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<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-241"/>
<scanProcedure href="#ref-263"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-264"/>
<geometryName href="#ref-35"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-265"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-266"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<_preferredCoils href="#ref-267"/>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-154" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-241"/>
<scanProcedure href="#ref-268"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-269"/>
<geometryName href="#ref-37"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-270"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-271"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>true</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<_preferredCoils href="#ref-272"/>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-155" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-241"/>
<scanProcedure href="#ref-273"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-274"/>
<geometryName href="#ref-26"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-275"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-276"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<_preferredCoils href="#ref-277"/>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-156" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-241"/>
<scanProcedure href="#ref-278"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-279"/>
<geometryName href="#ref-25"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-280"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-281"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<_preferredCoils href="#ref-282"/>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-157" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-241"/>
<scanProcedure href="#ref-283"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-284"/>
<geometryName href="#ref-43"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-285"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-286"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<_preferredCoils href="#ref-287"/>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-158" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-288"/>
<scanProcedure href="#ref-289"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-290"/>
<geometryName href="#ref-40"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-291"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-292"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<_preferredCoils href="#ref-293"/>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-159" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-241"/>
<scanProcedure href="#ref-294"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-295"/>
<geometryName href="#ref-39"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-296"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-297"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<_preferredCoils href="#ref-298"/>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-160" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-241"/>
<scanProcedure href="#ref-299"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-300"/>
<geometryName href="#ref-30"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-301"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-302"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<_preferredCoils href="#ref-303"/>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-161" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-241"/>
<scanProcedure href="#ref-304"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-305"/>
<geometryName href="#ref-36"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-306"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-307"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<_preferredCoils href="#ref-308"/>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-162" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-288"/>
<scanProcedure href="#ref-309"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-310"/>
<geometryName href="#ref-24"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-311"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-312"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<_preferredCoils href="#ref-313"/>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-163" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-314"/>
<scanProcedure href="#ref-315"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-316"/>
<geometryName href="#ref-27"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-317"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-318"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName id="ref-319">Gadovist</contrastPresetName>
<_preferredCoils href="#ref-320"/>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-164" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-241"/>
<scanProcedure href="#ref-321"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-322"/>
<geometryName href="#ref-33"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-323"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-324"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<_preferredCoils href="#ref-325"/>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-165" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-241"/>
<scanProcedure href="#ref-326"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-327"/>
<geometryName href="#ref-32"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-328"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-329"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<_preferredCoils href="#ref-330"/>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-166" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-241"/>
<scanProcedure href="#ref-331"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-332"/>
<geometryName href="#ref-38"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-333"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-334"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<_preferredCoils href="#ref-335"/>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-167" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-241"/>
<scanProcedure href="#ref-336"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-337"/>
<geometryName href="#ref-41"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-338"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-339"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<_preferredCoils href="#ref-340"/>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-168" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-241"/>
<scanProcedure href="#ref-341"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-342"/>
