p01XfTsbxYxedzNUWJW+u07UdENOBUHeKn6y90QHZN0R48Hw9UDIJYdib0QXLz1ADBalt+ocevQEfSj4Xf01bUmOk1VxgVUYufwrek0UbHhGlXWAHN4o1pjnKVfR1xbNiTuhQ/5IY8++lSxOz/2s/MWAmdDErbWFVBzcv3UIjgznKY8mI1HM6226vSfzVJstVeuemB/IeqyNHf/eG73XoB2Y1dpv5Gge/CtdgCoQ74jOPcRzz3rxtZ9I9JQW8SaxzinboIjrQ7T8c/dyEcVYeMDRDg22Ubw7VajDbWy9bVtj1XlW5uVHoEPQObMemx0CWsMFUapcPQ3LfiB2/IKW2kHIzWmgD7uQcfZemVwuA6KeufPLrGr6fJlP47HTUGsQ3d3gGBt6UqbS/CTISpWgS/idPZ24nnf63c+iTKxCoXMhpDaMd4Zzolnh0vUpevUb7Jhfx4pxXjhYl0pw7xUxRu+ym9hVXVfLxugMCyShH627NzMECRt0IRYTqyY6hIQoll/E+kEw/1O/5MpE1TkL+oZdsTa3JdciXKFKpD1CZfVUipVmLOSupvROuUJz5p/wVfxKHrtJy0LpBA7U57i/DpBxsaqHzIvz43Ib6i+80Z1s5QF+r6jDZMV2SkgcffPUoBV3OrZzqcrpVtF0vfUYapuncXoBKgfjjZ9tqBjHee/admtGJbqQtkXonTNhi2duvp6fDsvpw5bRxZLECvhBO7yzBFamJDhA9V/+ZKETG6g7Q9kjApP5/6PO1b/2+z80LOWIyN/40LofkzUHebwLd69LHOXYshvIjF7vSgOYQS2lKhXfmB3mKZC1M/8objgWB0y2QJTHAn2aBRtesT7SiaJsLcsCdUR1p0cTfEfL9R9M9nXUec91vk0QFyLB7iPuC+9MigNUkLQJghLdM/wkFIcSdvkoetKYNLHBnsWgqsEPsTVjFOYf9XpEJ+eVf98xvIpSEuy7DlMybvEyg4VMmXclW4VlNW7YDzyCEgDr+H3Yb1Z70wTc11OBQa6HwDy6Kd3H7JG8nERKzWAxbQLRfAVMfOFao5faex9Y7p6Fzt+b9oPPnVMedv7SWuyvaMGXI/VrafJyp/sQdXH6TZfzoRBEgWnV6t3z+tqtHblyDfDkpmy8N5yObMJepaHyi2I0HbECtY1XMY3O3b3Sss3lWp4wsL6k6GnlJYwpkb2CPXgY3pEt1+G25/XAlNW8QrtRzD9nr5wi6U6WuOeLtIqu6PSl+iNJN3fXoJNNcpSpa5PlOfFMmukvbrLj9otvxfJ3jAntufAuhiDRfQYjMorGvAV58XFrPHpiRK44aGaaxOh3WUHl5uuRroiZk29OStb/xnA3py6xPBUnqoSrGCKF0xDZtB8NnWltqy0Ymv10MQB6qt7y5eXgYGEVonKFmdemYF1DufLrWfPjd+xE+Gtd34ZJ8Hw5X5SnA3IqMlO1m9ZBHF2Avl8rIT0oB8zEqPqamyf2jPZIdkeeeXBSkJANfdWKI5+LcNTjj/ctXaMxx0M6lnFD4DhBn1JXJUF9bZam5ajkteLEvv6sDXSGJiWjvqkwa4wAt+fL6U5YP9iWGbcF4+9M/7VSuuGYaLHza9ox3Qdm3NHuphPGtFkLVW+5EU8igZO2ADcy/9c1VODCKl4J5c4mlvJPZrl+6ZPYDn7YkNLGhJ5R/RbFUORRvausjmoXIotM6WdMMQJvS4J64/r36nsE0Cl7k69A5LGBT2FN1CAgZpdwbDgzM9UYqNkYfRzHA5vYDsytHgzrZIQa4j9A4DVEswLRzcVn7DXzsEmgAH1GyhX7SWcvNKTRxbuCVxo14xxopvYqq2sfb3yYXZsG2F45g33a7tVQc+afeRJ/QAsAeaoN8ADzwy3TRNldcAwOorDWa7ELkVWt40DfjEcGOaTg1B5D6RZ9F7uMEFX4uZyOCtFcO2mB41nO7k7cZpCx/PnGn9NFdHW7186NGVacG/xqVW4WybHnokzv7/+ZfTHVXp8OWdJJIPMjq8FeOuI1Vpdyzynfm48YKr83ROYk99QNVbq5t9BOVZ0zGnc3tjd2zg+199kfP6ZaHyLPZYxi2AyXuxczYWg4p3h0BRUTyFG8OJMNleI12xBAtgWLKPpYDTz5SRucAKBVFP7w2UYYng60uENOETTWxxLg1bKKqytrd1p+riRNCWuvkwM+roWEsaGlZHOghRi5p/OeFb+KFLI5haF1N3x+XbT38kEOwcWr7nDNG5s6yQTfGaM9DKCGudDFzF3Xxo3RyBKqgDkXQ7qJDhZRajyB4BJ+7fvuRUetFJQQ6TQzUmcjaF6PMO6bP0SQfMLtwGu9sH98j9yK7my35uA+Wztyz3K+aILOWPQlZr68dfVTpBcVXWX92RFk2mEytOd/oBQEg+w42KQRs1R06b7NQvjopDh9911+jZRJ99iuD5xYXWJdBNBGL2jcDn1045PC7KMu722t0o9t37Z76hY2JcvZKVALMW+VIjsdDUXEOjyJYUrBlQaRUY3/u86m5tCVOZjZl7NVBXM3QBskzYa/OYYNjLgJF13XVR3wtbwyedZKSuJU8itkye1seB72q1qOdbB2TJSirrrzsLjEPpF8cVd7ya31aySWyt1EP6K3J5N7FBKwVM2dQtb5WObtQlFlsCaLVtmrz0omm01nJgRmmbTBjsWjXq6S7kPpWgpOWNvx7F7PmXKHpvyVe1EnmNJVoAk3AWGfV5Ak1z/mLG6Jq25ElkmcxIubz7In9YIjJ504J5/Z3ix3Ge0S5s+uytCZutu+lerauPYLYeeZqro6GPenaeKm+iJWkemunCffiqH+boB07m65SUED3aUzzZf9C0ftjUK+zu84P7XTzJHtNGg/LBLepS5bdWVHOUvxN8R92wghdJpQD0Usyvr1ZxIwphGz7eF1jO9gS7d0cT9CZ4CBo/J0JMYE3pogFMUNp2qBZGnwVptAUPIKkNk2w8FIvEvZzhV9nWo/qHTLo21zbaX4jMkKvUnH4h9rUXuOA3rGV4gW1ukvXEDWPXXrd3tYDU0VcyjGcXcSQW/Dq//xt2Yhtdodys0+gAq+7xj2neiHEW+zER5libJY943tDGraKGg3lgh7L/tEXoRQYFIEdMVX0bupStd1b5U1mhZmRJRJpxJUT8+Q05JY7rJGkDIS/CJ7VKQ0Z4IJSrdJD8w98zbZlmC/lxYiVLbtffLp38m+1R4yYBweqM/mHYBiQS38NXTmp3c2HBSlIX0z0yzzFR34Ztqnnbn36+T+dVVNPc5GcnXZOOp3hYLYNtFyGLAfyFdE+8E4JVn+90goM1i6x8QKcWr9B/F43F+7RjJAX6DsLBkz9XDsTO98mNLvyJECVz+q2v3M9tjs0yazCxDh7HXc1HPGAWzyYM60wwx2gh+YaQAgjCQMoYdXSs+MxzjTc2IvvByVMh6nnZ3XSmIs9uJT95xeiGNiuL3S4dh5MFV726eizcZKtl6VZggu83G8Ppq0tH9zy9/a7KZgs/1Vh+8Xnp+PWh0+59e0vFfVoZVRVRa8xTbnAKP7SeZBlv4OGeKO18hqWIzUrXOYwX26b54/8zXiupbd2fim8XWGaAuGd7luH9VbKhDUF3zcFjWW6wMu2YF1xmHqx4JONzdu3xTZP2qrUdKituXkJlXdeNPketaNdNEBx6Nmp8Axc+Iu5s0jQyYFl1355Tosd5vABEAgKEIAACoz1mxr3J7n5sk6QTUD8e+bzd9ADj12ty8W5pUh1XO/a6rY4QItdCxjXxznZ5+N4d7DIlui1doEy6pPmIAbXVK5lbauBwtJ5ZWl/z12MAqcpJZRZObUqgfRnAkbqQ/WTVKWyHcCLaVIxtswNgNdjnE+sBSB7805VWZU31XysOXKit8qGgxrf1J7oiPCdndLR2SB59tOzrZJTwx6aXJaYve8LVRMJ3bfp9M1hr/1BrnHziTY8spaFq/QYB7WjLL1Llv07cCZjVBt/KG/Ki5tbqe01nQPDLm6djklzfTkyY/VQHLyO1YtqTflNWopMnD+551lMfOuigIV2tVjCS6eHiwFMmgFYupXFtHKeNMoOlox4744W/GyiL7snTjxMwvakLEN76BwhJGxZAyp+SgjxeuGf9NpoQjmkc04gPDROcuKeV9LK1ahk1960nG6pl3/Smr/kKtT9NtcUIpKarSxjnDbCT1GT8TKEni91ZVyHT56qgd850BT0Uw0LeiAO8YNhZTX9bpWNrlxsD4AHjz5u6n2GS1M9YoLS2Pmui4SaiC2eJwiMhSW2bzgnfDaHq9zOYWzL1OMrdq/aj5U8y6sJXQM0Dq1wAhvkzZzBAgmsC3AegI/zXQn0A5sStyBolmpeqR/qtXu3F43iUV1dZAgsnc1R7Z2p/3NAGEx+lgqsCXqSrfeSuBcjRHtvcjRYx6Vq5I22EoWigtzDbxPspxyefuGXqUr/J8ui4yHk0BNmmPTLLZSdA5ZG2NHmClvrO6zw7hQVHcDl2/Q1VoI84rKt0eAIeOXv01KDfhPtg0bA87CRTwmczAIIUsaOB3NzUAhVYgR+mMsbAstoFZjv/oLnMu1RY3zlEdx1dKxTwJrwXycXG6C9Z+zw1LtKC2lDDiLXH7WB75wdnd1blGJE7YTI+Fet6n5lbqNri84j7xW+L0kMgzsYuBlNBuTt1xsoaftKfdSEyzgIse1g/8lnZr5pKZ1/5Ppeu2cjkjfTWnxPKcXbBw2S01affHiepuEgtRJVY6ujS7uxNnl8xic7ZHRPOHG4s/g2k0v/aNpOQd9f+NS2yN3hrGB8iHIlo/1n/5m9aT9dcyrJWWocXdVX1JVjunY/JVp9HvEvG4c6LK38kCATJJQTCwcMOZYI8WdsavsKs8SaTvhshpsPsVt7m4UBdO3zwnSGBXcJQgk41L6DYPruQZbGSClIwWifeutbrl2bb+JwgSqv3iYSmcx8MxbLmywj+pf/50qsQ3nsl6sceb/+hGrT7btRxVA5VuW6lwL1kfZXydYeEjF/ovKUL6n07alveX6dnWzH90T9zuzEAlHjdeJUFr39r6gMS05ogr1OLGyBY9Ro+ykQ0o+UAYMcObckJHohLtnE52YvtsxfMn8tXqx1dZCojUw+JgkvPzWxUKQaGnNr6+V2+aahPq0rIFj5WZaytx42BbGxoieRWqq5jaiaQJrTUmqW0vrxTHbEiLQ/4cII7bFcUm8VmM332i8v4loUdbfCLJ0FYKNdLFEZK8N/2r/gCI+BK9MpZdBNScJIhwTpOgexeayufPhw3QqkUVsxL8ODrY0AvXXrnsddVBdMQIWfxc9qvv+YI474mYnCvyTTJo5G8uIgBgUtzwpO8xfzCIZG9bBglB4LTNyyJXxFw2PY52IAC+5EkO4yhd+L4mp32bI1fF+Z4v7miPRPXIXqDQ61vNJdCvRzeihydqGbna0o2WRWStCoGBa0C+uO/UKZnWkghDxU7TyVuc3CIVTKCU5InEQcduL1C6KlkTJKKLnk/yLBykiEBsZzNGIXJ2cNO4YUSuk4BrEOswxQbsOMtfQ+lbJ1KuIEpWHzTd1BEnJGtSz26B79CU/ZZHOLQzkeU5y4c2xt/9e6sJ57I69rf64AeAPpDZdM8KmRUVgoeSxzu32ZqEDtohFVYkQEzP/NMoOCInq2SIamn0Uk1CtlE1u8yuAyyEqLBdgUScAQ95YsRohWtAMOQd5VEBIg2Y3K0qmEBNVWVNNhChTx1lTH13uHTHgkCPsRLKGlSv2WrLOiM5x7oWbeiNXi20fv5kVJhnYylXbVzd6GJsrM6oQ7EQCthG8foPrd8BkVA9pEE+I1iW0LUa2DTm7+DN1pPDLHnASTYl6DHZktfAYyxPhiP4yjTkBfg7Lep29wFAPiaxFVvpJpnTEPW6yt9DVqMUo+Rw+uwBgIcUBahqrqWWeiY54P91suuE7HztJ539JMuNxB3ZdpsHlS+JVqR/4PDsiSHbf54as2weGi8gPMpN7Y9Ju38xQsqqEri7HY+cdXX0EylFCtRtZN6CMqvqgWdM85WDFvRB0P4UB6yun/T4gH+v/+dnB/zP1p0cvUpuCY5ibE/bfXpW4n6Ws+0m7+RZGv4tmESsWl+z9Gd1B6mp50EcYU1ARcwMlWFJj9IkLcGHUGiK0iBTqOYgG4Ub5sUUhMza9phBvsnb90PVsFCrY5VkFfCAkXTrfL7tq1vgXQdRaJND7KfYDMWR64srsPiMEfQZKk5Ios2b0o7xRKcOqiVZRc5IEPMDI5RB7El3VICSwzxZ/gc4scM2NN8eKdguIFzjIOJ14UNZV17H8kXqpd3Zig+GSlEG5qfXp8PHx90fZ0kkEwOEz1yV29oJXcyghM617aVdmUkbo+H3PdGBxLkl6R4gQsLhn5NY71KI5bytv316cZ5YV3Y1MlNeAXk7ZR9eMXxzEvp93a1tl0lgPz5DjHmQ9gNr0APgkxeKPsiqKGQhX7ondGNLp9DqSFpofzph9MdsjQanu4OkmyPWGG/meWGaPnPt+GQ/B2rbcI4RKs+bueW02CAOIXZvMe+rABsZpxuvYrYQU0a8zxa0Hmki4/8n9JsJ3fIAGOTqY637dfp3N767l2b3twLl8ZYUksvf9C+3tTmYgBnDxVklZkU1WzjCY3+Dz8n8p4sqG2v9A6CZdKgh+kYqXEKP/BjNs3ze+m6XlZCVAuauKX6m/tdwDjUXRM0TOpFM7mbForrFyZgAYhwZXbrHXviv61RQrsaLlxD8dZTk9epoPt/KlR3dEfF9ReXJzeu2Utq5ywBxVvLx325CcDalYbfjEoDAJ+ygGsSfIT8G2qgrZlu+vyNF4BKd/sVNEtkF8fedxgfsjQLYKc6soWj7AOVAycg9PhH7viXxl3Wel4PFx6kz8JPbX0tqSSkj3MnKLjgG9c+QrJlWAhTezsbYdvYANJO8PBjT9r4AApqN3cKJ1pf8PbjXa2G/bLn+Vbf8JK28q1mDZaCF8hfXq4EQxJPbYn8KjWvc8KAA7IrI07ZZso3cOgkRSFPOmAG5u6e5c7ppurIaU8Cb95LP7NmwS01iDB+P4xLq/YXWfZks+17U0tmFd4/STu9TEZaFqVNCUNWhLgNZMZPwwoJUpsny3PCaTMczZAE2KtwyLkDkrHXDRn30RoEQlbOscfdKK0tdVde3DbXe1IYvU0C6XxIp844TQNoqMTWOvWg3KLdcn1itLPu8uunJA0CXhXaVKUvX+XOTO76e0HA9+fYbU96/DelIqZFMFhLEYfALW2tzd1hIBQQ+A9RKE1KsL6p3G5takbqwmZYthOIlnLU2R1OEfQeinxfoLYjnqa+3DlYMyf8Qev21WE5ezt89/EzQxoz34DeKxKS9/m1jkt0IWlYKhvOJLR92PGsiUvnDncaUVyfwRwFKA+WKXZpps9ONQ0orWOtX0ohLHIDEXtFBZQepbvE2eROhXPVdPvdvJLUWXdV9cE9T6YznekXQxRweYPwGt9DN8nLbe9l+OX9rhVjbJbD7VqZsUUJIxWSup+1W9f0TaHWl2tD4CPUEdnOf3u6mnwiuR7hmrum8l/ja6WW8gJzlyKrxovc8Ie81fwp9P5yLxUMG1cEvVU9dhD0snU+c+wrJ0u9L3pmusyDeq1RrckagHu0TuKGy8uyQ3j90Swo7Uwj1ciuuFeNSPblSpXzTPWclqwh29A4oVLrO/BxNntbH3ahYLG7jPYlFjL2rzCCE8nz6gjv0bw0r4ZEZzD/ykcXrLIuPNHfpKr8rk06vPOq0ZjP1U3f7ATIDhba8tN8fjwvxRJSX4OTu6uoYRgWiLmMnYTZWm9btbdd1gqFcxFye9D2yjobvh6QQgeO1ytgN7+ZPffGdkdTtqbuajsvi/aebLr+PJguIE1+9YeaQxPEW8BGkbfw9ll3AjZGAOaEA7JbT9o5guKtzdmvy6ONeaBWiWZm1uP148tEjKt1sZcDzJRFXmlBuyWQspeOnd3/8k33I7RHPr/0REudVvmUes4gkO6o1jg0Z95us61+JVG5CDYdpWoziwBZCUdMfna7f/RU2WFvNwu/UdhUism6sJSXPhe4UdkGOpt0Ev91DDz9yBrzasBl0YxLF0hEQk5xjZqAXkPwDNfLYorwv8GZv6UNSrUBIQujXUFbDT8ZUYxWaxx8AKa/b33GQEk/GcSqeJeOWc1sQjRFgXEMGHgBR7QXEDwDnBgoPvQpLa+bnUHWosaR/pc+MGMqtTGJddOgzIvOnY2YaX0asCtmzOLRtH6dKKYyU3PxIdOPHA2D45NWt7nLkp75cd0G92uHqrqUknX9hGVTfrInna8tUN/p7+hPtMEiHttekxmy5++dB4niyaohwbaRaftW3Y9qbpPouTrV6gBVQNM3tL43zK47wbkdZ3TtyVMnruMWhj2Wj6TVl19kfdnvpL04933uK32sefbwmS1H/xV9ffVpbW12qfY7PxqL2v/45/T8Z7nw+A9L67w13ebY7BFi+sb5xDhwi9JD+2BxW+89Z+XmNuqmmNn8Bn/T4goBDr4pqd9LF2TsLd1qGqqVLO5QaqMFnxrl40QYmJVJ9mM2uXZHBMT4dEZ2M15QxElRTAv60tUCYJy3EOH3rBUhbT8jqDvVdq3Xc5DhLnaz5F4Yvo/+T6m8d58jKUXGXu9RNRtKXVZhvXtnMeV6RhUc+6zLHn1xll8lk1KNA2xJM5NEmmxUMUzfHpN2TrEw/6jJJHKaRev/PTxlqoQk9tozMzCZq8gBUEt8n0+WYl5sz051u03FzvoWEPEosmRmjgYKWMWgNd9en0Q0TRGaxV6uODNxZ6Lqs4eQ3EFR7sjCVEGEn9J7G5A/Nj6JxwANAoo+nf0nWbNcK9EwX5PuOedJt5QOhuc9ymsY3Mv6JaPtGnciEdnrjU2Nexv5yEYCtSsUdA6IjSmTj9XIFwjcqwwX29Rqqs+SLA87O9p3mGYXgRzpUW2vsPW+XGFIfV1TQCmFA/bYxhe1w15grve9ybtvc3zz96BRC/ZauG0/T/U4NvkBU+JItyp7hjJE6+K9K98K+mzDnwuUM/f78ZyHol8t7xU/f2JcqJpULHXmz6DVN5M1ENRnhrNH+tLT+DLYlVNJ9X1aymtbcJXHO2oReHFUEgsMt9ZUcGP1Jpv3D2fQnuXgPZZghhvkyAnlZWEeBuUbzF8UKMLV42jkbB65mL74BPu/nYn2bF4wMgLtnj6iye3id2ceH0pH4LEn547iLpikgsPaIfzFPWYjVifvqhaVrsBDMsIHKSok9OTu1QyGjH9O3AuHhBsv1oJW8Ae0fflsS3O/esPeLxlNNcXTBiM1yx+Qv+5Lwr+RqFk2o61oONIUQtPnF32NqL1zJKWjlPKUQabo7fvmm0nfkR4KlmrzHqCw89SDuzhBlUQU0OG1KGwq8lXtusOhdtxt9KyUp0meh88VLG+TvwOWX60eYmUGi+Jb0m2+iyqsll/nCpva+zpZFz5D1WkvbEw0DXRmzvVuiyWYq1zd1XWqJfi+eY/wlGRfxBeEqI6abLKyOuxKvcyH331ZWYfy5SFH81sInT8Upd0fU6E0mi9j2/dveHDFEJsZZgyckdLrlaA38Gm+5k2L53fe/a6arrpqYN2F528QKc/zgYutU/xVkUmvHespKAUy3crMlb+tPuvmrueCM/k67cChMq+TK+RPAKjo2G4VtPtrrBKhx8A0EJpoNJQaCaqzuw9EUVuK9FHmvNRhp/KRR+pNo6q35NIL9+FH6Djkff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<SOAP-ENC:Array id="ref-721" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-919">Lower Extremities</item>
<item id="ref-920">Ankle_Foot</item>
<item id="ref-921">SURVEY_LEFT.Protocol</item>
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<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
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</SOAP-ENC:Array>
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</SOAP-ENC:Array>
<a13:ScanProcedureConfig id="ref-728" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-922"/>
<allowedGradientChains href="#ref-923"/>
<swOptions href="#ref-924"/>
<hwOptions href="#ref-925"/>
<coilOptions href="#ref-926"/>
</a13:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-732" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-927">Upper Extremities</item>
<item id="ref-928">Hand_Wrist</item>
<item id="ref-929">Coronal</item>
<item id="ref-930">T1W_SPIR.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-743" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-936">Lower Extremities</item>
<item id="ref-937">Ankle_Foot</item>
<item id="ref-938">SURVEY_FullFOV_Transversal.Protocol</item>
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F1T5GZqydxRoX8xxInnbZJ9+uNP4+bObawrH+NlJM4qEf8YVyY+Iux/2csVgDaHI9PNONCVIDztv2GsPhusKkHUwKOz+bs94+0Nre5+114f5uR7esa9La0R7a7HUmiab3bP99czaI/CPZKbyT3VDZLT5y5oJRSo42I/Fnar1BMWYnkf3ZyAYvM6fTFWJajxYtg2iD9TY1zQ4MGMla6ASNIe9Ud2gCcegNdun61b/aO/pxv6OEEKm9gzhqMY2IFRyrUmei+vf3nj57/HqIDwDlaVyAHXWLYYh/7NH+Wjf3DLXCgc7zP1PApmR7HvW3INF6PQkTOrtwGXOJNr1zZesrogtoBtJJciOmEH4ltWx8fC+FDw2UjjtV2iAsYYJ9xUlDr+rIW+FeljzWAanrbQbH1OWXqLu+qVEtqCA5mxmhuvH/H0QOShSaNcbnzHMc9lUqPqjJKd0BXw2oocwnwudw2yJQPuoJ/+BhtA4sTlFqhaiyHPql7dfcWJYAaLvxvZ4g9+n6aXMaD+pejp6CdSSzh6vxNBX+Ky5zHIooO+AixG39U42EwcCZg1sXt8Kf9ZJesxYlEkNLTnrLbIU14w3TUqEHBD+J8Ykdf9nzHiujtWA8Zyr4Ce58v4zn8ZHPi+QQHf34kCf9ZRRvW0HL2cZ/6gjXcVjde+wGWbeem/BTv3bISvL8Ja3ZUclX3+wX7XYa8brz1arLRYg6hi4QwFhWc/M0l5Ji+WC5A3yLH6JzdUiBw/1Dc0/U5yJKgWAIKo4skaLswghcvdHUuf57TQ/4Zkt+fprtUZHzD04QZzWEeh0AIWsaSaz8lx2v87CzQlK3Dgg1i8DrJsQrZ/2aX+2uzDOjKv/WaZrge2WIBguntTRt55uGdIZOThI9AlNgs0oS1wIMqBvb/eLUdq3rcMq+rGyXn4y8P4H3RYoV8gor3v10GNinY80livTSMVOIcv2eGozVAFnRwc2IJnDZjkLnIQOWS5gwOdAAlrZYZFmIIotqVKeJ7/PTQ7e6e61kNTQc1vK32AfBT36YIQwSfOgX2Q2ek3nSIk71hWj4ndKeLAi5mcJ+PolZY9S8uNhBm775Vd5DpIKuHeBSqZb8B7IkHYB6CupMxL7i7HCF/+kYcwbL9gN46edpkuXtwVMkNDFbjJwIGzDlQy+QnvaXDB8g92R0Zq2V0Tno3A4LvqkQWHV8CX++8Ri3lWrMJO13GeFJ60uLg3vKOE7QQCyoatYvAS1yqNxg/rN1wIL32sdsURqYxc58nH1RLLljLXp+rxExmk9XfxvPJloCV25n8LVn728PUMF6yQ3a4mR2wEK2zqX14jcI2C3ZQc1azOHihoXJL/e5rYQnQMYrlq2vUjFJUwejney8JRDOwMmO7PSiheDChI/Aqgq2RnmnAx1cxLWas5+BvWH3/vHZdBr+tq5Rtu0hNimHwBnjzxwvAKGDb4D7Cnjw2w2tVjIVkK+0/0IaUWwA8FXSKUwLBYpfKwzsHwVP2uJkU5xKdTX3kX1Dq6Oum0HsdYtiU6q+VQPZYUP0Ipa5Zi6DwMpp/d2ajuUPK+EA0Y4aiq2SVAh6EQUcJ4JRPIu5kl785+IpRXyms85cie8ASl/u4v5PTn1jvgJ6ldEK4HHfoSJTt+S5L9tUTHIxE4ownYYiGMvtEdHdY1z4O1uNCEKk/CFdk3jc7xcIclxKcA1qG7Cfppz8tHCWpSkQeXubWMstHZB/PSQ53rUqlMDDLS/4B668vCUsQ7EQxz97LwjFIF7lr6WxMNBdcslC+n8zJ2Helf8DStHwxb8IfvIOt3okEJlykpd/x/3FZWgvyEd8YSBSzAqnir0AXtlqKTeHkO0MYpUi9vmdLbLsgjsscDRmHmaFSvVp1DVqy6K8WY2pjsdRtJS23i9FwrNxTpUtndhO4+Wb/MUrLfD18ACSoyBwzPc441Mi1dARz2MKqqdMMOJYpKNu4X6PnsIh3Oqq/TaoJ/jSUPVIlnuobnXBZsZLWTUCUrtcBl+A8EtcQCVvBmA3saRarSrhKm+XxJp8jWowkLQslpxk/nR5lrskmEa8VxispqVJKyUZN3sP5JuwIq4Th68iW+VniwIiUGFKbkMBjBzjOBv2tP0uHLkF4IZUQPJDpW9xRbOTwvGf/rG92uyukvu6VG3f7I9lHQH4vG36DpXgFMwonLtQ1nQZ9gW9HGXZY8GL5dBYxSe+pgez8xVA3ugLRrdaHYqm5+ktofk0hjOtvz00x+hHHM6e0bnke/fn676Ra59gFWKYyjDz75ilXJwSmMH+lHn8c05eDU0ZcL4Q/Zr4AWJG+6p5MTQ1PRpsjDsh96QRq6D/Va374OXexiwiFEWpQ8N+B/lJCwk8TLUoQd4pooU8vbFuCHGBT5qrBOGO8OJfIqQRkoU97MFqVLnsR3G3PqksaP75F+fzi/VhDcmDQS2U8s/SpIinAYnJEVDoYRN+pdhzhxFrNrPLG9ZKG+rNuAHkijRjvH/Zgy2TJ0ZA59iLxm7pO6AV/aKeK1HE5M7tJWjbkCoKl6AQxjFwz9EhSdwY8FLynR4Hgus3Fvlqag5GCqvCWwMD1U6DpRhO6VvOdrCOoV6HPh8tvY4zYrSrO31YDkG3oTabAOR4bVHMVGc1SfdsLJoI7YInRR60KVVAclbEm/DbPkoiARG6zIMuIhsIy68OsrUXVaMZ40LN0Qv0i46QRKuRtu1WPswA1cuv1AZF4B0/t4ssOLVzjHCYntdNVlYxw3HoRWT7yOUqCIqhB0QKyPZEoBeZGf8utqhg1noXv1DVU1EYIboWbf/pbPtJTPqk1duz6xyGWBIh/06dB7RUb8iCwsHCoMRzoa7xeC8aBhcSf99qRzi5x5R3dH3/ciFn10H0w17vVKFM2Rfwv98zRZSyGXk6OezhgFi4EtFi2w4vTRgx0ZvFilC01Ie9czLNkIm34ng+J97EvUPqWFyZSut4st22pNnMSRMXXJ3HilaI4W3S/nRfvlVJEPJ/PZmLSTJWwTSjhmgV6RBit3Uob9uMQRjiBHoHgvnsgOtupTbjLTX6NJ7pPTZN+Yvil4aYHFxLl/T7Bk2N8vbbErRZVxgQEtz6zCr1WAcBlEunco3RDf/6wofvnjGES+kYmO3VIUH394NBhmyltS2InCVqUrtZ8YT5T9DiJdqZ0QgnOCfexqINajvJmipE7LyYN4RVjrW7wMVrWtmR3D0Q5HmhlgYsJLLOY3K6a3F0A4hWzwuVPnL9M/I302RJZZFYnC3Lf17G5qCe7T9j0DfAAlKD+84wpAep80XtZeY919ZEMrjOQIEZUKi8IZL/dV5GyKICF2ahVm0c8F3S7aJxlm8qtfvLoCqsRnqkLtPGnMqhpHBBt6eG4f4h9ee2It7mUjujTPZRGGXDfAkESLs2i5OJdUIULOGcMqKW0Fh6r+jByTWqylPibSuuGd5CXsyiwaolMTOvAaNEcmcIa4hiMnARNKRy8RB1PXzPKMJgI4UZox7KiHXfvVYukCgwQtRs4KK7XU4P+gHU+tf8dh0nui+lzh4pVDkdQMz+9Qv9UgC/mFNoRt+PdBiVr/3ynf3pjjRwIIhgP4IdpWt3GP0QWx8i6/IN7d7MwY4Q4XEMTP4PdvPyeXdnju5nNHRc+QvN3duabdgRxvP18nIaH80C2xdUvtyBu+HGgDpWnGLkTVPo5eZ8kobPENiiXdobRSgMVJyRgTE5s152jMKOv0S4Uy1/vUQGIsarvmPcGfh4GBFlLQU/AFAVS1CaM7n0LZ3X7f5ndlTX3dBO2SS2iaco0UpWjr+/OfiAuyeU3BUjZBiivA3n4xSYUpmql7AA3Dff5gdbyWiY+jnVlyOWO1vgK2d/Uv73/37vZjE2tPbQ5DXXIsiUF1Rhtl8sil4btOwiUekZSnxlKC4ALBrc4Pryk/2Hr5gV2OUvaCurYYllyKr4D3+jMk1yyLRp4AU6jRVYC5Aj42QrevALIGlFe/6yTqcbpb7/nkJcPBhMKD7h3fJ4y+LjgduzQ7JO6b90xjvPBgvRKOdn8poA5DYoRekbSkjrFgVLGiM3ecVJQa2m1U4v02GfeKvNbTR2hSvzZ2t+Je6ZtaqPnDOI55NS74PQzixBUD2sEiX01WgQiuwQj4bF4Dx20pPQzVXT0zk/JZmK7xZleHds6s7SyEzTTY7J5zd4jhJaCsY/gb2IFR1fHSh0LO++JsjB38E877zDNbqRb5hc6fygsPGcj/JLbcIKGi/wZ0F13mNPNuZChg9dEgnRGXgHH/RXjYKTNvFUccD8ymEUaHDb20nu2lP3TyB/OuPEQ0zaT39sp/FyJdhvPNN73HdzXzWU0D0LcXAcGXSZ76ZbGgs1FYm8plZkMPfu5CKrHmgnsXscHx/lDSv+KUAxYBrEhkfj7XK0BHaqHH2AnQAelFm5O6rq5LfT7H6hOeT3ifc6bwNIHpo3w+E0SMSHVQr/aIMp7Ap9aXxC1vYK18M1gvs9MWwz7vVzmQRIgP3hYqc0fFMjmA6ZTe1MT36Y7uPz/iif4l+Jc5CmYHKS0ZplE+BT5kUiOslT5bUVbCw2j7cylNt5cyE6nCChweurisNKRO6jcF/WkLrDDXsi3aZHxQ5hNh/DxCoQ2yxxkWhM1bfINuX/IOlxeVKCHpyERHb9WYGp9Uh3mfNAm/OOCFNA+DJRn7axLeYReI3ES/UwyRDMEqvbv1Q+vXW5UiLVnQ/p1fvRXvYhAfJey5f4/Y/v49YTfaKFeK3K5PzFV84QB2ECryX1dxHp5JDD24p2PPIBkqLHmZ8U+fEGGFMRda4y66JVdAdCO57Y+Nsls8Cbs1Dktw0EKjz8u7Ik62nrzrDxD1M+l/f0GznhuQTOPJLqvxZP0X5JBBVOfCR5wfatd3FOWN40598Rs7QeqxTwt2x+ZojgsJZ/SLu64MBPRQ+/CkR05tTEwE2H3jqjUVdkfrLGfuSiyxwKlxT9EZkeh9lFBIAcS4RfZdTQE2dEEXgyoLd2oe68mfGlRMsfNzS/ZtGuO8167zs1GAP9XHZRF7Bcgb8BNt7xNuXAFUUBUMbTe7EmZhlxpt1dGsVNZYVYmulK0JgepBRT4wjHDWdI0IkibveN3iqqoamZ9ncZtYlGURsK1uPnNfcs7xLIbqYNhWT8NnuiYnfUvGTi25HIRyZXElYhXze/WaeywD1m//YnLDAixelt9kowOeqf0PVfumQysk6+bHVAiLg9dIyDIdELZGtzG0FlhZCVhnkoVBaSu9cz1JR+G+t12cK4FcJ+k/3CUCr6nSNe7kOBhI538wG/I1IEJZSXF6HuXZXDQ6dTc9qp6Q4CHjUU3oPcq61YtyV3kMZNfJ7E7kMgLUGcq7yhRRYt/JfM1WqAcW/QwnrObjEdrDow+RZy3kC/H8hCFNUd+W4J2oHmfuFhI2X2O7LKwQQxzTgbpA5RCOhe5ZY97Lr+ib/ETdi2iF2RUnNgW/0VI8h8UPDBPlBrGfKcS3d0K+AnoZSO8kzuJXS8LRiGeXHSIZrGFmPcmh+kR/UrxJlPFLXWCTzayF4ZTZRYRIKkCgv9EG3bSTLZo1sxsBHCarsLLHbm4/vWX68IRNxBT+1mn/iXOdc5hEwGRr/qXWS+5NZdZRSuyd7hKe35WeFUUQ62V9Z3WVI/rED/eivm4O0hEQ4vJzBT4fTg2vfGkxVllUIh5c2nUUgIx966OcNbhhSYH191+2eC7gZ/89TEls+aOVMhZ0Yl2JXgHf+0Pb1yqza5mOdl9sQoQc2eeLPHhkqUU/5PjFh6pn9UtBju8QCV8eNoBSZkIitsfqzUTNLqpKsn+1dJ2oytbCIRnx3oS+ncuNId3J1fPedOILs52L6Q17guilMDROj5Gb74uGRGKJCl8EJy2pfOWWxmNHCxvLmCU7ZLiAx0m/tTn45JxO0XOnli/XEUJHYKcbs9WJK/k7nHHTp/NVgnodgkSKcM64KCFGICN5mfs+qZPdWhHrzU5rbNAVYDSZ6fJtqOPyccZXgpolOScWHfN05cbL3oz83+9xauJSP8PdoE2zzgpFDMtPCM0ZhYwLeYssHDIM5t+e+TcYkBRaQFIFNrPCBmM/3BHMOLZfgFlrjjxttqE+eLQB7tmtbJAekkLmmuhzvqvvB5nE67yhHEtDWRLwxSmzTYYq3rX6WypfRT6jQOkha9nEUOTCZdkx3DfsRbaY0xw6T6fjI9Xlw9sQS1qu40iG6llcC2TzzkaSQzvvMlKOKmx/H28U4PgsiESu0vafsql5+nYwYDjmOeavKRW9+pr96ieX6E/bw2XKHOLQN1j2eZZ6v0jNb3yGHzt9rJ/03Kc8rbduXho7qsQwfJ33UI5y4oypOoztig0WzHakMTfh3ZhZQ5JoAwf5Nje+7T+JW9m7ESA+/TH6d0tR8HyqG5V7J+DPfcGCn2Tm2GlH++J1ppRqJJ5gCxevaUA/KklUlST8SE5BrmMCWRV1cOZyu6Y28nnExKsVinsRx2PdXD6RluvoyJMVrMWifiw7cyWM7g4OhJ5Z1m8rGCrNGdmnmT9tz7hTOSl4rOAsp/Y5zaraYi5dd/fDOzHHQxj8i85d3GV6KCrmW77UHe7DLFCOvO6F4yCm+0QCoxQisYqWCm40oSq0gVHM02NhuRAbPM2lYIpaV4IPb6INrdaJ389iYaelhN7AM+NYsT5xWahDJ77rCqAV178J1UOgT6NcEBWK7DjdkRV0WARcPoUX31eZYf8u+NkB6qZDQCvMxeanD7WoxOCU4sArDbHglZkYxco8/NOASoIj5+QLU/vMO/hHOGvdAO5FJXKcLbo/M8jDJz137AeaKqVgi1ltIPoG3tzar1Zw90hH7n7+S3Cs4Erdwd47fa6A0xN97AJ65kTgmoDAVWCfUzlijpKxg4uIz/P3MEIheVtDDgFso0dawksHicLvd/eFSnks9JaMX+0GPUn6fcMvrNajGjtIFxYBnBdcE7tpDKgTQSThL9fBUWMx2GUhuWh2mdNGYoVZHZogm33Sd9GkrxvU/0mPwWX+T+2BW92HX9Cckxhs2g/IKUqpRVdYq+ni5WlQM8esfeqY5dO4yxgMznCJ5TjSnd/4ClBvrkpwY3i2tsvnVh77QOF+Sj/g271ziJF7guZrhcUijYp8nVxwTotmgixqkT3x+tVzBRGNSgGY1RefOqsSx9K+/8JvO3uLFm7/GG9mx1+D3psBTEhs0dK95HYdeDCeI7PdOMnbVBBf5LlkxjchoWDhLN4Kpn086TNWEDhj2Wd369GMdAPX0jOHwz8/AhV3XLD8jEHNEtgYmUZ9JRwX0qpzIYKDTgLEtBmvpljghHLi6zRKpfCS/fTr96cxqnS/95OYtggenyP7Vz5UQ3/q6hdwdC5tilIJmpNV5GyqWrGWmLBOfri8XEFhQ0KrIiuGL9TDiehpzFB9+43NN050w632cMKvo9yRkmWNzgg6Tzr2rwRHxLvdQQjbzCAErYcu45JdiOJDMIxBXM6KggtiozfhJCjOApFIlzJK2luz0Ovqz1D3l7zDFXprhYIvQ+te2J8YuUzby1+IxTxZq25EJEeVZ0jV+kdxXe6u+tKGn1iirlSp9nRh9Qm7GtmQdhaWogs/4rGAwV8O7ubtAlopq7XgF7WpAiYuuMFQ7bXsMZJzOsRxPyIR8IaV63cKkrdJImgaWZZ09ncE+Zb2QwzbXOCVoubtqGnDV6MSr5wLgu452NaIOcS1C39lfrVUG2+/VAtJQjq3o8JiAu4EdF8BLEfZb5Z0VZceemdwXCvj2hAsCJGvKv+UHDcxb2sZjwoKZ1fV18YPCPQIsc6mPXMXPpctpu4QLpW+AhjwnZb3sXboCpRdFM4GhroOUBDY0kCRZ4HDgSNtv+BAAnGjrFMrorm6JsIEVRO/8LK6NvyJk/xvatHHwzrOh/ZQ6GXUw2YyKCH6tMNCYJmkHfQZyRfeqOKHauCXl3KBt3ueRAqAzSJrbMc8+p5QdyRPKKef2Xg00Ldp2wAbfJmtHOV2raAIZslojGrrFcAogYjM4KhGV7piTdtNKquGBFETHnOmZg0pnnIsUg5MR39eR9zh/vIow4cnifaG65wfbNfwmo/LXNuoPSg6s8o5Hey9SEmrjmkuKnVUAjW6/sBJjRw5OS8RweRYyEseI1slhCu2Us0nH2mPEMnXgByTadXAgldAyiLHTcRixnl3lzAVhDOWHULUniGILczEKuO4f6UbbDWLzPlLppFMr9aUp3YtDIwJljoZ7tYYzVjSHPh8KH86C70CyjmiKq+AaTa8hGV7wRREBqdii9rm3xMK2mJOm9MolJ1TdQla67fSbvw0Kznm8yNe+m8sccsnollhRXmIhvFluScjOqwLdBvKN4pngxiNtiLIcD55WoUOpp6N1eROYPdCc1U7F6FsW5eixxJpk0FIhkSXqo/rYkXmA3P4tItXUDGsCEa/5Qqgl1dZ2gegTtgZdPKFRqeRaXNs1hbSKHE5WmNgZGlo95ipPz/T0/WniUU1vNjC0vzxIDROxUlwBf6IYYETSo5lK4Ba4sdqJ5q5IUSo/IQ8n2dVV0D4WnPCrlhfYzeFZL1/ydxK5sPnFdqcB1zISJ6fh8rx56FFV8CN+TF5ghs1eEVsHrodNRjmIjSy0J46/7t+bhUeGXe0TfnMrjJWf7S0lCt2h7k60TVyyimTEZM/KCnwGQUcXTN1DvTzzLBzUJg8k7srOqyFA1QFClS6Lb4QyU5Rge48/cyBp0lr9c9X/WU/qgXzCeC80C3JS++dk+oDnYh1lTVY0jySB2HIUd07cLR+l2T1Nc1SwSS04wVHqsx0+doNocIvMSHRa9mvT5ImvVPT8d9gFQHtX+tFHOoTkZelc1yfK41pLbtXTxFofY4IZpIgvDi4fi2xABswuqg2W28XTnNhEPm3FhH2smxk7/3OJ9vO2aTDLYYSsY6nBrm/k+NMl6bfDf1rFRcHOsz5Cvh02MKB/q2Eor/+OIOnP/HU313Yge0gdjMrL3N2rKZhB6RXgN4Bfm7NB1Y/fZJ55Auc4SP4s0Bj+uFKBxXG7bEXDyyJ8b4vodsXRBC77nkZrM6yBUebEvmRcKypoaOv4F4ees9M1/rwRSpkcWxkwSyUjQvsN1gxnTspOVL3TRlebBoWPYeCNIHxZIwXkjW7tNeeIog9lceLopMDj/QJNmSNP1dF23Ro/dRyomzQyHH4E5HEUGMM4jZ3ZFgkYAAe6gACKwvRMNJGGXRVZWsW9AVauGOw5qwZhuP2kl2tOXHuT4Mu7CrIDiq+O5lZ9fl2sOC1kOz9fx4gyIRAuS4zPWMJwQv0uPtZuAeY9Q4n0/VFiZIODmKcA29BEbiZ5gqIDMljGBUyfMrsv9ibA9YsU3X4fMw/Hf9CUKK75wqovgLaXRih8jDyK6Dt5YUorF368rfF5VeYLSSpG08j2Kx+BZxRWprvHUjxnUd/u9AfbBDZRZseDUYslLtE4smgZGhQLE6LMjQzH6dZhwjW+i11t4p/ubJmtBR68Rnob3Rv/2XaB3wJS+IzCfIRbeVBPIGEpUxOLy8lh/Jd/s7DPpTXQB2ia/C3RdBqEmI/1a5j5ulJBHzmZrEn27zdiQaON2UcP9oAm+paELhuryo8TZEQeqMeu/9rG4FRGILyZUH0dfDIyeNL8K6uTY4pS5Gf9Eq8nKZdfYL/3Gou2W8VgZu1Rq/LiuP5KoVxtDQKhh1KZEdOtMvdrbDb2zBm52JOdEhIekEEV4JhzL5pshptxaz9sAaF69zMnAtNvWKf3VuNuTtfiMYbWS6gWMYuRUFs2rIkeE52YXH9Mw8G0dKgoDzT6pM9o5F3Bby2PwnnSI+c6fPZhYLcedyrWiSb2cfe2n2pHJ7DkVJY84+TqN1hOoGbYJMvFLACLfPEjeOVsbELpDgXmNPqmaxkZB7kF8vM3MEDDsF9D7Dfm6pXdYe8+okszmvI/OTW/UBZvg4YeX8RNmxpsF0/NAnhCJaTbnyMLFmdz9r4fFA+s+klVaHGTGpNqPMp/J5QH6320AAXcPhMW82fYgGtrzN4A2JjiMAmY5RQBW1yTWJdvguBK6PyKuxVP+cUC3JK4sbo9RIKrFRXu1x2h2S+kDjNeBPUN0OeM6kcn2QRRmFUluqnFCm3jBcIhfB3zcwdTmWFkuGtqH5t4riJbb3auprUpf50k8eN3qQOAbc7Bgym+taKVRbFADfxZ2oA3X+ti3V0fKZuUQaEuzPKlvc7nPO2lW+R9Ckvjn6yjSZL4aMDCHT4ibEFVRVPUhTOyRwDSRT8/AwIib4TaUIKtA5+s391WRwiXO8j83YefLb55Ntc3HYqAdL9o7YtRe3MZAlA07f+W5qJzX/jxeWaLOH9ezLvY/ifRUW5+Q0RRVznhiqJ2K9zYscFlfM2UaXAZvWXNt9q1ymbEkDpaQ0jbaC7ZQF6vbWs8/0kTambogE4Cq2XISH4XCmZaL4p8knZIxVWyJ40HYGfLvpDrea5upjFQAgaOfFKSjweyOEbqZInR8npWouw1pmQodwtBnHcjKYaIUiSj1qGiZxubYEyHGRQmdFG7fg0sLvY4w9usqkDse1fzMHlpn0k0ys1PMt3lppIWmVjTwSYnAzUeGDbt2N0HWYcU/WqSiPrBFu+fVdisyf6g3u2eKLOyBBPJX0waGie35AnWcSRKB/wIqeMDbwB+5zBNiLRcGHynrb3K4zsCK6IQQQJPTeO1zxwbb8OjN9wrouGxO3lQmw+/RZYVxve4gzLWeKL8WnI9lN7+mAKubdushOw1uj7+RMZQhf1vkNEnnAiDXG1ExoSkojDzDtYuZ3iV+ovNVStzCGxbdQmDnFMnFMrHtwsRX1QH9Sr4zv32l4DkG5t4KwwG1b5YAf/0Lo5+fKbInv2QWluFP/iEZx2uFGQZ146ZvLNa5492UkkByWOs14jBHUm38i5Fiibsk6jRXe7dOMLdNXvJaX7k0zDIP3yp9GV0KxUFxwPNQSmXS+SPirNndozdNRXYj12S0i+5ts6XFWZtTRY8odET3a9kvyTRd+x06Vtw8QfnKV70rkYqRAXebHisiS3U2Cdu8lC18jJSueNC1FT2/2el1kgeYxziHfurOi9tiJ2iESCS27khojwucZpj0ynSV2MWVFDD5+DqrqmXIORYHOea27XEiidR34tkDcGu3nqdOM2hbCqXkNT0mz0X9H2xKPi/En2g9PXlzPe4v2aPTdaI8MZJxX4CSTuNxtx7u6n9s0P0spxfPE6LiFP6Z7ue9S7VG6T6QVrmGIGeMaAaiFaP6qM8cJFC2UrS+s9K0GQNVjy1tP4PYGQo+PCHfFBXiO3AocVMmDreE4NJ+AWCw4vWbkUGFZkAi/hZzWxm8hGuN6YocEnZK+iagsfFlyJBdufEzkJ173CZZ1mUV0BJo0WSlJm8l141pMi5D2cbElYCr/FfFBdtHeH2B+8qtrHmQh98i3d/DlUslvdhp8BiUkRNuDghK52dPRDFO6PXETLtTInTSre+cEynVmphyZd8hwZTSExOl5n+vMkI/BtzPuX7ndEZi/XiLKzQKGKklDR5CdjK3WhXNx8PASWPnQqAzKDrlYOODs0hbesX3RWNhMJ/UFYTKP4PMd4etyHsOBr01nLe0Z7fsE+NmYlpoBgjuv+LhZFsDARd/vG3ACJL2ATN3qYTx2nj6cdNLUzBV7I6VLksmtYOqBUS/1ixkhmRc4MbjwUvf/p7Vj+t1533Aah4lFdnm2uLWEgHcXzDDUpL2IZPTUAeGG8zCAGm5TEvxRyFMDgg6Uu3V1WldkTlvcZHLwz0bqIEGY606RMoZoCqDYm73I+I/nWpFH14WYArSZvPKd3sZtCVVvObaI794D46Jjgk9+Y00CPBeTSaGvy7y12GawC+vmIFbBR0NZ8t/p3glVNZfxm/rggfKW68UnMFfCitnHsRNT81gh2ppsvmVUPITWszJF9BVRMlKCEaXAOl9F4AfuAu2hYWAALfrDmg1KkoLzWchMvG+xxTSWmq6xUHGwnMGPpWC6U4ue4pEMuRfunn1VrXaAl8xGEpDPVIhNH67LUHCKUV9BZsqVE08gIcyhoahMcH29ktoqk8cn5nL7L6uLuXNpyOx/ykbN+vX0jC/RTkRjfb0UBA8MifPOzUe+ugBCXReGbm88stnylovFCWLcZC4za8tOtpFSn1d3mNCeObw3eveje6rhO8Q5zzYkTw3PYLj0KTo+fUiIS5yDRWeIIYlCUw3ouW1guG4wkLMHCxC9ZtIeF5JVQukpPgtrw288uFLNZjc4fVu9Y19dniDkiHGGSBgfQu2qAfyYGvHwaHMCHH1JCGyDoNvB3R1eHFflMHY0z6FNR0bmpW/oYchXEZ1WK1nuiLJqr37orZXOfi/HfmjoGYc0ewdoILsuuAFLhNhD2+QI6D/a7ee4yB7WPfQWbWUCHwOz8Y//OXZ83nr4Caq6AYWjxZcIOR333iXGf1Xc6AwI1OgOSbZcuffp5rDeeTOnijal9amY7m1Kn7H57OkO3amR3DTOFqcJl21YGbW0Sr8WHK8Cuh7MqaO2liQpne93No+fyVm0BQhjvYIQj6OY8TmsCYWchhMX6dSY13x6TJ3JfNHt11B/gRLXExru2td7e8HxEs0pLfD1o73hZx84oheezmnjkNZdrtYOt3lOiUdpjugLyG2TPfJu9g6+AFdWgKwAufgUcfc5YoIX9WWa8AqwcYZtPj2NnGM0xpXUYxc5mLpzyUAAPtpftgfQxm5n+pBNO7UNmc8qP0EPjwB6GnA9l4m+1a6QsX1A6Ob9VdXbKalpeoNv0tkLrW4Uw88jGZPJWvcEwdtWcepF+CN1CzvuLtT1rFY8LrrOJKymlvxMlEmRAyj+FSRXYiL196hLq6BmL5Z3s0lUc8/913rdEEnQ8k2bf7PN6FFWGkcitiQlOrNEpurhl+lzyYU31H02HHMrtzIqFThfyjYWqZBxtt0Ejhv2jw5vFb0cwrGbpuzGuGDYiuw4F3138xGqZSzXyVYHiG3O1BzJnr2gPrD4284IzKSdNdZkvdoawsTqZauOCK0FykX4XWl4JrGXaJSy7cVypkg9MmRaD7Ht1KJxrxQmOXXbvCXdxYJ/51mIsBneiL8Mi33hkkCmRK1UfnnyuJoftPLvMOT3Zv1DCVSwgTv22Uy+jrgBbBbml2BBPODvYFNFOPuNCOXcvI2Vx4TZOaxh633PJb8JiccDFxSk/8uknJ7EeUtqnJoKL9tNrDeVny+LUEcAlE9Yds961wIpzWUzLjLa8f5kIVUP3qU5WseiHn3oLLp7Ja594s/OMSSh4zAxK40fSV3QuUpxW0Nvi9+4FmtYgO7Lcr0mh0vvlxcFQK8JG9nkhdCpWQwtLvew3560yxjW659G3f7vTc1lnjn3BqDqdWW6aq5757YlXctEDDcFeLQqVPZNcLEOyjDjB6XrbINJyvZODFk8H+eHCMrV1BdBCNdBBe5MdGffqsHEkIfLWnk8wzr9s7KG6XglqBY6waaMJgxThPzQOlra575mXxvXvLjdZj5jA3qe7KdFl0m6eF3yEKvyobpA/mSTcNsvsUGRqSNb1fzzHXTPuMvTKMW3/B9PYdVQTdmmx9WGF2n6fWMZpTwy230M7LvgoMuPH8TNJA3dsIneTgzi4ZOw8n/HgXzg9aCsXe6jkUC/ySYqWEWj7EcEP/D9qsgvdKos9gYH190r+ta9B/ATaTkzHBWevDNwn0pBfYec/CVT4XSfiJf7wjcQ+Wi7QNnabbwukSElL6JdxOq1hjVlLY3a++VWvh51u0YBQ96D5vuj94S8FGc1HTsQy3AplygTOkM3NCEe2uu1dPaonNjHf1zJo/UJnuqsA9eKAusL3oxTe3nSq7OuDh0WmL25qodV9ssiRQsEK/b11YR4W0qWZxug3+G7RYpjk/CNZY7XFdNJSp+UYCdZj+FP90JwLYE/gUBCAgNp/Tldxwg9CpKXhH9D+32qRxYonklU+LxdC89FKUWeGK73H21cA+Vtd1ecvUk5+XnzLAllj3VEVHkPhv/OFVOhHLCGRO76Fuq3D0ut5+ovpLDvnhgNRd0KWJdohySY1um9QdjPinxYNbsLDFe9upvIWrPFon1IpvpY1Ug/GUC10MA5WL/S0HnW6m+Jj8fEsnBlrFU528b0r3/w8iZoA3+LUYslT6vLanu1B7R1PjjJHRRorAYfaNziL7Y5iF+TB64P45vEd2K2duxjeEL5rEHer97Y9UVuzGFbdfmUes+s6xF9qh7qZVG8Vbh1vSfKNlLcJsZSe9V1b+ovGJFfj9tPhH6lqEHR22ncDkp/YiS0X2kptwTInCquH2KXGgpcjNfq8Jyw61Mdw++u4UOiAICsxYjSKgNpN0rdgi9oeIG0rHpNCusz9hkgSNuYJIhaW8iq/v/8SbIkpciTRnXGMjqu0bpw/6buQ6jDyvmHzhQpcgNHFNtSFL/G88REn0OlinJSUBVf3T++BtHuwrstyn49/7s6rhsfQred5COTpwzcOua4A70I4R+jWfju7DHXZLDUWt0G0IVP5rnEc2rBO0nw4a+yPUiJO2+VdxlNv27+1t+F95zy+JsmcfNLfVBc3+O2F3c16nQVmK+hDLOynucOBotCXHGpldpnlW8/1aR1va1X41i3U5IMH5HVdT0wwLLf+SBPWvMawej92+xsw/KEzJbOw3z2De1i+02HlGysrRpmeN0rO+b2bzJtnRaZmnBdPBkOVuI578uLn7lXFvv3GduA7/s1DcixOs/oh94rMBj9hf2iyKw9xaq9JDvcqUsxEdFN4vXn1oA6l73iEIIQgYRQgzodSpFy71i3QxE5INPMVYFH3rZa64q114APkDM0NP8hxQZ9iy4voLO+8UMmaz5RnCmpa124rLOEWFkQMGFbE6AjEiu3nsGY6bq9jKIzrH6qPRwzeJC0mPySO4tSI5zjKty8TH83klTwFPK+tFy2UA14eBIUlTsg1uA7AIsrlTQp1UA3jXx/335HmoXoAC+UA4Yed1nt3GfTJqmawFRox2227BAcLfUxzMfZEdijL/Iy7wzfi1T7/WauSt/BnGpGPtBXyg1VYqqErlniQekX3kg3CWEC+x/3Mm570Cw9+FTe+Psmi0KG8X2XBpQOe6uh24IwZP8zsVgpzvFsXx400yBCx0vsnc6NcaAsS+VPv1yH1wFHYGtTnY5NS/cSqtyRRBiRtFUgfKaowrC9ZidwusXt3VmnDUmzQCnq+ic/qYbW7ee6wT8pdUBWguhqiknG5+ekNokSGJOkKkFIcS1C38QVerR2s9JwVFs98O8lfpmtw4ye4/0izgIbMhs6DDvj7+lDX+evJ9v7TN/2ABKTAJuIxsSBAJqrgqKAaSYrYToM9SIY7xhqceZw1LV/jU9YqumfKxP+lcrz9n4DCNZwMGrgCerUDeGCzYleArpfnwTF0n+QK+BNGfAVYOlwBm9QKzbxXQFyXML75Ok6PfHumRn+k8fkfmi7IlPsjkOxZT25eFhDFzP8jkCaCP4vwX9XcMGhxiMi1k//pSEin/Ad+ggZXPfJUy7Esd+VbRRFeoq5aEYA4kLvyPPNrsIpFwc1ck8ftgYjwLOIaLga55HthhDnxuu2YTZ3f1Omzo0/kFiIA1w+G9svXCP8r/DDnhhR3xB0XF0zWzZXfBQ8CU8SPw1i9O0mppnR+L0tnAf0h63GjMfenHub8xCfeeRysWMUjevbcc7AEkFQ5hJbEGVfKoeiyFN2/r/1kJPVO5BDO0+UKOFLSP7EnmsUzyHsPsrr2VL2iqNu1RPyAuD7+Gr/yp/bMZ6mRb/HkR34/Aco4z/8e+qKveXT46ZPg4Z9E/c3cUJk0oxpue9r7Z8zZWP8fcxvIvPqnaRFfpMhOYOELlKW7jbL1UU+bn0clshV9QucWDzGJSgkYkFRA2Enf1ZDXFjs3CYRhi1Bvq8dSn6C+rtT4Hi2EPWN73Db7w71mrVR4mb576tjhthBqQeEn0aCEzNuMfhPStthvqasSlM91ZHqiIzISwR0B4ge8by1FpoylPJc64kVtY2WyKAexms4Zo2/iYPNwVew9DMN6O/KrAPd++MCtQVPM/eNthcf3YkS33PvfY/06BPPnu8l0v7sVKPATbbuwYx1nLEfV/j4j1gnp6bYGd9mgc1OF8gQbbhJ5rTiPT0B5sGmXefnXrmExmIC7F+2BPAmtMGF8XRITxU9EddHJeL7wKemWuu6XrgXTFfEF+llHgYdu+D21xeCR5A52/rQ209/PDtqlesHClt5VgaJ3hSGQ17LvAmXZNNr7SiDSc0HsmlZJbEXkFrXxveS6wZevgbISJQCsm4V1vAL0684aW7QTnoN/mznO3/jY2hGnxGNAJH7RpTlO8+Y7tIW9auUKuPMeudAxrENlvH4jdTOn1mXXf6J0yrIodQDTn96Vw+SQ083mz09Uhhbr93MCix40KPM27XdnUuYknIDjLwMXoj5uW9JeKFl2KwaiNb3vDGqfq3a69fuhhe1dZp1mygMV74/JM/EWE/nwcil9NjJBw0/UGkvc+h/tVO1lokMu07QW5ItWEZznxumQ9vZJX6fRMxZLyQ3TQPnVygZw3ZO49Dz92UJPXd+TgZbO939+qt+i6+uX2kEG78+W29VoD0wsP+N6tBA35jt087Q97VWjqpypDvfDcqpbCpRSHc3kjejdjjgZUY3MxGgDtFFxfUBl9G0urVsA+/hWs/goz1ijHK0IS/VKFeDz8i+gxk46ryD34mQiX2vsL5WcXZOcQSX4TkqtLVunMXPupNd24plxE6Dlx2Vu6QNuod/KJGhkaOasiaeMeOf8aTLl1RRvVu/LMA7fJv0T2Njb35hcLhmRO3f1FeyJrqkaG18o/ZvjxY/IimPB++KLb/o4pN0TLOuWdmU7i8nF3u29/As5hj+sH4W/XNglT6HDFYwZkERuac4zYdOZ7Vy+td9sTkMrBTkpct776lUT8AJ700CPGLqA6dPM4KY/j51vW4yXM86B3sLEnnytTjqwYJFM+VAePB8oOxhRbwYhX6Kvijf3yaJO6lddZrHDSJwLxu5/yGwk73fnYDRab5+/P5DzYVT2eydvALa0AcUYLhgdNepEqP7U355oFYYUbhsl76ku6GfaIIaI9azO0iXfr6nyz8EUqNeMR4/FvUk/zJA17oHdllcUL3lsKTqtFAK4U/Lt6y1MZOhhtfqfvIBLFwp++dPNYahMIRDrK4mrXDeayZjOtb5WJ6e06ePGC98hDXFCYFOZ0tnh0+uxEG9DC3uCiEcOrjpRBjd1gQdBumo/Xd8o/TOw8Hw5IszgCoj9t5AOrG78iAD4/0u94MOTy10B9+9j466AD4OXEtOTfePHIByDN/65IYYbj8o8B1fAk4vWIUr4J9LC54f6V4Bm+C5GChcjAjs+KcB/bYvgh/+QV/5fUDmv/x4dkDvyr4FX5SxiNvuu+49RhWNAoPvE95sO2oc6zPusdrMGhMSteTPBes+w1oFiyrdump2PJLYU8CvIGlbv3VHwtyeUp6lcRYmMNusqitShH91aSgzrH7IbCeTm83bBN8l0731U8BfRjGBdZPe/f5CjJv1ngJ+gLLjxxr72T5OFarmXX9ulzZ3e7W/qVVYcStCrnUWyMgMxo7ppBl/eqz8QKBhpZtaH3VbUMYahk1GIGQMSZW8/YwSEESUYZbTdpMI95pEFSipuJp1/mPFGNWaZXg76yH5ZgIfPTi/xxGKwLU3Euku6hvX1a4/i+8239mLvMa4pbBCtUFqhPurAvixSBU5yFNk75evRPC3yOJ+csKLGkwzmC5ir/bF0tZRbjiXV+DnF1lPuofiVYCXz3aNZwPHJ504hzbmM0Pzmsoyu47hu7mzxH9ZDgRCZLKr1xbE/NfgX8ahvK4L+7mi/FxELuo8snKgfrPIoVmE0At9KKvKEmh+/FtiGkzhs/9x4xvHoF/0fpi17ovwJqJrnUr+Qk7yedY2RkmIAutSlHU8fIajRo+XWfvyzEpxS4qkT6bNw6kjVampFWaWr6G+0JVAj0pc5VwX4abRTakEFsrVH+UW5MJuWMpiazs1fTe3dBxW08QLuXQs0Zu14kJ/mTVue1YoBgXbPK4C+OY8uLXaeJALoaJq8ZULbS0ONe2JEled3P/jvs9iXBXOOwzMtV4BSf0KnQcTFLvXtum7DVCBeQU3+60zV20HxmcgengZK8tsv3qb+SBrWlRO14y55VVHzzmgbL06AhIh1R3EZie5AYuWP4dbogu4iH3F4eT/vThSDQtFatGwXpLRZrctnZdLwx5zgrC55MC0cZgocW322vD/6rlLDpOMKeMSznmdWNpE7cfRZN0sL+vuRviNGQXtiCXsmUkaeoec7WYC7N2o3WvyVKfCxyESgbAnz+F5U/jrZTi7Fiwx2KNbKoCYO5sNCk/KTgpHZq4Q5oc7WGVTlmczOyJC0y3Xw9uk1r0gRnYFYP6kXvDgbIMsIKtmSfYisSvmq9dX1u+8LS8GRmxWA/r3IDpxoTGIB2K1a1rqrP0roVhYZAvD8LA6jtzB5tFpP4zc5FCA5kRuJuvGZhTLzK9XxgVeyr7wSRhLp8eWMticU7o3BIyLJ7XGDR94GyoOGymyMIfIM8mrovfu2TAq6PqBOsErBXHmPcHLNp2fzzYFYOwIYkQZjSsiXt8ZfoT5o+Udi/fjfhxOB8kLLholrb+796Kv50isb0RnbdVIxLy78lq6w9aGAn1qQGXlRZlrw95u75s7ZLqvbVO8s2WK5AmUvyQQ5Ok4JJZ6BPUB/8McNy4IvcQIF7W94mt17RRqQtZRUCxeyF/2glrNkZHWjIVytdNNB5G/yI8y1ZYxVZb/5MEzbZHZUoFOsYVOwh2Qy/dnPY2zAhtn12tJ3jF5Wr4m5J087Hyju8dZh7XBM3NWbvWoEp4QxtccLPe1bLXyzkOfu61U8ATqxe1oqzfXrlal/wSsHDk6iLn6iPScutXEcPTGWa1FjLDghImeJTXS9g0FuZ7ltt0d6xfjuhSjkhNxPuoQiX01e3BmMFILK8dSXz5oF7E2oXeRkZ4FSFTntA5xDvEpnVgzcKH3s2uG02jRgT5d5ZE9i97N+fwKMWbvAmyLL9ZAvHF3NzuhGrR9Q9cYa5wraSgOSUUtJ9E6APFbV5mcZyJ0msH++Lja0pmzD25r0FeKbZIkHB6G8oYN/gfmGVAuqFam1yNwzKU9Ugn3ntz3skMZ/51seUQmggSF53OEesP0mQIWoBDqMCWtHFyaIlD91T+Iu8VfIdqzYPudKO2GZQhFsCQwoCmFVPI3jmaihLaTPSUyBM3aUbsP7bs5l6W3NuhjB9lWZtSqoS65icKkWC8VrzK7JaO83iy09e0Km74XmHNAXPIdXwETh0DvL7+xfP7Yl3XCTZQbCk2+4T8Snp1/q3nWZu1gLZJlPaOKXK9PhJB8JvNOkK/2c/esvRUt+QMGRTQMvz3cFlDrhfhk4Umqk3b8C/v+Yav5Vk6JclYG86eBtvZdL32WvAFlAt44uW/q04LnTUiDd2JcVVrjBA7GMB7p5xgG+1wZoD0Thv64+777cstP2SYl03lSm8rxck1smQabCvOSYtVjc1+UzHADk7BBRIvlt9/1uR7f8d6zHx/nJZPjKqE432SFC0R33HUd71T+NXnsO4Qw4Vrz/r/nMN/eWdwz09B0Bp+ILcmcmBTGzK4DCg7ZkewoJcda1W9jQLZgNXGe127Ysu1Da+Mh1OHeT3E46C2SDNURtHEHo0xVfcoSXLrEUNTR8PLlza51NWiJhEXynqiiXQpufe7XbdCeA21EYxUal9HvH5IXd7NCN8jmwImuVCW/sakDWRFNojUOxDpl5zyrt+SQjaiF8BLvdrks8+yv52ffXmNT+sVLTkdniAxuSFVtxghnoUzQu1pZb9a9jHfvxASLW46Kh/3Vp66HkOP3RfjtHePV5VYODaRyV5K6GRAvUEc3qy15Hv1q7cOuLJDEAPcUILFpcJgUJr9x5KArQr7pO37SIjeP6bjzH3FTMzo/Gfehn6IiXF/IHr8RGNt9MbmO/n07vVVQm0G0KdKGdSufURfsPwoi2+/1dF7HpUFq64fVTR9BE8+OhqfaAGMhUe6zpBTeqEoHkIIt/YY4CuAJFJMCb+19nc+9pgxrlJlnAGAd5GT/+hnDdgf25j5ZFDln+BarQ+q63JEDG8SLidqMUX2ij9shsh0UNNPc0i/JSf0lhDSHA1Pxq1nXX/HxO3jdL4KJ1kqRJVC5xjHMxBOpx9EvARcR6YypObugG8zap8FuPYLCv16+TSaqGF/nkrp1KBuNIADq65rtUZG/83LGmmCzxs/t3d2Xm2BwNthytRvXLD3LjCopr9gtZEu+RaT9mvOn1LY8uBdqTTb/nKd+vXXRVZjLNL+OaDQxL3I5ADuGexpLsc70LmKJHZOPI0gsoRf4E+Pf7wkKv2Q8Tc6ctw9Oy5XvTfgYk4WbgpeVn1NIie9KETTVtpmRai90ebjxqswUTtZnhMLI3o565SbRhqqdq3uxMtLA23rux4V7LdMAuyCrpoPdebbsO7aLvZM6W965LvmoF01u4OHoyZDXypb4IIlJw16K6BsZWHMfVvCd5yU9E0tosEaaGkVjNW3mAGfxCThVa56/z4gXG9q9oNjWNti+1EU4nW3Y7A/Keb36wxHhizrOEcZdYUtelLWNX+U7G/ZoIB+7UOz4fa1wtwJBsiSaG0QG+Dy1EI/lo0CeqIpRfQ52x0t1d8/xMpW8jbY8onF2VOXShkrVSlkzVwV53bEiQRVAndFbd6NM/bn8Qj3bNF1pjbwfnf+T+ntXpnZrvclRngre30Ow5NyDpxj8KrPpbwriXrvWHbTuoduwvY9jgit0d+FtsQla3rbuX68faXTjnpNPIWyPu9TllBoOflQ8DA9s5x/mdTe8HWq5/n2ivBOe33lQ/kCUL3W8XlEhJvEPYfEQQ/EtM4uwMu0esl2bKQ57eVmEpFQTbF2N9Vyq4h8X9lowbG7oZJRUSzkpDwjOxEOopbTEJVXX77iY7Kfee/seZ7xEvPDecSDmn1IcrUKEAVWTm4Ftp/AXTGL0lZzxa7miMjA0rTv1b9Bh4qPHM6gGE5HmoNONK13DPMRyK1VnS4gt8EgPN3yqoAsSWAlJrjJx4euowgcrbVvxQw5GwsEaYna+i7n7wrhUYAm+PODn4yzFgUbC6HWzFj4OgP50+m9X+01FkC7moJKhYLFFcm7GI2BL4+VcM0ANxNbXrY4jHF0L3KuucuVIZo74y9fRD99H5Z8xt/bbvkLdMSHct036axRJjF3Tqa3yc3ztr3iD6IqbMuhbm4Or3yzx3vU8y5kOT9K8FGqclHc/66MYekSASxz2o3w/EJ3mXk740r4juZ0+LCLolgh2RflY9N4flnx9uRwBnxstWobobUvy118jkvaOty/3a7hrt86Jlvk9JRErJ1AdnD0SsxLE/WjbPI0/cfMmAbCYz9wqZTtUPDE9/LxLpin4bvB+ss54chRbZVKa+TXQeIU25rV22XnK35TTrhmEdlpVMrP8+u9lz/2VlIgqqH6l69zucpLMiALCU4jHxBcfO2b/oT3qomnGz0obYFTApiX9B8Pd/eASC4ET/vyWjLQ7sw31cbsGSxmW70tGknZWw8f95mVQI3TOrJ5CPav82l3dds94FEm/rPzt8Ttwpc9uAKCm9xpN3SFfpw5t+QDTR99yg4GbUoTKw4lFoxGltrec6RPbW3zUT3yT/jv+yH+AM42QPvBjVeb/I7Hp3wKfl+GfLnDJAz7sw9/Z0Q1fMlbRmIU+z1I3ILesDP3ChtFeRmZWf+2bm+7n/fWu3Udexo5PC7GAx35o3yjSbpmZWsz6OpEy7lpmL+mG21iaauG2xFnY6v2StHP1vxzeMGyDcLd76eWfRoF4ZaTqCZQ56eeYhLecL7SB/gfFmyg0McuOkrNjve6Bm4TXksDBrC3LL+oasxN+R1hXtGSWIIcgCvcD6nhxCgvteua5SlJVqLLmEs6935wv2rxR2yZEd6ZK37+cJI5eJ3vf1kS0G8PSDC2arNybdv1ecZlFZ60B2jr+sPY9Yx+p6ex1ufpjWYJuwFRXu1YI/8ncczm35+02GPl/+sQQ4zeO1+gCQRW4ah+8cNzVzkDb6AxzRT2wxF0EQ7V7wL1hOpSofWHiJp8pS4iNuiYrYbyemO810DsZSJ1Lobk4f2Z+DvsC+hFjBnEN1dRmFDnPUbbnJSPyIEmggL++yqO9yxb8FDq76HdTXJmf3QOLWxbmxYLEOR7i4QKQRl8njVACbcWz7GyHXBUh3+hte8EOyq2JJm3IQ5MP6vmc1S/NfPRaotQtiv0dRjW9cAWUL4RZQg+qoWU1+oo20GTmIcCzS9mDY51nG8eoC9XvjjlTsoYX23bZLAQQmnryvmzJh9YR+pZl3gn3GYobi/XDGNUUc3Gqm+A6+ePhtl4+EfsvuRA3zACIkaAq+PzHg2dtbdJDZlY1mDAV9RvEKH7f/3qL0b12EIQ2gwpcpCe2WD0a4MwQ+VjOly+h3BSpJwlCWPQXbgi7ikDgzbNgzi+7QAIIeWMrig5eh2ufGddg+lF0YznLtfGKLv6PgA+fRoGNwG5IqAVX+Bj9M5GJeYwoccoCgBLR6RpYpOwLDuLsXioQvBMOXc6iNGp9h7FTRL+7uRpg/pbpFT5m5m+5yg4zugZ9NHuCLaEdMJ3UJfM04fxVoCa1AwvFDmdQecCLsk8166AdCRgdPwkZ9o8vfnN+dtdL1ocwr8jYYrsGlmBTOC1UBYelBU6C7siK5A8/ntNjbn2Sl3VM/sV+pRN3nvMA5MLxrOXPBDVWMtLyw7Z9fmO3ySjoq5VjKDHm/B1XzXpE0laHSpCOQamfJ3BUotE6g+W0+3q+qnPmcRpzzd3SDV6k3ij+pr/Pvb6n30grb4438P5ysIXTEQqSdgE9o0w/zM5OLvySzpeBXCEn0L9lvnxcLS/uWmPVt4X/LREBMK1SJ7ZDQNX/oXpxkvetoCeCH2JnOKgiXZ4I5fSAMv332djIQpz2Ui9aP4gsJN7gnzV3b7wfb6V/2M2siXH9a+8XMvNiuT0EU/DeAX+mkanfH+078HikVy5gBiRrau4P/7StJjnkKIssqTycfvrCBaUmnFeESCF9biY3TmDKaoMuf0v9uPo+UIofh3VnNxQgArRTOYGnzZ/IOK+tkMLj6nZYQVcA2W9W+VSXZZSoqvLetqdsXfRkw9JtG/Qrg9sqiuGTRqPXzqltYE41tmDX6+tyn+c73s7S3g3MKYKmnCPxA0+rnkx2wkQi4hJS7nSf3LcHQEMldj2mk1objULTN/Qe4lmO6mSKrij+Y3xe5EfES9juiJL7ASE3NjP0I1yVqJL7NNlHTtSzn+Me20QVDHNPLy3WYb5j6wk+L5IR96UUDEm/0fseuj1QSo9foR8tNNKIja7Yr98zv1iwxdHhxrH5YXqMsdGoK0+9X0B77gGUs1URG/tNxFqi40mO0yorIvA8M2q92M6uDs2Jq2oV3FUTyE1/s83E1kaCMP3cV2k9oQ0va70j4dZ1zjlYmDcr5LHpmgeLW0PIZbBiRqhixcsNEthBfxUTraqTG9N8isZ9/SNJDKxtf5nX7e5U/IUmbOjdOwVp1MJ7rdxZ6XOS6cOl9ug5XVTg/pehvG75lxrcJ77pPIuvsi9+i53OUEmjluF3jJopxj9F5S5B0IY+Fr6HrqaMYp5PCLKyWM0+1VjKHeGRPFpVON6P+kpmnxucn2BWCiea32H5UiniJbi7wMUPXXy3/n8dYHWD2Ivs8AS+XrwDmRjneErCYU1vMVBaI4EI5npdkvVvbNjdur/2oYB6Zrvi8duODIw+5eMuDOOUbFzqsAYQ5ygRnHwv6D2VaNjULbvlsbytT8vkddsG01RfZj/L0KDnfkwEs0mtfKAyjQipS3yhJAMS/qrNgQ+/+Reai9dpTgw2W2lxOQQdZVO/+YxLmPyuoHLZYgTiIzwznOKW4AkYt0qFNVgb/r5eOXNPCc+4OMv4fgWTm1onqatIUqYBuZbartuHNzNikQOaifmnKH4GP+LkdsoiaZBh9ZHIpQwra2ZcHV68Fsp35s6lpxpt5p+N7bJ6kSpiSKfAqjVJf1H2LWIPZuZD1jZ6SNvBEX+EzK1UlV4jqoEJh8AOFwpG7z6lElAEiyi86XvmBVmz6VZwrqR4qjYPJJYAiydScCLLyiIXa+9ePvT7mHp6YBdNZdMbEhOCf5WtAN4mqCYX+QVFf4sUsT1EWkhZiOiJlveVLjd2LusVulS5SFAr1k9WvWjhT5K+AeKZrKn3IwbTZbPsdXdub8J19PG1Rl2Owoarm8WOxQFfL6GV/5pF9swul779KmzR8/6IRH9OeTOyuGBvri1Mrs6csgb3QAx9p1JLUPrP7Tfbj5cftxiW0moew5l9IsuB5ilJWbHztaCUiD9WIM6uO1IQtKcPb3+N9sigkxmDlVfS3Cz33wO+6TbifxXi1RR0Vi9drLhEEEuvzZmfgrLb+xHG0GJBUTsmaYwOWntztK1h9GUAzq4OaQXGHPhNbTHgRwNwjyjc9k+gaZXS5luLuvCT6qK4Xo8ym30HJi3pD29Kw+PVtHLIuljyXITV/JADLuVZPWsVysUB1Bua7HfX6tJSszxSsdBue+oltdogkEj/azGwh1UmrVbPqpgfmPrEYe969JJhv5nza6aexe39xHMOQJLTEdCZHdjaK6tyGuCxRUKjcvK/BEQ34I4o3VKpIV+88sBlUwMJZx52QBweqhIWvV1gnq/TdPF1A03PdB+FZreyNxpGW5jAbx0mBsbNPH5XZFnYGiRxgtzlrGlHOPHcGJ5pRlwg8Ye8VUF6dWDTdfpH7mWZL1tWKCqvwOakLozetWnpr16oEyZt5BZCP4kknFeN4JxojJt0YVo6yQJ0g7KtJS4bR1cpUE3L3iozEj9dXie4bzpZwr0uTSCAwFa3eAUQYwTGppB1m0hQ9jaYPSN2/3t5q1p+SbKYMSKxQTZJOdmtJj88U+j0G0T08NfOGoUeFAexYFaNx03VfhosfTTQDQ6ZtZb/CnAOvTUeHI+zL29w4XKCdYqJeXxtpwfZj6TtnPAfgcdvfF7KyOqSCfI9JtKNw8nZxvJ630j/IpgKbeLqq+cyCpw/Nf06HdruaG8em6rCEvyTZ57G2iPU9sgqV9dsYmu0ZTI5yN4HRNgrVz386j66ntx+U98yigi0WhJ1uNUNCcoXbqZENRWxKF9zdcuEtEpkXCmrebw8euu4LyVKPlGKvAIOLmxVrl9O3cW2B8gvLlnmXsUsNQZ8Czmt9jqf2BOPM2J19Oj05qIV2cVpw7vVmFuRvnK1Nvn0saBr/hnO1iRJgp53kHpVXYx9RZSfd1MLc1P+NLXvncmzMzVQcbh2/UdQe+MetYKIUO8ISuU+p8mFhm5Nb5hr00ZeNeILi9HqoUFZPcI/q8TPo+R79pOFSdb/JcCyHgYW+fnVcjgYn4K/mWxBW2h/FRFmz+oeOoAUKOTgOz6BH3tD4fgq/Ofk6BmlTVs748wjuhK35NbPlxH2D6/WHKTgnhrhYxERzBqSwQRQ3RqbpLegCEbYwkyO1zaDnFQnsMJYr68+ht/rCrmsW5Hnx0LXhfTSWx4A4XdteGOUX9E2Uo7fC2lhXURkhzRpRs6RFM99/9zMu5wtYTH8sSuz9boz/BmFLqnrF4+0GeZCjzzfk7gOvuIkUd0g09dQHEse3McJvzL97nQ/dTMosVMiHu7jzdGl+/xirfWwB6qBOwz5xc4ISlqRipmxj7jx9KjbLob0FZVy69+7lFzsXYIhkbIEcz30Zat8xQEQoutSkvd/NMXMqwhWSOh16Z7IHyRFesnN3Pkb/J2+DPhHkfA25+jYGen8jd4ikCDJPzgHqr6UQO1Ao+gN/a7bAznIE5HInWDBGy3tIzPhXSE4rr0x+xc50/4b4UDA8tZiF7iqzIaKcQZ+PCilLFkPdR28WYrlYVof2HnqSD4tKS1PMbfcIyuu6SzR2vrV1bkz9E9yFbKr+FSSVpMZ34yQL9HaoZQi6wcJuYjNRNxhe/1ZqIvr3TQrZiKac3oMpDW+od2vrhyawWcd2/pbvg+ZUUHLMy27OIZKuZoURRPlxjfpFSLi80cPoO6/VVdjHtzLvQGWTakS1t3s2LfXd8Q0u2VnEKVPNi4pVpDIkR/TvFhMNCMgekBq+Yym1J/i0OPSJvycL15ehwD93sBR4u3p+bERuNKX8frEoP8EnzMt9xHKvyynL2csw6V+nC5hVqYto3E+itP+2JCyCn2gn87+RwzEltMnCmZZ+R+xFKGyzdKDZEp6+eAWc3V5EbPcrXXLx1XQsHEh3XrNQZOa54XXma/6MIfzqmZvHZk/Qp0de/0lafjQEELzhtKuyOCRDB/zySqX/rZ93jzCQfXv14wK3eMoVwDlClcMbxmJGB1wB4lEfM/wdinAXQ24k4h+9DYjwqGXpAvmPrK7IdNanmMKZjHG39vZJxtEoQj+PLLJnIVJEo+LbP1MKjkmOStfVsCbrrxO3ZE6KfGPbNZ3enGk99B0i+a4uX+5fCHT3B58ZDSBQDuJhZwG2CkWCM+Q1d4iClW/3LsaOTZx+JBwsVQY9V6b/ZDN/Kd3pASN3opwMRx3PAlmgUjyVfQnxVzNrqkcycD/0fpsZItyS7e3HRLsoaLD8ZDxOfGR9tPLJm5YpSi9LSmz6L6z2fdOe6dwBgkFtYACbibY8bZUU8PaUtPuEGmMuQu/dqbLQm2V0SQ9dKLGFPscmFGPTZ817X9Wd1ZUmozq/eok4TOoe/Pqi1Qk4BkxMxm2YKkQ3789/pT+oripJ9Nav1cJtT14BjgvskkVLQlZuXCiBLgoRK2TxpMY65VfCQH4V0Ax1B+L+FkmJTberYnQRKTWp+bJrSdPjNd6xZZHQzdBfsif1gmPZsadW2sCx1SfZ+J6luUe6nNTa7R/g2c3CEBoWaVRDtfnj4eA4Kw4IyMRMPBSrk3m39eUgV3MXejC2pJkXQtWlMMPxrnvWnmhgOspUPFOqJyOn6kP9CqbTj8n5VUYVYkmpCivccYr0CzjoMjDR2gHHa2Qafynt5JJcnqQjmOr4jY1sp2QCyqNeT/ZdAYzyvFDa5bE6NWTx9KaVKsRxfomlv6E6Zjuj6g9+RJGYuSteGGhXl2GvJJiFKmKi6ifb5ySGGA5aHhO7WsqN6hZE5s5rny1/uFl9Bby9fCdo1yo2vWoEdm9xcZzGdqIWqvRtPCttNY24AvnQn0j00LuN0YffpiQFjipOFLBryNhW7G7SwqNcOXOq4JhjNF8IjuhmweI7yZD5RY2k5Y+dvmE7IhfKSu06F/ugrZJIuXjjvwFjBL342QCK8gl5Jx+5T9QDK1FUiYfzcYtyTjTLIl21fPu+xkNWNRoR7/Mnf8TqKHq4VXsTWbqihMnJiziEzvXv55lncV/DtJH13tE3sbc0vLuvQ6BUllZJ351qoy+ZS4R1TUqt3r6hFQxp9hS5tYvsVUcLoc0cKuj1thO4K3OnHP/srSyQAuxTzdK0/BxCam7QdArrg5Z7iYFFUsbGr/fq/u348KM+XbUr1enTk74POS7cfHn66L7lxgnkWDLD0ztOIl9ka7PIXLG8nVXvhrKUGo1nBPzOjUhidxbRek2XiQ8Jfsx8uYUqnBfH0J+ELBMV32K+EW+xJ6B6Ejl5FEuDFdCe2CmlMWsDEo33yYDVI4XnlDdX12teVM+C6HvAFZQurzJ9Kxh6KCOy/YvbLwtumzDrEfD7MTcjo8f7BHaiDQvoCFZTi7kGO9xJ9BOki/11tA5zvjZLehqAf2AD2Uc7lE+8CIshF6i5/TCno+l5qVRKFRViEvJUYEncHh1IlB6W6pH6e8JZ8ZoIue6TRx0X9BSYbaQWD5GaKWgqFKVh3rprLUXedbxl4Da1r8yex/HJBp1fYn0i1vhlllOYwyK/AQwuSaLxySp8dpC6iJPB9IvTXn4TP6pNn3T5fgW0OB5PRgpFaZxGrBwo7yqzLsTuWQqE89reNa3ti8ysaentlaTetLAKP9aCv3/VXwl/Yy6Z43f5HdbUgFUDrLffiM/JxKk49Q8ZSeDCKVzTi40vmhOHdJVm9h4Xv6ZaOSm+NLq1VLsFoiNgSPjZCtc6sfj2WtF8jNHXJX5Alm55+9lmBNLrdwKfu/FxzrpFhfeb7wYk8n+GBpOuAKPxN9ya37RqE4/yZzcHH1q+UTg3dMoRIjux/EqQa6SgNmm3h11X2MTMsUk0VrqkTZSzL71MdG8LHngALgqr/eLzinTLnmhInmPpmwv3gXOy8zy+amoaPHFS80giTcRAfRHcXdkwMZoudijmVVrzZLL6L1G2kYKIMnv7UiyNydx0e9mjVXXTxvZO5Otkg8NgCqO/3s/ABpEwpT43acXE2OINsc1n31aT/84GGKYCbWOVDUmf+8mhTS37pnjyiZICtar6aO7d726OMEqIr0YyrTY1y4/U4E5f/7AwYer0ak199q8E8zrQZoYRhr07urMi379hvqh5gJc5QLgXI3fxA9X4/qYQJR/2R6TFVmHMnU3zgW0o1Z+WBPsvjyK3ZSTqKCsdnFsOP0YNkWRCP6Bfp/aaSBEaeMDTJd7q+M2TzMpHnHcv3Qua63w01wCROFiPqZwc9Zw2dl74FqhgT8TuRat4oGilTd0RGMJ2v3SHkUpE9/O+yx7cXZkizk3DRrOvcmySulgjeCb4Gefswt8hIhHdNxmOxpwxsmTRk+IErN9f+u1jD9Iuu/Av5dMdyf/98wuCgf/rEdoMgf/zFGLHj4h/Hh64/0fUoXIRkkVKWyLtuWL4IvD+GLBbK081Nj+GRZutbeqyYvaVSVXyFL+SAZrfugISuQZ7lkskHpUk/CngpMzUawu8DXSXSHf/MZDZf85grJemfOkonJI7NxIoKS+WJzG3aBjfFOK7EAwVYIz/dZsoZqlOKWSe3Sw0xhgvlLjrKxWSmPW844nIROCDzQxWhhPdg9fnEUW/sFYefkncWG+4aph6TPsT1dM+1ncllhCHnffj3wjLhdQA6OYynKys6h23jedaYzmYdeHru3a7Q/gPRS6HtjV1Cl9XS+7lQZB/EE6L6cw9Feg0M4pZzO6u8kIQHn3Bi9dQiCXT/yFt3Gh9EyRQixXFG0fseH2n5ewH/BN4f6eShCXSS9EEAoqJyT/BfXYoIz+fW3XJQVluVe76FfEHBxLmcu9vEBnJey5dMqLWg+f6P2cafF2+4SFOsJZkbMx4724K0nghXt/Q8m+G6AhOYJFAsGuU8+kD9jo44WjjO5dGXbaWmdt8rvradh3wzxzO7whqgEc3IVkUVpGK0i7UYLmWMylbNbfT+i5gZpLtwuhdhd/DZII5tNjIT0rDwW+BxfpVgAdpUW+cy4MGEsPtZwuOcXOmhwy78+PacvsP2hMf1m1quZR6HdzJvgLs8gBz9LtsB5df375/NfzDlw+eaWbC7ji43vq7+ATUqwLPvKcEbnpcVKWyVq/jV1e5bWtLoZElTrCHuF3lc6w1csBrcrv0Vv8H5txJowSfarfbsHD/+xnUGPuJkmH25/F8d/hKwNgCnXgB4nplxpmLMQJj9fE93jpD8b8xfhG7xx6xHey0fg4tdsgP81UdEB1DXfUN1Ycciq6Z2lsZq+JzLwVPXTTu0BGsXQGABL88C8ZyX6/JO4Il6PFyHTyHD10CjxDX8jh246Gsl5I4VOpIM0a7dFwqno3eOojKVEk9j20JZ69ydVhF7O1x3Xh0fA16NpONF0BQhpOk6iXjt8jBqElqu4ItKQY3K9EPxVoC4+C6xqQLrcaMh2ef616q7z/bamasRSPatyMHZZ5MhnnH689lgYSwkcW63nlPXkJnvr6pUOj3QoYl5+BEfo95drw6JiRJKhojO3SCPU9M5eyLLvl+MWniWnQFtBnmq4D9UugNycx+DN3Q6LoC0LH6ToWvzEMyZa4AryYO48usUpwZSlO3I3s13Ie7CfIuO+fMGOTC8TcQl1+vBHK4AqyHLV7tJ3C4BcrAP18BrDaZLw5ojH3EorMmmwNamIn3Y6FadDXtOyfaLckJ+QIrl3atsZ5LFeI2xd8ztc8zT6zGSytv3xV99Kk7iISO4Ai+K4PaJ4WE6aeOPh6zdtilvbxX0eVftJ55C8rbhFEvBNuBWaMpDnae61P4/4Kx4HRG5BWTUz9oQbfz+/6AJPxQg51s+h3I+bg3qLnCe5GFNzBnqYBVtFK5cxPa3cxszqun2OM0VkRbnWgyxUKXMvT7O0YexvecfCX+kxfvtuYFMPstJQ84brP4FUGeqSTJ02SaYrc75m+OVpYILfzlQrF8m9a/JmtxUN3aS5wdttYaXFSPKS0EteuYvFScZo7+datHe0WR/7ETztCFhaisiyTPu5nm5iiqv83HLOwdd0gW6CZGF1e+Ff9UY392NSzP2QRCdYYTn7/71akm5IPCZrP46O6OBGTPiubJ7uHupgUudS42HM+STiYXEs1r9ZVoaIhkUErqgE15liVTMBeW6D7RRN5mWPlhP/6xW2OSxHqAJLoGxy07YuoiJq/bbqxSsPX84Yfcjh/8HNHAe0iyR8lB2ZSMxF8dZ+dsB8PvrO4WCmtVxONF6rWbH80zst0efvlRtp0ha0DsHyr53pM7tcAtrqT6jHF9kGgiz2yup0EuDOr1yxi0bh7F1uvrZ0Bs5FnpFTcg9/Fl3sRg2nriPV+CbbUNWgs69z+/qNZYouwg8sRZhKOWqRcGcRZe2RsipsRUf2MUXDXr7amJKm6cEpaYZVc+YJbPPs4iOw/47rz+Gt6EaDAWqkysDJTLTLv4USmeWeYw+cOq3qzEAmM4rXYL7L7uwnphcPOJrBsu4WFgtVjNSJV4wygLzQfNUt/eLf6UZqzNqMSPcpcplXaDm+OISBqmtLewpmOJTL4IIXjV1xifO5wyhBXvmiV9k/TuZHxdlqlL+0u92v0GGSgHqYorFM3XrkfD9RvR7thU2wsvE+5V0zonks5WYSOmNxvgEkV5sV5q9amWFjqCSay+joiy4KKlSNRolRWJVu5sisGee09rcSYVNhUs4MPDd+OooHs5Wf3wrc1vdndlOpeHpaWLKblyXicSKCWmHbFCF5Lslcnh884dy7vlxpV3KBStBVoDpK496k1KQ1QqcDD9ipijwyFidzVDml5ME07Sq+gYJPUaglMDHiRwbj+1bX99kj1pMzpFTAKbz7pV8VGzmzAzrmI+TZlaeqloAdb9dWFP6qDIpeXX5PLlzX8osQGJxH/Obf5HJZmGoU2alRbz/rdxX8j36yiFJxd1/ee/XP639T7dH63kWq+Ag7utsMlU2PkTfZdwxIpr5BUAr1I6yhdjEv962DsKvk7Q2m6pTtKuyjTCdJjRAvbK4aNC71WvI7afBLUzmhDxldgP8jE3HeatUm5bKxMG3qEaznAQOR+6bxrIIFLXtPmOQJ+IpIlXVAGf+G5kbE7rn+FielbxJpnzl5G3n/65tfh7AFyGjg1KWlbim2frfLd9Tj2MU/5pzLqeB/gWtF0yCVmrPTu0+Wi5vUhJ02082tz9gWWX+qAd2QhGsVV+FJynTnGjEtiAU94St2Hbbr84NbhDMBH4SGIGWzmFnL6r+PyDmDH7FXBh1YZ589H2zHXW+E0RRA9EN+MT96BrT+ZOLvoKaB0b2b3TwFrDeQ3eFq8AOnmWy/hId4HviL8kJZDuDoEXDeVxZTX0R/u7xD90nHIo1PUTu7XParrsmduc2m/Ar5OH5oAWkKRQVIp1EFApNpNjlf76Qe4FnhItNZNFW++6EIGwyxIKXrKPxVXY3WAGzn8cGtpX7kpq8ojoVmkp/ihXFNCnqnGMecvRYPXNN3VEUz0PFS0zStEKzG2aL3ToUjlJqcevvVS0lF0vAXzyRt8nznPviJgjwiXIv9lZ4Ar3LZoyMumSiFxw1SuZ2p0uN8zNt2gCtsCf2CQLpbOonm+pN1lka3VzLhXOOIYOLN8KhiyuGKt6JZu+HCYcqocbGMeZnGekewbkaxYzSblR8ROmNDWK2fWxm/mSIUcbdS/TnW38PGSO6YMvU0rkH4t+A062n6tlOXoLlyVWTH1UZlOoaqrasba+8ZI3W45caVYz2AXua0WEuzeBM/mlBi63LiglWGvK0bkMOSZPF2JJm4hHyrCqZx3zDJFEYm3vjZUm9xkZkSTR77rbl1thue6b70kux1kGlwa0IwtamCqxnk9ATkVdPNVfY01X93dW0aimsobLDtegm3tSIEfgoP/x2XhUtc3bwsn5ysb7npJlrN6ix+Fd7ibMR8022k50n1VkfIfQ9xbSHf+EBfpkUcCRAzA+vdFSYPmBFtz98rvEjL9fi695meaNLx8zwN1KDkXvxuSJyM9gW5NMxwX4TrzCR4/DNwJftj7c9DUgmQjgjFCisS3JfVH32X3fRFa//VJj6d6oGdOCSIwbZAk+jVVxzpjfum9CAFSD5uHGWKfFVaXNR+YapEQUnxarAGjPsnDo8MapmFnZIW/UxBUQ0shod31o0uAxM/n2B7e/MvDH2DT0AA6bsv/wzaGVl/Zy8Cv3bad8x6QJ9SlTrfsz94muk9YgHHWpqjxxw0k6nnLKzvlHQyZJtIKLdo/wPo/524wHVjEZlGFaY7nxMjGszrdA2ktQOfiMyvtIrprvJdFjBPBfEBPxdHXU50PagJ2IfXniZQF/hgGFLIGaXuIP50cJFo2EY9d+AePLe1lez4Dnr6lOPMG1UEGyqC46zj2SkSkJO2eHMd70JVfADQjIYNiJp3lUp13M821p1ynqciITZXZ/VaSHdZHOddMyEW3W9lvFLrI7luoR3WkWFflTzBXwWVie3j3X0XjUwuxv2H6ZnO6Hk2ZGhAvhn0iO1Ltfv+ijoyabIBeLHbIWo7NqH37MW6XZKwj0v8epOoEl9r4kPJAZIMgCpQcoOtQYPe5aVO4fNgm8qIKhXDoFwJTMurQvnju5qC9I1b9riP0smcwcEyZ/o1Pk07qCu+WDE8No5bYy+H7M0K0NeyKzJan2uyhRaLWUqccy1I3KNfXAyc7In+gZpcvdM5D8ZHE3fAtP/9uf5Tm5p5P0Gevh6rtG7y6k8FSVTAXvRs9DEWWG40AJ7xh0kBYTb9327rslJ403HPWWiYUofTrBk1hxqmbLeboa37bxPhP904+z9oQ6TNHz+RqprRrvj/MwN8o/V3+MvQbQMwtm0/wOioZjqQMTjU50seVz8gcQovnAhxsjKoov+qsagud/OU4kIPXMtQ68CLNiNTHvctNQw+TqPkZq6/TW3S0ZsmMsRI9rlV6IE+jR07bs1iaz6d6r1Cw72/Ih+X5aQhpAC+nWDp9f1k6nr48OzS5H/y1Xt240cZJ0D6rtySKFoXgveGw8wEHSv4xlv5++r4V9yQiusgNrJw30WvxuvC+hPmh0EEMfmQrMNjc/0paZFxmpzBqrns4pMBxjHx9wDJ1HjsgsZ56WnH45+dHdUcSqdsPwqf7b5/ZEuXWXl11nZDFinbe3fpc3y3QzSSTmY/06LIXrXh3Nce1OxxJ/mfyFBZ3QYjIjE/rHeXSFaKSIN7oC5Qept2gKRXeA4xK5NI2K8HuVX/ouUduWhUtKU5kv0eNlF6yFkBdu7uadBe1p13b4pG1PwkdBbCRQxOnoz/6iFren1sxPiYeSUvd/dt+c61aCvOyX0i0fl+BY6DtxINiQ7veymkYGRLI6sUYcEIylAnm8Geee8ft7D6hR4IbP0J6bgpb548efxlOMvR9ACCtzxqcrY8u7ZlYTAq+DzgJ6PSRemKwmLjrLE06GPbNjq/ZmrfaB/+gKlgrFkTvHLMg3/oYTXGYVQ3/vXAHerAYkwX9qk7mlB+43v4mKw76sVFbh2yv8ufaJkGcxVhsIpDEmyrS8/8v1uOAPk7rvu1S95YU8QPw7+3dDlX752MwYh1zrQFrWl37/a6MKI9JOlZ9XQHfUwr92wXM7+h922vG/Vgtx6hXwNQGncQXU2uFTd7ZX19aas66AoH5Yrxb+P58LxCxO/p+XUn3ujtBWigie+Gd4/HtRqj2T+Kr5URYp3divZWfXBNyve3ToVfcYSoBfNww48I1Qbe2UnTux44arahq6H6+LA+ogc9dtHWaio6Pj7Nllwi+FygV3ssiNvqmvkh6VwlvwNPjp2ucknAcCRCpVftuLRQO+k7VQHrRhj/j7uBWR1qVAYaxdyy6BMuOq9Drbg8wuqxAaVTv6HdfL4fj5ql1fl09q4Wawh3tvMhIRpRB25GHbvMXkX2BTmUMeStXo5/+c30Sfx33TygDroTx8a15wtybIl+xgkAInVCV70JT2aWq6Ff5kzNMvlkrnzqt2/jvynlm3cGrLiejj7kSmu63LyMxc3NNxT/C3jsVbyXtx8789/TkunFHr6abSK5tx8z+xpr1+lE9bnMkpcIEnWVQ5S6ESIKoePhoRDu+RZn3MauaMBO9LcyFXK1Ow6Y3Bgrfx0xyP4JwTAXe4tuEyrY/dK4eIOQCcHFif8GGnyqEm7kFNeCMp2We8Rf+YTdW1KcTB3qgR4sqEb7xUMFahtVQfjk0KFMRKdtu1l4u25NP5GcLsLQTw1MLBSXdLJ5bAA17rifRzUHn0kZs9bSvXh764TNMDq6hq0bmuk5GGiseuzAnXiLcXQqKn8zOHRtLX1co6YABGdrQtTAZz7LNxcSeL+nOH0NWKB8Lc3Zskcac3rr4pL0BGf3GfHGY3rddX96GXEvCNjQ3ggAqP5cWvyb1x4v5evhw1SVAKFUZXF4JXXjU+0J9rKbXs7pZSvFtJ7nrHVkGzJPaWQxfLyfsP7Ss810nAS386aN6v/Pes0IGbuwUoDPEOTE4ecmE+HBVQVeTzprAt9mHKZ/gDlS2B7/WYxOOjLslDvQFRfqKRo2/iHCE9a2p0on9zQluWKuSfXagVH5qJDxQXfch+5usJV5oodS4Yml4B1eTrmy7mVtSNSczwt/3+rJdrhxAnON3fncGETlpiLdDD2nCkiU3XfJarpcUyKJBhgQln4kDt+VmLJkhlS7NYP4r5U3VwO5FBVP9q24/bC62dvqc7o6gkzEBwoWM4N0u01DrA3n6dz99c6OMHTWt2MEveZeny/bIrNDECCVjjfC1XVF910HDeg9laDq/mj9c+FwrV1Q+PtnUObPW0h9ZR1/LWLgBYtn9GZ8SNn+3WWaWTmAKLAXzT8lcAee7hGOt9bmSj8ElAk7/UEpG4UyDLDeOhK4CGSx/7uHRI8hhY8TUeyCRON14y+4mS7wUu1hcXwlcR5a9WWcbVX/hOOgZwmUSWfNJ1eQjjn9m2tEGH7E5M/bG1/8t527/Ta56pNthgIvV808bPVklM6hpR2P5SLd2c54g1iPF843rqzT6+3nxPS3hVa//RiLo3TTrYbsmi8woI//TMZIHH6Jbik+iiFDA5AjRdUeETcVPLXZlVqZu/lBcixPghepRIYsXVUTd/i/NPT4izwvZks5ijEnL+tsmSp1Mj6zXIlTc3Y4kM9QsHUX5xV2YbjDrejvN2UahsfoUkJWqydbC8L7sesZs4XV4sOp9o2C0Vx/vR9l5lQwxwTVgXKLMYAzjVFUQVbZQ5flhRHrFY0UIBSoVlqenRByuXvbA2DlDPkoX1nc4Z/3juYH7FRNVFyqP7aNBzY6tHPE9s0MWIj3jZyHajgRRB1vjvUQeNQyQ/cGpc6x3g3Mj+vNAxtw/Mze+wZegLS6wrhsvvIz6ZLofbYUBgu06e+gfuZUXE+sCBUHar8cAtONNlDpQ/49ZYiV3YswtDpd4/epAsUFpCt/GELCbmbQLNd/o3I78cb7MsUAt18nesGGV23prdcp17QjLgpskmIDRqnA7Pjvv6KDYq5ohAOPzIZVdH6r7ketSbizjLu0WvtPH3LwRohu0K9y1PYfnVyU6SuWKrc66/J9MhCLWYSYOaphdT3s5cgfKHHROkr3dvs2gfdVojHZx+zQptisSkSMxCtcE6P5vHXahnjak0VMw/Fa5ufhgocExauZYY34+oUFjfvbeMwGpUzmU6yNOsB1sVXAHlUjiWe3bLgoqC+h31gaNLT8Wj2mMNI3Bn1/YLxV4BT9Ecu7pZC5bzPTb5T3pH/xQQnLtaDXNEIxxQS6ApgQ7Z/bDedsKpSskK7jdp11SPI/0KYIdZIz5ZVQwUuuZg7ayCTZvKzlidiV9EYBTURyzoEogTv0fIOj2zYoW6XGZDbZyWZhDl86I9gn3iB2Lx3akr2ZclUJMf5j/6CysE2G9uARfPL7p+h584yvLoNbWo9Lvi5Uah5EuSh84eRjXvbR4kolJJdhN+9om/2403aG7aHqnkQI5qjmcTbnXNq8SoEAbKIKhxfFi/QpHZaLLzxOJI2EcOSmuSSwEK8LBwsySE8VngZXkbZ3OkyTPsKSr97wW+v/KkJ4vKunuxoP1FHctyPEoFTz3RQMmnh+YLo7cZkeefNKQikjfpf7hQKRUof49x7+HrxIa3RK/qu3f7C149UU/LM+O+AkiR/EQTOA5Uk975rHlrjskGmuB7OeCYHNssYh9AXpboyfaMpyFacyp6pNkCm3hhA2noLJPNO6uIvEOd3QnJ/Hw8p9Mxea8Ufs87wCTSgKQOO3OSVzsm4cOo3RhnYzOqAA7FCHewGRt+03J3TZ8/Xgt/jf5iHVdzfwv8DsnbHAsSkXdPUGaTjI6cQciietaDBKwvDG9bqhfeFck0NLeMdZWMu8t0aJARWiUhsCA7pEmgbumqzLYWTMf8teQ3Hk2xVA+/AXFk07s0+yvA4yy2b6myqMSkkJT7tzcAlqxQNINnmdai/3sT5aXh4cYyESiXydhy/slrg2Aq4qYadPPCIKSm5vXUcsQ5uAMj8ePWsoyani60/UKnPUnu22KGuzI7VauNnsxz6Z8MXC1OyxnHEihSoeFOVflZith8foLkTxUfN58lvX2TqV1253B36vyld0Bo4A0XAZ5z16cPdTUNQgbhju/mClKBxw8olWFZ+leA+czZi5VVRzblK6CjGXa+ttAbKGP6z+K2/1IV+68t+++/tkngXsdn/9tERuq/YaTro/8PkGR6Ng+6AuKoyPGNo1fACJcfVPcK4I6yuvQvvALyRJo2XVNVegr+WUZH7Wv4FVBiBvrlhfiBLtnnx3RfG+2Qgez37nktc1fR3F7/2M+p+OK74WLbJWoyaogotu8Wm9jCREaWCLLD48zB9sVBdcKp/wNdmr8WW/wF+fZEDViZxbUxOIOV4UKT//1FjltzDmlkxGqWWgpFQVi+xfLfqo9iyWRdLTE5DhgHo3CF6cv223f8DEjAKBhodh6r53f4zpLlrUymC33X5uTuUrToes/cgQiL5spkJU4Hk4WObRFQyVf/PaWHeMS9n4qBhzRzl/ud9fe8iH92QLypTIW2+2i6bUCMcK9JsJA4DV0GJ/CEPHWlKmh+sNpI7eDrMSk2y7+lApcbl4eMlrSYgL5qEaUCM2OekKppXG64kbQeAVGJYc3Yjni/Cf1uezOEu8pNcl42Ur/Gk29NYVtyoTupDOzKxHNW0SJOcKQXaWu7FH135N4M73xYiY9GjDylqIZXmuYHvVu7FhyBjQEMWPn3pO8piCzswjsz8kiQRIE7iq6byuygJSUqC3t2iqrpuxdPBhSzXjYoWMuBZ3SkXpu8YBKzoME6rnda3S55n2SP7/6+GgOUgpf2gxC/m3nEXZ1Vbq2GqWeBVINWNqvJtqZMSO7ARbEl7qy+QRWFMluuFoNBzjAU1/BLb3cS8wmSzmgaBVVt7zt//TsBn5hv+5f1NLMilJsWQ2gyhfoFLaH1vcBx4bDzpOjsjQP5TtNdbA+e+Z/9yC5Dyt9H6M4eJijTp/ptU6oo9pHTDQpE7KqNTRqYYXiEW5c/pi6tYHucsrf6LhITWbBNAkPyCstY6JvcgD1pzBjmTxaljhW91AzN/InudkToaUc1w+Suk4tz3p2DFSOqkkIz0pbn8q1d7ibn8YO2pCnVuAXvm4FSnk3KjpJwF/aBm8q/MgjRf41TO7/UP7AVgyfl1PX7OCOWtpsEniuJUc6HNnGceGHkff/59yDQZXazWq3h4T//1DCGqBZu/VO5QLhh2t+5YnTdWJDQpJIYhbHgNfXau8wuwTEVb1Wb1r2sbLD+VOMIv2YebBjP4/0uQRqk6L7diS15Ja5JYN1vJhJBmXsFvAtZ8n6fMHqQBXp3iaikJOlsFotY1ogX3ZmJ1Ng0v1cSXfMJShNqFiy0uqGvXZIr5ogEUr1seBe+la1VHK+ZXQGU2g0mUeYRAEpRYNvVFGvkFSuwTtQKB2EpSWYaoWasYUoDTcHLihlCioxp3867