<geometryName href="#ref-42"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-343"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-344"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<_preferredCoils href="#ref-345"/>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a8:ArrayList id="ref-169" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-346"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-170" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-347"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-171" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-348"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-172" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-349"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-173" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-350"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-174" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-351"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-175" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-352"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-176" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-353"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-177" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-354"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-178" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-355"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-179" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-356"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-180" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-357"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-181" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-358"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-182" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-359"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-183" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-360"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-184" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-361"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-185" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-362"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-186" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-363"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-187" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-364"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-188" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-365"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-189" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-366"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-190" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-367"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a11:ExecutionStepList id="ref-191" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-368"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-192" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-369"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-193" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-370"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-194" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-371"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-195" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-372"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-196" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-373"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-197" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-374"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-198" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-375"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-199" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-376"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-200" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-377"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-201" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-378"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-202" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-379"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-203" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-380"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-204" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-381"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-205" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-382"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-206" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-383"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-207" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-384"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-208" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-385"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-209" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-386"/>
</a11:ExecutionStepList>
<a11:ExecutionStepList id="ref-210" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-387"/>
</a11:ExecutionStepList>
<a3:ViewingProcedure id="ref-212" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-388"/>
<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:DiffusionPackageProtocol id="ref-215" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.DiffusionProcessing/Philips.PmsMR.Platform.PackageProtocols_csm">
<brainMaskEnabled id="ref-389">N</brainMaskEnabled>
<BValue>1500</BValue>
<threshold>0</threshold>
<maskDefiningImage href="#ref-390"/>
<thresholdStatus id="ref-391">Y</thresholdStatus>
<outputTypes href="#ref-392"/>
<bValuesToUse href="#ref-393"/>
<seriesIds href="#ref-394"/>
<currentSeriesId href="#ref-46"/>
<windowWidth href="#ref-395"/>
<windowCenter href="#ref-396"/>
<rescaleSlope href="#ref-397"/>
<rescaleIntercept href="#ref-398"/>
<lutType>1</lutType>
<_x003C_RegistrationEnabled_x003E_k__BackingField>false</_x003C_RegistrationEnabled_x003E_k__BackingField>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-399">DWI_CS3_b1000_ADC</outputSeriesName>
<packageName id="ref-400">MR Diffusion</packageName>
<packageIconName xsi:type="xsd:anyType" xsi:null="1"/>
<prefixes href="#ref-401"/>
<_processingJobType id="ref-402">Philips.PmsMR.Platform.Processing.Model.ProcessingJob, Philips.PmsMR.Platform.Processing.Model_csm</_processingJobType>
<_processingStepStrategyType id="ref-403">Philips.PmsMR.ExamCards.ECModel.ProcessingStepStrategy, philips.pmsmr.examcards.ecmodel_cs</_processingStepStrategyType>
<_x003C_Version_x003E_k__BackingField id="ref-404">R11</_x003C_Version_x003E_k__BackingField>
</a13:DiffusionPackageProtocol>
<a3:HtmlItemDescription id="ref-216" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-405"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-217" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-406"/>
<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>
<SOAP-ENC:Array id="ref-218" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-166"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-219" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-152"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-220" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-158"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-221" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-150"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-222" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-167"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-223" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-113"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-224" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-159"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-225" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-160"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-226" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-108"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-227" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-164"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-228" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-156"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-229" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-154"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-230" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-157"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-231" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-151"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-232" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-165"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-233" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-149"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-234" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-162"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-235" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-163"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-236" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-155"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-237" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-153"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-238" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-161"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-239" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-168"/>
</SOAP-ENC:Array>
<a8:ArrayList id="ref-241" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-407"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-242" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-409"/>
<methodDescription id="ref-410">TRA    DwiSE 2580      33     90  </methodDescription>
<name id="ref-411">DWI_CS3_b8 TE200</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-412"/>
<lastModifiedTimeUtc id="ref-413">2011-04-18 06:20:09.293</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-414">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-243" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-415"/>
<htmlDataBuffer href="#ref-415"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-244" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-416"/>
<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>
<a14:ScanProperties id="ref-245" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-417"/>
<suspendableDynamic>false</suspendableDynamic>
</a14:ScanProperties>
<a8:ArrayList id="ref-246" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-418"/>
<_size>4</_size>
<_version>4</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-247" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-419"/>
<methodDescription href="#ref-46"/>
<name id="ref-420">DWI_CS3_b1000_SSGR_RT SPAIR</name>
<anatomicRegion xsi:null="1"/>
<anatomicalRegion xsi:null="1"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol xsi:null="1"/>
<lastModifiedTimeUtc xsi:null="1"/>
<linkState>false</linkState>
<laterality id="ref-421">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-248" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-422"/>
<htmlDataBuffer href="#ref-422"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-249" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-423"/>
<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>
<a14:ScanProperties id="ref-250" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-424"/>
<suspendableDynamic>false</suspendableDynamic>
</a14:ScanProperties>
<a8:ArrayList id="ref-251" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-425"/>
<_size>2</_size>
<_version>8</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-252" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-407"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-253" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-426"/>
<methodDescription id="ref-427">MST    B-FFE 3.4       1.58   60  </methodDescription>
<name id="ref-428">SURVEY_BFFE</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-429"/>
<lastModifiedTimeUtc id="ref-430">2011-05-20 05:44:22.906</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-431">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-254" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-432"/>
<htmlDataBuffer href="#ref-432"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-255" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-433"/>
<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>
<a14:ScanProperties id="ref-256" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-434"/>
<suspendableDynamic>false</suspendableDynamic>
</a14:ScanProperties>
<a8:ArrayList id="ref-257" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-435"/>
<_size>4</_size>
<_version>4</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-258" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-436"/>
<methodDescription id="ref-437">TRA    TSE   897       80     90  </methodDescription>
<name id="ref-438">T2WFS_SSH AI_5.5 BH</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-439"/>
<lastModifiedTimeUtc id="ref-440">2011-04-18 06:12:10.702</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-441">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-259" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-442"/>
<htmlDataBuffer href="#ref-442"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-260" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-443"/>
<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>
<a14:ScanProperties id="ref-261" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-444"/>
<suspendableDynamic>false</suspendableDynamic>
</a14:ScanProperties>
<a8:ArrayList id="ref-262" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-445"/>
<_size>2</_size>
<_version>24</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-263" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-446"/>
<methodDescription id="ref-447">TRA    TSE   897       80     90  </methodDescription>
<name id="ref-448">T2W_SSH AI_5.5 BH</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-449"/>
<lastModifiedTimeUtc id="ref-450">2011-04-18 06:12:10.702</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-451">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-264" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-452"/>
<htmlDataBuffer href="#ref-452"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-265" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-453"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-266" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-454"/>
<suspendableDynamic>false</suspendableDynamic>
</a14:ScanProperties>
<a8:ArrayList id="ref-267" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-455"/>
<_size>2</_size>
<_version>16</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-268" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-456"/>
<methodDescription href="#ref-46"/>
<name id="ref-457">3D HeavyT2 AI_8</name>
<anatomicRegion href="#ref-46"/>
<anatomicalRegion href="#ref-46"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol xsi:null="1"/>
<lastModifiedTimeUtc xsi:null="1"/>
<linkState>false</linkState>
<laterality id="ref-458">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-269" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-459"/>