T8PyXDnK4SEr41ViPjWORWwdp1mgInkqp/eVuTQrjIsf53Mxa3X3SoPvVdr1fDogROu+3WRsf8oXKx7bkBFU1qhRPOvImLmp/PkKUFFmhAouO4h3kLLG/1n/UbZphiwt8vu5KeqTzCeEcJfonLI0m9eLa2lp/iBioZ6Ncnr8JMLwlM6OaVuZFblR4rfIgs3/UhgraElUnN+V+KnbOv6Rrj9Jtq5f0YLjCU177Fx1ixzG8r7nInlRuDNy4xYqVD2LQkES7+TePtLpxGRDfRZb5dFM1hTUZfby67cW+Y9jqW1hBvi/o3YRrV5XgE/gtgmSvXbUcWJlpVyq/xojZVbM1yZbEXrWDv+e15rJzIMMhkBVCjdqUIsJ7sXdD3zZwX4nHzA7z6FyYyWHoQd/Sr2Qe/yrd2cFfD4FKVYS7CNAivctJbA6sUfuXEckEat4cfAzc/DQKq6j9UaCuVPB54Kyxujp0/WPsdoz2PQfIGqIV+/WcNkDN9zxP3trRmdfPCyNbqb+c1IMIuthhYe9J/Rl3hUSjxXTimddnXI3/4R86KWc/wE/95PoxwRU+CcWKeAn4FpOvPKolK+DnW4w6gooOyaPzjC18fQOoMO8PA1yGu4jRXEXuFqaYVw6Sn5BLnbBcQh4FeDGLhqCk1MYj3KONy3jdt0Cf5rcY3CSEfyS2O5RGrkk1ydURNdwzcbHQ8EZmJelM69K33Q3AQ4bsu0b1RuuUTbre5T+fRfcsFbjsLDmW5ZQWQzbbLxJb8hd4trNCNxFxQTzFk38bT2R6vIjE9PBzlsmZqvvI4CjBaTsJh9mdbc/hXfeW6jxBH6vmRN/YPAquNPLUn6cd4x7Xi6Kw3F1qdL7M6sL22Ae8LKy6Z38W7ujvLoxoUpUnQtZprKDsLWXi9C0j4Jpmmde9guat7WX9oTFGffH3jIxPtWv+4lA8YzxQpliF8FPNob+tJ/eM/E5H0p9/hj/2qIXwj0SeH/Gv/QIN0k5+DR1YeiINC94PWGd/dhYe7hGtxFNMseeOKJa8KesyC5jKovMmJlV5eOXqheIMtCpMuChsK1hjHjUoloKchysjAHP5dxRmhcHNoptzJ6/AlyNcGKosgAz0H5E0AFP1afsD+uIKtHul8xP2/tsotyVGXNG5k8NX1k/KA5jPS2SXYWfeKjxde24R/wd4ss0HH8b516jAP4x8frJKMsAS143yUTgI48L2zr7CbFK5x44DGtY3Fe64eBwOj9FWVALJ0HjhqVJWDikO333WyJTrMe/a5xqZoFMMWo7C+jojgilEZFQiUPj3Uczy+bXiXPbSkOvDT9iMRimDIGnIRyY3KIKEjIoAQh96+HsCefSN9HomMqTBP+euU6ZW1Jk61m728rUf0JoySDiHSxWqak7e/VHVquaGHGnbr2soRvO6foq+09fEyzlesrJumZUMWoDlKo/r4A/ii7/4If8fhXYQOa/dvP4P2zD9A7W+g6xeo/jf5t7iUo9j8STXwOI+//71EvL4f+3qRdxqspjJnGCVK9HssbD7Jy1OTJ5SmKwEKFZkPkQIevSx1P/Tf3eD5CTvA/Acgnw6OW3F5I3ReVecHH1pLr3lBk7uyvTYASWs/YtpNozQZRmHR9KFS3mwN8OQonsZPCeu1YVBSHxe0tScWJ19UMkQxyUOG5xZpqzG/TKouCfiCr8/OSRBbtg9y5NKQ7k25DjAM6xB6+mf+4bbPJAVKiaQRDLCo3sz32qA6tNA68Fc7YK/wKx0R+G3mXgCr01+dd2e6TRRRsbkgN5UaSRlhDDmpHofrIvZZzJAWdfsZ7nrvKnhLytr9NB0Zl3pwKnguBlxpOMJGOfW7AwibbtTDqCv66EAokX7g+z3bzGS1TbDR29lBz/P4S9VVib3fbuHaBAW6y4S/Gixd1K8VJocS/ubgGCFIpbgQLFaXEJwYK7U9zdghVP0OAf71r72ntf37X+ax/kKEfPfJ455u8ec4x7cFLxbH7NVgWII0/1GJhuaUdL7Wh4Infi5KlxP7LTW6hQviv3dh8sv2iO2/GPwA5pp2ZFmxCXQkjanADq0n6gzEmwV05K2UAOf+oxpR6h5UWd6mbj8PbUv0gYsTTI/Xz6bh5vPrsWZX+VC7lkX2yiP2LuyZmmhKEofGIMRujrbSMD8+1tAqZ26dDDmdqgpzgX01WK5gmimSF7JnogboTPXBu6wV4XD/94TMxlLpbU84sQetFBQnlLanYdvYnZQEEhTFzJvQq+zgf25sm7zwmDtAO4uJjKRwKq7wxGDJNOw6nUMVOA8V2BC1e44m27ZBUmWvC1NBr4B+A++zT0Nq12RcU0QrkiAEE8AISdYmAIxXQ3NxCh7Ir+ekWbqPpgwmjVxB0e+Mqy4TVnvQH3isiJrrncw9g0o+vttut3HOZkegOO5nav6z/FR9I0EKpIL/BlpCBvbOfZbKO/Tu8c4TK/iZ1j5LhVVq6JTNnfdRX3257bbvFZkt8O6dcrtEzAPt9xdJNXB458Pl+veBEjziA8RLNtAOvUcEtD42cymsw5vM1WX1b+2AS5SMMLorXQq+OgPz2R9K9T+VFuyhAm6/mBJLWBePZldKfr0M+HAcmw9ldtpAX9Yc7Ouezs+jzqpWIvb0IuaaPwYqSqdrOKVzg09Jl51TjQge1HmKV7D9gT29CJsOWkXZIHNsB1+wPB8/P59+4Px8z7EmyHFKzTHm9OHJ0Y/Dw+K3sLDADPtOxLUrRC8z9sR8VBpcLuFIhTQoGc0Rzx5NdkcFa0eITAwPQdYam0woASiqrJfUbLWw/acG/SD4Kx/cTJdn2BGCZDb3CYz6YKvNtIamnhZeDPDFUF4lGAAw+/dmTB9HOZtcGk1i92KcelY+xbSqeluND2fP3BvL0EBRcs2Tie1d+RnBzc2ccnO4CAIzw7wBZ/tPuGo54FPsHJlFS3EUnNZvPfo3fdjfMXDL/nOGFrERMG+1wBGmMAjfYNjodx+IGShUIm3nBhkKgj6oMjZW+dexfoEVDHtYAhatVysOmU5fnrYG5gkjhqPeUle/6kuIyfv7vVFzXOhLBNI51eyIuFA0la1XemjTOS7ifSNJTwvG6pRRwXCA3yT6IbO9O5jYNA48ZpXfAWu3mB75NY/VRkq8PbleFdSWfWaMStH3rn7nOZj/eyio4CcGmyMKeoKtaxmKio1zfpJjprk84HyhhEC3hrb70eUORaBauUS2QPiQXvGe325HwdLALq7icstWfFjhK51KKM7KV/KClhbG4ZeLnlp7F6eV8IBPWdqrjwabYQ8z8CFmI+ZMz4WR9Pn6q6l4n5MHxRa+nPzUU9OBLUwHvrGE0lBHZvCm1sSu46a4HbpvdHOTFPz84P7vSSd1MoHj+78hNyoJbJfekt5BvaOl5bF3q8jJ2MJgyRRKTkBPqAkzg47bbWw6jZJ5zuzN3XhyDQvQEu5o+UMXNYm1KR9dkc7T7cRz3o9xisaN8QQuEsNd+vU1EtJVx8NWk4JlMfXiEXJV3ENJuWhys6TUCO09oVCUWSkI1Bzi44CgM/yrav6rLr8qHIWjZ0dk/w976lpH5SXEMFX++nR0CXUKmbqBAD8RRQ55Pfhc7XcIYogHe0gUOb9qGftqGXTw1rfL2Eu47ACP3ero+1yU83HKtBQok22JLX7Tgal4cSfaxSqrNr3HmlPuXQD+O9fdHpEo65utyj0e7p2bi054kPQg7MEyOAD/zCTh0JBac7aJQSdo5iqqFG34s+qqpQ5/q/H3VRsEtf3WH3G8TO6eGJAkR6LNlSsrpIvLlMpX9DwUwV+ALsp0KU9HH59XwPIvsiy6vd3Go5I2dcHcOrvIyx8/lK+iiJhlz7s6Nz6rJCfIPlnuo4pnMB+Tto81G888hskEjaBMNmVs+ERG59DM1bfz+toQz6erHxkINP9s/pqxeGxLOeH0lTSOJa1mXJu+SfGbQx8wC8aZa1dYIoKK210iWQ+6p8fU1pDdPYqrcNg11mQYyT/DNpoM7BMbuLk69ztAupjNXuUWc44gqWps9sH2pP7eelrMAMDwRjESSXQhz0Nd9NtySK0cDpCKExQZ4Wc9Q21/uCjsigsTURCFiSByRViXStUHI29eA6WnHPPBdAXB3RDDN7JcUFfJKmYecz++BFfW9r/h1lv+u3FdfqdRErtnumORigxEzsP6bPlJyFWZm/tMt8PHQzRX71ZRyVAFQ1RvNjji77jWLnYL64Oqp5esg/Nl7k/zZXqdz6LmFHLfsgc/avVnb5IBHl/5RiGP0nxRCPXJD6350IXxZM1B4BnVZ4dw55MKn/VSz5FvbfO/TkDD/H26HAgkQgv8VltNzXiJoHaD+ef3PvZVEGeK/R5E9ao60mmy83FlAJPYlvzZimXcm+8G95NzuZcQT0z8ckSkAn3L/PTqQJF7pUJ+VijiFFjwDrHDyBlBynwxz6zRz96+5OEs7Asv5st3V3EwcQHvwbZ+67xCpswGs5gK980bpPi6y1qa2t5IIT6XbnnhFeJ+23upznFxn3JrrTMb4xoPelKzZw9N7WjA9POgT8/cgs4Ag417MW7VuYB1Mp3lAAforgUgU8PTg6XusklBLMe9q3Z93UQP4TberAhHdv0aFurmDUiFGiWccEJhO4qar3LWN06mtTM963NTQISLVE1pEAdLxOvRIKcBN8eOk1dXfWbM491C8wtKwHDJvc+KFvZPiuaJtSTeCGBXLHgvSBx2/E1qypOnqW9eW2vP7arZNyIEXZQl5YcVK9EN73DsCKtmmej0w1kA/1UPnaHqSseaPWMUa7XLfESWFIk1/gL+Bzq2kT4HPKf2uBNR5KNVNmsvSOk5GhoJYt5zjOBq2TQ8qinfLA7d2VtkZF1wv1FopDgcAFtR48izKMcC8nM9U1eirz2bYoOPcdEZaMXwRs+uiLlgScfZ/2W3vtbMgmBGt54W9dk0fqnCtR7DKXvBwgQPJA8mWryvWXhoheVzRHD9M/c/5w955UUdHWSEYnQ1z78XZb2vD6ACLkr5KMp0NwjF1kUVhEomwMxGR9nwMjaWBv9H86dM5byckvk6tSpMPd1Wq27w6KENo1uAUFsuI2+HmUAcYX+2s1J/3tz+ZBbxvhOwVFspzbp0dKysF/VIEnUfydv/fnZluuDYZ68EyliThqr1vkPF70D/CiVHjDWL5a2BhvFMRexjfuGXgJfc4PbEiyz8ayLjBD1mv5ZUjVyFec7u66rgaJ12i0qHirrvf9cc2eSfIuWRrz6pVEUvvbzxTAC9ryfv1cHW/5Zu0lQtxnckcX9fBHG5qWly1ZtidN1RfyorYpZdtK6u22u1YRx+ExmkW2qw4dHGc2YXjKImn+AmxPi0e2wXhxlYvL3aM9mWGzlBIvoWoE3x6y9abUC9DDJJ6wH7FJp+yuGU72WfcQ6HkE2Iu0x6oNxfFI0+YGVu/2p93R3vKudD4bJg/8RnGeEyTKHH4rCzTbE/Dh8aHPypM42KT9Ksnr5/ytCdy+2rk+l/8w9ggg34U/S0n97mS1cqawz4omu6nQ1bwWmi0kqvKeok8JL/m18cwISBlunJYLtMwZ1a2w/PCqRScfBLwveI2MLF/sl8yeyMRWqQ8KgG7SEpxfg+R7Q5rpyC9zce21K+vh7V0nyfUC3bssrZ6rhJlPBwmt5SmilmLrTsEWLyKAhuzjBmc4HS4SHPhsP7YYSEIdvhMezIo2DmlxQAB9HBPxeDrWYY0q8wXT/PZlGXUWCTKL0DkgJ4MkjdCko2MLusAQ8veNqoG6IHKBKCRJmkbE05JtpbXD7VANpVlHY12Vy8Cv4ZjqJHZsFN0MWWFyeFAyIb2Yhka9v9sJ1rvIgFRfL9F6az/R49dfdoN+sBrst2Trak7QSeDBZyWQgKcdZbk11rJ2/bdyDgdxWUIj+YwZrzBqshmTKBqacLW44+u3ej+S1YG5eKke2uljxun8LKOrruk/becEaejPuOKHGFDnT3TTj5tdnWELjAOqxwrUZZCqhjgxLSG11mULQmla84cBUZZw7vME8Tg6nsLDpGWdCeMXBrSR+sa/vmRrdERoZnpCvkpiASt2sJzZ3pAznITMtjYG2mDlBN/Qj5mFKXETlXTm4kkiY8yRjgg8rUnHtStJU5GHI61WZLCnMx44NPhZx/1WSJkOYQUybrP/gaul7WdO7YfeeS2/g/CJ93IvYurJrnJfWNtnYG3uvFVX29XH7eviriVdJQcCzit0evR/jL31UeKMe76nNnVhWtxXzHTdZM6PMgkk2TvJb9LDXBUxvKpw7/Ny5jzr9XQKMDxkZfOLLgMzGNZFMXR/V3XYT99qcqqu4VdhIF6UjQKcZqho+uzUJ7vyUcmr2R0+0CC97tawTGpq4+t/x/2uEtexeD1DsUv1x+2t5B5EAamCsOJkf5fOh0r9jviakT5InOUyGE60aHR+qvoidPCvnOsj4HlRou1W/dYPcpqZk0AqiFpPDl7vm+dcW44VCjIGgZWQO8I1Q+QBrNXMH0u9us2feaYgZQFvWJr8IhePAkEEEUzBeECaGx4KvrONYDxEO6s4gzmHWcPjisqXDA1qP88v86uRUz9n1EEjzCgO2iY7lfiLchkO2nnrUhpwpCawzxAxo3TBANVqYPjYpCe95aIAJvFt4KtxxGpApAP2yw+1/Z4leLMV6Re5FvmkUk5K+9yV6chk7qcz9Lg83xVIKFasu1IhEke5Sg8SfJ8oZyE0SokWJKbFJ9L4tS4nR0JVdHR/SZXtzHJuCmxnO87c+PrUHP+db9WRNLnshzOz1bFKbo1Mq0oIhNjpp9NTQGiF2QPBJ5tfrZZDKvD0ty+2hRZzg8ku2S74UaxWLycY7jdpWuWEdGY4tVf0l51MDz7UQeMotaN0z+Iu3m2D6jtUS06kKY3xWoRQtqS4oUKGVUlGM2ZalEEOL1vXVXhKglFB3bkXZS6Ly0vAH3ShyV//ygGcBjfkKiuD5beKKcsWHgGWnFxrnxCgt6bpKgkRXTdzydHs4PdNKR1LV6q+7Ye9sFCkT6ksCOHU8LXtw2UuTnv8K9WNnAjePR30b0HW2V1tH+6L4tN8MQK0BC7Vem+RbXTApk39RoAqm04vba1VcSUwTDEA/uwqF481RTWkzt+WwdJ8FLMezKHAmHLb/ieD0bx4b14dsBdymt0aymfKQlZCjG3hHuxrldYQJlkUBXD+dM8q5ZtKdfPZmghQVeywtUmMkfcIoNv7F/QwaCQ0bHmU3sTfAf99zUIB2Lb5TxZzQg9Yb/+pOf2/POaGtc5P7kgMA/v+tP3va5WzF3v/LRkiTPX5/thVqZk+6xVTw90/5agM5IU0bArmr/NfQMNsUH7VZbOpvVmV6KDSIDsm6ziYLdcb2e7xufZ7Yl9XMtrVEm3+74+A+r0PNtVuwoXyDwbW6YDDNhxbiA9syfPgLFjO/wiu031ml9JFSekuMGGIjX0EiZKyppY6omGLiFMSgUyNIVmO+iJzgb/aoQvqjg9c5yg7ATxTFZLUe/Vvh1hS3d8yf7iE4CAw2pnuLOgUYe+8pa4OFqWcJBzbN7xXI1Aehn7kcCr4Xu/2N+WLWgUPf+wbGyITH0ePpfxcn/4IcEZp9bd7BES2SQp1RZtzlsFOKHVs9wxNQhgNhnQatcV+WMQrb4BsGYDx2lbJcR3zO0GMCOu+dnzg4rFB5MWL+o8Lnea68OUxKd5l5WMM3Z1ymd/vU9lpeAGjdstwWYpkANu5yIk0ubdofkqC86rr/M105X596jrBGuteeqPnL+YSp2aFF3urENs28sT3mli1vuMYFrPVI68SLMRa+YzmOuJjbvqDWmSfBx9b2iwTd1P0TvOztv1hULuInKPeLwoHG6giVMuajuRdcAD+UMQjQDkVptB1xN1LUOek/PW1hCro1h17dvJtpJBrUtSFVETOK7wIcbzfNjdGo9r8GMCvEL5ZAeT6LA1Zm2oZtGY1SAyyYN8NR871v+3S8BxwTvA/KEb2/zYEWsNiV1J+C/7RYGsLbhm69EMm+cDnYCN1efak6aXX9K2Ym0U9Ku1RtOQaWo3fpGk4XrGiJSbySIa6wZ1QMXZS39Wxm1MvAO/qN7MbywSrop1x91+/TGLYxGhWNV9fTd1Y+7bouW/sc6Uj6yePtzwCcBN9aOEHk8e8xqo8r1Dr8g02hE5VAr57W1UcvMoAsW/9vplF89H3GzZ3v50YyMUV65Vki9mfkstJo9zuNYF7Lsw5WqwlrmCI6TBt2vOQVNGm8Fo6p5WtSlmvhdr656e9DEN3z1THTLWnQKmtTBcwVLzbmss6oHCaCif7TmXVlo78uo7lL7kdzrECF9X5ibzamJQ143pteMWPEgpP6nX76zWlS1XrfgHxQKqYYoBLFuWlY4Vih31RTCRtzu6jNvFZhot2IECkTGm3K2eTolcfkjIcDPD323D+FvASWeZv+1vF1Z6wNNhynUTyx1jcI6BqNacASXFn+7mveuE1m18D8dnmygqSpY91FTS7HYe0wAT7xoERObrT4rxGu37xKz+cfKMA1wrSkZMnnyrTAvx7KQUCNxI7Td09C0ZXDRL13PUWC6GS0QjcY1uHrVNGt9tghIFgG/f4bqO/7OHonHJDBxFKoPLstmi3bg9VVziVh4B7/6u6BNPmeF6Z/luBtA1qx4Lp2AN5uog6F98pkE8xtbkOp8MRo5OoOmYa8M+qgY+s4O4ZnqGrfiCWw3vv2GoWrs0T1j0j1fpgT7Essd2qs1xMEYb0vRYmCUjoLwwVbpbp5Fwctecg0Wlnj6umdGSpwp8w8Rk1GjtCnJcqXhk+iwos6TP1yHAMqPelfWCy66ioTg5Ixrp+JtvH6Jt5LjUOAKgTaR5jz3sylg7pdQh0iPaz90wQonLxf/MIeNXbLlTV3zxHPGwTwEXxI9sAN4tvMUgiZ6OumZHCA1GE3b19CXnfOqM6943ziUbFE+Zi7gRnsrgznEdoRCrW1BHYsG477gG/7GnA97TfMzETQeTxaLO1Dww23p/2SOr53mm6KKJBNeHmcu6gYOvrmu//jCDQRGgav845fD3TEtoxJitNxbT1yS7dTT7K1z1hxNX3fA0eB4yac5LXRTsxWlocKkKGzjowOgD7lXfb6HWXjFD4zT0qqcYx+iO5Fkd3uo4UhqXX51zLkAFSxEA5rikst1IhlNnGsiWm2TbyxZXnZ+LA3cnaFqZNvEN7m+T+gSFozfg4JjvM+fmIrRUjH0OFiPHFGJJUI1wFYTzUASoJUCuwu1OK/lyJ4Bcqo8wS1N6Kb2KTIgB6Os6wRHp3C2NXSH0bx4iPbhEjhqS9bNRlvk44GG9fjzGhmLt0v28jVGtrTWTHCeCzT1zjyKiZbXQ0keYFoq6qlH1LdGtnxfzOPnAhYg2HRHnkECwY+nj7SiyKvXLpwCBCOa+/I7bugCPxLjMQRIIT6HXTmcvMGGjWzG1S6ThTGKMrLToLa3CNNRIZhPUGbdCdqy2vEuPlRK/Hvs8opj6yxjDjealUBAY2KyoUYcsyyMAWKGqg8ix9Y0gIYIGiHtET6sMUq4s7uyGtZgeYgj8UcGbFxLiHCRMlOQVbci0o7AowZ9lzJLj9lD343PWXO1gx4ztcohiFAzQUXVnc3N6EYzNUrmpJlFKVFYc5jK50ybqesZ307JwBamFHUvRh5kNF788rib+oCbOJ7JlHVglqgfpg5jyeGdDw14bzYmbnOrvP+KdgWfr733+5XOPOUaac4+6JvQG+Oe56ov0nuDxX/6R5KBmfK1BHFDRwHf8BsD3pdrXDOUdzvzLYX9A3uD/7nCQPUkO6uqYu9YNn4oXIdzDoGl5tMMTe9Vq7Q0LODyeGUPIrf2IJr+gmcxAPp9XZifh036FjRWq3b7Wtt0sns9DAss7rL+0LglttsqkDxHuL3t0ZzsR6e/WuyoRO2EVSXkFcwHZ1ExbGdQ5PRGDf7Vg9snrTWUrkDt1fBxGvVw8/ip32OrvuJKQs2+QmNZF4gIqDuYeHP7KivdnEL6LlvSr+bvVR+HxE8dSJWjB+99Nr3A7a0SBqdsuPPvzL5LpeUqOR82+6CKPMEkcOLnIxXciOC2lqd8TCpWSUMrP9xlEJ49hw3j8Ccsf+jSYZAri57kVj/41T7invGx4BFibUD0u0cN3ACGMspP+vtQPRXGjVNGSrvrqhKV6pMly5xvaEWQW4/bMvKIiAdStFBwiLErFKEc75c4f+CHjmeV/URsdcWXX3EtmYv2zrq3lT/nY/++UMWAoqngVmaiEQqE+9jGcfSSDQiR85/fApNVvRNPWJqYLLQEqzD8SBnZ8k3+zro+9NnTjXJo/v/JSlai6/wMPtNfWmodbF413csViJHWp3S/5CBmpeN6Gxa8ch1H/oaIhXyTCZLJrg5jKtjz6iH/UvcyXSIOaV2ZWnIKdglk98URQaGWX76eG/ZpUG8VMK4tQ42wt45DsA66wdaDEa8cMz5woRovIsmV8IewmUWuLe+k2tBEi7J837avphtbcC+Kem39AFeEzm8BAhk+x3K1hRTW06fON+56GB1qQArlGguEmWP4pLI4LTPuEs5A8eKPsmNRwPOvEcmv6zSbT69wCkFuoi8o/4xSK5NGQ0MFh/fPLO22bLEYse1v6ujeygyvCgzpvNhyfI/y9axn1eYeCrO+3q4HeljC4Z8XIVKpff7jPPHwFYApl13gfFqryYP9G6rJq4F41hgggOnZfzFi5qFWyQnt0pKCTMxU6b90+iQX9k5MlXaVqBA+M3IZ2pU3rS3wYeAez44zo8/k1OVOY+Y0QrxteetIQtUd7Bd7tQg6YEU1oeMuqnOE7u9vDelsJ8uFfHPrCu93an00QZQhnpNEQ66ESKWWDTb0ubVK1xTh/Ef97QciAQhyo0C01J8mhcvXVhZ5eOW1JYvB1yH09frZ/Jm3UCta5qmpfRnKOESCynXJXjYkqo+RaUGort4yvGNvQP3MzJ+Dvnl49dRs4T//W3/zkrIAx+FkvypPJy8dTvM0DyTf3RljVtSRbV2G9YhCu6+42fxXHqO9egMfSf8fnOBYMYEGJ/jTmCTz8kji22VU1m4xEvCHTQSKdzWFwJ5+Ixw8XPID1iwuOO8V60xH8f3lamnPVxbwl3KQwyV9VyPx/aaMfnvQ7wCL1i8J0pST/TnnW627JhjPXFPQek+nmc4LWdndVcQrSREvB0tUgaouyH208k2rM8JJFGDeZRCH89LKBN2/1w/IDANFChz7coogVLMM3q8Df/dVTmF3VMqU0D+zTrrC/0GkQFGKJvK5Rv9s5blRnTFyofAcAEI+uQjxSKhd9r8s7SjyrEWSxhsdRhPXy/E8tZ0bqgEqjsKwrH2CJkl5A6Kcu1r18fXtUePLTm/bFuJ0aMXHy71M+E0158b99Lv395n7KdHbjQhhXBa8wT5qwMuG7ua6Kn9oL9QTzTeb7LMq3zBoHZ9Tyb2hrw3Nw4r9UX70jin49RLIF5gTYVItKCULhjlKRpqoqs9zF/kno0hPm2UeIOKGSxS2T9+peQMH2QMclMMvO3EZthqiDJIx+53h4vSZav+UaFQjutkI2+uvSCWx82SKvgZgUr2mKLKW3oAx1I9Oy3pUHZ+2tdT4yW1K5ssVPOgqmhmK2vSbPNJmFSqNB4kmXDxYUPZc6SKgS+Oll39kjyMtDrGaxljhy/bdeJdgrARP3EbwQ2qXZDyBjoiNNQJ8oDKP6CLDIvssjMTc40h2hF+jZd73XStKdAGkxsCGyKX6/EcDuOqbOh9tIY2OS8QjC0oKC8aETD/UJxzV6dS+dY4UBLEgt48oBPTbDHFJORsz6wp9WizH1n4MbV552yHfmXFU3+FiZxlI9mczo1jsvuKdDsTA7kHyARoeFuw/xk4MvStVlxJzLS2rRsaL7j4FEuhQdifQR849NXkwxkY8+LpB8jQtlN1XlRZERbY8XZn7SnDZItylLpXmv5IUU+5ruGTNo4MMIyFnz764fSGTuuPaXmV4faFJwOrMkgcYO+p6/Cam8OJdAnyIV9rLZ49Y9gA5vPVoxOHjJuw5kCeIOqiDbbINb6qZaymyrhuopm9QfKOJKwj9Paq8xu6Yl/MaF+/Om7l2GhRAHq626anpBMfmo7MmjrxK/4EWHik3YcKBpGcp1zMac0ZeJSRU5+z5bjM4ubqfNYP7U4uUaLL1XZamAFCOPcJSXsOtxUA4jVoWPMPe14+BsNNIyCWQCwAU6O3X7uolaedwqKy06WVZkyReAmsxEZ3aoJ7wrsmeCDnq3hnZsWtj1r5u3QSQEG/DHC0z4z/TlImCl6o/50aIRdSS0sch4ne6zHZAVdFl+MYbU+pG33rLFK6IDVvLEZPtsq+zitSOzxx2obiJ2umGImLAbxiqsJHCdvMEGb3BB4Tc+La03wGQOIbfTeR8f/CPRqjqcZKrJfJdTpIuf5GnWWg6Pfe+n3c36Tuhg1NfxOjwPLFafvWpeqf+wlO+opKxRSX0I1EL59VdE09L4OembYQI6ZZLgSW9rW9t6arWfrn9E0rfq7fY+A6sLWjds+n9H0w3EMkVNEdvLGbMXU3/H3aifqyYy3OuOBaOc1NtksEdg9EzzsB7NtoGlHrwMdZr5QwsqlvRGAgy3F+0l9wu0tFsZJIyMyJ6J8pv4Atp00f4FaJiK4At30hKF/GX5s8cJuXC2KuXLjwwRULK6rFV0id+HM/JRqRheWuHrHavLjRuc3UqpbsJ6GoqExUXy1f9i0iQIAg026W1k0OtPhalZtzZJGQ/lc+c3wm236FHwnEY3NbaaXkJX1TbtZyZng4YTR1aBxDMUwrYa9MUOND2lpkVQ3LxOPrBI3dCXJLsvWFmTK9WbCEFd/0QQ88Q4vVoYszsEqZUoMNQahwnoKsnqcVlYJemp/smRODChib00WugSPFv6xtgvy1IJfFDTxW8knZX41hmxw6gLjRMyXoJ/4Rny0Q0uy+GSi1BiADCgDe8ax8BShmUOLN6eJvGpQgDWypvvMuMci+sV2PfmJvjbFyPFXZ4eUM+sA8WmBceAkO2XOS2yhVIFmN5nbvobtOK0UEYVhxc3VIBGTRW5Dzyp6dB52yLC/KmgM2OUXvssi4T7bFoI8cfXh+vHgYcIs3AHJNpa4InANxiNCoTqcyvT1KlCEN6ItpheT3fXbjilXj3Oo7wj+qdyVKEbNuMv0G4+tnXzbeXlRsPDdvxhFM+Bsij/R5bzClezkRGm7zjVOFcAfsqduh3mP+q+KWnDV/ZiUn/iMo1rsv0pkBsYx3/zHpuRHAFwv8Frp/9x/mWqz2e89ApAcNeYPL1UQtP/LQeSnkdftf2lECkla/eHiFqgsT2785o9LuGTaP8PK2Op/zu+l25fEwFJe0XxqWfed7iTxwV2dRnlm3xj+6UDDQP8a/DVdvVHSRHZaOy6+qHbuRcgIQEwJPrW25Z6zqx8Pv6+7y6TSMdowwuZZVkcz+GSbrTUxQM2KNnonYskcWfFuiuul8O60Vds4UmDzPZ/tMWVsSMzcn1Wuqo9U5nRzpaDnCLTS+UhcYjLsccyGO59gKfy+6q6fOblX5U+Mohc9hp3FC2M6/XN3XTHXc+mlnwWtwDshR3nmXaFjEHJLsSpvtejax4q2tRbjK1cUFkD3JyVvSHpFTFujRT+T0WkIZYB48U4H/guhEFlD8YDIAGRfjB604wjQvjB8r/2CTOqfSRM9gjyKWmZm4DWBPPQGtDTJL2JT4LsXxcYraXXEOONmteA20rUhyb02GWnyRaDPwpytmahZRb94ysSRa+0lce3qq6ap8vCFS5+0rXRQNkGUIolK2fca70/SVBW/JWec+uQ6aKDDJsY+1c/neQzXzVo1Hl51Fo9hv+1n3L+jenkeHy5V/aW9KW7neMqy1kKQzDMXjxQeHmY15cxp3VifYP49noP4wMTijhj+I4AdHv4jl9zMqMebeORglbi6coZzK3EEB/r7SK5XLxzGhhTs0544TTKMER5bIUKRiqensCrCLrstgIJ4Lspb9S1Cel4Ap17HXQsWX5UPQQiNgCXiJXBvqjp/u5yolMW+5wzWzLoRlp170liOX4JW9lIZrr6lylMfZE5Ch9pRkcFynyeWhgUFVGE5pBHW0JavNbymJpLJpDFQwRmOjTT1t6YpHbmYthQ58wKDjFYrVEff7dvhRnd1V5SyWyKbe8auxftwpY0BfSxBHHLKDOJZIHeP7eWBklQ44G0uWs/iO7yIVX15V7cWxGrb3H38RbO/2HpAUZ4Sh624dHWJRNlOxiMg1PckBkrpL6tcp0e3zNtdDFGDn3RHj73YSxpkOvxupPriD8ZlLh7RfR5In/uBfpmB+k8aGkZLtByC3eYmv+fcSoRmBoyQOA7cYG/VM0zTlj2jWD/eWSq+P1Yz8QUszTluzApUMSr9XEo6MpLqure9E4Fx5jE976cuy4H3NqQvx9xdr1NcjKEDhVTHPV6XCJ2c6LqEQwG+Jx140aLOoVD54ON9RVjjdv7DtpdU7UkkP4QQSa1lFXbMRNuU1Aj5uY140dj4VtYBJaGqFtfdaBHEPftr0qG9dtbe3qBLHLy1mQ44xSOz1ViEKYHDph6KN4uLd+ErvalhGCVNTBa7Q2PC4JM4Ctwa+G3Pnn2AymLyMJeoDnEgjOwp7JFbee4mzI+jnwCQhdQqRuyujrF3uMIC88b6yyPu2wbMpLe5OuxF3fdJqIMOpUvhf+YhfvdJkuSDmzjWR6I/IjTjdgsAdiAy5NgvpEGnm81N8H321iOA0hMiggyHqSEVL67sHTKAH7ed9ffbxEHMai9Asm74FlCvP2/3jJ0R8te1ZcKz46U5MCKUVj9X5wokD8QxwaItwoGpKQoB9tNqaGm9ZSfQix9G98X8epFWOGEZ+5unUIjkcKbXHoXzTu7yu/AoK1rErLighvay5tGeYUrBulfzjEkDS6GoDtRQd8hP8DOdLPYuNXvcnLsp2Me1t+URgE/9z8w/NTwFS4kmIi2g7ls6T8hn+DICWK/6Te62xEydXM4tgA7ekl6Ry2QseFkmSgN5BDzvy09oPF10TgmSkFw0tf39sz52qM/dyLlzDW+/qaDLP+iokYV1aFpbrXsMdQlZukCgRO591jDnua6bse4cp63LJBTVzZYPZ0XlJsIxO+uTMpvV2vrJtbLb6vpAB2+/FB3N22JbCvXFbd+8FldDSFIuTHwmkRJGK1BDhHSlnC361/W2zDPSCoqpY6ZmST0QrOHmvAlqDHI90RLH6D4kjfRqTqeTfdluofANSnd3zRsnp12HIA6LFjjMwA77oqhF/ReNUMV6VnKWMy+QmRco8fRlQjcmPYeKj0m9TqVpkpdBdPCwGphBWYmZWvXSaD9KH1t9VADZig0NR+eCCAuLNT+gzpg0ybha0qhMCPS117WNbWoX3nq5A/Ug72ATmyveE0oPy8BLpXz+HREHa2wnOqi/9Ia94EyEi4wqPr0hhUuXSK6PBUwdi1M98ni+1zUwcan5pzcBJVOcF4cNxWXZ/42V0hKl4lWjuOYYCsYkg2QGCNgxmxCKRwml0ab2AmyZWnK+GITd/twklijtKY9nlqXJvsBN8nWqfZ7n3MTaklleSrpD5yLBiqa/gH3msiGynr4qydpCIGuVWDGM3XRVQbXa305KkGw+/rIqTzzGaNO8WjLA6RwlD4GlSVjdn5OmuDtbpT+vULkr1isL8wvxePDeiDKSJDfm50aqP3NfKP9M0M/ViqNS9IBwA47pRyF+rh724bX7/sCpevUI4JJgRa1d/OQofVYnmUecv2iYYJAniO3gmg52BhaK+28uQj2Wfrlb/V3rPJCmVqYVkw37I9Uc5G5cA69YlCDtRh9yTKJ0XZ5LBzFNbbQ3rbm4Rbig+17W5yn83tOuVw8s/X4mTVUUt2lZY0V++nM7VIkoYfmv4BH54oDwmG9gNItNu9eAkRX5M9wfC2BwYXUtvtTKbYc6ZgbIoaG9aTIL1L7ydbbNo8WcGrH81vvL3Gw7oUeak0dkclWN85AJG/D3AvhC79Wm2Ajgc0OsvpPY1Ojn6Ztp3pKwDy7AkkUT3iUq81aAlngRy983GG6un/PYrJ01VFMkfmKe56Iq1b8vqwW8+S3bTrdJ9GboERArJkK2dJKwGkTW705j15b3CKAh/HehDpi3NO7CROMR8N3jfzVQe/ynBupfjwD0VFpEtXPEwyNg4d+IkuUlpXzj94DFIRTYqSTJcPMI6KmhRbI//SNibP9fzM6K+roExjAlWt+UCu8G+Ze8Fbydm6ChK13oOElvsDxzKW4XOYiK/1AlVAOQsK+GQ7pZZmnxk9r3pKkGJrMVr4TITnTExbyrt/COM61a0XSQtGUGf2GaoQuYhi83uPkHxUWKA/NlGM2FRZ621ziIuwzL5vTeoMBWpZgxFdPdrKGV62hBZgCtGEzSema23easD6gpN+rn6Em4zXVN35cktx+y9iPr+3v6vNfFNzzt0tAJ3