<htmlDataBuffer href="#ref-459"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-270" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-460"/>
<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>
<a14:ScanProperties id="ref-271" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-461"/>
<suspendableDynamic>false</suspendableDynamic>
</a14:ScanProperties>
<a8:ArrayList id="ref-272" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-462"/>
<_size>2</_size>
<_version>16</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-273" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-463"/>
<methodDescription id="ref-464">TRA    T1FFE 3.4       1.14/2 10  </methodDescription>
<name id="ref-465">mDIXON_AI_4 TFE XD_Z</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-466"/>
<lastModifiedTimeUtc id="ref-467">2011-04-18 06:19:05.497</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-468">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-274" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-469"/>
<htmlDataBuffer href="#ref-469"/>
</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-470"/>
<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>
<a14:ScanProperties id="ref-276" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-471"/>
<suspendableDynamic>false</suspendableDynamic>
</a14:ScanProperties>
<a8:ArrayList id="ref-277" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-472"/>
<_size>4</_size>
<_version>4</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-278" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-473"/>
<methodDescription href="#ref-46"/>
<name id="ref-474">mDIXON-Quant_BH</name>
<anatomicRegion href="#ref-46"/>
<anatomicalRegion href="#ref-46"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-475"/>
<lastModifiedTimeUtc id="ref-476">1/24/2014 1:03:31 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-477">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-279" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-478"/>
<htmlDataBuffer href="#ref-478"/>
</a3:HtmlItemDescription>
<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-479"/>
<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>
<a14:ScanProperties id="ref-281" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-480"/>
<suspendableDynamic>false</suspendableDynamic>
</a14:ScanProperties>
<a8:ArrayList id="ref-282" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-481"/>
<_size>4</_size>
<_version>4</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-283" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-482"/>
<methodDescription id="ref-483">TRA    T1FFE 3.4       1.14/2 10  </methodDescription>
<name id="ref-484">20min mDIXON_AI_4.5 TFE_Z_BH_FA20</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-485"/>
<lastModifiedTimeUtc id="ref-486">2011-04-18 06:19:05.497</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-487">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-284" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-488"/>
<htmlDataBuffer href="#ref-488"/>
</a3:HtmlItemDescription>
<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-489"/>
<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>
<a14:ScanProperties id="ref-286" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-490"/>
<suspendableDynamic>false</suspendableDynamic>
</a14:ScanProperties>
<a8:ArrayList id="ref-287" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-491"/>
<_size>4</_size>
<_version>4</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-288" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-407"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-289" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-492"/>
<methodDescription id="ref-493">TRA    T1FFE 3.4       1.14/2 10  </methodDescription>
<name id="ref-494">15min mDIXON AI_5 TFE _Z_COR_BH_FA20</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-495"/>
<lastModifiedTimeUtc id="ref-496">2011-04-18 06:19:05.497</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-497">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-290" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-498"/>
<htmlDataBuffer href="#ref-498"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-291" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-499"/>
<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>
<a14:ScanProperties id="ref-292" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-500"/>
<suspendableDynamic>false</suspendableDynamic>
</a14:ScanProperties>
<a8:ArrayList id="ref-293" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-501"/>
<_size>4</_size>
<_version>4</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-294" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-502"/>
<methodDescription id="ref-503">TRA    T1FFE 3.4       1.14/2 10  </methodDescription>
<name id="ref-504">15min mDIXON_AI_4.5 TFE_Z_BH_FA20</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-505"/>
<lastModifiedTimeUtc id="ref-506">2011-04-18 06:19:05.497</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-507">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<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-508"/>
<htmlDataBuffer href="#ref-508"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-296" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-509"/>
<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>
<a14:ScanProperties id="ref-297" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-510"/>
<suspendableDynamic>false</suspendableDynamic>
</a14:ScanProperties>
<a8:ArrayList id="ref-298" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-511"/>
<_size>4</_size>
<_version>4</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-299" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-512"/>
<methodDescription id="ref-513">TRA    DwiSE 2580      33     90  </methodDescription>
<name id="ref-514">DWI_CS3_b8 TE90</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-515"/>
<lastModifiedTimeUtc id="ref-516">2011-04-18 06:20:09.293</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-517">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<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-518"/>
<htmlDataBuffer href="#ref-518"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-301" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-519"/>
<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>
<a14:ScanProperties id="ref-302" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-520"/>
<suspendableDynamic>false</suspendableDynamic>
</a14:ScanProperties>
<a8:ArrayList id="ref-303" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-521"/>
<_size>4</_size>
<_version>4</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-304" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-522"/>
<methodDescription id="ref-523">TRA    TSE   897       80     90  </methodDescription>
<name id="ref-524">2D HeavyT2W_SSh ai3_TRA</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-525"/>
<lastModifiedTimeUtc id="ref-526">2011-04-18 06:12:10.702</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-527">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-305" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-528"/>
<htmlDataBuffer href="#ref-528"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-306" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-529"/>
<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>
<a14:ScanProperties id="ref-307" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-530"/>
<suspendableDynamic>false</suspendableDynamic>
</a14:ScanProperties>
<a8:ArrayList id="ref-308" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-531"/>
<_size>2</_size>
<_version>12</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-309" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-532"/>
<methodDescription id="ref-533">TRA    TSE   897       80     90  </methodDescription>
<name id="ref-534">T2W_SSh_ai5.5 te104 cor BH</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-535"/>
<lastModifiedTimeUtc id="ref-536">2011-04-18 06:12:10.702</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-537">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-310" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-538"/>
<htmlDataBuffer href="#ref-538"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-311" 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>
<a14:ScanProperties id="ref-312" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-540"/>
<suspendableDynamic>false</suspendableDynamic>
</a14:ScanProperties>
<a8:ArrayList id="ref-313" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-541"/>
<_size>3</_size>
<_version>17</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-314" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-542"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-315" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-543"/>
<methodDescription href="#ref-46"/>
<name id="ref-544">dyn_eTH ai8 (9sec) manual  2mm</name>
<anatomicRegion href="#ref-46"/>
<anatomicalRegion href="#ref-46"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-545"/>
<lastModifiedTimeUtc id="ref-546">7/27/2017 10:22:23 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-547">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-316" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-548"/>
<htmlDataBuffer href="#ref-548"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-317" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-549"/>
<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>
<a14:ScanProperties id="ref-318" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-550"/>
<suspendableDynamic>true</suspendableDynamic>
</a14:ScanProperties>
<a8:ArrayList id="ref-320" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-551"/>
<_size>2</_size>
<_version>97</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-321" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-552"/>
<methodDescription id="ref-553">TRA    TSE   897       80     90  </methodDescription>
<name id="ref-554">T2WFS_AI_3_TSE_PSS BH</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-555"/>
<lastModifiedTimeUtc id="ref-556">2011-04-18 06:12:10.702</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-557">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-322" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-558"/>
<htmlDataBuffer href="#ref-558"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-323" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-559"/>
<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>
<a14:ScanProperties id="ref-324" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-560"/>
<suspendableDynamic>false</suspendableDynamic>
</a14:ScanProperties>
<a8:ArrayList id="ref-325" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-561"/>
<_size>2</_size>
<_version>8</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-326" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-562"/>
<methodDescription id="ref-563">TRA    TSE   897       80     90  </methodDescription>
<name id="ref-564">T2W_ AI_3 BH</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-565"/>
<lastModifiedTimeUtc id="ref-566">2011-04-18 06:12:10.702</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-567">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-327" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-568"/>
<htmlDataBuffer href="#ref-568"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-328" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-569"/>
<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>
<a14:ScanProperties id="ref-329" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-570"/>
<suspendableDynamic>false</suspendableDynamic>
</a14:ScanProperties>
<a8:ArrayList id="ref-330" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-571"/>
<_size>2</_size>
<_version>8</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-331" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-572"/>
<methodDescription id="ref-573">TRA    T1TFE 3.1       1.45   10  </methodDescription>
<name id="ref-574">15min eTH_AI_4.5 BH</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-575"/>
<lastModifiedTimeUtc id="ref-576">2011-04-18 06:18:46.840</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-577">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<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-578"/>
<htmlDataBuffer href="#ref-578"/>
</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-579"/>
<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>
<a14:ScanProperties id="ref-334" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-580"/>
<suspendableDynamic>false</suspendableDynamic>
</a14:ScanProperties>
<a8:ArrayList id="ref-335" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-581"/>
<_size>2</_size>
<_version>21</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-336" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-582"/>
<methodDescription id="ref-583">TRA    T1TFE 3.1       1.45   10  </methodDescription>
<name id="ref-584">iso 1.5mm_eTHRIVE AI_7 (new)</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-585"/>
<lastModifiedTimeUtc id="ref-586">2011-04-18 06:18:46.840</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-587">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-337" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-588"/>
<htmlDataBuffer href="#ref-588"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-338" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-589"/>
<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>
<a14:ScanProperties id="ref-339" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-590"/>
<suspendableDynamic>false</suspendableDynamic>
</a14:ScanProperties>
<a8:ArrayList id="ref-340" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-591"/>
<_size>2</_size>
<_version>11</_version>
</a8:ArrayList>
<a14:ScanProcedure id="ref-341" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-592"/>
<methodDescription id="ref-593">TRA    T1TFE 3.1       1.45   10  </methodDescription>
<name id="ref-594">20min eTH_AI_4.5 BH</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-595"/>
<lastModifiedTimeUtc id="ref-596">2011-04-18 06:18:46.840</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-597">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-342" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-598"/>
<htmlDataBuffer href="#ref-598"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-343" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-599"/>
<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>
<a14:ScanProperties id="ref-344" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-600"/>
<suspendableDynamic>false</suspendableDynamic>