W8mBw1Zf8unqclCBVcF+O+tc74bM4BzuPkYHH8H5V8Sx25Sak47/tnC6N82LOrEi6DXpY93mVcQmATCbl68DyMMlneVpsHaLBNbO/KKAEAoLcm8K4q6pfB/NVQGT2lCIxdf11ZR2/Pp1SWpt3vp3MOSpufeVIh1Hca8zDztCpIYkquC10epcw85+fu9XKlECmzYr3wWZp7RsY9JxFO+9lNGtK5m+V+6shz/2Eq0n+QfI5LzyyuTPto9ZxEfx8wzBvHD/bOh/PSPAB55lyIp35SzjlXc8V9n6TweJwOYUB/sxaHekqPkyDHQTB744+QPvruGzewfKKtFMbX3FPBA670EnKJgOa8HauQmo7pDQyQq/hQ1+459e8Tpnmgk+TJKrz4t4XYaljXjJRHKvhRBAI+cZ7FU6rcYT4zGVjwtf+1ZlfZ1liD2iDnmeJ3Ks4XLwZijirKN7LxdIJcWVooxK1oAYyCLL5X3JvTz9DfSlIJ0ozms+XRVXvm3vHfLN9OpN1Q8tnivxSz69QG7DuUM0xd43KW7zHXHx+t1+N0UToAj+lIku4rtNkud7810Nt3EVs1s6pDIGd62NIXvqLjQM/wj7bBD6yLln7YTurarLi6xd3TepTT0U8dgsyDDrIOYkvMyfT+sMt33uRu66pjjOZgnLXIb8c/mV3QJ36b1IcdMjVJj79SYwZvscpanQ923nfNUmu24x+DDAJzoH5YazjTr7LtLaov4LeYI2/JCx18vpBV8AWcmcYhBUwTzI2CH5pP7qH1YQ/1ZUZyZMGbIgVH8EQ6hEoxyjI8hq+NmjnNDzGquNvAN7q5MgjSFqMcRbs3zWNGYdW+IAfyhup4k4ucCW8wr+6EW8aVNjRhVh3nJCx0YZgyUGxtZOKnu1esGILvIxXOdpFSDB0aAoWIzK/guir2+eEeUiHmQ6hS/o5BCukDUq3zi9Qr2jgKE6srut+BREh3TnAKhjcU0Z/QhPjNu2Q5+lL9rBG30hdAC/b10cNGidb36s3w3+54WjxyLJluK4X5SeBD7+AWtVF/AaxPG+JVslH3bNiE49V1KtsP3sMVWHmkqqWBP8zLdb9vvQeuzc11ri5h6cOee7bhV7VuCtzofLogL4GMdXE1G52e9ddIvtPqV11/D70eTN7fTYI7VSjEoc+mApxDSJ0V4fhJB4djwIJFbQ5M7FwaSi8JyfCfneCa/+VIHaT/B3/5SxTJXzpVDjkTumYU2pNsITX5WYI8Tkhcn59k/shgkbt398NrABGfEQtLq0HXELb2ihIgzclPKL8R4ZdP5m6jzNwGDoWgRbV0lFsDTeStFcDHDNYTN9sxxNoj7gGL58nKCM7dvY7DcQLXwWE0K6zX5s6tycnEDiaNphuHTTWofsJ9fMTRj1OBe9+4vqj+tvCh4KuZ+arFCqnvIEyEXU1OUkYLmXEBDkVDuiccrjt+M7m8/JWBEQHnPPHlJxfTnS8JiEBcyoPuwje6WSPq9oKVagf1+um7b5MIQzN5re8zVELcKFp1F2uN1WneSs20F+TjhIA/NwwhMEZF3P5Cm8YZRK29qtMffigqak6A9AqBG7aEQC0eU32kRvNhk8+cVLDotztjAo5RZ6dI8DjxZHY4HOn27M6k07h/7PgwFAJao8u0ax8KlYUO462TlkTi+N4rB5nMb3a1gUZ1P5XeaU1Ax/qnXFmdqeqoazgQqlmamBOVV8coAcevNxto13F5ns3Zr4U4LWOMJHrLVI5IEdmqdrjG47K4jtcFeO/NT/2cqS/BMAoz7Od+OXIpApE+fDVrN1HH5nZEH15fvgbXZyWmwaBvzuUsuFLSScufQaOK6Sp2RRbxnO/Ug640XDscUj4AjxQmahV0iFJ1eGuymjI7qfR7ZNnRhL+LTtT6ChBXID9Fs/1h/wkLk2Oc4RHnA5McMOsbu+XQ4bZxgMKeVtdZixoO6mDo6Hk5t5K+b7Fo9I+G0raQTj17V/J7ZbCp5qi0tdfLMVyISNigCIbuKYQLD4a2OXH9rbW7KAkkw9YfPsN4ao+Fe1Nz/vvEPUo/m2hiUKEbD0kiLMhfwVjDbw18Zn2JKfzOVPKom4DRIQmqSun2Z+6JFxbQhv/u8NGG0/hW6e45vfclq3zho2HVPr8TMmfkFhpcnP4q92lSIESjIffm8xJn0EJ83ZIgq8U3ZxpSwcMvpH7zGbHuuY/sGM3qTJlzMVoBvTrejNruK8B/TyPV43yu1l0j92z6vOhJK3X6xGDxlOF44XFcpz2AgTq6DrhJSFWiRYQ5TI7T98/z6+YE0ldrRp3VXuN75krzqDownUYEh6swZL/rN+ZXWMsuom59O6yOg8+MCt7hzwULPHytplJ0WUhX43aX74WtvxzGMIDpEdvqXCQNQtqklA03yqXVPGXc1MkomB8YicElSVOA8xeSDwiQDa9NCLll9tz9WQInkR+nx6fXaTJJfmTL9Sj1Q1BP07sXmaiK9E63I3s34M6cgqphN/tjY1o+2U98V2l1VXTO/eO0EYfZh5p4cfAzNkOK2c4IxSK0UyfAo3FzkoqeyD96CtaBMqF2bVA9HjXdsy1XX0c2PAOrz0tS7vVSaifpTfpTB/+jFGn5HYrj58FL1/6RSMCX+nWFpeOKgxP9jALPz6hve2cj/Ywz8JmUdCjHjB/E6o0bT1fQk6ly0i8JX5s5nI/74MEpj7CnG9uk8fN9T9n2pb8Z40ClOeh8z9Hn3XtAt3LeTcXqiz72p7Rc832pyltT5AmQVJCErUznFPBXj1tf+dh3f2B+hs2EdLqD3cozKdOxKzluSIl1Cz+WlORmmBHsmIiAo0T7b+IRHYRWEkKbhgTyMLr7rzhDbkT8fMV0BsYar1c1bMYXLHhivSAWZN5mkupxLQtMq7vjtdb2/jyX0E6FseQW+/K6fIygbJpBT9jCmM/kxcW/KJ0RkkX3a0UOkdsvU84rvdHLQVTCeV82un7oXIAdX6Goajf7Roh2qcbzb6oszc1698uwH9WY8WANeFBFWRnKbsqUdM0K9cIbfdzyN0gt6Umjpjg3tUaqJnk+CA/9ybu7IO5DKX+bEOG3TZW529UOauE6mmtWN0d6pvMiWOqYov2mJkSIpvcm2fturdDU8O3uqRksnyWSO1L/12AO/aJENxZAThjCmHzmgG3XMd7M5tjNe2d5UUeeB6CBsSfbJVZtBvBjsuaw7/pkvM86po7u2AJ25RwDmebQuP9EPYk06V2laRpDyffrFCIY5g9zPn1tviYf3aLGPX6dFrpxePNP5m1K2XsYZ+GG4wOLzW1LizfZXkiT6wPdDHt+PZUf/scrhWga69mZG6ORWDG1gpF1K4X1YctNBqvlOIgpTqVdzOC4HKysCPq1W8+O830sn2aMd7NzyGAHYr3aZqokfRSrdQpPccWYrlujFNk6iyqQiTGd3sTjm43OJ5kK04Q5rjrW0NrVOXhewIFET3AUsyyWKzS+7Au921pft3EiF5f7a1QYSmU9zDuD7Z7tJevYawbNiViWibMB0iUoMg2boAF0f2Mzh7KpSwIl8SS0s0WDw5fcP1mCvwJrdbgkxEwRVSlPj/L4LygXEBBl+y7ZXZ0yecqLWJW7u2u8LgLVgIvS7pMJS07UuzzOG6OnxNKKu383pBeKCPmcff5wikEyDeE7X9k3UpkXRZb8fuNEZo5FswT/g5oMvNebilm2yxDIgQrcc8Ue3rmPN77haHGm2q90b1nW42ljDnuDS3BQNAlbdyPLoFsH1CgLyo+ynapurtCq9AtVQD7NLXQZPYfzasGefV7iJceq3C14yepifuMrP7OJJX5v4QsMKd5wB91ERC+c+Q3IzSr4eT5/ciB+j/XOxeCcMj0+29nnxmkBQii+Q2KeoS4U9ZrBoibo6b0PVXxU+tmGYHh+efGLOVRl7SnQiTcUcaWm+IaHk7Lrzp5WkmfLFWl+V8hHuqjBZhfWmTsQdn61X+AcfhpY6MWNs//3zwBDSupur4BTF5M/eVLtVubjod7dKVjVx48UOYQ6eFebdxq+mjx7oZIUWSPzkvlM17I34CcVDmaomJce22Iy4ab5Qy/l4RzhdzDvI6qtsyxukPNGY433+EQsU+aloRV//G0cuQchXY4YN+7oQw9pA/jJhlGuItDPt/uYGQXepcv1L0ufhScZiOOclpf3cK0YL/QUAX9q+jCOp93AL+MKAsc8cV885JO5ODqZGD1MsTGVPSoHkB0juw+NRGStpVx27dfoDuGaWPrWd5qrleA+rAgxS9WK7j5blgQJFuUDo70ZFyi3OiVb7nx5N9VoK0hFicRdP+80vU/JDTpc/K9psCw+MFWfwW9tCU8wVRBo+F390zLH6Z69ONIZdZ4xEtCeytuH+MNCz19ZuVdhRgN6U63qM8SmSTe4IzHlcM5yhkY1u252vhS+WriDphee3weG7JtxAE5jmxCMg/4NXZ/xPq9bU9aKeA8qhJKIa+u63XdgX/ChJCClD6IznIHngxEKAtgOsEUgPjZq/5nMe00j/+8CNRFnSTdkwueLNzPTVQS+K1oXyODXf5fpc5eKGqE6+Dm05WqAetXdRjM1viA4UJ9zT5vdHxTFXsnid+0XynYL+IejNBi1DtzAJzOujARoY4NOaE27swlBrbUt1uprsZwiPK/itxzbM9GUT7LVXJvvLMXPvQf/N7nbJnR+E2quLnN7yNGL7aW3i4XihKzLJqfj9g5LQXzChumlOqhG+PvMN8zH91o3L1oc/Ca9ltrk5XPUcCQ5uol5T7T7zHcfktsbL8bB6L8WC2pK3yZSa4auXKiWoCCn0xMPW/5vy7O0Ss6jv3Lc79/p35FGHNLUo3T4qrpZO6hu+xMS4BY6XKiMRAQrnR9p3Ys67tkypiVn7hb9hrNGedGfSxBX8OQLvjtn4Bst4CRlRGRkdyAZPFOvLHz71aTWU3szm1vmg0eUoA6hgEllvfUrex790wkFqUvgXp/C8dqg6tJfh/Oa1lJMgjfUMpvK5kLO3PSIumSbL49JdsazbPI7Nsgm142uMF/0v6DS9Eg83ZQNGEAMpTMt66wPui9L0c1WSjN2arezg/NZa4NY83pq439TFCtv7KS33xtRMdcxPcCe1I1NstnfNVO4mXx7G9OPv2O5VrVL29LospSVwQPbwAJspreBP3wfmLSEFHnu5M9osStgKVFX8KDm3CshNdWTkpq3ACxKl2OYt88piq3al8yX2nmG/H+xW0WD/o4u0csyUA27KgQO1tuqYvd8zA5/m+FHs0OP2uwJX2Y+fQpn5ZcxEWy/o9JXkI4AMku/hz6O/Ctz8fpdX4TsX/jCeLpKq5p1xwu56Ik1DR0bplMNSIPMK40M2CQRd6ct8lsInLQoMvZcomeeXuRgf8gJpWm1jBG+mE9/L7AKm9OorTxaD0MgsKT/6lzxTEEd8Lhczcd1TTfAWPLzIfSKR0LFWrWm1OxXrzRzO9mQ91w5n/Wh1ur0kRMi21BOq9E/8D6hiEI98w90TeBuGd1ewMDdMR0K7G3UT+IDFwfcIQGdGxubc/PuayAzQnZQz+d+7oky3XKQo3FCRlyfK1n08yJlosrYpl1KpiFP0J1ihgcIFB53IP5lh/uKMSz4fCyHpoxbhLLoeivFn7wrAtikcHTEiPej1FQhrcXAySt32pOXyt0Grhe9EeTwCKAepCAYcqzKtWl9OdadQ/ECXGXoEkDxJUurNW39c2lpjVUK117vZwU22kiJ/XR3jVuX0lk6oxjGthb4yCHb0aT6/9Z0lgTIiXodyJvR/mDUAGX/YHR42GhAgbo9fb2q00gNKFgbxeaq9lCxWJurzzVHunmkhu7FQIaf8nt1Q8Qj4gEiOHVns5f4z7C86OwvZuDXSX+bFhwYqAxBptUXVIVcmDDn6Kf2fKKwmXDozbygOW1Q3DrygHpwxHvQtQyZTK07jsq1/hBifkELPq2ptb/XLwYFhRU0eU8uqDWX3Uzgc35sz9k98X3JafN26z6lFDV4biniOGH3azDhSoQwtzWPprzxv5qg3M5J+G/koozG7XlQsqjCmvKnsdxFBE+hBrq5wMUbUgP66yAG4v93Jutq6tX3wPzuHFLbh3xlYwOH16R/eUo8pXydzOXr8JJ5U76f6ulgLbmME1z6vG3VbFgD4N8NPYPcVRbTzqyZpapgCf2nwx02RNeVq+eu8ZIMrJqhIc5jASkEfkknEWGnEn/aW4c4/5x0yxJx/8lhvtG/wiflJ+9Zwh+Br/XOLIlLNSrh8xu6IFw8j1th5P8SJqQ/mpNZzk/hzqH61xV95zemahxwYS8HuhRldM7yFjM120bJqUUKcAy155jO+5VvvGaxiIbYuvQ+s3byXdqnOet3NP6Sqhi7COGN8NPTbaA0MIvLcOgSfwjGeXnRHE/Nvgu13kLQhigvIwpj8RAsl7MePnwGDb5foJA46zBG61SnCP61Q3+Z+XkE27cren/MNALY1aX6gHEpRkoGEkQWXK4ISdTp4rXpqm8bNv0Efo3tzcJjZ2Y5fZa3n2F1bLcH8kI8ANQNVmZ8fQvD5tCBHnCrdCFnqlvhLPdyFCIli1IpUWE4dMkejxlby8yHpaovYZlvKjSD0a2LFAsQJCr8AF8V/9nAZfDu2aex3a2Cbp5YiomlhnQ5ALJxI9vMbpIZRl5QFMnq/7//jWcxlKtRBLLIZpcScyAqqp/xn6KXGhgkpZ6kS1UjEUvGIZwAl4mavR5YqTUl46xxCy4ulOHrJ0iCQLa4C9GRUFPpCgwkG+MvCdQzq4Cc961fPlLD7xf3m5kSFelLh2glvVMGWoIbPgWHtkpKEB+5yJWwfAydxn6+YGAKVrx4IAsP7VvWEhl7uOvmqY9r68pMf6u1O0DWkuzcfMRSPSHW+okZVwsl0mO3fAXhB2OCFqcUH+vUL6zN6rzExyHH88eCPgI3ZPNON1OYUxRjBg8TWxSDhA7AVLb7d+w/rQUt6ap+0JRls0rV24p0LZd/GVOK0qimvB7COXeIR+hep4ZF595QtNhEWyfnlLS0zNmdCRpX2pMkoVvJTKD5EsfD5YHWMuEgtDtS8cVEhHNc+ifGsG9/JXPpTjfmZ3N3Y2RQ2VDdHQAl8BmE4O5KmpKXwDHN+zoveuTTZZlsJTfSL3P7hmjTmaqJ4p1F/6xieyj3E+uG7qM6YTl3YmO4PBlBonIIdoIBBxYWnnVXUulXyhfJYbJBrzMz2lFaFd0JMHLqMOP0b3ICrAgAHYTVPbGrciKYnu0BTJjGmW7Y+GLpYG8hDy6IPkaxvD/3ALW2DcrqPg6K7NRATlw2telqYHnvziu4z0Y1ONAl2imn/vHuzY9MBAcr4mv0X9DkZ4l+laTXt02vsJQlk8E7Ee25Xk3uB+pOCCYm6mkOULvYN9+m/HgHf5t6RoHg7f7C4rIAoI/HM84Bhns1N8wjq9ScRYG0jKn7z4y130u3e85e5XhWrO/YQtJ+O75XFe69PReeYHGGUR4QwbAJplDCGWpr5iiSTptY2hOJMBZ+rNdkQ3V9WNKE+/dC+AudtcC5+wuCSIXVYgp9nqUQD9gREsqvVzwhhmdK6UegH7AGZk23p0G40hyUNJ5PiV8hI1qIo45HKWucLpjOc7ogTHhjWzn3e8y1lYxmm9NofnytnaZqjyvd5oFOw60u8MVjRGUBz5372FA49K4yoA9Wg6VqnA2SPAN8WtMvMhCOW0zgAAwPxoehh/fjed46T2/y+ZZ3YgClRjlLOorO0mLxQZ2XApjhNICzbsVVRQP5YLv5DID/oeh33HBhwceiQpfvlpd0quPtYc+3iSBrfYJXh+eVdXoNE6dF9ovH8NqEf7oX2tplpQ4x1JfgEt6PStndU0LwV4G5G/nmZrULkYE+nW8nnefRxLtXt1AXtyuoXUPEK2yfrJvFwshPpV7VkVaew29XCUjlA8PaHdgFdfNN5TJY9DdlCn8ok5gBjmVz0lmqhasYOU8IC3gMtXuWRejEMzFaOEUavjOR27/GoEkbKJLdM3MIgUanwehecd0IJoMRRXvt9Wlx92ytfQzZS+vcbrQfbWRRarnYvQc1BzG1h8LrfkQX6+W44Ayho/ChjwJxuUgqpiO0fzY4x2zqLOYFgyTxLwj+FXF739gXI2LaHh8ENahdGgdBNo9cmEUsopF4Ty+MYdfG/WuTf0O+wUN3OZTxMtJHgWBzqxBCwTz8Q7R/4FHDw5WFTofppWx8Rb7Qf4bxOlmr8boO2UfKbRD/kYoAF9Vfyoh6ue/ZMGez+7d5NeSlyI9ZScYmBff4qF+NojXV335bFvb1QAofxOaMwC1E18cCu8CYRIFg2k+JjUfZ5m7FvgGZJSuC+DcBMo05zmnTScYpLfhVU+CBfrsRs8OxBCx2J+bGRtndbUIpBmir0P7m62AR2Ws4/AroH2xj+d88SyVuRMQn2f+VXileemIUBmXB0n/Zvzxc/L9X/R3oFgXLqPQsJnguoKCLfsqoJDjixZVmK+htApedz0wJyz9SZoHl9rva1gmH8TjKOfqOjlEZkRm4rISJjiMun13a+vH1evbPWnDgUVvYcxt4YnzFtFsRquJcgA02HKTB6jHxuSBdjZvLmkcArkOVdGfIVo3+ACi1QbCvtxU0DEpEVD5MdXYmJ4dl+2o45vX6xNFsK/OXywJ38JOXMoSFA0fSsfONvR6n95LGrUIDv1dcH1ljFsjbqPHIa6JoeyEtQ38/HlRQzbMzuukjmVj5adPm9Hs80TViTfWCEme5LKoXmE79xzCpDkHzcA+fhslDJnmHBSVzKpoY98K3uFXHHCjJK6Qs72rZBzG6BUFdq+0I90/KxWLWaL+ACD3dfZ9ESdl/g1bUbcmCkXYSmhpkOPk2Ymm3UFVfBjHBwnJNyz63o65ORTDoLfN6Ri/vuSsZIUvbt7vA+ezQiLsHh18r4yRgZRAaB5aOcL0gqcZCMqAOj/3g5qdAi3HeiDDjN8pSqGbDUCN9ML2KaVrK+6nHKY1mFIEcRTnnrsbnb9ljy8N4dqOR9c97NOEb/V5ANoeap5bJ56vaIH+k3z86N5gO9Lz/uYsio5oLtXw1uHDRcKoy6xuj4wOM/Oar0jCuUSC5590mgA/wpEcxSSOMpXRVX7h900uSt9mEzKWud7hK1jGr1Qf1Q75iqJV26yECPvG321YZAUt28Zf5godUVXlY0ds1kAXvFiTCLpCJikqQN7qoV0zwHT2LrD8kwuTMGyvEtCs+rSIgn5YUma0SL9WwQ3uGCRcP6qag10s61XM/gA+eiXHbA5mQxMOrYj9K/t6sM7+dOY7QK626rbe73yHjx7FqUpcI6upmNHgCXy3Piv7OfHQUnBhQWnAaw1Z50MNJEN1FVybRF/lrXDd1PvqqA+46OfoeqQW6AAQowQRZsZHF3eKdwWrLk7LCadewSb5rUWuW3vR6PYgwUFJ1zNy+Pde7evzLdsg9Y+cgehyydXUwN3c4mYnuXMNDHirZ7xEViYdknXjWbPnDb7nO2WwQ1hDYCU61Qdnf4DU3QM0K7vvbPBrHWxV8WK24GFkhSAs99fpu/8iHNvNEaEfdJvAvnWintKzFnqv3S5MgyG8Qw6VTYMPewRvlz2DwUkieJCVIgFbw8/sgYJ7PLfZXS5hxmUjlAait2G3XYRrA/57X4F9j0hjL1iW8WpGqxbxiPcu3aSOMPe2fkBoyPVsFIqc2tRaPdS6vfk88tTJJrOiGipH1XH2uAAS7zy3m/Z1ki7mQEs8A+qlVhkib6gAspKkO9A6GoCdEj97nZ35MsRm9A5WkMEgq5pemKNExIUGItKlaDSJ+PXaqKlONUz9BDlfysPmBXkhPo/mG2vGWEfZhQYRj6dV0tlEBfn1p3C/3yxDgkT82e8QhF636j20K7KPZYo8OYnGRbk3P8z0sAnDv2ZtJG1BDMEC8oLb3TQum9mBEAZHEVWLjzmV7r0b8Oln+tvova8OO+h1JBpn9DmsQUQzGt3n/iNCqPOU1g6DqeuYPtojSPpkEY9ss2mfkNsyrAemS7ozymIPKBzeIDyRKNsesqWMkH/2eY2ncPgS9D1L2RsQx9x8jcl3XV/Cl3X1A+1r+/VQRZZeBGdH2KfG68OVshOH+Uhuo+P45Z/TAaiF8EtwJjJsezuKwYdyNUeg+85O54AWfcDAKnJ90He+Dfxi/XLy4gX8a//MMVaoox5eWt6ABn5MezTwjc3Kpyi6LPF39v1DPkJ7g2E0IwNYLsabskn7fAs/J1nHkLquNkxNNDjBEqB6QFnGbe0gFmmGS5uPayD5MIkiKBxDehQpmZ/hvGqZZw+F8aosU1nzCfitSuNvxJ7tpmiY8iJBihMj9p+D4iMCpWGZp7G2gtTZIVH9gAZ2rPf6+oBJIb1vo8SzCMLUzFFp2Zjryq9p2D2K+SOWKqOnMxxdlXTeOqujy8gjetACPBXGFUmbuzQbwVjmCoDcduY6qF1+fwFKnrv+g+OkdzCBV5xG7Eef4ER1s3eouZ4OYJrf5lfHQ6h+SrbCk2bh48jLaPyNsSHJW+hL4gdCrEuDqGLtRAuNGls89epELSS1E06Xom0onej5bRsoB6X4ySm8sD9HWfFcUaz9Ep3Elpo7V0u2WS0igUKb6uwYzhV1n2kFdGEcbesv8z/pibVh+QpP7zm9Gah+t5WV2SgkCkSQ9UcJ/V6fuvjVa2H5PRSin8Us1Pzz0+tR0mfmhY32qM68RJLr0vIqCjWKlDYw2/JGqK6dMT/3ULpQUDZMnXKOVDGNrsQhGJq8t9vjsVY7QJJK829sHnlq+xd9MB/Krqi8oJwbqJwhBzeHjEoozdu+SF2F2oj2BkkX+h9COA7ejEOOkXaz38wMcxjcqTCOVg7gYM7dZjcKXKt+y1uNOqVhUzrL+ltJLIzNHvhPeVce6Gg5oTMRfiNLMLM2AQ0t5iWbyRv+X+rGh5SFdf6dQAnmaoPehjndCih5NwDESkPD5sj+qj2tpnFJqLCZDMyGUUyueyGFdpWkKQ9fiwJF0WInRZ1aV6kJKuY7BfTflSLU6UMr+aCpQmADtu0xokG8UBKJY3dwiT0YI5IC0ueRDmjPrRnMyY6ST5qkrDbb90gHj161XhYvIh98+GnZcg0FK46afjgdxnJmnXJx+mzYHnS3FS20nuSIp0Do7MmCinKq4VQRDVDvODfJDwn/9kCjPxCAgeEpRazw/8P3ZxQW3Sm0UH/7KGsZSWgn92jiQ/n/qXNwyPHM2D38v/6j/La7SjLjyk8wtEBb9K8622ZsyMOhtY2XGNNzRrjV5PrlyOjC1Xw5xsi0DgOcGvvjFOgze5ejHY2XtJtCkEc7vZxVBG/Sj+nneW6O5xkaJrBVwfso8JhADaEm0LOO6eXvKgwcmRqtH3Hi3303UdnSIg635l6ZJcGuWJjtTG0WeBhi+ajiwhRuImZOV3uChkCeHqrKj38YfJZUhoZ5xYSHaoAmqF0B3hUN+xuz2laM6JdljCEzjRz7RI5GOpiinGqgcOaRurGk09rQgNU1YIfzSAahzDqP0QD4GxRGs/mZ/Nsf7MMEkdmXGJjRAM/zVWLvd7dZmzekfxvQK78QLc/eHl1zJbih73lUH0yde3Mbw4/ke3tIGdqgGUIP2aHJlZD1XJ1Zt7UH3yuKOZDRqCpfsRgLvVMCfe/Nd66kpQvISUrOjA+EkNfHPvKXhtIqB5fgGpa18vMnme1BVItdlYVR22ptjMrGgVYfrRB5LkeSs811P4humlGsIqiG0JzdUbt+d0IWjdq+KqY3L4SKA2R3JitrEVUylYVWGIL1h6fXa3+5oCx+r0eQaoQXgEILfZ+tY/JqvXZ8/YDxZsXX3Ljgj9k2QcC1OiuFXMrLzfUo1aB7naODseLd0bsN31eOfiMU0Xve0Ufcv156NE6Vy3kbZB8xgnWmyr0p6G3chLJcm1jQNtEKmwheTn0LHPrGjOhpMan+Lte8QP4a6zxWtPT/t8uO4RIDTaT3YOTp6e/pBRaSF7PasQBwLLEmyVQfhRlm1yyLnO/QWeHVO9l9SSOKh8BISGOm7G4liFmxl+DU5exyvr98rzCtDq9Qx8KcDu11AUG82Yd5wgTbMLj+8W9YIwdcxYLg4XWc82BL6y4dMHNtmYKbzq2zXt/6TzQLB/NggW1yH3jG3T2GefuDMopFa+XASuv/xISnYgTcO+mUHyYme5mY31WkNC1UKm0PBXXWP9O1kv4ifGJhanqaIj5B6Wl+41u+ObMjBsSFzlOevi5ZOmyMFyzLW/zZFk8vE6pWj1M5lx9DAJF0QokBBYdccrI5xxev2F4hdHsfRieusSSUOMezfn59TgF3U5dBiegIaHI4DrjdzkgsnbKIE3dH/t05Gd/9j2l8WWFjcrick5jX0xbdDDP/UF4Jjd6TakysAneFEfgHvStMK2Krv5ndXNJoDsC4lrA+DcsHErjo1hD0TEDZXLjUhLJDfuRt4+9Zo0l7oYlVL32Td+TGyRssXYrZqubD+npd5P9c1x5DXPrzHJBcyOYYC7p2ChYCpNOGjzeVaECENjbRLqgRU2wWgQu+S3ri2QBbd3fxWYKyA6TKzD4nbOj3JB2jlijOPXWbjpsopJHL05hqNQnJIxZrOt8d3dUKrTmfgRYLH4JNiS3mwutr57BLxTNVc5SzTdoRudDLgAuNJQIupKTIt95E9lnck7aaB/XwFTjsVcXR37FBiqKigOujQGhZ3oCCXH7eelNl5O3gnAH8hG5had04QIwsUCalFGgfafaxGC1YkSc/NbofWqSVHzyL1NdlXlP6s7LLdyrb+PntEUtrD0U3Qv7hPyYw+FLbquQu/kNlkdJWkX3399GJ9nMmgF+BTFO7dDoUoVn0TM1yorPu57+/zwuKhI7at/0PSxxOeLk66QThJ/f53hAqSpRbFjXwm5nf/LZpXshEu5bcYWi8Tvp/y9Hlf4q67pjNFxF+ILgHLwsqB4s4qMgfUxlNR9vnAKLqQluHQUyLpBmHYI3j2nRgeouPIovf9ydz9QAoYl/DLrRhQnJy7/3nQnPKNYDVbcqe8g+8wjTeyRcZBha955v5h+IYUJLFQ0NWFB1e57DmF5a9hNFMLwh5q9CE5T4ZgXJbh/dBUL8H+RL1dm1ySadoIdGXOIAb3jLqcm6AMuvqJuWJaTgf/T9azlcLyFQh6gkX2xeqeE9G2SCIn4k+iDLcGK9oerjXMMt6FJPGp8cTjAWiNmLv9OhEG7WcXP2juMsCFzLtremDrd0dbEa1u+1++kK0vsAb8d8zqB1T4jdHMxiPtObtY8Wr9KCe8Yqd81w4EeV8V0+t5rc5vOs3yMxMhoxc7e2Zv87Mf2c+J5oJ3VbK29P3/hbXB3jJsN2kgbQ0kb/FbJa4nC8BBnto0HGfxsVSRLyEm3ZsQ/9lZ3VSjcWVD06JZfd1GMAjkw2hRX5i616mM4jm7ZqPX1p9whjuEUWHKOzItJejfdsrm1ACFLZkEtUyJAeVJLN/8O7zgKEHez8Tv20iUvCmz+vB5LHDxEw6OhP0CXQUC9f18qMmz3kpXR+jQX54v2X5JY937OPc3RrJ1FqeThtBPt8yAaKUbBGYYdIhNpTifpr5Vi42jnfrY0cwQE5VLfNHMWwnbF1hIGCmqTwbKomjXnjOel9TojVjH9LFSE0q9Wxoh4+ZoRpJir6WeyxXqRpGK0VUd6Z89SLiw0GmkTC2s1e8UpddBou1hR/Z7PqQVlVgkPEE+BpBDv5wiv7fF5kkKyZ0K+CPUUd7iu1oOEhKumP/NTymylA044LUlFo7o+dvgwzKbBVF/yCE50Zf880SyIMVzOj7j1s9BcZSIl+fy+4iNPwxOFHbagEM6/zwF+NfpY7yoyscbgtRFKPACSamtUFck3A8/jKR+GFV2uvGUvGm19+6SOAmPTxZTM2QaWLMTv2XdH5CS7fV2Du9rykUf5TCstMQHa/crX8T11UguLvwydxtylid4ju7MNhPMTQIftcg+aA33LT6yVge143yrBiiqSefRgfPG8ZCv+Ci07mSB2pGNzMogam0VK49MB/tfCD5qu2/VSX0vIEpgx1ZTjNXO8EkSzJ+p4pn7l4opGseai/v9+eLWB69V78cg3pD1hj4BKa9orrBrIz3isHOOZ86s7Ej2pTYsc/HjDR4CV6yPApVn5OqKddljnf+7mSdyb8KlnKw1wQJjI3OGNgw7Ud8k/DUIw4L1lhnaRta45f9p+INU2LqOV1dPu1wchv8VlW2Zb3oV3O9oSWlaNsveJa7gzTZfTX7+jUQP7hgD1j/s2srLeO/YP20ciU/hzXiz80Gu5bbz+IhUWJGLg6HdI0ix5HttRWj9eHtgmJSbFSDOj9vEr13Fonxrm8fTN4RGlKalYMZqgQSNTcrLB9jl1KWXKWYA8I4sbuzJryuIwak5rgFLppEHBZBXt6RgYoDMFYZwKnOH7Qqt/1IKJ0FCHz0KxB8WrDkWwi55R7HhE84ijL6FRx9rML3B20HFvStPaLwVMfQqYkHpO+H5ua83vS87fM8KUu4PdnAhtpaJVLvlN8k5n/Y07asjKX9+wGbeoIlr9Q4HwpF4S+zGTlmmUpEJgHJZYDq8OW+PmaivhRgUUowrCX/eH9Mra9aKCixvH1mu/zKUcuXVv/wsZiC3qPzM8jkaly8YnTXL3iaoS6PUIGHJoHkq+OyBUHSc1rlPxq19ymYBjgh2AddeOtYwyV9kfkg7kUwt9fFd+zEuJfpWmwduMJVDDXjFaEh5cDXD+pA70+ebKAEFruKiYuvxZTXLz0EO2MnhVgfUhkJlJrJK0HgzwfC05g5fe/cU4OTXQ9T7PtQbpN5Pc4Bet9bq6qLI0FT85Mzuc6iVgqN0x9LdcB/VBHtKoRJYGSiTDq9RNscsNnv8jfDMLCSah5LRa21lk+o7hfDyOOS6JXmMk1fcqifbPFq25iZwJUhvH/CO0oU6miYOAx9jSH/5wtVGXk7ffTHCr0hqrmObDbpQT1hLo7ey0qo/HFK6xJ42FmNv43gJ/rx9VzFt6ig6EdNarCsEYA8zMSFyofOfq9ZEz9EpgT/K7W7/s6DlHOqTYxpGo8EVxxTcHXPi3ccxKpN/G6FdT6/sy9JhPAxMWJMZK/frXtzAuSKFQpFOeNTPMmo71geLo8BFg41y7Emj1511fiNnbvwrKZ84xos539BqxxuwmtdejlIFXcgA3Ia8aoM4nm4pI3R2RyFhLkGGKAQSbQQSnD6UiHFYBtd+UwOh6wOh+l6sogeOSzdaaqjXue5dwP5Fdi7LpPXtkyxHClBYXkEyVrmeAQk+9FD/Mrma4QtVTvV5JRzEwVZCCz/FhwXAniNlAOHHtKsTBv0qLdCh5kd8YD0GRePbJZ84Ou/Rm6rWz5Hz9irMyIHhJ2X7AUsuxPDzsAizGKWo91WaS9cM01MInKUUztippxEMwgbO16VqH7Ht8DnMQ153QNHPVTEujwYvM4nOBwzZsRANFcdhBVQf5gTGnaaF/4YVqeXOBsZpAE3PTFPQ5C3dseOY45qyvc1B5GwMjW6njjI5YPBq/6q+ikENn+gh/cF3y1i51A4QJrtPXfDBEXGMPYUQJGjKOhlcsBhLuNwjhsXiZAXPxuBBCnSsa2s2k2WpJZhbLPRcCpD3t6JTFHkP2RPd7Hc+irpwJ9gX1/YeYejvsgXEvcbd0viH7+0mFpEjpTr0KfsevPIWxN8j+DZV4XLsS9CWMJHLhI0NxZGa58KJ7J0QWuVtc+8CQopfhR6t/Bpa/136F7P91nvvCCUx5+JuPdX3CvkjegjIjt/yNgJ6lY0mTzpjp5yXB4tMv75bUQB65uCkLm18rRd9c/H5hrlLCaKw7J8xxsv5jiE316xRaiNaSkd+baOWKoMtegGdoSNAddgDUDuuQdRNv78jQsj3m2ZXs8DO5+dnj+JL+wMAqJmOJv2hmO4uq8uT6pAw223Y4tBoN0PeDg7GlO6nc885LmGx3by/AZC1vq0et4vPctIMkdNa5o7YCiQwMVdk5bGNi5iYkGRHed4zOFJ2Nv5aC1Xyvu9cFEyFlbLy7Ox0jfmo9sXItLPYOdF2CKB0n0kS54++bYifJ/jwC3BnAXtmv2tVw9xIYYyb/jCwh7YfEBRC8p7c9zCKVsohe35yw893mel7AM9nEviAu4Ow2xc7MLzmfAgYOv5dHoNfwk0/j537xBCpocvaOLyx/xrxx8J3jXH9SXHIILBhNWl5+s7Et6qY4rC37vv7OIO+O8j7bQRznB+5EWHL/qpOEDdoZ2mUsMsOnYt7uipTcx/p7ucUV8dlDqPOWwVESvdV1qG/R0QuIQunBC2cbHmxrgO9cBtmqWAwvqLsVoNHUcFrgg/0z4OdFYXVeX0wO8FRVrnzw2ZOo5PNGjUZ1MsWJLfV9CfhheVzPdiq826rmThcjnyFpJcL8fUMQ04E3GxOswnPmRIyIAiSK93tIfm58YEvZoX1LugXVP9PfnwnZeBfHo+kxNEeQuUnez49CdPoIyJePUSyBEttHu9MCAkXzJ5aN7dwJY0t58QoM4I+AE+JsJ6/zJ4zNkczaWgpCwZwtu5bUlALlB+1C9Cdms47dB2Ksv2p+iNz+9t3JqS9I0MNlQhryehnPtyVVSFDoDWPQ9ccADcPLtBLFhJ9jMpP1fYUGH7UCM70uc3EfAbJNKvOE1hx5XmxqxPs1doox8vpcb8W0ub9hj9ju9PeJzclabrwQl3UaQR8gENLiR7HuEH0wlCc79dn9aty/MUD+K0qW5G/QVoKxNfxq3bgG57S2RbbZlc6T+OSm9T4uZ13R8XW0ZY89NE50HDP4znOKPmcs8a1g5eZi23tEb3mR7o+364TxvjePAFhc+gkWWxv8XqEAVIbwxZwSSDH0PpCmspAxmqaK0TxGXhO220XR6wl98Ry1/aLQ+D2Z6onb9cDfeJy2smFlqdi+/uj6Lbe52Fv3+8Vrb3IxFb8Jb6L+ngEYiTr9K7miOZyPdxUuo3Xixn/wXWo3yfp/rIctuiORuXwEdCo9MOSoHf7bdb9acg/P7p9RyLTcyY8AdEZkUkfnw/CdFEzH2oTrGY5QPfi/39ukzYPEoXF+8/2/iM8DvzFl49DwoGKzbs2Fg4inGBqbTJI42Pfwnv+1S3+W6PPVK07mH2L5gQgrc3W8XRNYY6BUsDtdscIvOQgtYMqKl11s1dCUNJwcWOc3Pw5ZbVhR6zo9GJ3S72NwHczFFlsSmHIYS43LKg1Gg1JvPaNxlf9FPZrxbMIQlVKcUK/GKMEqKI70V+4LiOe7I2Y8rMkMSw+nWq/FVjXm0l7a7PsBCTvduKlq5nk8db9xjOwkcw7Wgri/Y6YGN+IqL0lOspMzNm6DlgkbvmqoeVRF6vwImEbBjIJ6TVkraWT1kxEvANmNnWvYmmPw00+PPupdsP91nCbwdrOfuuPe+KmQQFilR4adDtiL7XHvP2MZ8KXVn4WP5hGJYlc1uYGvtVTWntk9UScA8bWff4X9Y8ri4vGiE3nn4HkuJnJHd6umOgHXfJmXvShJXdFySlOu2YUMtWGIj6QsV6CRxbNsi3C1mfaZuNCpgRpDYP8/TmF9AdM01FE2DC1YdR/c2HufhNdGsLnwvv1eziKLzK1zGM3f759SY7wgqR7rhXszurHh6YClW7u9JWIRzj4JtjdOPfWBQmulOnPGdts6ySdyWYMe5IZVD2yANHMfvVO+vSMNpNfaPQsLprnVN6+Gr12mBkUCzMmm95maytdcbq7SNI+ADe7Im7rW9YhzZ2jNu5CrT/XwOQN4J5fxX5mS1Qi4a72E/YA4Wvm7enw22ix2SBxyzb7L0oyEb+ifMV2Q7jpJmvqoz2Ey3Ct2JWCTxaENQpvOlrnbb7TNWod3Go+AF6Th4G8xLLoANCpYjed1UUsifxh9OdCYFY2lyxilcUZcBY3/ZzAL+ldxqO9JHzd6W9H6fGhTeCRDZ4ynwFa75YwHpxt1LEvad13c4NaDd7OSSwX6SvTBXkcJBr9y8eLFnXeB9vIpGJET5K2iOkIFBmOlutgDQ2SH9geQiEWWENWdoRk9psz7cVGKU7yYbMpJD7H3qqJvozahAKBCrIeMA1p8lp/5bGNGtOXb+O/hJ8bxEBuCedsPo80Nf3ahPrGjtfB9LrLY1ucSxahYK+TuCSwfgSda9P7VVT8PtciwDjSdPX22mgPfGMHG7MLY/dU+udeoNSVJ4HZLU9w49ojF4WnMTdY6bcapyL0f+6n2SXd2lWju6PfKfYLLgA+LbYkjF5TS/x0PU0xlKU1MLcrMnhs1wXsbjav5nSYbB6k6ToZs448+n3QXuaocxR8Bwj2hvvhGJ8Et/E5H5iI72l1ggMz62nOO9Ih09UEyCfYV/sDIlDbCKQIcyX4HSx6OlQOKuQ2tld7qTioL1EYuTOWcLmO0lrkWWYyEOvnq2P5FZqyuuHMUe3U/PHKbJCLtyIAzxVXoRnpAxE19zwJdlHbSH2HZA5MPD7PGuHVw55DDo1oMkxpilC0TmB1i7SsNNUVOj8Gr8cT9feYvYr7jmFkgbeRrWKyzJuqSWvqm67WRZoIWiO8WB7jWU9N/OWRO3CBCF5d8KwS/ukSf5RJ/Ywszwv1DbSDfHOMT4qRPIvDL+ZZ18HcNZYaIEGFWAZAI5boEDnl4cVBgsKTAdHnGIvvjxBhS+NBNQzBptsKPEq7R65/gCk/HMmVknvlU1dmv3Bne4WowsOeR1gkLkrSouU+4exMgKJtf9vumwAyZd4kB92qlzE/3TnpNyz0UdVN3oBb9Pku1qdjkg6v6AQW4Iq9+WHFmroIV7cx5E++O8DU+o6iepWlirs7wA+995sVJaHpN9HzFs0+0bURnJrWiWbGhy83R3B+zoX3AmvW26M0fHq3VwTZLFdK5eIMm6Hac/Osf4mPn0UP9cLJbC2IZBqPWhHgqnsj6JhWWemi7gSM4UkEfJebYEiSmM0xLgpuwTn9Z95JC+8+JRDFaPpIzkPKrH51u3B1b1F4A1/6JX638B3B9sJhONIgP0eOyUiqWWCWojHux3zQXkfgIkLcvpu8f+powArAAWt1QY+xZNjmv0UQbI+AHGqkmE1NZCVW0H3SG9eXDvWGqsi4EtaeSROYF/krrscQtWPCeWI0rlqFr3YsRgN/aISncbA3GfSRr7VKgmv0z27In964s6vQEydbea481FnvTW/Cj3T54jEdeZuCZq3HNLQ+ylHuh5tJ6tuXD2c9j6PdBLCHsjt0CEC1iqlehL5sr25V5j4u6IIklWxUAVIuAWKR++jGYxBjOcJ/embiR7kbe5jQzBczWTYFp1OxQWTWm6Vl99oIFsRkeCqErnzB6Ftp+/rnDk51V0vQjJJ47WFjy3ICNa4GyAKDKITw9qy2OmyxxWPjBUXwX+rnBM+0jHnWpvVg8l/AV60HMOAYka3sJ4GMmqmUQXOnoeuV+hqfvkeew9GNrs0BG7P6XYEhIOuB9nHkxn8IDuH9bQw8NtdJ8qqhVt07tXCdeWPjgU6ykomNbQJbMRe7LOe1HgPN3pwFi5eNF/qzgqmtMomuBF1mDJuuwMv+i0e9b2PUa0iTlYCW265VsHP10hbqfLl7ZksnU3wI+AHWe5UxCHY5222oWqlykYi5zcdYwjHPoencs8DN1fNZXPuh+fa3RqKa/BaLNXdzztW8aYG4M4MlpNppNzufQt5B3TopJB1zQPrtzro4pqP05AGvGWvk8pvuy22lup801cYTzYkOc/HT6lH0K9KaMcfy1DmOMazpgFJlnjbo8UlUJENcZfARQcAwtD6z4iM/NBhKRe5IJdWO9AFwjD0x4QfbfQr8/27r4p8ckVJsZ+wV1qa7Rp8tdu0eAaKSOW7K6/Grjb5LYfJT28Kd1d+Wa1Chq1YytzMef+1X0R6lBWOreLnaJ8WsUwFU9MQicdKLlKWRR2UBTVRfIVpkXpzYVFaIZEyu6SRXP2XjHipbwO4oV8P/7oR3RIjl6MgLX8wPx2/99a6R8HUGsOeb7r5bknH9aldv+3apcC/k5hUf3jLrxrux/7koeM7vPAQcLp54QGu9uE09GHb9psIC1hK9zZb3sfz46sbbaWmHkNEpNsKGL0/k2/2ZuguZ1BzJeO45cWxzOrtPh+/lAld75+bCk8oa4rIcT8zWSskEgLw/Yp4azd8J8qBTDBPDdKbtlaO+Jf8GHgb9SRAdB6IQiuy8/IaTCPFFDhm3yxLdco2bhJ0cymznYdu9U/JITFyiZBZ1mVg0fVtyRpWSTjwDVOAJhq6XZIHHcg426VkuGh6Npj1voO0c09Yld/OU8NyGLlzeBH5GDucAUANgipn/C3r07Gw2+G3PcPbKVH9jfTPuk+pLOj2TAb992Y2a+bGZb2XcPVzFIEwNU5aS3LVZNtGEh6bcJjkecl9165d3s68clRUDc9ZPHxlOddX8dda7Q82hFjhaDJFGm7shLbG9aa+vrEvUjFeepXVyNISVIC9tFrbL4tg6CmUDYQ90aPsj0voAl1anQUNYpBEXen90b9hB7SYv+d0Mt9fVLA2pVgBXQ6sHSdGdg9Sk2UV9MY372kdrOeOlYmhFtoe6Cen5RfpvGIzjZ3NiJGsS5aKN9ZC4+20Py/X5xCRmY1/Zz1egP8crACA3BRMLYnwLhgZvZ67D9a1Ae/hrtigsrGgNMoHkVyXUu+S5XTAaSrHAjWcDusOmK0ZaMTCgxlgovrP95aLl5YCJlLxjpzI5Nm7mVDhhsSFGqEKZ9c6TBaPrDx7Fj/81RxE4MMR0N32f/OHa3XkqIMuCHzGWZF0+D9qePE+DLur0cd1wXVY2oGevUe9PYR0CWgrvUvHOCCpUHy2yQGO0LYyi4px6t3tRoNBpGNOdRFIU5f9TtO/cafjlLGakZvtISpHlVsTq0cXWpEBEcv4JV8CdHGbDXRgXMNsFFr7c+ox8bSTJu32jH7y8RtzMzpG1a6QVi5GwYyVOb/zHq1Lo2H4+6wpKx3TBCXdo9K/qOnXDHj7KXoG/bRhp+JDRENMK27Uuobmjn9cA8ZfFKkeNPTlLd/vq39sU+QZ+FGbVllgIP38IstE7MHx+94LlXuc+PJWkYGrJP8Jh587OhsEdALXHrTipYn75viTzoUxyO72hNYMnebEGFULJJgwS6z1h/O/Ug2HYRRGut3RCPboirCjDXN6BW90/Zn0lbFGfVGrM7y3BewDJCOMcrJr4AH1kGprK5yPmj3HLbIw5uupnOee5/446KCJw/AsKhjlLa7cHssRIMnYsVZdK0PCD+R0CwM1OMvSujvBNfbRz7FMcjwLLYQ7jHdU/d6dP9n5tuJaS7BDhxzN4jeCXMK/t3bjPcPLN+MY/8tl+CFW3H+j59p6EKg93A5l7miY3aD00wI7jy3G1JP4hgzbaV18GPs4oylYCMEn37c9kS+Ec6DgeE3J+ya1HgD+BHwLO16qbMphwW8S3c5Gb42aXBFAidqIy/C2ZgydEIqee392fRnEK9ttsHctkPB4jarlJMlu+EqP2xw/4Gf2KcMSlsaEgxctKA3IxGRXI0q+xQLSywRiG8fYOEp9cmAXq6o9AvAO/LgUHhV1E0svS9/G6IHJgIZAZvAdJZn351uGkKK4sIic0C7PNI06Y+Aup7RzPgJ71VSLvJzxPvbyMk7Kuf1kf4jqkWCblVrLHTxvCnio3p5WXvl1ovaHMC3xq1J4bKdTu82DMpX4PLPMVDM1r0O3Ejq5sVd1YC1O6SXoC/K7x7o3ytxhI6A645GefGMA3tf2HI0k9LricNaXuuAWQkJj58+gqkIhjq4X0oHRGIExOCgAkp/ERWFXIZMUU0fpRe0AdkqKXZZFOysbsxIQLzMromdFFi/+dJNnQA5ID8RR9Zxe2+2maHSO2Rmz1hXNZD9b7IxXNAkB6pXqpfS9Fn49rHzAbaIamcYgfM55jbHBB4PUqvWxKF3A6y0d3aGBC//NR9Pj+9zQM1pN1zKHvDL+3XTUnpS4+A0PPU74dRB+a4RQLwmZy447q0T3AFVOihJMvyPKMaR+PqvDA/yiVGM4wbqVx7xSmm/C6bb7aN974YJCUQBrn8MTrST6cDvRNFxjPGlNUmJ9hn3+fyK14YvchfuO23A8Cdw6++6xvn72daOGO0fR83UZvhKE9zccyhMbvRCbd5wPaYPkphup9VSDOu2fHPUTw9IjTraZWwQfsbCOhdd8ZevC8uJ1AjONbcZJz1qip+BHQtIaihzYp0U9pfJlkPc+eGZ40Z0m1NHKoZ932to87jMZFXh/rsBNc/K3j2bdD28BbxYFzxMDDhR/hlRiO/PwZKa7jCF6mbmdOZsWCwwF+oqid5MOpn/oo6NRoTE6SuHiXtm+MMlKqhEOPQjfagaiOQ+JcOaXLxvjEwACQGY/ZnPgauUj/YCjPqvPFEK0v6zjdNM3MkRXIH8Gh1e7dc7iDvp5MGzHgX9bolZXcySPiaI1tECZs2+4dyPN1era8W+N3x2IdrQi+DMopBk1ed2NsUqgOt939R78b7nb+gUYl5F5tHfCgt4XIdVdV8BHyLon73RqipYqz55JP+fmWhkmn9uDqmHHtD9T6axxiYd5+2qhM7bVPErjfESKW1S57n223Q1W/nV0zdbxKlS4WxDqSpHTOW1jqOmtHl5dmSj86UAKoruOjqkxeKR+aJWn+7X7K1FkwnGeLxxfM0PAFS8blNYY3Yx8kAhEB2E0uy6xj7Yn1B+pxSzQsxJzNeHt050aY/lH8kpJQBHGAvOxF11z2DCcYhjFffi8Cmf+uHz05iSPpXwT5Q1QTzXwHTKHkbC7/T7wmELCxEHgG+rbS3yirN/CszOgDfOWL4Wvc7v/tjIesiqB9eKIjJOZBk8PnAXxu06BrEswOqlL4l9PhViALStPC6TUOlK2T8qsK9h4bGUUyDmXgZZS8OOg18qWdsqYMufeynjpHaY2XDaIptPsSQzb6jFhcF5mswgl4ERnHoq7xg6oNjMreZI9es6nk+qFG62aDtZiQGzO4LDxY/v9/bDLLbqkYROzEWcrGrrSQ3POzDdBhH+/UXeF0TZVEc0UO8S128rC8Tn0ptkyIxlq3WkIvhSODV9yY9Y1OtUfO2kHlsy842bCrIN86/tLCwgP/65hFQ9s9Ux+T/VP9rG/ivOU3RMEHfwJ6af+p/k8+4MrMdF0OmRCCF7evV/d53RPGwt//ciT2kH7HvtJKLD9Ue/T96rNNOAtHA2ClV1ZABXCGdfJDsRF9OkRyzWwWv19Mh6f7BGSk3QRrbH3XSolWYwUlDtpU0PDCKJ/xPTqlPXK5cTmLYVen7r0rhUtGtUvexFZOUUpDsLLm4wrbcqyXyUvXRxdi5n0execfj6GT0fD4xk6J+UVWXgbV68atO5AdRzflLeWlCQfitdnJBegtv4yQWxNXRTwAHOEWGtS6ou9T9ysf8Q9cb8s61SpRSWhiNnLjMU7UT9Gwcwz4YtQKc8s6V5bGhEgO5OLMInUu/dbrkcBEnO1U+WNZMT3mM1ivX2pewcmjkMVfE++XWRfBeCsE95CpKJqEBFiQh233kHMjPq9yc74WudGSE2fsjZX+/V191P+pt455hW0SOxTRH0u9CLO2TiDRPCfXG1O1PvQArpYAb/69q3Ffh3wRUPvjsNj+Xx/vcV7GkyBi7nZHDHTrmOw+vJWkqEfvN1p8JCxJtR5GjqgIsJ9zMeRYZUD4ny1feX81LMFz76pHhV5ZbBQrjG/Wbcy7bq7YlJZnswerZwkANEi+6DIKbdRdgVZ0ek7ObCBx8CvchJF8EClw4H4nA+GuDV2c2l3a4qXSGaThqUBU6l7KBubgfLW1IuWSxEUdaTvJnnevuvYRLaccvfdLUfXbAq7qPAKt5du6R5vPclzi8y2zHwuzLWud1cUAAw/CY/Hk58jWvZfD5dqiNtCBZuiTDGH2Q6AmG3KVftBup9Q8ZOm+IY60Fgkh9hHYUwS0zrRO5R/p7FSbRaj/zQGGvoDwNa2DgqUPDnUbZM3kmTiT5BvjLwXKFIM+0oVPAe/MpEG0h3WHzHrU6Bu5BifizzXhhNNw1k1Aed0tHqs8JifOQX+Lc8BOF++IAin12H4fYisU39l5ozxKkad+C+JGOfjA3kpF65bJMmrDS/Sbo1bc7ZfgK89JPXFSasDpo9JH9xvs57dz7lNOudwUKz4LsWWCMOtk8k2Bxafm9uocz1CBRJW6TnmwaXqKh+lWa5O1HAHULxQNFVdV0x+Azx3fCAkdrGCDRBxakEXtX0EcqN/vk+yZOnW4aXPh9fXJYho3XUTrg7CSo7cU0SG2TFUKnrVRA9+PjN51pbVEM8AbYCiMR+/eml4LyZruZKi7rBbsXHf8Symd/9vk2UeAlNcMw/hEO6RpNLYq5CbI6XTCyZoRNy2e3ADgXJ2XHzcivvvx2cOsYIoosQAQ4muYv/QTPBWP6wk3IkFejzYsVWnxz/CgnTTlHsu7UcPzR7fBW/cr7Mie6BtS9sZETE+5VZP2hG/dIqhPRTIbRZ5Vso8iMYvJcvCqOQDuV4kNUAyMH6lR+gzu5ZgRHopEanbUlncWZCQPQva/awH6/WmRgPeYc8h6+2yNkZMvzel7MKoh6M150s7ffVqxlXU1CBLLcjmSyjj5vjwqs4afB9+HzwSlxzw5BbcfzHEJye75gBpTHubEfryEZc47yikC0LTOHF7bP3BWsYMwsECKUM5ajzjz9g/b6++1EyFCRic8HP9r0dvsnhJQisjV53oYNNFFbTRjyQ31L3geE9MQG9sjCro6cSw7Km7VPtP/knODMXDwCjqC3moZ3AIRJdwMnCzsg+G23uAcRyo3BpoRqAF1hwe6Xn3mSH2SRZWebl2nwj43OxPej1IJ8jvGLreHrgUfWePEC9hikskdCrMJjmAefAiZp8WvtV5RhfTqxx5fbMzZop0OwtqLi+eXRepklH2Ga5I025sb2tPxPND2D12XHUosMnTeSZQVDPg74Fu/c8HyR3TAQYm/uA4G0N22TmDrmd2SKV13OjoiZPffnKNujmvgfUfWbqvJkx2cUtYm7xzfaAqtldCGp3Z7s2T8ASzj8iqt6SVhr6bn1idQ+juY0dk4d5bH2vSbWn83Mm3/1qmycvCrJZkCtGV5RomZF+6sWpmNirvtZ/uWy9WLtAzcygYsujizIIwbU411B26FubHfcTHw3rGNruX5QFt3Otc/7gnwnSATvxcju6LDwuYb+2eqqHPNE/JWcb+C3the69tqmIdeE3KsCuFXwjI+TXFsaHpYOnkQom15n5Bd6KB94xBOM4kOOTG/N8o+g5teRF2ADvLBfJJ9egkaBbmwSGt208KgOMLOFl/g45qf1N3hR4rr1bsokXb2VKCfGg5vt0d54RQZ7FBL59e4rQb/MDBHGtBsvCI2nHTz8RYWEdCbZvslMp98DkZRPcD9bj2S65emG3X9efAOSc3WgIf5h0Z/wtO3jTGqlmyboDChv1aqXaX+GUe20+SPCCnyoo3nimCKBW6f253yX357I2wn4CLiMQ0a6l/iDHfN4aZDqfIbgojt8tkfAyFq5vV8d9tFKZy7eKI7WRyjtMf5CcxBUXyqMInSabbyTL0W8oks1INdmDf4xHgvEWZXoNxsFU1R7MQ3Vq4RLhYkziCpZb8wfM/1F60+4K0Y785O/TwaplPbUyBQaCR6nyRoIPgKq1qJ/3Z9cWjwC3iXf0JYAcz7f6hqIYbHzo31bFC6/BqmVy3noa9f2Xz3J4bMxjfsfoE9Et/lTTpX+pAUW+yY1l1WF8dl/DlwuZE3yapCXe5l49JMOF+uaIzB2H3qagFhr4ZPQp+08jKOycVlvfXpNULHaqyaQfrmYFR1wJxoExIQGFJkA/TqzX9fj+OdGKO1rsSchdA7z4GP9QRzugdbDK0IufNK0WaSLLScva+6GMdCVrF0z3o426z5AL7lj29d/Oi3lj1+wcsm65QEhL5Ctt0zIog1x66O6EUbZrL+86AA3imeRl581S33PtMErTsdTbZTFFVw6gtifFqavLivyNm4FFi3jjzvXxzFLgdqLcgnP3vsAd4mXgU7HRlLa9bGRr5fAbtmE8JXtciyPr9kcrl/TV3y48ub3C8h1qfClaUJhKlLVI5eh6i65RxL7tGE17VHiWlRu8fTjtDn1xGl+4BEYmo2PzHOU9kXwCrtVertNX59TdyvAI5s3m5oe5mcfuKqXEGS/MxbvokDFXenibiJ7wCj59TLmrqjCT2e0nXKH4Dp3l1omFy/jYj54H68ftWZLNiHkKh4Dsu9XcUH+Hd64NaPyHV9L4zsrSjxRLPmxQoFAxhD7tGbFYcAOX5zdK+Isb4uzEQDDgFCdDkR2T+uCFyNV0EdSI4CKorIjM4bKk9jgs1jtbZzCTd0/czcp/lOJ9fg/JdZUgZ1K/9e0qdQw8MNE8XvR7SadSVq4XkTdI6BTMYCB5+/av5NmOQE0Bvd5WiZWkKz1R8D1q/X2gxGpe3qW+p61U+HeR8DcYs6NhuRPpIFtc7e6wrBjH0XTI+DVX2dnqkCbn68UnqX3IzUsmY5TqcydU3iS9p745h57YU/QPU+M7dTV5D0wfLSd8BAHEsnIAyE/0MMK7SRb+cvejBhNu7z14VZczDUn3t37clq3dZDNiqpkmrJXObLNugu2kS1+Tq87frwJtjYW/45ClVmjOdsESjlj2Nw+ZkVTkc5cM/qTONCNtr0D5fJkevhjo0uw0CEwgkyRnyqIsw+IHSxxuJO/iVFuBvgCDluIvhvR95Bii97O2RbaYHH0HJIZy1Swd0r9rX5Bi7Zn9JBWUv4ZOye5GFVFTFAPO8fP2c4/P8raWUhEAt1WNl+4OvFyReXrVUqpIdJp9/OCp1MR2bYN4BZrn4VSua8VQG3vrph1/nP8ZwfW+CZYZR1puKTIEm+1pg8tUaC6/JAXsviEOSiq9sVhDQ59Opm4F0+Ktkua6/z8LT49t7Py2UlIgNJswKAYXpbi1kVp9ttpLhAlrNHxKJ+BRUxpPQoQvsm5khN1HGUo6WSmUeurM2rMFelg3WC4ffPyQi3Ct2UxGdkcxfGWDOQtsCPJU52cMXzKmKLni/4U1r8mSrFtDndSbcXrpxjpLvPExJYqDKXviUvBzXuMxZ3P/dzxrrxfHpyvIVn6Yzy1CIyWr2Ue/j6hoZOqEf9hWeVY1YHG3k2xN6b3HzU15Suy9vUM0eCmyAvChrMBcLQJkoV6WuV0LY1yMUg8T6ElSjvanusE7LvbxZ4foqnINa3iLCS7p8kdaPb0xC8T9ba9jX/u6a++guPshjmhNHII3o/7jWOCkU4jHyGXBtav1VYEzusP20uX93SOqGvDhCJAw2JzQzkvnPUDSX8PAPdylG+4140rbrhjucCZpb1vr3XTATtSDvGAP9ksFDtk4CGzDx4CJhtzQUyzHuh1kdiVhswfFVYqTmAs0QwIySLXjaGBq2OpBmcN4xr41MYPGgKkksMYvgEMiRWnq475Ah6/IYt0706l8P4cEJjSonY5k05L+ffS16GszlFSnW95biXw+R3G7BzpFanXCJUzykKr3/pcL21teIjaHXN9m+3GLpNaET/K30dAzVhXSmA4iU6TQyT18NvgfvFs9j8Pkvu+tUJT0OHPKIkFrfaVSBGEPm34otCCM1eMsOFrlrCyNaILSpMISRIfc56aTSl9ALIdRlPjSkF1znI8lwIsV/JeIqfy06m905mkj7uYBpW3lvWfHPXOnF3HqfeP+45jYu+ckp+eWQ+Jo/pqH6fC9ug8ExWub7RZInE9BXdfFmV6l4vd6x1tU/q8A+biKUxdXDTOfTJ7d6roQ9961dFGFGNj5rOxeOtGFgc9G+tc+hH+2SA601EjIf2GVBmZ5Qixhc2K5KHLv2VFtTfiO2qK3HQLGdcpB3p3aq8C4OhXEVxCcuw97/1rjPn8KlaBPqmHtjvHDlUVmzBIz72CIVLBFjt6uxjFy2MEYAniQfDJQnT3w6HzXne9no8A+Ke1mBIEqQl887qbpIqOzOlnr8/a142+nwxJVzabdNl9LUOXodP5pDxL1xD+qDV2wnF1zJmndTY5Ym3H24AmM9seE0ubZBzPgZdAJklaM1wXqvJbfMvYsSOT7WKSVCCFJ3XgBRMAfc9LOQePkQdM8fkn/w7eiM7GwAH4zR29uZXrpi6vq5ty+/hcw4TdPoC1obUx0WwpxDrRV1v1KspJwD5H8tjoeDkzvXu2ReZyuR+LWA2W+/KBb2405wXw7eSAa/Nk4wsB9sTb6DSy05ky0ftfl7QXRoP5Kqzlay8GxJ9Q6aCxbYUcizwGwsIAtgUyGNqcfPrA1iC8EtXsTEUKZvkZ/bWDvrSzoIXPKVKFznng6fnWauTj0o9/UbRhyMuatVobTZgZ6VZM/GzYm20RuzRAFplubJOkdhNU3i/dUFy2uve6XNsNDZ/RpgTRGwneLxek3x9Di/DCcv0shV6DZvYl7F/6m3yeOtmc16frZpyGlFI265zme2eIiBzboM718uHG/15iyigdXa40UT71tzZsEgXVrMYv+087axil1HtTHwZaN5wxNCdtY/u93JWk2wuXmXA4LJAMzKJ71ZfHyUCDDvCXfYItzvtUysuo+/IjZ+48Pf5WKso0FdyhkYCHOzWkI2YPd3i96CtTh3gyXcU98k9fkWZtaE9HFtZDt357RztaPOV+xpGBUcj217DnnyXYDyGLGpfgiQAUYIB1CjAb+WbxGzxHH3CaZX0pUw13Dq2z1x8WBA5hane6mnA9jM+1EcHzoLW+5/L8A1yMW3Ojj4D6sTviptse0eFxuYBTnj+h8teaOh20hIH2/gq99fEMJqqvzZSM7lnRDseicihBTHkmzViPgNqf132HIcaECNrLXmjYC5oRhvfkKCltigjaXrHWzzDVKUHaOnuciz0SUiUrXvZzw/NcPBOEwpGzj79bH7nlss+AQNdBIBSj6rWD2tvAD3Npa3a80mtAXCCx1jFuEbd0A20WwJcz54ipQuUtljv97kzT7HH0rdoBxYeltjnGRLwNlijE+Vty1MwwYroWReYOqngYP8p5TligY9bHwek1+UTZZXyjq3ApB9oXyKpZavlx2aTYgz72zV8V3ZeuOy+zKZFORM/i8bPLnyTDX/lYyzxk1wrjOOij4xYDW7a1csrxkM54VjkUuTnHv9cn3iH0in3dGRuZqgtvXVItNFGB+nTaneegBiwZv4ZDu5iOD35+7cQbAfhC+iFIlqz6niyBixwMfiVh9Oyp9m0TYaDzemrUHTFEpXCfQmJAE0Qy72picUd/XwESg4n8TnDCzQhADowSx/q/Xl+R6qYlkRyjPrzkMRyKX0WcPfCjnI110aL/bcLsqk3cX15eTb42Z79SdTHmhR+erSgxpvx+3s8m3Yfur3QrB9T5iDQSJ/EFucasp1JTtCjA5BbtXtHnmTPsPn0S0X5IR0cKuoUfmW8qBum+AUWFOhP/4nZH7RTANR3L+5ZDzY3n4DndKYQ29ZWGz17SC1sfSdO4ewfUS6Knv0HBiYnRGXsEEFiRLqp2VW/njbL/NXKDrXaNHj8z4bPPKprWCbrTrbePKPRz3U7q5gSApjxWtSFPbC6Qw0pQY07nJQCGkc2OaSZYbNdbR/1poyz43O5ymYuupfsFpzn7Z6EaAwZOn5hGokCWnujbLU2un07uX3sBWG+UfC8OPu3/pZ8q6lymYD4454evt9f7QkpeedzG3+zM38X+Dy7NRY8A9HThp40TD5LbffiaGbjMNdlCu/Fut4enzMOMfVVqvXrzQVAB8eoRMP8vCkzeWMM6jEZGUvtR/ZdpEzm6d0K1MkVkeWLeX6egXoGvju8eAYDFPXjnrgol6ChqWxKbkcCwJOHWo6L7/yvsr6PafKK2YTSUAsULxS2laNHibqV4Ke5aHIK7a3ErUFxbXIMFd3coFtylOEEDBDj8nrPOWmd977ue74/8c99JZs/MntnXNbOl/37JeoO1zUagm/6/+DpGGHHQgm6dPnaCbBt7oedTZ0FDpL+qWLqCU9R9uOHfsN8Fd7lHNMxJcXOXuXHvPXkOFgnStoWdxCnGETkaPWGGTt0iZbJmia5dDr+uy+79dpYKj8c5ASGBTKvJi1jLytjFhQCDdl6ooMxiF70EQgbi3Mj3sXDlhD38inDGL/5EWf7f5yyzBy1SgoZtVVHrdbZTLnGqxvOq5RMFTMFUfLdJm2OezcfcEkCnCwXZviixoZcyMxOWKXJcMrhyeZwL/2zAmREZck7ch2TqsCNfZmoaQ3W9bENF6VUf5FfQREpqdgV+P3N1q0hHv+RhCYDmH1CxGuHC7XmscaD6YtyADrKaTM1ZrKQhtKRRRhFQEmw9OqDuujnTfUgrsH4WprXoRpqxJsNMvb1WOo4SH8GmYx+Crlf0An2UztdVktRBBtKco7tNk+3euP3jgpjLVuxkvDo3yG2uPN3wgG+KyPJxjEUGoUFdIswrwhK8qVvsoZrzFrIdM/W+j/0AT/PDoALiOHZOaeEYzc+r0aR/1q2aGRJHp9sFcXFYExRs2fqBvnGQEGFeaKOz3vDb5VYrbqTDAFS9XuBChH0OXcvGplO/X/Y5w2b4jw4WuM3qZoLGFrmeByk45AnoS+7zsPsg9GvyfVK/X9ADL5xP9VyYg2e2kDVcWm0+UDS++vGHL0OpLSdg8VCKHvxA4kkuqfOKMia/9ERn6mmq1tPpy0e2k/xSERCXHvzScgsgNTeYAgwJGQd48Q2I/dC1T7vQ09Eb/LR/m/lCraI638yzCvrEBil2KM13rM26GbzT/Pv6k2Cd29pgxl3xTfon7iOUitxWNHw7Me9AUWe4HRaRx5PNM6DCclCkuSpzKzyGTRi4FcukZ52OxNyKVukiytwRLzW7TXRII7AT1QrjGp1ve+fgFrLfg4yah+vaMVU4t/wZhiXpwqF6fesR7EtpvZ0b7m0wpU6szJRlGmL01r/P6O17+OL57pWcKabL90DyA6O8lyWBYPxwTsGbOeTZ9fp/ChsBD4rEMPX89/gX/yy5Y1l0vhB2GwWPani4BzIOnxmyUenap7/zTzNKDTFnVhPkUYjxl6X7Y7E4LMDqpnGF44NZSR5urii3HC6CWTO7NpV3n0l9Y96jdz2KFo4jQJf7x/iV95xY1IXIfhj4Z4dWInMv9yTpM8DS2sFmmhDjG+Or9f71SDXeSvr1TBf/5H1daDRf8erdcinBC007Kncrv0xd1b79Z74CIECKLaG9hQb9zC4+s4SoNDdcWNA1a/DUlayUaRdY3vpFYzTnW789JOpQc8mJPxInafCnTVlFV3aPC9TsDGz77lEEGvakjAq7SxUpu4B/W+M0EZaLwxGc81HkZOWUxKf2orhwmg4UDYcHbFshdAIsWlG7JLyvwDHMdlXdpigdQwmAIUrm/fjQRrEF1fg1t4MTw/SKo2fAkiglJ6moVbj+FCp7HzDi5olqlro2WHEiZG/Z0GFbCT/WRDNDxshYiSdyW2gPdHCqUkcvS1r17ZSvOXwsUYvNxyKQFy2KiC6RR6QMnBXr0CF5G08FCaUAmkXJFTAs85C0urmmpkZX52EPsyH67xbDCzWS1PGH1CxWPJ6uzbM/g8LcRdB7tirr3myI75AKTiHvBbm9afTKMRSM1y12Mme0Sxi+qD5SkfvUnIrjHpelGaJA+IsxnZbPG/DbGmueabTVxbISZJWkQLGwwhkQVhg3wdzK8HUjR302AzXD4JYPUbvtUQkwnBbWo08qKagZ3JOPn3IHF3VQwhsodZeVHmTXveg/5WdDLipLL3hI0/lPmZf+q81ILOlUNpLaNSqseMFxIg78DP9jKQhpb4si3tle0VzLNCXKL3rTX7Y8UnnRIJDYdPYWHni4NJTQMtiTcaWE2bJSlM3S6f+BhP22BDkM3p+nYM4D6Q4B9aBKc7R0vBi6YMmA7k80jwW+GnYwtIH5IgNmJTcfWUp/aZoEIzqE+Zy9ryVMQa7aoKZydphU3ykGeoX38A6OAd0kPq7cLOd+U0oZ0ZT8y22b9ukXEu4JHezyy2O6P0W0gnvYtPZvvOWeNCrd7RgMhPxLS+FPq4LxsW5Cae/bEjIsjD89Mi+JbRQ9AyAZR4bcsNepxBWwfhqZt9hdR1EICDwWRqSEtzrp9FRTK//f6WKEIV/O4cm0NVadrLN2VoI+4XX3Jafc/nQ9TxgoM4n2UGPl9kTb+0eHfoe6LTkDuBCg+FhImJV2kaFDHnSibHO20/9i/dZ/otkU3HoQzZjuTt6WyRZf0o02nolv5AQHcrKdjo/3VM3shYyLUEi6hPnVuhNyq/I3JQS/2rkuTFW6lL5Ltc2WyEO3O9YpWL+Nlat32a8SOZz4FTzNsu9+H3aIK2ra3KV/xY1keKi98np50FRNzyb+O9W80WpQv/wf7noTAi52cZCgn3gzxuODMmoUaM0gqfO+7YoKQp9aGmD1WQOWNAHi9InIWAYVf/tlfcHTvPbB7kUwhtlclTpR84IKStwR9W3C03VUUQHPpC9/WT+0eq3kv0osd2YewOciIM/liBQAQH8jPrxwoZmNkLO+Anu0doBfqAusu4PG077PJjNjb1VcS0RpvrrNZotSxGJwvSL8Qk0hTLunbMOf0GhAdyxpoav8EiCojCLCp+klLGOr9yTy88KPebo4Zf3bdI7Gz7KxNgDox4zrEN30tssFF9nULF2z51Y9rZcNJzaAW4+1K3sEH8BAuNlJcPYeT78lGEALtLlhxR3oNJ5jCN3GKcF4BE2IMi/okZOX5gBZFJMaCZAulKKKo7b1RHWGWJwVzUYtNBrdVL01c+NOiKBGfvlWw/yEiXXp715n+SgDpk+irVRxb0uT3qpj5bqoDY2zYGg4E8xqsUiGxHzcJgDERn5YysNyE4UYaelbJ7lkSS+891Ev/OQeh8iwqCNVFN2UmPhgEkAjTmH+f7votAnoNv/D/gKmqOExShhidWJXUGtDiXMbIMTwVOOgG2zw33Fa8zMgPAEh/Tq7E8byMsoGhV4e3VI01hFuR/9bFXe/j+fTM8dlP6j32939qc9db5ckWjww8gud/LHmCyA10t8Dw3OY6+cQ0i1VPzBk3bfJ/yv0XvnbkLUonrUcsQyt9Ezt2yEzR+S2bDQW+uxlb46GbDadboWMfb1wMpSEZbCfiHwt7981du0HeGHv/aJueYe6AF7QCKh7Yx+xetuM2qJw8m5samF7T3J2nic5qKVJK+mUXfJlUyeG8vEOM2JpCZBcVwTgWuWrzl7mZlG5GEa7bTa5oa7JvHetAin+fU3FcQGNPYnBAFzjIlmzFx1E8Dl6ky3N1Q/wChVMpudwrGj0nVdE/lmKmHgDeATZrEtmmwWjw2inr766EgBaAlJxw/+4hAy8epjDxaedX3I3J8EdMrKpqUK+mawusCNp2M2kQNYjNsKu2j1Pn9tvfrf0qadEzD2Q309sgOhGtjpNo2ACqWpiaWRZN4qUNtrUNPVVk4jll4Y6Kc/mfdp7rTw4jVY9tI2Ym/ovXaP+bjx9oEAu+cATRZMWJL0gMh4sP3teHJf2pUaJC3vdg755Eu8wT+ALqkSWSU0xO4v4Tp6h9As5muJt4INSUZD9iE9TK8JV0Z/I97wEnf8iN6EFVor16p4Wup3njjQ4cKjH3u2/KtEDfWT7bVU5JzN+nYdb4I9l+GU+gXsVlevEcNUDFrwud77j/vMblrH3Bbbv8ka7jq2wsG/D4zaOQIWi0uDkd9pImsb0gyNxquGt+FjOtsoGhzTXvWY7me0ffV6hEzsnOZCtJ0bYbPDsiH6c517N+iDQqkGiLdjvfgqt1dB/HnqT0sOoEvTPEZQ6+8SltPVxZYxSAXfrGsyW2v+7KMYPipZ0pHnNTiRVIvjhBEUa3fAKqbiqdU1xT3bd8/qq+OiJIcUII1OdNIpjVEusDB6aN0NJnvpENv3XblkV7ufi3IukPoVWFtDN8kSzbJVLeMb9UPpFelvUcDtwoFOn0yLgXQekUslE+lUO+plRENUrWFbHOxhd+2pb2NoWeiNzSLAj6AbtBu+xsMJXb2OUeTnyhZYSavxMeqoNFP0Ls0+Z55TcRTpUgviL/xegghCf8Z9p5KLZ/f76Xc71vSVs+SZr6kosvFYOBWG0ZIe+1Nq61fkCcGziidfhuf2CKWAn9rRx6glc2yk07C2xd+Tjgv/GFrGXRcoHhb8Y/6gzNs44EFYok3MppO8R91f0yo1CfLG7JtnGMCC4IkAi+h2AYejMob1UlX9jtUMduT5DWTaQT/9Quyx9Q8Eq6PeRxRXMa4zZeX6vjCZSLOk8onmCGCp4CH+ATHn631VOLd98k6i4LBGvOe4erFSva/esyhH3NwxZCxSMFTJqaZ8TrqFSd2qaK2pKFKDHhOg18ySbuwlAtCRq6ibbteeq1BlX1oVD8vJwynudaxRMyM+y3hmGlzQuIji4JW45vmZppcNV4UXZgAV/yflW8sdvQnpKTJy6ej8OxKmMwDaw1VWCbjpcm/HWKPXoiQFld4JHI6IMSJ92byltiDoLRKze4dU34jJlZB7yGSd7giLl6wJL2Q3Zm6fTIkisPemC34rrVZmHKT6LzUPzhIwNAOvIvhc5aCmNLd9aV8a21W+u2MZMr8EpR6CEBoKM9cnD5SoPnQSJE9B2zWMC+rf0mYomkCNXPhRMhi+n3xLHBBKRVTAe+4ej9CGQnJae8Vc/M+V+UMbidHHmMSs5LzklCOsr9kg1ufg/Zp9vb276kmIet8Xf6qyxFuyfAIMID9Zr67eeAX1qTL+RPdauwRyzYxJIGF/8+Hh8jI7HLakyTfdp/ZTW+gE+uDEW0bIQLYY9w0DNs14j4DPAXoFAVa5mLsAd9BM6mf1ulH+F4rvEiY4gTkMOWbr7b0vhsKs8XBs4aLO5g8FXr1pjBZpCzLQc+NBF9nj3mN1m3MEAR+WOZ91urp7OoMl5BlAD5zsJAjYyyLRhAf0L2duT6e9Jadr9Vzxpeo3Og3155vRx2aRqTJu87biREOtPa0CCgpBt3FhXoUJ3H9DiK7OrHegIlKwg8adGyw3Y8cVMBILQS/znqdiytYGce+ILp86g/czo3XqdNzv7F3moNhnRI6R0u4PeuzykmqSj5RTvgpl1di7lspqNvfrNFJE6W9hy2SEA2hGg/SBtzkBRU5BJ3c6e5kFUpWvPYhfN/hXBkD3wJK9kdVDgRBzTtnap96F3wvnj9LpflXpk96ga9maGHFYInf+JYn6dyLTsaBbsKg/zJ0ddvfmA+IE6+tpDo9m9RruJjv/ibl9BKcWGmlkwyYmMioBwFEBVquPTosudhpeZnBxLLv9ZVIpqio96lYJHkaGspnIU6sx8IE2C9odqIIOL1lWl1rFxMNLk17hfw4U6LIRvndttIJnk0etpgP8ioW3knn4+me4piQtpnoXyfHTVG9J/FUIjJj8xUxi7Ykdi7I03XwS9dqj93Npxa8yIvHwVEMFptGjqZa7ShdqSbpH4DOidB5Ou7FwafjxP0sV/fFLOcTHMdaqiZJvDYk1TOhCnNL+puMlAXbF77+h3eBty3XmiyDqvuSq6QueiRUUbonU+0dU1vNbYhl3YHpZLeR7vjKsL0GPHHQUxKzq20g6/p7ru8jWZXdojVY7LQgHrzvFIVsklK2XLEG53EuzrWGaOketb0geKasETn741X/oh5l/7mNDmuAwR1sCYNgzhiYp5iB8x87wePe2ojEhrPhUyILtJmzgLLwDuNWoqsI02WN3jVcpuyGeMxxWYOLa0EeN+SdlSvqlSbtxXu8Fi1ApOu3hapPUj5fUQ+kxnP2qHHSvkuP+rz7sYnCUOF0GQv/VJRGxLB/rU7Z68L4bK2taeKYPW7s2HIJJmfQacq4Ijsq6fxv4DJdlOuajHYxn63z27ATX/20WeyDOgyxEyVxLRvcfuYkAcfQW/GoBcvLNyRFI5UvPlnd4J+YxJtu+5C1OFB68WtELiq6CApP9u8eQ2H1XtgBJxveQdU5yeD5CdZwBxPSlExGmAq66YErRgKyziYu4JZmb/9c7x/mVXG3jyU+tT88LLYsbLAMDiCawv9aRuLO6EJ7BN+vM70nro/TYusD2M8GyX0D342FBlqyTAYg3vFzEQvaVXeRj7KkTdPxGDJFvN43xfW1L7SwX9VlcfXpjP5kGqsrvdeCO0HdRGDkj7bMrotV0J8IGGi5KInIVdZd6xbZMOqJNd5YYCcV31wASH3mFFXYVZrwd87Pu99rvh32FoQYPZzrDa+FSGQquD++uBEHMv24qZu66SQTVxUrIV5cNqG+fvH+QsmGI8h8YlS1foQ8+vj4lMFkm7uZfbyZTe/cPGOftgZeQYc64oWeppY+365bLjnGSwEuBVOFbLluOI9DVrr96X5jvlRDxt9yTa3htQ3blYj5WvlgcL34xfBn4Bu80S3OhBVO/gHYhD1wizKJqF2hT6st9rlFqpFtWha45xumhC4nE+BanjoO/M59QUGuoemo0iy5DJNb523SucNxcyiZ3o8iYDHHVgS1BkGPTn+H/5Wl1leDP+HcZ1LNa6In5T9Qy4cTtfMlw+hAo1ejkBdw39ylmKVZo5ri+VNsUpMTxP7aigw5c1daeXGmD/D5Jly2G+Xr3tXmfRkMIZIEjUnGa+2RqhOtHDMxLsb/GytUrBgJEpVvJnw1dVHk/4qjW+g1mwEx2no7ejqJL2TGKCPbPXN/Ue/lHrhQA3b3BsHYmUbaOzkGZ4KE9DQHbWD0M5+rYGA4+x6DGjTYH7uSMgIW/BH5EndTPjmK1AEabbwb9H98XJ9ssZbDjMM740XvTlm/G1DOiMvfG6d0mfZ39PIaQHPnI1IRZFQOsdxEelXsWDO510QUN5OAFbDoFswmxhn0NN7VXCTQ3rHpj8p4jvtYKquK12rSCvnAhaWzDCtw1WvIt/sFYWROMQn5lWehn1PtLbMfTdNOY4JFhj5ft/48OaQlvRegbgHbuevV5ijzxbWRtrwjKq9J2BKenWzF6DRvU+tv3L3BMQKf/9WHL9xm1mE1Y8vPdlqDDiH3PfKVjrK+zrYUGdXfdeIBO81pQklgZzF4zatt33Voq3aBejPF73oO17ydA0H524AGH34VKGjUPIRUuOkov423p2FFiiuEJcOEQioIQ00zY2ewXXpuH21BjPUaZTd6hDwGJowy0P9TCRxYp1UJOiXcruVV/we2eX+WzKPof6WsQfCPeyJ7hRoeeD6zU30m83jpn6pp9st9+XymTIJn0oEl+1+pD5ehi6lH9ceQerZBUdPJlON6f5qzUfKGSEeiDnVeiAzKz4gty1DaTeG9JsAOWP2zA3Q+vPnUfrEW0JRzo5HOfm17upy2tibCsxKGcvegrDGVpZ8Sv9pHNHq8WVt1w+zl3WKehGBVluCDNc2iWpc1sSYY6or22eudaSUq2uuYvMw7y5LBuY0MJc0TRoKV8VAjgOxtyU8sia1yZZfJsZKokdTOY0CxQ0CaTPEKtnT46pPtP4M72GlGyftQXuJY0/+0R+T1ZeUpDSqEDl4ZUVo4xckXri3CrrfjNYyacSJST1sOzXbuPJgr140X0X7qRxeqw/oTFwkY0NYM0SAyXICbtXuoYfzw/ujd5QQVILw3Qwyt7lTlcmMPnmC9XF+SijrMpLz7kOJfxCXUGdA7vCzYBy54Xt9SRy8sGKXvu9k1i69ShVuOlcWDHPAGxv3CD7rSQVopU9rm4CpNlhH9axD0KpdEH/mNYyi8gf5T+NQqQ/OSnDMza0Dz/dfSLe3uuqVMQ/m4yRy02iES0XB3q/YGCmDuDyP0OB+qZUoFAYGsQ//2kml6ziicB/tONDZ0uCqYsZrG/xKHmrk+MZ8N2BYNFTqZvDgHRqtJGp74J5onOjeP1cWQhM5GnrKS0iF9rgPkTYqoy2r3XCUSZV6lmnPZe9eMpDXuxm4oMPGsxBexjbDNEq9jWfdX00kmuMQsMn2Kk+MjSBOorDbX8yItX1U7g/6eK0K5rIoS1GrshNfma6chY5ru1wZ3qcuy6pGobUyolj6VSrT6F6D5i2oDRfjdNKmp2u/an4lll8SYI3uHpVNApigaEE+m1fvlsKZNaTYUjsn1TTsq3clX0yTDtSUXq1HPp1J75dk8XSsk1dq+9zIJ1cQVzXjv+t8Lu1gnTsnkF6pAQv5iO1dXGLWtOuQe8SlnS7FO2dnXOvvNeJ1CVhlnc6Pt6aXkF/7Ea+hvALnBhgxzjq9nw741QbJgwq+XZSdiwBQR++zcMUlVDGOC9OyrC9CSadlqL1A0nPLynsDZPEou3rZGRvj1fQdcoO6gLqMxoehrbQL/lgGB3aBivczrFjIj4arNy9dqWoExsd7WUd+e5aaunTSgmtL7SgGI4mg23eIGwnIgtWPV+Lq/O0224yJD5NMhLyFYRBJrKpIy3uFALwwGYzvg6OGZzdNFX0QGacWSQXub+GDzoXxn6dvBw52D4BEay4oU9kixLNql4cM+2eqYGEx26o1jtC0ea67XrKkNw+lUWWuGmmmChAJM+7on+1xiEChh3J2+t4X1MFXaeHpL0QoHme7LfL30YK9ilxvS+A0cqZ3ImcfUB5wF3uAPxp+SCmBm2tuiAU/1sz4V/PLTwn/4WHjYy9gmeAJtes8uufK8IC6MHkNUXDfORC3hj2jtne92ophCtvbO/jrgBbm3n7UEqmqgKkmf3lrou0p2TXqg9DTldXZRlpF/XDXaT09AzLIeIUbv+3oxTQi1abJD3x6sDeXgvM8D8DmgwKnY3Q72pkfzrDN7S+PwNQQiM6EQStW9QUuPAUs2fACtt009mPjDFd0BdCD7z4jP+96MUD8k0AKrlsXitjQgJCugUY409e48evaDZSO+BycQtmO0fZnKeRo82eAXqgtgNHOBcHCX7U8r3OcWT+F/+27vzsq+Dgj6r9WTb5UQLLEVX/a6+E0L24o++vvvx84jk8K1iEu6OEnjaiQ3cBV2Bq2MQJskqTlagx+gQj8tgTk43J/PFp71AvGmV54HnsVqxO/mr9u4x/T9R16/Iz7+r5Kh2XDFl5OPW3RbABHp9sAEacG3Zqt+2gyjnuVmthLqxnwMfVWYxLqWbBqJaBBUZBaJkv1rQpzDCdLnt+z/RWtB5pCk6uaYcmc6GLP/rpjnf+LFTYiCq8onD2L6q2AONWhafR1/iulhWXQ7z0D4EbNDhvqnwG7+eKIxHWnItfjOWg1BzxI4EcvqYwjAB8+Na2coNbkIIdXvGr1liUZ0D9Xl3UlviAMdek/IUPO1aFbl9eq7RG86T34RXz4LQD8SjbKdqIXB5O5xZ2NjT0VGvIaBVHEqPrfD/O3tVP60EuMlixWxu5N957v80UBtS+3GlslSPD5zcn7XcPeC2KqY/QP/e9Zdvjr1x233tiUUYz37YjmukjE6lcQhnfwFL3hnJ4bWLz0v5YfdWvzcZxCyqeclNwwLYpR1k/Ixp2L8u5jgzY4m3Luc6ZwZNflB4EKKNVeWJuuqWGdhAdNt4UP/rShsC1JnEL3xXqtzpixShApzuxEVLAqI7Xa9riXfIRWhl3uf3zUF0CVd0XLMye5oEkTsUKIzLmOZXbDjrTr5yvvvebjULddZqCusCYJR4Mtla6R/KqiFW/tMVPqFz2+X8Xxyy2SZTAZA6m+pYzl0vX1+ghLfBNS8Q6+Po0e9H/H8m9xjsvWv7hs+lAtqE8fdvXJ8dMSwcclaUfPtMfAspS1NqOv025zCzVXw3dNNFi7WdNoWAymnSmmuInxlUaTj4Ig9ALbZz0VnjhfEgtbcVaYcw+U0N5rzidDAsfBJYW1g/4xp2fAR1qD4WTAnm4YGGfjWwhPbgp4T1J9hzniz5mup0wP+gpX/xxxudKLD9kXvQl3G414No8TmkJyc2y+5oT3Daoi9x7qeBWPLgXqf1z/L+7z6TN1cY4fwL99bWx6li6gJgL0D743QHe4Lac/Umu77c+pCPD9fMDN/LO4IwM25+jzuhMyVushSuVkz+pf5EMr+h4K6OJbNeR9f5sGlRbaru2y0s5KXAGnERds9qPKIwKZXrRkHPctu61ZerPTIQ7/2y+y+5QyZlFwu6JcEM1Fwr/rmHI0NF6MbXtuAc5rd/TUbOhODlRp5rW87AW790vBEgWHmyspxUC31+XQtK0FOIkiKRPgxN9EGWtiCrBv5U2uaAa/WJDpDyU8514UEFCbzqO3NOJew5mtd6q9DqTb0WwHoVFkwFQSdA+e8/rR7jA+xuw32PSExVujD/bzJWXPU0thA3dnX9VnPIseBHL2uq3niNyTnA7mVFgyv1ZmEGuyjpt9IW04EewDPzsgRsusxEebmcWrhZloPjLhHFZqHyUJyA2emP0jZ1pNYOI/hRaEjz+xgqGFsJanDsaZ5qo4iflud6XTXU6sjDKk6SnCGRp9eS5jgXHgBEO3rWjHApOU+90cil4cnGfAT2sN9YnJhm70FfibXuBopRQHoZ5apnBVFpflBK7P3GnXy7RNy6YTbc00xruSx8+XQwc79xWRMulDD8DvEXdtwLZ9WVaVWKJ6WS3l/Jn7d1XahnWJUapZksqP5xOUDiLlAl5viX2krO97gfI5RvIFeoM06YZ74f93vGpX8M1vBoXUiArsLxdiPdYYSi01j/IXfxXAx4TnEIy93pMta0abVIDX5u3zP7GY1g7BBzafARrDWubGcStO1Jd528avG+MdN3VWGfIau065hKnytwwwjW0WhJbtj+hJNK448OYhZsKzLap0M92q2VttfvcRMC/l3k6bDaEliwME8zzvS1x/SZPoYW9YYD5wNnFRL+4J8Aiw420om3twasmsvKzIuHkUAag9c5v69dfN05H38zIzyeUgtDKTC7LDY+IGtvB4TNDgS3pxub5q0zrD0zBG/b8DytTaH/5ct/h9oBRrKMdHGGYTSF+ZypGxE8zYsTmLbCrRmJO7mHqfYZCP7QH+aPqNWxBkidZ1vfk4vdavevEPJKV8BHZ210PJ3FK3swAotqYYer3MRs5yUnur/GF3NE6vVN73YcLrF9TGYTrKt7cwpItdlwJkD7vq13ux9KIY1Lg2+gAMjVkJ2UH/Mpogz/Smuh9N/zV6/2HfrXXdVUcP1acUmrnYxPuL/ZKWcsc37LiFO/Ajy1mksdxCJ93OreGzIkTijXgTPbPPhiAxgJr50n3GUc4vzmPpcoUvtDQiOhAUtmcEY4Nq8iEx53tSlMxPFpHwjNPVNspQZysZvGDtTM4s61kx6JcsbA+w8yHnERExDrDYdg6YdhfjvvoKDPdPBaVEM1JnPBkd5mZEfjpSB6MlQ9ixM3BptGNeJ0YPqr6j6OgEWX3ITiQ+1sBKwuiwnI2amDWFuXer4i3t/TgSPeWs+fh5rzpQN2uIucfMnAFrRCgLtbMUYfjE2ULxesVkn3n6yc/H3sdHR0q/fWdju4fbp85TxpwO0BMQdZNRJGUi8Drn5BWqedHmkyNxgaWi0ZKH60MOK6iYEMpSaT/5ijGzTMgLMOVmGzD7jeZqMilOGWaDyubRmiSy4Y/4RqcWefnwT98TqepXPldCBBFtLh0qbLzfljb3nRBq6YjqNhKFC+YMdBrS39kez5QAPzOGlzexRDpWyxxycvPs51L+kVtUZaQsHiAtBxa5YZ+zf0g/E047FBG92IyJoXjoEaOzA2wcz+FNhSA94dXEDw6yc8zDqgdhoJtDv0Zv+xrWTy9BaXJ/lBMWnESx8Lc/ap+8XHCt5HcJelINq+focpnJnsxEy1uOwqQaFJq+8nf9wKipdnIYX2ZsEbPcMFzBUa8k7n5cp57ogeLN2qCJ1Qd5hDCNTYoUbf7qJjnbQviPp780Zd67dQW+QGdyoumi3E5WR8pRybLf8WoLqz04cPTtNHbDrLDcr4lYepSJWuC2kCy09l4ziV//sdjXIK0k07K8vEwu7AcQR1XozMaKou2dp/yIqgU4y2vK30p06TFyWOAAenlI4GKYULE/5Ehah1BhN65bd6JF4a+//V/Do0cO9Hzoy4234Uq81edPWE8A4SkXnAaGzwqD0tgRuB/MJzXes8/4VgJf9P6/81xSMZTFKFtbYIuvQJMGPS+MsKwGdD+Yf8QgmV2A6b/6/Z6mYxjhcAyZ27hQHeCe2959r96H389R+adnDCJRPUtGbuuq4T62W4/raK/wW+hsGx35xW8coYzKdX7w7rv0E/0xaLZiFUSVMRaLz/l4eLB0FubLz+0PBFRO2lr3bOoDMRon15dgb/MIaguDOsuhnNQJE03rQri3D+dccQ5MyJHztg9A/x2B1ab6dtzb753qFTcSUnvCJNdjFaykVuTqY8kOjW0i93YJR3fp37i3RfmZUQ+VKL4l/IWIaYXefwjzLB2+1TrBVrgUykK9VWTGxQ+A4JSIX7hRf9CBnJRrilFjTLUY2qDoIW+Stvkpb4fy0ZNXZL4f/5gncUAKDR/aJ2FTvzCbBYsOQVZ9qYkaYM4ovsf5/3Pr6rYhAoUpeiXdKYuBlpPBPV+F1eO1XD19NJEAf7xVL7VIzULXmRLMb/zYHVdw4ThFBbB6d6bGXAuEa1sOO2p1TvEUBHMd5A/Jm7bxRXau5eK6DY5UHj+8EwcN6mbIyjDTZcYOATwGFFIuIFXuTudVSDAqXne3zDV7S/nq+N5izQBo7w88oM9t7fe+jviZkuc4bPQLHic0GQ9t4fQ9vuNeAlxqu0HXoRCU/Nf+0rDADYddAa0GHUxcurHFQ+8YMRm15l2J65rSX1uOLuPbYFsW90tj/uZclvHVH6L522X58FaoPBoP7sbOt4PjES2zznX+x6aJnrppsYmpol+R7O+Jok8/xI3CIE9IsxB7Y9PRZvNaL/zsN5Uzi/YfRkUeZj3byarHIltdZkNMkA5jyOd0zuzKDv09k5X6BwrcDoRJ9HUMvyyq8Z/XakA0rGPsAba7Md4lGmxP1Sw6GmJ+VDanPx6BljFEDokvBD88g3fOTRyzdbOkDHu0bBEUY+bqlckoWN3l/xX4x5G6HuXPA5122euebg2jVZntqpb/3KpxX54FMBwo06uFQgbgmd7XxvARjUU6XnTCJPSfu9UyrmUoe9z0r7XKxngEKdUChSzQfenOngGWIZ1Myhz1AyuER7oTvYB3yD04EC3AOuComywTC4XZuzcxfha8R7ImXQwsfIW1+YWGOxQdLCO6UZqvyLgu+HBjbR13/fRyTWaIH/MJcxI/pI9bo2k6bwDbOe54MpPQ1m+7Gu6+aIBUu21PyN3bX9Myl+KxYuiz2b2Bj/JYSXcqC0FCmDjqqXcKiVKxmXxFVqsj994oaXdWTMpktLF91rj8933XqqU6L4ZQTMMDuS0mPFY+Um7UpxbqJ2xuDudw4YeY0YWz1T7s5NZfclg9FstIxpyaR4Gb8aPROs0EYkB5rkO7GGf7xQemrf4X2DGv2M2omCjITfkF4Vw9w2tFl+yYBCmrHBJ2wzD2mv3PFzLc9qW/VieVp/xzxcG0twb9eCnCvVcQpp41XnF9kzMsJiANxtkKesKbbPcKihJj4F8nHbbPNOepr28LYRpQ1jHol7klQAnUeC5xlaFavtdfG7GWx8Nh0hdg9D5cnvh3p28uwsf6J/+oqVVSS5dwAVOUdvkltaPIm3DDVGE84iQMlo4IuB8RQykgrHFK8YcddF8VVjboXjBteFbzHNCxSE9W99MZJ+Am8qzrUI7XiKrbY/xDelEnOjkT7JOGPqK4L2qpMuNXBSLvyW4XTvsMQSfePfsRFlvyDx7Jx5JK1ERIJ9Eq3qqPfblcbfU3o1XpRXu46Nu599Iw0B+j6EQdsnaVgTk2OcG2Ggxu/4VsJsESh4YhHc9KuvDk4ep04zNbqqQJ2P0hoEyKt1VRzcWU8RqcyENJ/3wQW/A/UNv4sqhP/4PBa5JU6Ds8k9mYvVsVp5/O1HCDADGquVeQ5IUaO9HVPGVF35QJdTnvrfe96mfdEWlehZpDnQfYu3/xrrB/mfMyRWYC+qq06ZhV3yYMkI+9MsrKCCsnXmQaEYXriNLqhm/VyV5YwFjzY4rr9DTZ88IxK/J8crDCbgJmn1VAPzYK44kmqU1AJ0fEvZjNNEmxdV9SN02DOzgPqfc+021QAehZfKOgucIiTV4noy6SQvkYUcXuElrh0nzlzXcwJYl9mRxjq/KyQazsWKqP60eHGmYXoK78BGhPqaVAIlSG45hYWssn2gKssTd7znXdslO1KQffudImDsXO0zmpiTYFbfOIbb7fjjK2ADaQR8EfFQLP8MyohQ5GffwBrK9LPsNZux2Zot4f4u7H87Zs2Mb/mOnprOMBnLe6gJ6yEza23J0dr/xYRQG5A3QRqboD+emu+hK23KhkCOJMItKtmpqnf5CKnSm+8QkMfD3Un1eCxMn7fzdnuwzoM9HnZy2LT2HfoFjsp2T2aIpoL3Oen8tkLbx52fcNFEpiqS139PyK/WFmTbXykw35QTO2safGIAe83XKrJV5C5wyKgfi77ohy82OnuUco7TENjTCOE0V8PV92qx3B5p2EJJKmeFUmiqrV6e/hadzuRH9MvL7EJ/zjQ5S7Rwpa314nGzYM+B9HR/AJElN0smaJIUOa6UBTR6wDLf/gxlQrxefC+TxKe4xwFk7hZ6s3BUnMvc/ker1W78PIk//9gbsMO0r6bD5yCbE7Nbf67YVKPKuhy+65Ag2mENwGQc56KBpjGNH179T2P3xWU6s39DgHCwTcMKdXpeyk3GtRC5j57Nx4Lv4Q+XPxsY2N9JuB/osyoXsP6XThR1vKBosbP+kbqxvQ8tgUxYRSffAgYovu3Fd5bLVHtueXBDPz+80HygqCS/nXf0vkk+/tmjIAx9HRkn+8InZL/1a603fWwUsKJDJLtbvPgqg/n5wcoNJAMd8wvMgQ89joS/hJwrH3f58oJh8B44eAucxvnPj1z1DWIdgY3+mncxNVicVYwYQUJT9mMftx2muR3Iae/T67SiXSI/d60aKqmlckRf04juDQHvQfRoOwHrZ/idDxc5TV/6RESBvGkWawbiJhiseq0YWFExdvG4srHLkjC2xGTe2UDZ+5m89A+LE6o1ixKwejT7PCltWZNts9+pSgsOuCol+6koVH8x3/yCCDWJ8QDE4QQgIxckVTHVaG5HBMW98YY29scy6vE8YsG09fZC3for7ZeFKSoVZ0NxObA6R5oAu/ecFpEgABtyGgj2yMCLM/CQg4ISioOqOwvx0hFlhVUJK6tox9rjhajc2JCTfwX3e4BSCOLut67f6E/WQNPZ/BPmtPwOCexj+y8/AjDd1kCZ2i1kPZoc7lPC0HcpfoDoZpr6MQiRb57mqUUQnL0H2/9cBfIcKpd3q9G3STPv/S5aGK7TQ0+32L7/cBki8tYyszhetTz4mgaWuwWLncfkkEB3iOAEqyPzBP7ZsBg8j1oAfGfc0fYJKuJ4Z2AryiaSiEv985g1LhRUhrEoC+zzuK4tfuSh03A/ikouL4SYDF7PD1ByKQCE/K+RJCLKwYJ+nptnTe2b2PsFL7W9bwtK4a9uV7v6ssPfnveFEXrFNr+MgXaBPmTU8230n73wXkE+nUFHzuY485GGDu3mHTvPtARufVwbtvzBWECcOQrzkDceruJ26gvlnN0zbfRqPYZu/gucSLzY+Wwi7iAPlEG/mgVLn7bsr+QFphcRuvsUPMp5kNw9bwlByVDM6KHLUfdFR18wiXPONLTu+nq+Dc3jGlpsinww83nHJNdGL+GbfpPXFRMOOk6KZw8MCVodwcEClYoR7U1ckFYXKpjRvutQDyNoYfZFg6MdujLfUQilSFHj6q081KCcrPt/HmLuG8lAPoci6zexYdq2kXac2OfGFBqEZXqogL0Ecz8pyPXg9zR5TmPsOrnxdFWjaM1X+gW0HYnl4hYSTDkPTrZ8uqIvb5aMKF0FxbpmM2Bf847XekeD1835W1VMKweOt96BwQj5pOl0Kms860bpbh9eJU57EDzTbcRPOdIxVL058JqrqsfNWJFaqr210ciI4JMEZzYAdsTKLUj0DvqaRbAvou1UV997P6Gv3/M29NiUVCQUwxJ86sKeoO3YybkCzBybfMPONLG7GestEMTwDJC7VbtMfnub617Qru2xj8p05ZpVRqSC2pq1hHvwq99MrB5v5fJgMp7AsjfZvhx+POyZpv7q72mrwWA3kQsipvaMAYwm7ydr1301Ocq4N17T/pDI5CsXrdpYZlMz05CCcdKqt3hC/dG8K2dZuJ0nTGhmPVADTsPfcBFPPQJe897LFUcoLJSbXYlbZ8n2WSXvnRmeoZWzG1qowfMHeCWoH8NbIyeUyUmRBv1i5IgRXeXIePvQmSELsdtFcgCrq32HCcSaNUYupWfaD8ie+1G+gkCaWMzrjNrMMACyAwkqFtoZQ4NP5VtWB4YfML3/Jw3jHuOLmrnH72IPX8Frhfq7GGnpT6VhiEdBxaM+M4gy5YrNqGTr5yxRbUVGI4V+tQ3T3xOiaRUK14NDCdF9c1tq3Z698F8763dcxWE58eTYUZStGdzkTsy4NNbbE8BXYMn2NXJB/iv5C2tLl2fEgc42qjKQ2eXNbrN1qU7G5ntA1rjXdMZaR3Hu6gImvNTtjTy+7OoKftX8kjjvHElC36v4Ea7cBRWas9Xk5XXjZYsQW8rkfbmzE6/r1I6JNdwP5qK6Qho+Ms1U/ArYdh67AtZ1muVjsEfUlOVs8zPV2/AdGpEfQTEpiShIz6BqwJrRcZkNPL3ezaytQaPmEkMXhaaI81LB4vuks4olaUDST83RhPxSsBj3+27YYj0ZK+NIFloJ5c3OHM2OgPGAWLlcqn6F+ObFKkOU954C/xuzpvbWbmk4RNQGJ2u8VJbtAjB8+A/o1r1vVngFvmHZOsS+V0ZLho71cIKKxhlaPTxPYnkoRxwXT1zomTjXb/CbM625crIU/wBS57d0YXNNtwC32JdWTxbh9i7tYgOXBCW3mNtqOf1HhHNHS9NAHAbTO9u8HLYiEdS89OdGeFuKPJS0yu4C9QGa9SQeABL1CTlo5fklMnbN6HJdWbHtKqs0wrd7u4JpIWetK+DSVYv7uVqBAts0OdykWKafQ94gTI6mn0RySpsg87c0eR11JQ9bz/e5ET/CA5nlPh1VCkC1uq5El4gPcfo3EiDXLToOkH+BtV/8MMJsxnRRj49L3K3Bfio8266lDEaBvVfzMgRs+OfpXib4pIFRVgS/SQbg7zcPxZU+EwEOLa84FXAemfmiNA1GuP9YHRHuYSF58hQ9uG6nAl12fcJLRxAu2OozhXsaW8EEuvIu+RYeJQJHUrc7uE0VX8zmWotWCkeYmcW+t/oC3wtRiob4BLKMO72ubGUZ9PcBTk7jwKGyf3kbNaNHdgXXGHNxN/dwTsQc+PUPfN/F6sj88PmWFYr5YcLwkxUsz1qa7Ea5xjY6E6eFlx0tBY/fSNifaFK3zP42Jd70+c7Lv9VpXaJzilCoBqnqhypiIHe+bcndLR3c5joR+BaciKYvCIhoXKhQlS5A9rX4Mxz9G5Dw4Vz6lpGrG1tmubJCACEwpWiNOoV13kxNGzQQp3Gz/jFTYkaY30txK/naGVZiPr9dA3fo+Ct20+e5CRn8KDdvNAuqErgWfVJJX0JN1XZD7FXzsfa+5H2UnnVkuC4utlnuq8NYkKjSbXv6xJPfCMhlf+QAzjh3d3T+k2DHb5+GaeGtE8+/8vVpY3bILPB8TnI391NypFyiIFXqd9wYyTrRoQCvtwI3bqrNmOHAH3T0b1F2anZZjWdtUd3g6Me2urL95+poQmkYGSBBO37KIFPMMCb2uuPtVhibVm9smwjTCWRCm/GA2wDvrJNRVVYubfqcmjv/PRYF7cBwZfYpMYfAZoMCiJxTHe692NXxb7hWSLGza/q3FlLw/raT75ECc3B+d2bq0Z9NDsLoLbD6/H/bIIpzGu5LlYMw84stQKmVZOvCVRP9iR8vNb9ssbNe3igCnHukwhwT2QtbGQMBVZWStwsHNeXjjZsnxCZtw0RAn1jU4t01o+x/9zGouxmp8pR/muf0WZgAy68Xw7pAAg4gVsisC+S+CYTOr31V0IfLyo4iiJ+4AHyuIFuv3nBzhuid0y7XxfjiWnk57O2S+7WHLDnxTQE5kxKY2POkNgD9sEyg4VNXa7mRF7bDtamkgx6sY7A9isyzD88/MtlGbCENcc35QuIi/Ae8i2lunJ6mIaX6XWr5C500YPlMu/7ECpJ16tcGtXXLtcIemNImocdgBzYuZOCBZGxGK2eS+hgfo1cUrT0NExGXcbI9Hagfw0oLVQ5ZrwGLwYju7AnhnX8ON0+u6sMNDxne5q3keGAL7QVGX2+lqKYLar3O5v5OuFxbsEu4HuF0Jl1jMFqYrMctdDuCVrCvIq0Xprd2GHFwKz0cxgsWvP/8/C79AAjZqX7MjCDK3eI83srmAcOZ6MPZ5XNmJOxIJ5pQ3tOUZ0G26EtA71PHBDEesDsdPbEvL2kjIGr89diNV2IcKctkGfAZ8oCB+9Cp+BhR8uYFnPsmQdN4/vOx28pYtcIuTXYgSe6cyrvypMH20k/vPFS4Wh3WRoyFh8i1eCOYHvjGESbtMr+4QkbwlE67R/6RR+L0iKyxiTRLJBanFrVRij91uSaeOE5Y9CnZaq7aFCLhlV5+ism+aLrWwsm+uKL5t1hlMB7JO2gA2r7MNb+7vfUDHnF/k4g8MU8/5uhuo2M/tNnJNiVDkc/6UrP/TVexb8415g4wdBdnMVh3tqSV13RpNSmzemEKLQ8ieq8ANtuPp0SwaE26Z7rUKPTXvrV15cgjpop7Uz0j0dTzB2g8as6D9ZwCGW1V8D5niY3/uop3rMB5lwDznBtKROFXduWT/fA0cY9O8ldW3LMB9oA13a7JPL5PScPdYbzhzTIxfBNv1Y+WSr6BCVwVUMPD1J7QfYHro9WjAu/UhPSadRlEhZRQwMUIlaYBMGL3sMxubCfBIdgeaBcpoTlX+Eo3hEiqx1ojQ2/JBiyMHfXnc8i1eq6aDxA3qRlnuPt1OB3KDK3mE3hhbNphzBtUn6D8Doq5Z5SfcgrVHiE6FtP4owDSxvefJfdK6eNedag70O+P2ngE/gp6m0shRBd3ysLCxTeKU7SlXLLMyoDCU5LR6ueOFBpnxnLlwUMfupzzsdpe1xvo3qWr1IMMYb58pVP+f362nSbOaTKcb2HdAemf0702iHXRtBW3J7Dawcc+2rs+U5iCSpV9Lht5RmHkrv74RLBssUngz1nwIIp98peF5b0mu6LoGnF66J4pb4iGlSDnTNqT+q/etxX6imJ8AKbuc/iFMU5kPo7+tWr1WVHxQjKN87b1l4uRYQCql7JmyBF96/gZWlYDIOMDURrPz3783R9MpS2iQ8O/kQWcHql+/Zvq9vfqzt9GPlMDfNYwayMnCynfEOjme+0trah3lWuEMy9O1Vlopu5fCHZzNWvW06nVTf6ehR3glFu528nmwi6jnzeuIo1HTBHGq8s1s+2WtxjfCkGaKE5Fx1w7Uv6dmMMHHQmHIz23RuSFf6vl6bEvxC/rGFEpTD3yq5Cth/7fhSlPcrRXBjpyzgMYnIkjw8vGW357UxjtDn63JcPeUv21aLQEZFOcjbdB8xbxlEBQr+Pp7q0SLcE59o5yfUxHDEh5Ww74V/8MV0qVMVBs7+49pz+9r1UPNGiLlE9ygJB/CHT5GUf2gMyN9hCpcCxhZz86RJuk8/FPKd3ELN7zW03DiasSJc/8FEV2yR40crLFlsBgT02pwuN8mNZwSMolFarH4mixPTGMTodg3swch/iHrOCSYGo6g6IduzNrhpgT4zKDW/qXmrdKjZdxQJzOrHUyJD3yx38R9vJNUjViKUA+a+U7JAFNqCjFM1lv280C0dn9vmzryTtKljdNe7Ll7vAfm+DpP/EWuwA1jZbR8zxcsdCxIO413ybihlWk1o3PIGR1d7dvIvxx1JRahLHajotru5wMVs/wj6dnQHCFNsxteCTBGyM8cky0trc0wAl+HHCjD1yVlhSmJF5eZIi9n19/t6bVbfIisMe16rSWyDSQbdHilE3YnvxkK8BL9ze+ahe+dkHFpBPTUOJX+t/DWi4HnQLctQc/oa++jgnsVV78q+yJweEUnXkkecKH309Xuq1zoSjHaGsQ1ujegcsDpIiFHSJM99iLxhy1YgFVTmK90IPO1wyVY1QrZw7CDT42TbaoUOl8tVm8etX2MqP65/SoPJlr1dy2XETH+D1QKF9rYg+G0vxtrJkXLANx0Lrp0iS2krNty4NZ/FdWPS76ChghT02WnZrtRa7nk+GBs+2PAgbaMvU86MSiD8tekV8OaqJfA9ziAE3GSTjyEePlvErsF7BAsPxBwMyyXVpmUBLvWJWPf/yNkvM9f8TeTh+/imYFSzyTH1T/qVOZq3IFAwUfvBYZQc9srNAFwhijVOn02TEwjPRw7WdkPdAAk+nr0e0Uy/ufvXq0xQ7JmHVFqQ2rVL18SxV+2spoN1HAJKM2DxgQVrFGGhOcG98fe+Vl/wCJm/7zgL+vH/MKucfSz6Q5BuN0fHc+y+TN1/fa5MHezxxWtfAQDPNcqBxmGXeHB35ZDr6Mm7JqHOykWlWHXtnSb+nExMt3lH5c2KI10q15x9O2w/XUNTP6RHWHnBSC92DdNuC5xVXY92EnU6BG8PBMnqbH5tKaP7JRU11io+3cP9Kg2MTgUHv9d5eD+tXf/8cWXLja5Dy242J68eifDxMNvHyaskNV6lmxAVCwNuRXu4T7AQiWYTP80vNPozvEPEgR3ulyhRGKz1bKu1rcRNnykvzNdX2WQFpIj8g/ZkO9pegp3yd+iUdgHqruOBpU9p6CinWUjYrSgGQ0Rbnehwqsjy8m6abfPHvh7yDzfabUq9iC0kRJu253i2cV/zIg8IWy6pc1uy2rnPxH5BrChxVeiQHnVFCTVFOOoBNPQ6+aZVWl919Vl31PxL2VqZb2vkYGpbUcZxbFOr88XOspn09c+S6P4hfGu6PqqKrpPa77oSVp6SKUeY8f3N146LP2bfAagrupzJ0t0sn8x5cH8DdgLkCNNY7yV/5cHV0zJi02L7htRg/GPQ/fPr5XYhZPE8eDS0Idve2ozVmea7D9SjEeM3lOYZBfokKPZVcY4XZfyUIqc0UjtW9tmAA640XEqzR3slaX1Q1opQZZ9vJbfWsNY841JaFXhn99U2tFcNuSyOhf9gbLF1HJPfFtBlIsTva8j84p5/Je1T5V8QoYbu9bbpWhbIb3TBbgCE/+lj3uiE3pSgTIUupOxnseJMXaY0OzSB/IIi3nCDFguEhdsLzXbHHzsKhYhEyQKbzei6vKlrOnSVrDS+e+krDyhPWebneh1J6pJVVqzymgDneTXlGu0JrhjoJh6ZwF/9SyoDuxXpLA8XNlLxEeLkpPk8z7/VR6K15c6LoqNq/9xDlZ5zIaILY3eRJ0X9/qRXfQqzgkbebPYVYE9HnOIlsZTFzBNd0WQwGKJrtldA38RRwfPAPiHRZonjOJzddMnCxSEmBudV/M8fRE5OziiEPYZP/FaxY78e16x5qeUcfDYvcKNyjMgWBPucOP1WM1NXql1k/WYy0Op1NOSPEacwZrTyLwemR+nvRMjs7vvLeqBs4xb6B/gP9fxGgLXgzUO6GKHR7nikuku6jcrgiSzJovX7yLo6BneE2Ho/94+o9E6gPaCg9ZroWGdGyWGtDDC+MFOYhAVX0i/IXVL8/mxP1LLxXaTexsxHsvOyXc8rzfGog4sppX+X+F75PxuIt9Z2Io6q+Osp+cPtcccXN5aoNNQ7yqwoVPWRcEN8fq0+i0JawjLviktqMBLH0R2Nf5lqdXOTy/pT94p4ReR/eIPweOfifIfidrTICiAivhRsK2orsoVTizLI+JWKAlUjIqoSv6Py1cwgkg2Hu7F0Gf0EBZwUDXdAYKkaGRRX09wTXckvAzViNl/oVGiNPEPqP/z2tpazrUX4HTbDvpfctmLn6e0PybsnkY7XouUT7vG6q5Z40s7+3bf+mjFwpkO9rIGP67ljrRz9Wid99oMs+gMUrf/5w539QzA6bgIIkcuedWyfPJNT48fEdtHRYE833YrCa20qJOJHBnFOzMoILtyKCp9jeY0ShUc+GG+wo2R1JBQVCHmp8+8A4K2Ef8Z8Gf4odQl0I+pC/Zrb5N1WkkMexlicyQoAumOdw5N+Z649gtpCk5hdWOxtnXD19ry49SQEx38JWkrdqLZmtEn2uDDp0zTr4GyYIYZnu/m+AuLf+56g2igeDDiz221OQqZR7eWInjk8SOBgpQehkHXzEMVVa9vfyTuZJ2CP82enuZ3Jg19BjJ4zKfKgTp5qliNk8Yo9W8JWRp0K1hv5jUcld4ro/gBpXOVm1ZZaOUHAdullbhEntJGuLU8PbIMTsmalFKuRjiIL64nzkLRDxo+nv6OIoqSsOgt8/W+dqOTV9NCnpUd6ktCGIBt19GSwo5Yhlhlom76lhOQXF3CdqO07F/omRZascGSjf97PLk9vtRLyvzSqjYdma3tBjTGKdhw96tAgXEXSTJFWBzp666rZYOAYF+qNaoZLY1ZGqbi04+UIFCXEXZFfTjoaOAy/5u0116ZrwTsZXXWd5p+lQE8lL9Q5mgYW/0tFa11MmdO8G+yDCNUX7uLQ1APPs1uTKPiYLuEeQG3+zG/x88rAqQFX0GnkrF8f2LhrQpf0/NWq090W75DCDLLXlzMScJ7y485jj5QRVji30zJi4JjMSbA+ck3Mx90rE7HmCB117CfC5anxcY2861mugul+2gxrmUNdc+AvBY+FBkCJNSCASs+iZiQSw3mG+BiItdb1BUy28bPA3yLWZ0OulGMpq31Zk0M2AvKaCLmfjeqvLF/0Uh176GbJ/PxJQih6XcnKFTSKh9yejq+deBZp4ozCnHNd5Q8ZuTP8IBxexp/OnSR600Higw44PzrUOc4mJLWMUXzxnExmI8vn2QP+VCfcGsr7DLdzMyO/gzooSn0a+nvmK6L/Y0rBJLpbrjopwhzF2vbt/c/AZh7LhumyrQGu1psBu+QnSFYK0bdCgfphuk5m/fajvoFfTM6yhr+tSboOd5ULfemitrnEtb3WiYNUv5DhljEq0zxKRKZ/qs8MESCBXxtjFdpwsr89bvfGxohSl0UjcWrjcpL0u/1DOgDacyxWHimcv7ip/oTKCbcwWltIQYcfQ9s0RIoa3FIpF0hbqS6/ouwdlOiWulDfImRxPXunWE9Sdwfw30o/FfcDtBxUzHTqSZ/qL8NFuB+r1Lzfieq1IXbzv1UovsfU89IjmwE8t4nRAlymqc4jLJoPdU1hL5TNsBCkZYh0Jbr9uZV8Tl4opKJ2mkbBLK4ewZ4ckr5JyPwglj9KayPgLhkGIAF2ETBrRNdDbANS+CmTFXq5miIOuJ4qZOf8uh3R5wAnQ7917ecclVqsrPzAW9t8MsDytXqlVGpmt90zuWwvYm4YB4RNkz498TsVYiq/o+odVnooADmMsqm+mHQ3yeqC1bBO7ol6U7sy9Rrs10JcNada4+rKU6JQ5UTDJRy0j1NMXmPojFJAa3zXJsQcF32GTLWlmR786rtGTCoi+NacvpNYsKZEXlfLLKBpSW/T41kn2ccbgK9ratD/nEFloQXvm5J7pKdsWkkh+kTJkPWgoTnj5t1fKZQxhkkwvsEf1hhesUsGHnfm964wMVYVH0PwpRxeXaAyAhM3rotEjr07Jg3JOBWUVJfYQPgtzhQDMtEftCC8usnglpBus6kN73bKZXR2GYy5AWLDEWKrMnxS9f0eL7VxVh+NrmRLAM5VJ8DXPMyANuIL39tRD9w4JB+84c0bvr0zbDPOG0gWoWgQudL7HB5hIqHC718j6ykQWzgzAlPPK/G4wUwdTqQ11fRfM/Tffd1lLkr3TvhqLvyHo7GsOsTi8NTYXxSKR+lGF/VYnWWCknODWMo9hYYxYsKc5Z95xdXNQsKwMsvt598HWdRX/vgIi32+EczZajrEz6UYdr1Lrb4jLY5JlLuVNGLsCJRqpR7+uPHRP5KbNzBy0VDJVs+6bhia26k/fW3x/E/fL+7sZzWZjYyhNwyYd5JNaTEtgZkz4iUow167B31JbXFXQKeARwM/OUO3i31b1nEDv965aEpAm9QcnPfUZ4NI7d7JIDIhXHtpxC1CrewtabRx1T3hH7g/VggSIcH97iV5CQzZfCFHPw8GKYBZu4NKKop0DjGcAx432tWZq9CKms8gO3f79TXcKoDyD1DWe2UIxr9YbB+gNszoK44iFwThrtsrz5obnpZH9vFXypmnRtduo2Zb0q0/mF5J54SZkAc52sN2jjDYgstehuait9yTd9msa8kV5XWPCmiCFAjy03+fcfGR7VwonReGDSrkGz82pSBR3V3u7GJKffTP73qUteB4Cl+fE4ub6p6pOwtAZqZsRztFa5RTXmFRrOKReltwuYtuO8JC4vKz+ZRAUqQ6MD8OwKblaClQKqa0J6y08n3WjrFeU+j5IH6MRRazEJ3GX8iPMU/+ZUX/bXL/xl76ZtfthfIYuUPJLa9pIjY3j9S/pc4Xu4ZpmAFdTXePjCg7N/RvEeG1KCId/dzbSaHyDixHjLuXCgC7Ho391xla5VlhkUhmpcKmX1cLe+7Ao1NWgKoPL0fenMIwnVjk7eyts25Npf8/nynie1wRnRNoc08A84lFJkfxJ4wgJvfEZ9HVSafkEYNU89BN5n/JZOBF8v/1dOth+fyjK+8zWxlVdhsTy5sqxrCHPzIi/dLPxF3oumacPQFYhAKc/HGPwNQPpyPlYn9NRxU6b59oIUMvLzh69woWOM9l3qKJu57BlB6Xg6socBSklFzt/ivHfCNVicdsGAoPml01l+rW4hZvn4tDJN2qY8faQpnK40ch2lYf7fW+sU47V5KZQnTnKayX51b0q2cdEHXkcR9M+Ic5ZwysUrTvOC/culp2m3UKBPDbUf89e/x2lqvQhOUpX6LbFJxvihw2MuBiH8prwt+PMP3LaTXX+BwlCeqVuA9A4YgxsJjiZgF6Gxh/SZxHkFkrjD+PnnOVUT1UytPrOBOXa9LszjWTrgcCQCrRlZmRD2HfbD7ah1XdqxHjYmy7QrcsglRNNd2ky6uj6e1Y7v3WgVLL+uJKHGRBjiImlv6xcd1vNdZPVrjTlxaEmCjb0o1U/lwamm6gMEmiu9Zs4HUxlexierMSpEER1LxPL2x4+q7GKZIlBRs9lzjZRryizjQqHyiBiFkW06rE3FbG27EA66YzvoeHdL9DAbWPB5JT80SN3flFfhjLYUOjrPwGzN+6dk/WWU4hBp+CGNdP48D9canZYsqoz0JGb7M0uu/sF9GdTIn2+eTgzmfauevzrDgIC1i79jpg6SJqT4at6EvquOjOACebbFzSJsGyvQzoF8ObFmFjSjwl6pRbRwEEsu8p+kTLGHyWeFAOxfWSo/ttSDJEvnKI4Wj09+/OCzEY2lHeqbq+460tHTrz8yTLuczYHn71p8B4umxVdGQe64CfAd/kDH4TAnUg+UU+tm5sbZ2TeusrctyhQNKrSz+OUrLgjPdfDAjXMuD528x/tDT1lLgYPspvsh+DxsohRFvE0HQItieAQ22tsLspeuV7Tty3CbamyP8WG+wKpxxbbXC9Z+mc/hrwyzIEK3bMsxp1O/f4vB/DDEYJdf0tNH+KoqfUR4e9ePQRS+HdcR1BiLUSD6p9begQZSdTR9PL/ISwwEvKp5VWKz92lvV/rSuzkgn9pe3zdnYzdFWvVZRQK8xQtKeFppoJuYFVGpY6l2/dQ3o1fPsb0o0oP/v2dcQEG5ASt3NXeJajNi56TNg1+oBeNyBkdqbbqJVhZOBqEl8aqGylPJ4onnMh6y/+6el69efE/hzdcDEPVwxjg9w/2mHbIO5DlvwMtpt4w8i+xnwxXfCI3Tkn0aMc9uXcqlK/dIH3lyQy8RTo2GQ0VdQbo1M+FUnnNY9/kGiqLSiMYoHGFm5ET4TLXODAiHzhRpakQtP8vka+z02McRcGnFB1zteRi/ZQpj1GWD56hlwb9YCZhDt18g7XxvR3Csn6eSeaRFGsNDQidonOFyIvvoTxbwu8Pn/d3ZNLra504l3mTCQnuXxDIg0yPbt5RtDwOLSzoy+vSx1s7CAjYJ1PNjsM8Dif9iGqY+WOpuz4//CNcYdcITnF6wmsW/Lm88bKrkdui+VzzXbjr62D7y1JxUpbzuvyDWWsngv60N2T9Mnwv5ZhXywQ5g222mpJd+LXDfaiRzl2Gm+KVYQsbpMayJe5TVZ6EHGur7k2hcnRRqfP4X0W3sQtYAmNkp25dJAKvfXseFWAK8s/FXtzuNqYMoSNctiL94shl4TVPbtip3FpejF1OvbCXaHPvk91ICWR6YsKsqn2Tar/eRiRk/a60oRLb0ZME1gmwWWKQOh98Tp/KhqlGJnsz+XOLHrMyDsUjRRuJONBDZcJdb3RPw0nPhFb06o1bLQe76wZElmExFZXcEPgMbBR7aWlWZR50Hxn3ZTBbiRhqva2dJpusB7WdvcR5QSNCYzNYOautBp4Q+p3n87k0VHTfIZArz3EQZbdlyKUFJqI16W7Q+BggFoo9ZmSTZEDY5p4tSNcYpOgsURVNA+znFykkTLAeK8Egg7qVfIKOSSJvBC3aMSjLa0DErZ+8jaqMiAoWQqTpWZT/AM+EEPzKVO9ZiFZo2Cbjrffrt0ROpSOzDgeuyU/js/YFyWkFVumVcF6j/CLiwbo1t1feSdQmE1sMhu0B1sptmtWUqVtmxujWTFnRjcZ/1rUxWW8cND56L44/u7hY8DH129OMoVQO/ShsV876fQqqxb/ObabrCbbD/zfeKeXNIaI7OV5ntciR5FVkeQMQRzh/nk8nDyj9v7us+YtJ3T4vz+9b4LNVAYizZcfmkldIevUi0hv23mgiCSuLPS2oZeoviX6idURdVGv3s8an/bcytkpps5/zHO5qTpEp0+1X9hpNsXlcuxbFtPs5/utDHG6Cprw8kfMgCD0M9KeMrZuLr3ajfc6F4Fwpa5LFpjGaP1SbiZ9rg08+2jN5wwiRmEBCeVCc1rZTRoB26tD6Lo4oNaF33ViuJjvOciefB1WQ4goJO5gbBjK+661dUEEixnr/am6zoPR3WmL5K+7QLw2mw7Z27OClqzMr4n1aAsGGTo5//XwHCoYdtW4JD597mtpcwMlfKY+hU3El8fOfDqV3LY6jPA1VsTZXU2dclvJJhIO1/I68jAbzUcQecua+lXKzOy3wQWg3E+ZuplDiXtfaHuB/jKwEL24eHeic66krmV35eWw7UGNYCMVfHbhdXPgNBQ58HdsR9J+hGZI02sqEYOpmuB9MRsy6puvcizapmqF7TZTUvvAPeqhbO6BT7DGEezmt86chRj0u1aH7ynXq+/sS2Y9/Wzo3f+o+zsc2lU1IlW/xct7KQllFEMh/ky+say/sEh7iSp3h7bPxMhWA8KwNI7Q95XRhVSfp1Dn9z2Jx1F3a0KWTrhPWix1xn9zEAr/uqg/kHO7NJz8Cs0ZYHlMOmORX/om/rLmnPi2dl7BkwY0VKQXM7nzdl2Qgoj9LrbOj6h2ey6Ndu7Hv1tqu37piNxZIAWKqzGk0TqGUW4I6SMOt+4Wdx03taQWlUjT8zYvKNF7bIpwBOP9C19LKX5aK0d4+ZmcIs3G3/ghPICt3PxKHDWrGPq9MyOfsxxY7fdCnl/neSgbtFGaD/+Vt6LcOBIBRffBiZl2/o55xszFGFtIyzh/H4F9RsnCBUYpohyOIj5ESXMwGcKrfZpqBMbf1N1S7sr6j2O7CHoX0mC1N9e38DvUo65SG2f7i1DTxI8Adhr16ugDO6f0nSNw9d5mCrWqBS2/GsuQWvVbXYgLt0xM4PqP29d1qoWjuJfS6XtzjoyC/U1gsH/xuLpoRYD67qAbri5OX1m/jhdhYAcSYrpEsR+WihagA79Fm1s4UBXV/FXBnuYu7SoQVvUtlsnsZdzf/7O745fH2mmptCEthWNaT/LSn5TPyewAB9mBM354+oPc+N/fnC6xHjw6DKqGQxl6cDWNZTCMDCSI06ndlonBf8KsBF7VxzaxuFX0G9JYHW2G4ZMsk+AdOG327KsSyMVbiH8wtKAHMKJjLE951IeQLwnotzQeUHpPzwEHQayqJ4qtabjTutvixT0eHtg7yeUbAAXAXjUNSTmKxa2+/MQBAeBmLm6+cL4FFSo5PDDtoZ5wqgMyRak/lFhHKK5JD0RFshjx13UPGfIX/1V0qmo3tnI6KdgsSbP73OoXK5qc0dLTEpPVlTjjex2bUJPx5ZjF44VMu88UWuntjMtlnuWO1iyuhWI4zoLqQ0krULVGVQxwD2GPJAedQLb5AjcNw4aEht890nGPTohDMfsVU+Tmjmes8TqeDG735zEgWKHS7X9ntP6pdbAKlBO269hRwM9Z45NGd1GS3KblrDlyM81/Har5XmxV2LoIzVlj2UnYdLeyOIUB+ffCj0AnyRqaPdZBGeJBekGQ68zJd0Av4gAeafMxfO+Rp4stRd/kEbKbqoYNGAULVXFFLX6FL8PrZD1tiyKcWrKJM2torHIJcyNdLez6ULUEgidKEwJK5Yq2zJ+/zxljW9fqmEvas7Ys9RC8mNE9uh2/0sp6sVGzDZ+kSt/IFZDEzctQBMbE3un6dGb9rRsW/4BO32YvrXSqH+KnKC2IYig/xnAyiFOUdBwST5bF7LL6XcNNoZLnTfzgERmhmuXAGTiQlttM70tNr2lCqUGQ3L/Aj3ATvCArWVMsTCtT8thD/oI/NUS5BR46lYyDLWGKMmKo3AxN80nqhdKt2AKInVncuo+UihhuDFRoAgQhqKxPSX/ZNCjV9bjF94LFAK+QRjDxILYklSmfCUq4AGajdKyZ9ytB7ZV+ZqqFUTa6QbO6GivHUG44jnYYuLavzUagpeoXzvhRJR9AtwjqfjViijHloYhl5zpT9QIV9vYtkaEetHwMOGpuihoQWccxuNO50XclwcEb/ve1DtVwcONoB/+2vl3F/aX2KitShbpIXJbgvmcaxhOZ3bF0YY6fp1FTmFiY3yefpzl3yvxxRsoLhx1Pkoz2QTxbYtsFwWJjf9cRHxUK34jk4IxOkRut5rL5Hl6UMVz8M0Df6AWK+yzSHvZWYQ5ZolCnL99RzJWzFdqKHLWW5s+nt/rl/sOEPF99KGz+ezWmOv9IitOL+uZ0h0ywAPfE7rAudrTu2cAwNcFRp8Nqjikov/rK8htwPytWol7nfzBZ0tZusTMS2Gpp4Tg2p3ERFpY8mb9McU+wJyZPWzJv7QQnikJY4gWRgNGXLfzGTTwQgX9lg+9s0tiv1v93VainyBG6rZtpVxgQit9wWICT/QBJr6vHwvbWG+A3KAclEz1B63seIbjagOJ3eMlD/sH9+NTkouakFbmjfV64CAuXN8QA+5T/Awwi/3kK3JuAlfnb770X29UnmX3RdgasYvZL9axPpW7n2Vi3t1oYYG2bG1nHpeSaaGpNe5HjVxL0I7Gmgsd8qLL47/tJxJ+f5MQBZ6hBCpGebm6/yUXJrw5Owa/EER6uNCGwwLO+gbfAG7w/X5fO9XkgCp8ZM0HSCgaR9MEcqh7L6rrIKRSeLggNEj6quPDn7bjUebe7YMy7eglVjnnERXrygwn6yf6WdBE0l54ERQxWSBmC4zLrfPoWw9L4QWidaB4hmzGR/6Z3W5qnmNHmDtVDDpZfEg2XJF8j6Q9NNXwlCctAyO764hitiXCIdE1HMlMMlr7VfR0x/sMwGdSd0nlahymu0MhUDEwA9r+55BhevkCa4H4OE7V1uH/4xWbbs9ApUyJ63Rk9PW/9/bCnfCPxH2h12QWfs+ALS1Lo0/vdfSwe/3+F9w7uGgQQWAuap8Hldx8eAbUr+xpCbuSVvlPrChyxsTg4PjMd0R8aOj8nvM/B+vs2EYVBbtxPhgn3JXyGwfLGvdU2UeTrqBkEmqOxs5K1yXRyg+iO6TX4wBvo5Biazt5VOr4Sus1z8ir1Z/kAfz7qTSFzlTYMB9JNjKRkUFSyvL2OV1szZHX+p/3S0X+IQs6Q4UsUlbNGiiycJItgGTay0XrNM5xxDSFtstwe2wu6TGocT5ua069J7Db0TPlSeMiwLHtxSqILxqCUix29pg1Dq6qLHU6q6fBRObMLCExVMHthwHYy8Obm+YElsPxZ8Yuhhzbk1jWNfCQUVmzOIAAi2AGYNftDFhUjKz3rdvEPlCLhZuRRy5zBDku/UxTWPK76U1kfhLHyTNA0w+UWyvXf1GhdoI5tQ8BgIRVtJfqhWSyc0daHcICsCBg4p582dgcZx+c5C4jefwdIqH1h7nrVMS72z7035jphXgtZfs5s0hLCJbHxHoDy16V3i2f+ahjrOGcuX2x+oDjELuNJiPl85Pp9SWpiWlnKR9ojOiHZc+ok6dxjJ0sIt09SKbnGXdRjFDsupcc/wtaf8H1VgFvER/Z0t2KxBsb8m1DU/dsdjqtAxbLZrpqO+qK+p/i7uiIa8qI5/k6UXy9MzrSae6IFSPVXUl5jozwEaamWw5hyhKsfXas02E0wlGAO+hm9grvZS/t4Vj3gMuCRbvSzZ/qBofQlNuf/bs0AxxB3fxVvL3ikFnwD6L11rdv9f+rJ4h88xto/ZhrK07ytgTgPYU2eKtld2OUZTeJvJbxPZEfT41cycjGon5Lgd/MmvAVlQQP8CbLxfB9nOLf5JeZcx7RsbVw4GiUlkaDmI0WRYc3maw6a9bbz4zNrDOQHORcJ7hPE0it1nvc5mH5PL7vf5MQYe+tBXpgXePp7HNvWP2RlFel+tQ/UpefhTSSkbSJ03aP1nck14JqzIh8Jbk5VlbEjzbJUPpE9s/Xmpazj9piGPknczjcvtKDgItlE6vrnWHUfHU32+KHy28rp9d5uGJSwQKUNLEtJg3caYWiVBxBodhZZND66uA1L8tEauiuMlPACblc9tvBOg+S/9ING9EV/nDhevvvE+DM0K9Cv/VITXadaaSYvh15ULmw7Y9Iq6lwiD5qMWmiVxxnRHEG4A5zO8unze8Tc1ojPm6l8w2V1lI000nXgAioAv7oKhNpvg2yF5JyXKPqxGQ7CLJQm1J+rZsSpWPoOuIyM1/H82/XjoX4H3MhtG05NRYeS3LOoZ3DoVk/PeGFJZ6Hs3yjMo2YJL4LqQGG+scghGdfeTrP8RE7Avp9kR7oDqSufyS9Rv3QKe5PsTxIFJdgelvVBpQHDML7SzP1fC3PYrRyD/DaPNFC2AFQOdi0RqNs5Y/MHezhikmcFRlXmkbmiTXyFzjHumXHje1kl3aXfbkEntyUPT3mcFymRt5VWZmPHQjZBdnUIvoasQ3I4AYOPK+jra3mXDIAe4h3m5jxDCfs/FGYmncEVLLlzwACYSHKp6jGH2afurt2oBJeG14VV/PNMYJ/clu88fQ6qKepm89Zk6RfZ0bg48oD7sB9Rmhm8UoP1lqvHJpkyEFZ5w5B9pVtX6uHP7qtZllW+hUDeydPJtEfs0/QFtv+jMD3C317/2jzxsMsTmmyq4c+h+Xhav31XyyyxmPtHBIHYJxyx9qu9TrYOk5neSX38kWmvwqLz8nSrIoo3bzDnsr1hVK+E2FEzpsXZt0BRZXw0Wb9FNLi2WoVY9aNff+a25KF2Xl5gJhItSbbGT7Ek4wWVXk9rrO49UGKf0Jw6pUBaIanoZ9EA8gLGvVV3Gp1hWUX//qjULKDorXOc2AoEMttR1fVuO34kAPZ8399nuV9G6On3qQpFf9rHOBnuWG0lK9ae+5tfRs1PyP8mT/wwJDwwdRXqBWIu9Pa3PIMkO+g/7Jf7A3x2qYWrlnS679p7Rd7T+miXzyY+xae1OctllT5eT5hueiD9OEV0mVRZIESUVqiviFktQ8bYuo+sQSGuWjW15zXps/cxjTxUzKzHanbMRhZfvjyM+s1TaUSjFxZUaaryv73gP8BN9KWRIocbQoP+yTV3NziF1YEf1Xv3vfppnFBa+q5dOJTy0IPLc1YqkyAKqYpnRWyx2ZnNN15cqsCgVDveXc44TKcfVBX2Dt42McMy5lXL455xHieNoM3MDnWW3MttiTI4sN7gm/fvDMAj+hw8ge1F4uPFpbvdUqETOZbkkV2wb6kdrM60xZQtqJ34G92M/kT2cWIyQY6NVxnzEQeyKXU2CBLs9Lp6zIO4NJrfLDPZ11iG2s4xpmLLDv6SPFbWniAf7LQerz0K427MJugaaXzuAfl7kqo1muqrUBes9l5kBGz08j9vNCBg1cZjZntKVJZbT2sdAV9UhGCk1Cur31o5FYtGCJO5Mbss3DtQL8qKbNgmtFul3/yk27K3OK9k7K1IfWlG5hDduI0rHVVpreRj2hqReatey6FMupE0IZ2vd8Hhgf5iB1S4RmIgtDrO9ZaOCmrLlncrxbLcNt5u/4JPsYTratY1OlBLvnu/F+OISV52PHBT9gzCCn01jZHGojAQkA0YR0Ms29JpOzTzB88AO+J4V7eeeeNr65PL7Lt6gtTbt7k7sS9MX3o39lvB3zvp71YSC+m9gCmQgmzXX7zzKTgI7XmQOwPey5OZ8vDNKJjbqo8VJpbIvt8Ir4+HgLWpj20W8pKTfjvpz0nxdeiuQOOzCgKdc/j7ljSBzD6OOXOZC0zVebwrfkVl9WV0RTO9ybOpM+7oj1SyZ1756s7rVglXJ8BaDt8Y6Pj3gyLidg4qxy3gTzb6xCRyYWr5PjTnRdCw2cwZM9O2XKZwXdMcSvycWh7bNL/mgLx1bMfIBtfK2awXvjlWLjCpYnMN+otFj7XcEndpMDLQnj3gH/4SQfBDj9jbnMS8sTYWiVcwP3UVhMnokTJvG/3Nang2/rVePhMiGovcdp2Jw9RWa5lXcvXfQ6OR2wvT+G6Q3ibNHPG01z/0rJzv8w+5J6KzSipgk2IMHa/s9HJvbF3FAXT8H4NetAexxvFCFa+Cf4/HGXFNmoTUJ8BwQkIaYan39loj59PmHfv3o3SvIbOrJ/rSC++QEkGeHTWtqBFwLmWtRGX3G5W8l3r/xJMHol65I4GhdjofP250rfpnQP6xJ6NZ7s5KKFmPYYV4uO3NnclE+GRgqqVbaDtZeY67qYrSw99f32kbx8mtZputdBoLMLccj6RI52+23jfw8mIDJKM7cFOU5dMVHIxyAktydY8JWjZFHzFnPqXGwSJsOD1fDihZK79e0VqXPuOZChSYPhEHP9IM+lgKaNoL3G5bAdagXgfVDXPvxGT3bvXBWZ9BvwIw8WbSGnYqC8REL1e8eWAt62htjyQdxF9dk+UsQFct7NL5Ezs7X5mdnTE9twfmMQF8amS6vbwb0XsEFKCFq+eASQHGSdVhse6HOSR9M25ZGvaEjbTHQVsm5PMOfVIF5ZRviIeJa3ts5/nOEItSIarpJUwxvMV9+offuUAeK5wB3hnfO2KCzt2w43veJ0M+So93RUwCzV/trDLA/pT9l38j83Y11DbQTca8/FhbpgpoNoaI98/nOvubdPr4lFeBQkUSXHJ9JHfA4oMBz8IMeJeBIkDHTyRv8StvdtbuVteduw+MHAbyDe1yVH7Esfxnw8KOHydnG6qciNKVqdLmSLnT4ueUSyv1lJWsLVw0wJlYAbguE26xTIqoUJ1kU/uYicurO2yD1jnX/l77Dh1YBueH++Bqba4vt7+sKZ7alWXcFXJAasxETNPNuPK/dUgqIzGd/4M6CI+B+GL9KDTRez+CtC9Ai8Vf4savdF8mm8OH/aUXpip4RHrxSYfDbs4tVxiCx8ZX+apefDy9LbqNJGlRp4YPV3LhwD8TSa5W/bycqzNNOmi4uXnZgwZhx/EvvDvz5ccJAgvBV48ucc6guTXpR+E7WiyE4UcQ9oBBrMxYEtSeyGYOtg4Ebad+mew3+ouUW/gde/HGJ9Z7MB0tbRnQKs4wcKgFybDi1JVmmrnHgfg6w5nDwggDV1VRkPCz2yHrgjHbFjrdDQveYs8CZBuU7sC3j4DeoyKlu6Mt7iRRa+PfrbPFXRy7eAEQoOf+qHx7GHKUmEHSUZfDjn7nQh88T78F0ghVWgoKbKM7uX+r/5EetKuaykkBDpdbkWPe6JDn1QWx6SopsqhH1vMTP1f4kMFuQ6k26Yqef6dlPkzmj/voo58PUrsZJtG45JDitG5HC/Y72fFQgG+ag9yTan9ebm/wmheNRng3DCLfE0F3GUZ34AlHwv+CAbEsJEUwdpOtgu92JLcaedydLq7hJHEKeMjqbVZlWseVgqdlq6vUm0apmFJBqKt5DbuRBdd/cEujdPNJZZP0/NztEZpn9CWAkWjHhOvQooliNMye7exD4zM4e7XrpXv5UUtNBDle7iLMwrqwcvfB5HfQ6d1B4oaRAHJ+fFmZRxNt3k45P3enTedkV8TGdJam3Vb/0RUur3vdz8DMl6VieJFus2TN6UK0F5V6i3brb0Pkn71RdppLZCHZtruOlsWHThqtmPZ7tGJ28Z4y0dlAk5LyCLb+V4d96ChEziY0s68LGbxDMBWdCtcN+DABfJT/UJS2OILwy4OpMsdxXizgTO314ECsw/1AdnlG6y+YaP/xaZ3ZLgNsxYdPb/LT0o8CTJiXfXEX1aBaadL+v35+yMErYkb6TZmvc6muDdap6IYZbxjh7Jwq5Pr6SOzp9FN2Cyrm7DuCks4U0fyvd650nZMDiucp2hJIeL0OCJUbznI0OFBzr9njSy338mz9tSsqbPz6xCnqC4ADv0G8+W0+fNF1BWz3177wMXocN1WToHGuXzR+hlAiHiX74nc/3m6R2r5466UvSeNIq+yGWI4jhGp5Wfmg0g7gbOi6pStuYIRhCmuDaibuaVnoFjMpIdd8+7SBNLG6rDjaUKysyl7aIUcA5uMGF/UPiXeM4w8kivQUcIOzw6M6D2NmxOLRbCxXw8p4H/ypGm392poEf2ladp2MsCIzLVJLrkZQBxr6EyL16FB1iIWsZQMHgCTk0c2HAfxS0xpZayzrg5bs9K+ST/IUGB19iOiD/gkQ4ObXidOsT6witzrnqGeEG1moOCPvJ0HJoCvzS8FBCcCjt4zz3pDrWFcg+c2Gd2NtHLUtsj6aAOKzA9ovW9OhfeaKZAnlgAwbGoyA7lgigvmilr8cV/Ui5EQLJfpZmwine/zzgQbNYQL1i0/RNVTYDtfvUz8rF79rl0tO2Vztz840tNyeUw5pMzbuCFMg9Wz8V2s1mixaPp9vuZjHymOAsxNWOqYhZ4LOs3HSu9Jq46ESlRme/S/88t4E1rvY6zMD/RublfoY3cnjfFB32AvBEhV2IiaByP3avD3Eac8ENtMoPpDRCudjaTe3plODrjoUJGGslfueMnp/NrmRsr3KtaXKKbpI9yZ4IASRm/ZqR80YkTlttP8RNG1M7T7cOZ+Yw7ssUnJLfXr7Oue50ko5O91z0ODe8hT0bTGjz7OdX1PeDy8XQajr09uxgrk0ZLUdFIl763hn1vXwnQnCMACNBRa0x1452434M1JfrtYjHPydoCjh7uz4TiGqfMfxM5N2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<SOAP-ENC:Array id="ref-754" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-944">Lower Extremities</item>
<item id="ref-945">Ankle_Foot</item>
<item id="ref-946">Transverse</item>
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