</a14:ScanProperties>
<a8:ArrayList id="ref-345" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-601"/>
<_size>2</_size>
<_version>21</_version>
</a8:ArrayList>
<SOAP-ENC:Array id="ref-346" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-120"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-347" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-108"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-348" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-118"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-349" SOAP-ENC:arrayType="xsd:anyType[4]">
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<SOAP-ENC:Array id="ref-412" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-624">Abdomen</item>
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<SOAP-ENC:Array id="ref-429" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-644">Abdomen</item>
<item id="ref-645">Liver</item>
<item id="ref-646">SURVEY_BFFE.Protocol</item>
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<SOAP-ENC:Array id="ref-439" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-656">Abdomen</item>
<item id="ref-657">Liver</item>
<item id="ref-658">Transverse_T2W</item>
<item id="ref-659">T2W_TSE_nav.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-449" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-667">Abdomen</item>
<item id="ref-668">Liver</item>
<item id="ref-669">Transverse_T2W</item>
<item id="ref-670">T2W_TSE_nav.Protocol</item>
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<SOAP-ENC:Array id="ref-466" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-685">Abdomen</item>
<item id="ref-686">Liver</item>
<item id="ref-687">Transverse_T1W</item>
<item id="ref-688">mDIXON-W_BH.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-485" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-711">Abdomen</item>
<item id="ref-712">Liver</item>
<item id="ref-713">Transverse_T1W</item>
<item id="ref-714">mDIXON-W_BH.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-495" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-724">Abdomen</item>
<item id="ref-725">Liver</item>
<item id="ref-726">Transverse_T1W</item>
<item id="ref-727">mDIXON-W_BH.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-505" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-737">Abdomen</item>
<item id="ref-738">Liver</item>
<item id="ref-739">Transverse_T1W</item>
<item id="ref-740">mDIXON-W_BH.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-515" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-750">Abdomen</item>
<item id="ref-751">Liver</item>
<item id="ref-752">DWI</item>
<item id="ref-753">DWI_BB_BH.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-525" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-763">Abdomen</item>
<item id="ref-764">Liver</item>
<item id="ref-765">Transverse_T2W</item>
<item id="ref-766">T2W_TSE_nav.Protocol</item>
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UsOFPpptPwJbvgK2N8VfxExFGxrmwU7zToj8UliWHOPKTIKgCC6oJRJJoiDiFKjIrgUYqlDeAxkUM8llmZTpKTaImvGE1OTjBOaQR9AMfMkB2T+Dgcham0aHStSvVnPchOmqpH7QvC+FsG5qAGbAhsPfXapcpD82MB0KkAaILkfbPd9kL14Opxh6SKYCQnLmz/sRonHO4pFjXfcnRZTCPiVuNpYkIRBH2J3LGIAfUKsmsB0ojcuNUdRApC1xLaAEkSbJYhWKQVlKTxLIajscs+CMl8nBphmFQ5laNkQFdxmiMU0WFaFqavfQXx+PwJ71xNbbEx13o+wgrhTdTSKnSyVic2JKsTVnkifM8XY/K1WIpKvlwa/lDWfWNmsctbSvOB3411YEvA1X8bH0nBYJCikrfe99Y8J0vJneQUg91+TBnuwBRG/LIqT8oM5FPiEIh3ripfAmGU/8IjJURkwt5BQzRcusLstJtAOzG1XMasgSjYCkzrOnHPDc7qDbsToXg9tFRNeRm8bh/AcipuvGSsr+MU3PqPB3lRZBpTqKiscYrWqZh6b639kTqbxMK1QUxJEXX3e64VXPiI/kbYmzB/UD7OJU51RWELE71Kv2buCcihw302NEvGxtTQlJbdnN/Gajoc7WWi9AkJCzs04zeEB10EDeaRfOc074uUycM5ZuVKjEkjeTbhYPAhmiXuRf0x9s48EsxLDh5/tT929AjD9P8Nq6oLjBbcBkmhIHqpJxBnIirS0MODzIZs/EyygtilX8yA/ml0/Uw7yCrBsFq1BhQ6JTlMcS+DcRyjhNR7z/V0TuqyFzRt1OES8AsLchnkzIqbmhw+QHTtF0gWZJWUwtQ9t1ISSgOD934L5bRljSqBwZ9PrvNpjqE3LCj/4LY2AOjaKchOGNCLyVyfA5ox08xUnQBy/rgULy23oUG7ZQxA5y2L5931AE2LVeQTnAom1jsLKiHqhFtuJ4EmdqHBdnqWr3WIdhgmHdmhycrgziNEN82YAaRCIRvN9PrLfMSiijzV9TxY++ygER/vc3qHP52pXEpD43sru7Sx9FQmDdObYbBYvjyNjYAVc/PF90CC7uAOHxpZEe0s7XPVQpK3L0M9YWvtlSqlX3WJolPCdKaxoSvPkeHA4mLhEAvdoNwBTyVe00mP0DbFeeKvOVqc02FHOZfgd7Sugpzs5LZvku8auvjZ7tn+bgbTjVU6CfjrtZKtFfFaxnKzaz5hxUYqXSVH9VwAqzB/Q3S70Qg3vrNfH0K4DtvPlyn9sxieQW9QHkpySsc6Mpo5PqCkXcWWLWv1bmaxwi4OJN6XVT74ZKo0Jm2qXnN/12D4uosR8mBnSO9RBcnrLWm2WnCYhnj7RI7zUU9qyEyyo9bAk38FjkQvxxcwceKDnZf1BDuA8G5fIVdQswQ6RHJ29xQ5NIAfHNPxmVQAmKdTvfdB8wUh+5LAlqPlSfvmhfGvmjBoNWQZ/TGGbKpaETFcblVc3zeJbHai/geZCHDuWuvBRp7M7CXWzkcQckYVVyHDqSg37KE1MX8pCTZKWJrJYIgfJK9eREsmFxsr0zXuEaA2JDxjaIPevi4VipOxKlAgQxXcdmLyffLS/sSZKFADeATCf4dfeT4Q5d3gw4xGvhcAVV6mPODdzyh9rJ7YtUVYGNmVK6RVW2h290CX/ig/1X8tybZiMtpPy/DRple3GoOCot6mx3fff57cy4xuZaHJyTtdKMW9gbcTllkJ4ai8Ls0jl1ROcLdUHtXVkRb9/rwORkz3iemqyHjAlQz1QSWuC1NohNkHIlfFD0N/RhmQhU6OLhpqskMb37+8EEW+fntzu94/P8pnc7kMsG1fM+bAK8e1oceh9Y3uJgpUBI0c1VVv6Ui82gd/FrxV+bTHty3bbC7cPbYgGHUyAj/J+jFC/4d3dGcTplDNfPT9+YN0TPGjd8L+cS45v7EA7vJEHJBzUO16G2bEnxbdhS49UKX08j24mrPMdiJeg7XYiS2PXNb+IVdXe7NZ95C/7NxfdOEOpAwObEmzfv8bpWtXA7e8/9XYtcTk6t2yd++aRe/R+BtpUyMDSQCxmFD1JDdZeklhDC6Etgos+lfzvSBRJFDn9By5AM8k8u2SR077yrjvfvn3Lc7NFen8F1LXaKImvmY5s6pYnA/lPHguuHp4Yj9tNTI45UG35NV9qb89sqYFltxU3q+eIbDB5XQDEi/GfF2np8bYLotCHiJQLJNvtdgQv6ri93ZPnBWYnTvRBycE4wOYGcgCp+Qg2xDVlTPHdlS2iJL8pAGxqDkCJNTqOovq0FW6UV27/NS/4DYv/z1fAj8W9l7/dr4Cj7Cz+rQ18Y7qprurKW3pyHUDlYBJ+kuQgIAFa8R0lUVj84Xf7K6Cv7hXwwFjPMGNG5Lioi9nPtmXcnICGvWt4ZbaQ42d5dOV4dLQgQcL4CtC1ewV8vnwFlHprf65RealbeundegV8vKrqBRAv2d41SUFU6Jlv08WZj/WfmrBSknOrHlOOQTwst8xDKYDvCajnSf8WNV464DCJbKIk+AtBlcIPpFKT1hbumoZqeY64Kf1PJ3w8kHcLTRME4hypgov5QqzSngOoVqMtbtsBEYPqUomCB3EJ030fJqqUnE0tbjGTyd/buZxhW9a1NnTi57MeCDBOyVMgJn+r+lYA4eGB6GPEIdChMbkG+i5+/61U++luDMvhvfMvAYfebKra1szlP2xtOggukW8m0KWQXwH8H2Fys4yqaX+NrzPuSBdEPxSd7oo/l/Xokw73v+F+dIrf/yDMLQqGgt5ctp1gP2SzKrWKNi20vUUsnIGQA8RQ4ODr/tE9fFFphyIfyqEv8/H+8t7vG9tDhiaohL8Lv5xPy9G1oe9IPo6geooZlWQ8F8Dl/3mojWuhoQDhaaj8ZSj0mXeIGdy3Bb4+27x5t6kQpYnZ8MAQV6A3TMxFUdWsILoUttT4XPq7PkyMMnGov5lmWAXt4CWsCUsQ5rnF8dIvCuGTKtUvTCT3QFSTqbIw9U4C7uz/Ik14Edj2SRmhZoGZbNItmVn3wkhj64oipl72OyyX+L+R7nV+bOn2xq5i2UrHRvjzK7F/vzCPEu5bnh+Z30wT7DGPfSpsVbS+ea6rAxVIDWV3flzRlsJrqtyhQDW+EpTTVz2JjH2hhS9BP7X8XUts3fEbySi15AAzLFcje5e70x8gTix8Jfmho2Yk2zIcdY9reG0zhAvIyXJ6soFO50qeeKd54KKv52Rl0jOzvZ1CanRTVxMJAUrEdA7VW8FwejAOOCgccCPFiPqbu7JZNAI0dbYzYmAkerkWOGRSg8Tfmm6071kvILKABw0qLC0F60fFRNVWrzijD6vyU1nJ+lLFzZfDVI1JchgZlkEf7Hf0bA0EILNgKOmyACPgOXv2/nRrqP3vKKviG2nOa2AKKvdFnpGTr1BnhlZvNtjOJjN6w2lmisatmiuDTq2AXXbzw1lVLWVGvHx2Qb7kdw4PQ7uyLhWkS8DJuEqAFFSBYGcvImksDmM3ihzIlobZmGk0SxSMFN7VtGYqGeTyN62HFLOb5kghpiOIvf4qNvyNcbKSrwPj0SYCT36NGLothWBv6aTnoa/HI5XYFSFO7wivAvVy9NvnAkIC4k10vnfMI8XOLjVWKdNlrQ5HUbvK9xltGeZK3YpIisUb4ze+KuW8l5qsbPTYIw2XydJu090LAkE050wyYIL5R+Et5Wa5dJrGdSx9RstY10dJTu8IU5mYyreOoxtAiQFmVK4EAazYVwBBg2Gt8A0bAX+sQ0ftPXHE4s4mQU0ivtsC57gNvRSi/yLjTk/sqZzf7/Sxe3UVe9/RncqlH2wVz7XkPcWYVezN7/ArJKgyprVNePT5aJr98ZYDkVSgcimH8eXxpi3eLVadC0zS9qvOgqeg5FzpMHPuo69dxgUohFmGf+mf00X9/u2H2e91HAJc2Fyh9Cs1GooFy6K+Nm/biw7AmZLAXzuUJPHJ2bJ6N9P0uS/miAhH+Y2e/U9E3p+ec55UoAwdzfkDm06x7uLhv/Mp9Lrg8zpKlOROb08VmjIgH8Lf8rEC+1OF0FIE4GywlMPxca7YPOCyDTz2MB/f2aHSHEzClrEEviiJ8Y4b8OJFestZT8gGDiPaCaebDnKlxoEPXrc/ooqACcd3cZZb/DqcONoM7P+aJE17DUmjdLy/ecqFjb8NVOMJQ7dQRMCC/3jUCRrkCCR/0l3l6nG4zhgx4AoTtapSEXjK9s/e1t2UKwc1NecLCzjTKvI3kT4QH4Rts2hZp8sV4J5YKFyPFUNrHT59v/zRn3118sLmc9SVLXLkacP6kSsbdqGalVyCWXuSZjr4ouJM9CSWP/xCu+yhibTdW6EHWqZr82iI0McaIhurOxHSkHTZR/aZeGDSnd8LpH+O7LfjCv7S2h7DeH0V6/9dEahnL0xSTLWZyq59krDzI6B7jZE7atBs20AwfoiGFj5Y62+25jHRgosHV9gcd6S81NxYH2tSuGTddk4rNslM81Ufqlif5rPy4pbAjctRXeIvj8AgeXccIxX101oh29ZYeoJYNYMiC929hzV+JA+hXuJ7jb+0ZdIZhaFPEXFuTEC1Qs+Kt0wFsVqTTN0nRJwmeTo2khWAlc4nNJ1rxq52RLSYv+uKfQeMHbPf6gqnULydeSytd8lDGhnSYlEQlO72cFu5YsWxfoGfVA4Me9VeATbceYcq/W2J+g3Zy9jHFgQfq8nj+PCI1S6tLZOBWMxoC7u4z0X9dokRcxmBWPCVQw6MQtsfhpTPNpdFnm8Oski80xXu5Ujt3zFoK0vRLqpQBYY/sf4TDHOBy68A3P3mRTE2211qeOXBagavvKs57crnHSiihs3WjVH6W4gPSLTPkN82gO9OAh79yP6yLkYIe5PxqPUkeL0W6m920I1C4NMvq+gvxNhKmvqVenFAJlm1YrMMlFbIapnj922cjm3gyeE5M2g/v0tL92/k8F5CHt1CXa2yA3FEK6aJ3jZvFk9vJvJXogPGZApZcJxJ4Gwdwo6/CizyieD2BfP929jDXhxxm1dATHaqnMgHNxHv5mbh2sWLBLsrkJ4i3REOW7peXMLZDAghAzZ+N/EPlcJT0HOOYzmsPeJlEra0P3ojummS6I/+w7insWXTss3YelfweZnGghXULjFL1P09rqnpi8D8wDPi7ehdm7BqQg9HtZ0QxTfmrvZc6m/AbbWRJkK2JARPlfA2WswaOaTEasc+lsDvJo0RlTgZoU9yuwzXHM9Vst4l57ivAAzSr/6SZgJdrWNZb5WpBTp8hiot0YfeA7HSeTkAQXxC2Y4st1jW3ww5x/dszWwZVCbAIP03o7bTKOtXQH0yC+zCiIAZQRWCD8uuYxVVpK7oP4n1orRGNsDFXvTxWYrkauuo/UX90f0Y/RYmW55vyovt7vaafoxP0jMztv6jO7Fm0HjtpkkHX+uDl3E/X58NiLZjQdbKTbfxK4BS3HZ+w/sQ92IF6mBMCg2KLGsxVnSy/O6vXvKr69ompoiA+VG7rObMPDoT3IGAobeoLRn+/hvSca7u9Mt8203/im/SQ5Dfs0ky43zvbcB2wK+cteyT8/pOhwoDZh2Fwvb10MubaaKZjThRx8IsAmlmo2jCOUWLZCs5pHe57JdDzBAyK5cqat1wrIl9wCKP6Ujzt2aCGUUmUJ4tUnRRDDPiyN7Zpfj5Tv/vurPW37R8HuuUwWGoAxPYluwIZwisJQlhFfOSWhydwr6iyf4TGGd4AsXhaE0RyetcEnMXqHop9faAhRJagAFW0wgA6+1Up1i5fdXRbTCaBDPi3q88v9F828aboUp/uhMG3jTXlgcfm92LPTZTIE4dWqG/INwOmk/jkyN3XR7Ob9eq4q7bcePoaG6r8k3nY3LzOUV32VDVIMakJWaxBbAxmSJy2AQBnjP+Qr/o//6gl97YwWDVk+yyJZYsszwNDHRa5vzzoSapLvqg1Y0Jojc8dnnMg3CdX6niul+/4TCQQY0Id/ezqvVXhNmmBdL7S+riuhKf01vIXP8OL2IpFabJpI8wukRXZJMgeRI6eAWE5zdZZzBEJHSZjDgnZjyCBbjIx+27IkIPiF0qPObfEMXIZJ9+b0JhHmPUBrw94LNa6tE9VLzqcYaxqfdgVRiLr1NqdRFsVzmpaQ1o4RTU2NjMYLuzpOWYVx70kY4W58QbQtFizWPuPvAeb86rdOJQnmXHCEIbWZNqElNl0qLZehSkzaUgPvNjX34k/Gn0DfDiuCDe3rTLShBRMt5ncYNrq1WVhMu8IY+JTGrGAAjPBjyxlUtc2232tm+asreVf2rjrXFDHbjN9e89JuPjDxcix2tX1FIaUHQv4+fkPFjh2jiCKDB2dNKTg+Li65Cw2zYC3RmRqwyR2RC0ge1mfsgkC0pBwmSzJTqunI8n2Df5+X5xxVdxHW9KzZkv0eU8L0BLnEeLV860S+EzgpDnzJKGrtKeCS0n07NkWhl2xGarYnY1lJEqBNXh7L0YOiHcAlZDo9ICXHcbZ9ArYOMCi8yoGvsClVFiolBKgbxhyoK4tTGA8eFJOkhgBfYwxL764OZVhBTGkIn65kLXDRQ3+Aa6qL/MkSHV1dzZuMKk3bUE6rE9ZLPkVmJeknFtZkbzS59wp3U7686ZcyrwQd29HfjiPELeCmfoWBWg3EIomHixLnT69BxcSSCUHWe1GUxQVySvl/o22Dc3ISpD2GrlTw/nvSAjm4fWe/olW29kwi6JHGnTSP9gtYpbmVyQMLgu9+AZqJN3RN6KtVWqZDp+T4sSzuDPOx76xtKC8ZZCMX+nuWryLH0Xpau9+XuP+FvebZ9yg6W820ce3lFow/ZPgNScJK3cR0d2EjkUSXlq6TrD3e1RcLE8Xcz95U2NmH01WY6ITXwoOAokg4IUMc13Ij9ZgHOOkr4LWuakS+29gBm22CPV7ow0FnSrgVIxZLjlDM0z9mjlHqY6nCY9e5GGhV/6K3FxN+3/Ul3louZYlZ8RpL3MdndHWf9T0XgW3uzWch4eUm6L9BdTMOrYALtKQ9DPVd30642dHDejnoyikQ/jadjRPKwTiG0yFmIGqATYbwyw/GottOIkfUBJJIqmE6yWLj+xr+L8GyjN5epy8JNYLyYHUNiqJ2opiPB4CPnYXSV48bUAlRTNVg36+IReXkfpDFL9NgeZv3okazf19H2UTeQriEJA0m0KJSCqJUfj5FSU3JBiPuAoJVQCOehL4NReg9ErgMKpYNlTod5iafhXz8ovztWhHQRaZOOzZFZhvIWQqs/EPGzu9LhrhrjrQfuqg+eGihyiSsV7u+MuGe3JOak9/W2d4Wn0ydwxmq4oGXbIlwqb2+FbzGjH90OvgPXicW9q0sTRz4zLXE+4xWf1/ZeEJsIfgbbL+zbTrAgiS9N6KyFf8a1tYXv/dE0/zivA6sleOCj+SROaq6nU8ii7nZ3XWmG09VzEj/qOD19ZAoJAD9If+4N7M04ulvYod76H1yNZMuwbdJiTo4pm+7f3LsW5QNKViM/oZ/opu9fc4oi5xGeXAtZGLBpWrYj5o71LyTrDcxrcPztoSknxWh96/5KV6h+DxZgLv27qyPFW0k70WtHy19TMce/TFH2hufQ8UE28y56PelKtn2F/AhafCf2N+FoyB6aPoHznPergyn7QDJohE81kVEbDXOLPfBKH1z+a+1QbwlBWaw/8DOMph7/vKVLFF4UnSRHIC84tscfVZ76Y1z16T96MEQ9Qhz5S6+3BExXgaYU7o+xBjtfWzVbORLJ5fuUJQLFDSnDqPD0eGZ5gfSYst/TbU3Xl1ni5XbId6d3XwgjDaXMFV5A3tW3IdxFQ/ICTNnms3MyNE3scM9KpM9rLNkmQU8I8VDzCsbUawzSBpayrBfJe3yLa3MbzZqWZK1WpxzHuxr2nx5bylGsjBzo/4Bxvgi+qUuCTgOM94KVUZp/RZXUSN6Sk0pbU0za4ESglaeXMTGs+S6Fcgqh5ozr0mbRl2dmzZLlYSHOH7BXQrOM2QdulE69M7j6Efs+ezGwezJ5Paw78K34XeP37hXxF1Bmq4VRw48/nW1q6M8gCWHFisv0MZA2m2yD05WF+lKqgNKa0c0P4m3Wgivwyb3A/Ysw3mEcK/wOdZTJeKW6Q9qw5dXYvrf0NMab0k7vRYR7xtnalKLHKd/yKln5MLV5E9xz+wvHZxHh6n4bKnw/2/BRo/hnurR+jZJiFktOiNo7T3JWcGleif0uFWTnJOtaP9kLlk+XPc/juybBqNqBbqS9mT0WPga4e4xuLNVLkI/ceBXm6HNIMq8Kb4srFIIegGJo3Ytz2usK4MX/2Go198j6Yr8r2BZwTQXommqp9K0Gf1ZHH26S8HXGb3i0DAtt96vf7R5yxp0F7FP2W3c9SzObpmxwWB5dPDbg7COTu5kXyybvMyjEuCYzYxe6/uGZ9pObv/Lu7ExV6YTQjqpEUszXuu/o+IlCBYkMfeyW4+52Ifla770fBqpZwmWoKkP3x9K9nLhja5Tz3c6xHftwLqE1Fd0yn721bU0tz/CG+yRmbK3dzT+9uzZjeCc/HX4JQrAflMem3qk+5T7rP9YEc/powz/moHrVJ/3sh3pmyPVUWs/IokB32RyJ6YSm3qJt9BdhBA56ChLhBj9KBj7+PiaxrgZ1wsRL/quapJgLxliRbUIlBJPMs0UXj9ggsAxx/nM5aJDj3L37HHyZGeNFcVwWKw4XXoPlDHz7uKmhKwYgQobvozlC3jM03FRZeLct0UdGBUwwo2IZveYudHg7vpHiegjqEiccavfd/EdPaeRi7rV7KVu1xrjVF6uikKwLbupKqrVQR0umzJBzOuKLz6GCRETi/BusTu3Aa1jwafqgsbwXdMUVxHGG33QtbTNJXkxUiXLaF62IRilSzGACeZp4LXgEWl7x7sr3w9sf32zs+hwehCpyeeyj8o0+a13szz0/5m8K+b/6uJjpBujZ2DGv6bcKJF9KQMJ9eAR0QrHfGC5aPoiIaAgel+E56hzjpgAYUb6qdaOT7Z8/r8cQ/9eHUnBT1EVyl8eBW38v634+jsu29i78WXd3NAogauR2UokBM/lHGbdWQWjKFp5TD+ovLEvitBEx1XDUk27wm23N5M38kKKLN0CpfJeRFvjfD6HofeZojt0mBISmMzhyVXHRiVQBAk/W3G9Smc4vyeCM3oYdzBpG50gW+myN1QQ7R8hwQmF3TrDQcqXZ2a8rJ8ZOP4xMz2t7KAqrT6ohgTQCskXG5xWdeAfShmtIy1h1uVfqitXFaJCpDplt6cXUHw6ZxCTgAWaJoMNiZx0Y3e+rvDvkXtpoThagxckVrsw7C0IYDCeu6cpmlegEVWTCTYBE5bzv9Cvm2pRTWFCQxx/GdkU2Yp41OvKSRBJJYTA0Sm6EyuQIyHhiIjOdDm4Auim9S+Aq4/jQfTPIKIA8UhFuJKlJyhfaIzh8GkU6/U2iz7QKy33U5JrOJWcOoO2LaridkTLq0rOOJLgH3v7DgvGt3uvCPArneKgk08fnELX6KHpNkDSuiDNevAD03/lpQTbASbjTXfHofIz5Ic5gSSAzer5+mCF85KeY7I5CxhMibtM4ZGMdtDKa4Kkq4RIDwSbTfIfM6IfZLBH7wUdKDR8LujVSJPm9OV+06qLgXrxt0OohjwfVEpKiKEy1duTIL/QepL5tCRDuJFeH30C+nXpuPPg7SrJufkvnVt1TBkdkWHWJiOogqA5e0l3bEIaiYyAkIs3a4PDGGisthbT5HCe/xKuVSszBY1wd3KIQbjTcGt6UKTOSWPAzVD3KV1DuSL4tlGoT9pU7wuJIA4h7j7Icn5gUlHZRuFAqxa5ROyVujRzKSemNjc2umivqKoBD19aQfTkut14D4tuwbY5KmYCPSkN25Y+NL/Fh2x9rjMXSpfPpmWbcq4gznWQruFHaEbR+nk91dxuVyu/18pTyRWeqfgTebUmMkjmZriTwmCN54551IolXlfdfziUyJH2Hx335ycbb6wbn2OzowF+SUi3iJ30bOp2LcTDXYDkdsZWH56nwtPftSmOXxzjrZ8dZOtILKIixsk97GLN0csNHu54QoIWl8vgh3kHPIOfUo61QS2VBE3iaOl1A5J5Q8wVbQX4/gagEiNo2VivsAHi6C2uj7O7LtOLn0VY40+U44YsNNMazXSw2E3MnMONfoEG5IOJeGSYMs2q/dP3OmcCYXnX82ynZUYq9ng1DLZ0lqiE6aTWprKeSGtDjR+HsJcAHss8GhKsctJ4xSjZuIEtH6AONkyzgeMrUfMyY76HokQFyVxgi5XtJ7UhKpWQ3n7UovXtrkCCKkdEzyoiRuNYxhs8ECXF3YfJxzTSADDeWp3+/zajX23x2bNJxQLKawq1z1TKCYqjS59jYQO4vs9heZrfqGvdwL20lvzA1Jl+HGPa6wUvFbiCyGNqLObjc3oaOYEmoSE1MFTKwU7IsbQZ+iFqmxclHMITprLh5Aya2l79qbrnAoycggTTAV/mm9CLXn743hjpZM+LGP/h7eSE3bqrX5O4LhgYA4htSqMVNOqTDwRPDbndX2ICjbRq0B+JNDqUuGZtLIKLvgehghGeQ9bgbZGwvIe3Qa/siZgD1dfxq4rHfRpBlUJUiZt/S3hpHd34DthKZdxU6v5kjNLv1NAj1m5gLBo7GjFJsD74tJWLUx3K/WZ3qgH8Pf6jB2WqSaqXfZsSWr1oNNSdEJSTTjE3CDKzsnrcS8Az8iOcVV8nd+RB8NfDNAc/gukI/n344ytI6+FBApjVhTTcSMve2JpvVpJhndOKlI1o6yI5ZAK7bV3cMHNUQMiZOdCTMmzYPsyn7q4m0O2wI0vp6YJrxNCxcCFCKDOV2ZsnfSyodUo+8xBMtLfCK1l4875WNQO5NmmHzbHHGZMkE2xwgZputuIyNaLT5f5iNacVFlEeWrNu3TGwcWFf1KjGIfUZjj+/2AM6VD43TMalFpxGpPVaQhy2IcDtd6sqaeSpfiF3kWQ/w5p/uG4Jlfb0etOCguTL6N3VCVybEKprkgnAUR9FvvKKlcf9Ptqh+5RHp0s7Srb8HKCTdWkusMWBLI2PibQudbSHulaIk+QGwd/woQfzJ55HuSX/mRvYuLcdbHmHfUsSjwC+tzS5f71tSVkZFesMxipPkVve42caFxoduHontjGOlm7R8qqZOrM8Ui3s3JKpW7NcskuRevk3UjCNHYVT7np71MkrqTtRFqlrZFyhf882epI+X+U3w94wdSL7zuSMJIXt/oE7aS+q4PQ7QlLJgFwf52+6rhNMRihPHmfkGY9l6QVFuzR0sruu4Y+j3b9onYY84qkNuY1H473YD10Z+giDws+FfPyleAw5bSQT7hoDtqyXduFCvDAeLSBIKKCdHLkvl7bQNFculg3JXs2fsYT+m7rNZ6vLNFw/fBoLUo8aBvygbcTvgJ5CV879h6Y8pmCuq5upbbfeamtWDq0bVlJML+fyEDp+7lX3nDtLmLMSQImHlFlTFRkygLLJOC/TcO9jaY1EyIjNYlkRNNM6JqXbwy8liYpCD9GT2BN3TRxg11H2k49qZjepHuQq/FI18BNvNo+j8Jti+WPe8ekdPxJmnyrT1J2TnJGuTZKBRmmpovdIaRMSBBvv02zl+7qEsrDc7uDDw2W+Pa7u7x90zolMDy8zIeXcrItocJe3RpzU2yEuouBj3ud7+fQ3tUYdMj92LA66oN/Q07fMP3IcypAVWGnvHYrkC8wUULTgZNPPTjezR2PKSH2uUXauNTMXyvpT+utfqjrNtGHR6pW6og148NoiOMVIb+yjXakuCz8lCmLOmDitbpeB5rWTF6FSmGLoh4mp6xqB2YyFHDv1FbYWyoCqhtJJ9C9lwKP3gk98kYpkF6YjvYovwgtzSCE9gV0UkvderM72bMniTPFk6QQRfxnZpcX6vvR7z60UP7eBCqR9DG3qPg7ThfJKz2T2l99IVHh8b7z5vizeFLVyUTmiwKee+98CniQ3F7AAXUnVAOb9Wcu0+LgciSvEJxHmpdvdu8PL5a29InHKkRAts49fOUgDAZBCdUrRfLn0Eof2S//6nHn3ZgT6cImFDRmXo3FIWkyJVdhUhnkfWWaIwE3Kig1/x17TRPDBb/azSAzdBwOvqS6w8jWD8EsR7s/b4V0y3UDyWLhiCOBfsV0MX7/p9jFYZzqmJREcpdHx/puJ4Jo+zcNXcmH2WRtaSzX4cE+pJoO0Qj+s+sm93y4eHm9ZHB9z7CXaEqeHZL49bOv/cumla3wAp7TFtA3yPPSD4Qd+WtvomF4IlpHXlfDfwVAAP3uJbYrX5m7c7Rb0tRbTXBsW+i5dWXpIQurs0hf5x1xjc0FWywQq+npoKoTuFYO/QyfV7m4GqfdyU+FSyiDS9EtDMfEj6ILfFR8EpnL9TKjG0wMV/wV/eFUurx78hZdkSsj6P0yDzELUlZKGgmSDB8pqN04uWXEvK1nKCljq48/ZJz9l2aPcSOa2gSZ+Q4rTxxUhpVTHbAdsby4xRRhTZPNd8DdfL12vgLC5zvEMw1wr0xMm3n7epQebr2NV9hteU041E4QNjsn3iPEeF4mmX/er0kKDoqvfvEDxev9P8IB8IydLR62tZeyA02fJqHvoSRe8XTWrUvgzG/Reh/gubohyKQxetZd/Ff5+XCVO98E8fS41Eio3so2fuvUzZFo5yQXapHT5QQUUd+0QfffFwQg95NfWkG+LM82gXOUYgPP5sMBxGJkYG8XwHoYlwB3ZrX0HHaR9yw1kqQw6XfwJpbRcoUZBW2/nOu1Moj3sQ2NlAMdSjIfr3Fsqu3wJmn76l4KldHEQNTf4PYTQ9pABnbNPDKH2/p9ytgE2lffEx1I+/qBEfJsLslA0o6pOcJAC8pwvYiHQOXwMTJ720CZMNvmri1c3x1CFC5y6EfVgqXrpzYKYSia8qzF4pSxCytN+XCxhl9d8MF23y339givVld3waRTCCltywss8fpvdM/Mq+Z73b11Oh0kya8bUDOfkkMMv+FZbvXvHYRVPGksXqcsKYJb3TZlMtw9akl3DoVtOUH0+1YxkdO0mLLuOHcA4SbP+LnP8DhJgcPouqHuFg/2xYou3Pl7lWWwGvuKAkqdppyesWm+srV3L5txDrYtccvvwlN+miu1frxDHxEpOA2j/zwLz41ly/UPhYfKUpIHlGzBaRLfScoVHfG6hk2xwapMFEJpvpMTQFoM8JBccmt87Ev7Gt/Op08HXL5Lrq0t75RlnkmpbXdLDfhCsvhkOGSoaqcWcbi3C7brq7xJiVvbVxygW4UqH5kxZi2QBRPGFetMSlZVTNdDLRZ5qd9q+ZBXo0o6dub9d++k/gqbpFTvsi7jYhNXh9goelstTs+IzdI8kudoetcmXDo0Ajqepjdi1ml3T1lWXuavu1wTEtNB5DW7ffEXEv7WreBBbkk2zpVSpwopeWjdgotscgfLE04it5aGbOISpFdrGwGKByDvOIiSNqTuzlnZ2i9JZR+QXRtoaxAUZwV9dIWyNvLrq/ORAPtkP5sIiDPzcam7+d3G4NvIs0nuqPptLpObb+0jmVU652RfjZe6YGwhI0UHuhun9Fvsfvo0K3TCDK6TZPZUGu2mNIoPBH3LV7WXF228sdK96Xr+oLy6T4zTDuBUvWxJrTvU5JBTczoVVUvQfWGxtv22QmV2E3TRBQ19KtQZmOSbSX66pJuGadhzMGmKa+h2hPmtNTdtSdpqlN9j155hQc1g22pn428NUmVrHFU32jRiX6Dy0jYq8zjSQe+7MR37eo7fK1nbwVP8+iX4FjNp4JYC9gN29/LoLzDoHclvAD8xT2wGbskOdmGa463neK1ub81OMKPVHwa5bF+ToAXUBIxT+6h0VmuMyRwma2KoerB+4BB+72fx9VzX3zplk4U66l20RMGcqzijzB11IwglmZkOtizJnhMYTV1+5nrkML6P1jGAtrZqoLLhfJZ23lvVqP9N+LCaNmB6MG5s2jaMO/QX7V/OJAMln9Xd/Ny1dJ8Sldl1KdPio9LWKiTCRaapuT/CtJm14a64Jp0Pef0caoQj+jkEa1whc7EtWts9kloy9l+lRXTGbPDBORIKfxs/Er35e/jQf0FGuxwsI9QNTYI/4VmW9/n0xR+1daZblL1TzdpMh3T1T0bcn2i9zcRUIYJMYeP+957aK8Apw1R7QMc0gOhUaaX2bZlz1rRXZ97+bYIKjkODkMO0MKFxg0+7TbCQJTSjRzq4T3TJT5s+tAqf1CpHuVJHB5ZBr8/sNz8Mn1wKzBa+9JOQTS45PmugPn7Q39PXEZYuCJmcUSyVLD/6PXj3TB88DpDqX/ZgyZh0zvkd8DHqV9y/ddthQ52NJGeYIHiG1e7YjBfTSWRO6uSW/W9crGDXJlqvnMgM5wSelK0JB5LM07N299P7TUZnxZnCskx0wOwETH/rHqgN54FkmyNH0SOYeXHBgLhXyvHoXacQL+tSXVpoxw/HzHzUh1QXGaxRTtWjz/kElHKaPJ8r2nt6x9xXPhJgKEhLOan6/jx3MnmkUnPQtmoliptxH5VIpf1ftRN89QAM+B5DCZYvi8eUf6pybeVUSi9HmcsSRKyiJqcKZ5tzNvJWvThIkScy+WdrMXBl520xGjPd2hhFEopblOr12MamrS7I+soLCOLzcTt6sedzjxK1jx4h09gGOLamKCLnt1mWk/KIN+Hor2Ir2VtEdwQNBsswcNjiYWHWDL11s9SlFxD/iBY/FE+sQcOn7xht536mhZFSztli591CAFkxOvl+GPdZ3lxHqOJiVENCsDfx0GT5vExcSLlVef9D15strTZtk5/PtDbLgMsgliFPLR5QBxJg4qYQJQNSbb4Cn8qmEnkmhYMtT3o+WvlTwPIhrQrMq8szlRL8VSIvM8AhFeKDSNbOoXQRajqpcyn/A7aqhq8So0FIx2jQYPbQFGyt9pyg0q2DClzOszTLNoiNcOisiwogeTbM6M5x9uDOT/qNw6H8vjhW9f9dzUtsPnoFmc8SbtSA3jiQX/0y4Izf3R973i+YL4zhW/cXQZ7nf52Rbv8Da+yVSrSbb3eWu0fw0pgorzg5nLjh9bnnd75NCtPt2b0wXUS2firtlH2KG3Lm7dZWC1h5bkOXk0myRYBJYoov6uJvALVddnVwxzPTsOtH8jbA/9gKQKTGie8fWteAYStxmyHaDFib+EvS6oNKcO1RE07hsQi9FoPTuheARCwervdu5maIlnjyQvBXWZbATIBB5GSFfYDRcuFox2q49Ih9KdTUMe/aLnOb183IVpyVMV6BaCpNWmQH7fzJ73++7IEDbpznz6YKG+9HjIxlkZSSGrPsG6aGkmTk5EA3qy5cwpWurPAfiXmt3CNJhLCy7UzFGFCd9bxd1FMoZ8WV2Z4FNLDjYwu2cUUkUgy3FnT3+DHotanBgJ8vNXgGVC2evwaitZNu832zToPDr757EkQ7XbxVI6YZ1CGizfmqBbjW5F6M9jHE6gqMZtBIuNo+hlL7RjQwdfCRqImZ7p+AsogdWPOFHDWfY/3Zm0oqOVXjJPTL1FymCWVg8TKb7DU2Lw+d1GOSJRsT5uuMzOosC33UDsJxZr9vI12DLif35p/0Q79lSj2Hm4HoxlanK2Rxo08vH4FxFgvXh32xm1ujKWMvimkEI1YJSHXIjimdUSxs8DG/eD7JUVmobexQy9WKqO7jeWbfIQnfqUyD7VplIL2Mhset+Bf3aHE2D4RuEMQdh9hvwKd0F3KGd7n6l27NTWpwRFSL3APvwaIWtPROJyYnqVz0gU3s484cCL7pBtmM7omvBfmzOHPUjJbPPS3J1ogIrbUTsdt1E9ENuTzzdmZGig+LNxEpBgMSdrthZkM8D5JwN504+Sl8Y6WtTTZLYDYLwXieD62yYnzoHvepAuu3zSBvsYeRfA8tx7Mb8rLw+5jReVLfG5EPhDgktrnO7f7aXDwl6iIbQoqWUriknjr8WxtTljhgJl31+O4H7G04JSFOz+75uMOu5Z+zzKN9NFEaiScWMYXh0yWKTqatqVZkjk3TxKwFZGrZmMpVHkDcA+FoPkhdRyistUyVDWe712Pt1UANsF4Fpa0wef8ijd9i7F5Otwggvy2oP38V0CT8xPnB0ehWAbBbJKka3vhiFKQk7ntAfuaG6oLN1eagd7kdtn71B5XelRnvedmMTIfC1VYXSk0HwtLxZw/SkVUh5u/UdanYJKPZbvC3G7s5wS9ODvVyGW6TPO1EJRr9APSgUn0fFgNsLG1dXHdOBqUIDLd6eRfKiezzztwNUc096jGldWrrRYcuOqDdbA2UB/5mQQ2Ht4DfM4XKz1k3m+N2TyRqHcvHedW5L+p8a/cQn1XknhvLiSFGB0a80Tzj/GX77zMmRCJCT+xNDU+4kYGMhpu+NwOanY/VFqUGSvcwhNV45ssPENurk62ZjzQK7g/HZIJXvbRP2m/7DWuHq1Y8el3K1aMntTtVyG7zQZL2tjk6aS93O0v8rMWVCs9Wk6Lj+BGmKD1gT6XjnSthkMxeqiqd1vCsvzf1xf0Nit++gOxg+xnci/tN2W803mQEFN9/vZC+woY6oW3HvSTjApvKhWfp6/1SQake6NnYKukXmhjyv0Fb7xR13PWB9guxNTHvgIGZfrIN3zQ7pJh+wsElM6Y8DEVvvHPNBKl9CTUQhHGcvikqeFic9lPayQw3oegsxHlXO1fO7Z/2yN+IWd8pxI8YXk6d3VJqPc83h87i4rTE1UimHobpspjZod+0pf+3OvhYELyMrvXpDtqmFnk8Cw/sLkX7IlKRjAjyuXvfAHKQBaDQ5PqLHmRCYUHLDCI5hBugp4IzwfLR14BrZGDqrgmhlOjL4xwnE/7ON3yb2O5Mli/TSxgEH9Dk414TxUXboVNehW01Wjy+bn2helUhT9uCX52NkSO7osJYl94kOAjeQDlTEerf0Q2SfsECOS6U7gm9Od5BYREPDFft1646W/bifFfxx+JWACMu3zkHz0AypEzWtuWEYLmX7X1wuN1mE7FbQPsV8Ttf1GfU5zxu9bHcf26BLns9c+VLWRmzp+w7FGMlbCk4EfSq9XRF+Cm+8sWyh/Uut0r6nQ8Wn3bjO8biFv8pZf9bow4LLmKx5lVkjKLe2auqtM4XtDdziW/Rw8cUyWMvpHKijqwGfk8GlWFhL+t6GH98Y9JYhd5I+ylvFLF8tQOylwnsEV2bMop3uwppMdfTiA0Td4RicFpwMUTxxyORU45UVuERXXZu4zl49TMH+hWFZANiprKIQ510pbV92E5OQTxBEqIBKAdZMFQY6nL7dhVSrfCGPyHGZ2/idQgflJD5bUsCXEEhgxUE9KIl9iGt/rWcJGgs4PB0clpI5ROR9sWiQ5kmUU/PKKqEkzgd7+AlDKwiMJiGUewJ26jPgntaUHLXc0Na332LSgR6QqlXWw9V/+bwgg5dtdf9JVWkUknR3yug76AWCwlnGr2RjMpmXvOumFO1TnXtw6t2hn3yQDTc8EkPSWPdsGD2dYpZ6NCrw3aGEEvKQKNRsWkuI+CH/EKYN/hnIsOl94qTcNKZgGeZTiwLKFtthQsygdzy3SuZCWIthLjTDE22TPSYD/6UwAMzbhlqSfWZ/dKatYbVN20OSDSmHc00sSSgqiPYbwVSkfOGbOn7pMy8IILxy0z3DGONZz8/JelrC1dNkDuhFaaKLiRXatSI7+H7UQGDTijhnBEQyof8cTla2ZxsMP6S86PSFC33tnFiYPYOgwUm0YbMkc5IyKNhoKnoK3nWzqSZE9N02TbmoVyXOM2KdrOSMNqxPceAztuhruWTrPDMakJL6dENnb05UPOKKlB19ZQtlOGr7u7u2NCma5LQbfhQ+JUT5nUUYZ5zqqA8UymuW0yLoaPvX7e7h1YjpyTsVN/hYC35MHll7VKbashij6+ujY+6ZzpPvm1vYK1OtENhmXk0c5dlD50qxWTB59UC7MmpmY6akw7mUy32MDfH5YxYJmht/Ak6YqMYwNq+plx4XSptg1SH3gstzauGBxhFNiewPiMDaFhM2RjtrHzH9PVU0RfSj6WIZziZQF9rKrAjOQlVn7q/li2azHu5QCtZbwaUOIsuheWmbbBnmTKXIuaSaZXOM6i14n2mtAXLOHF5aQ9+8/Gjutj8akep9htrzkz2Gre2Zn8kvwxhI4fzJJWIBFXiTdhHE1Q0oQTm4q55fcreA9/SQYmV41zpsp3ZqCVtEnondbsOaivRxKfeaWP+c2tlpsLL0qhT/+AK6JrPuZJIpvg02YA9DPl+9o6cy0N3UBLHFZQPh9ihTSrJdAsw6e++ontURAeOvx3t/kVgEG/M/0m18529T5s3PltBaS72hKVF9WfrZJDhPNUratyG+G7T7smLO0k9EDvd/i3s82ycuL4mr/+TYr8DdvTrchuUmpjllKWXsxFUrNh79xeAebw+bHTfSqkoS7tqo11n6q94btGE3n7ybtJT/I0kgOmCEZ9Cut4CgmiJIhvyXNuloG4EBzsHVAJTzDGPQiM6hq9bO2x3ywrJfJa/eJVSifbkb3wjV8VpMbXeKNIt042NFWzEJgaOJvfQBP5pOlcA9+CJsbxi7wCiOpSas+EP0X8LW39rcvXW91aspblpgMlX2+x1eED5UQ8vLE0xR1xfuvvteCx8/FRaa0kX3MVf1Pq+8dfrgRiQkyZUvwK+kNWWT1tCWplOnp6fq+Ai6VHfYcXQE/HciCNz7QWZHXHNOXzdVvBUpPRKQatQz8noraxaha7I0hOKsbEJmPtlgaaGOHcw3P4CiCzo8itHe2rtoOCdXYvtpVoUnUv76MdzXeJF0kVdpbfK+wPh3Z0Jv1+BaB64PybtfFNqrbEk1kXm+yhX6pRnDsSRrLAUbRJypZofjecMu0pQQtTJZnG4MDal1UarAJ46MErIOoV0GIzHNs9f1lPMVxmz1a2MQGCGPK3yqzSt2FqBR6NXKgTTkcbSOLvY946b4iMGJwU7ss3w0Q1Tpd8rF9OmEv641d+tGWDdkuPXNm6kJMl3X5Rj6rUVc//DLo4vQ48HHsFNLbH+Uu6dEHOaTCfXGt95G5Vo8Jj2PSTncpbIbRf00y3FyLHJizjpXkb1Zj93z3nevbH9ZF3dMAd9n3N26472aA4yoZTKOcqfCQdcnHBVnGsWS4TTTjHlqx6eDh7G4bQnchhDneD7va+FNW2leL0OS3MQTx+KYFOVjWpmiqgCf8IEajGmERHu14GHu0HrjmHiG5+E6yu5ukwPES34Hek9ifGXvCdQJxQxWEfUuVjnSGgfAWsyx/ShLZk+n/0cIitcLb2SljcfY9pyGLC9UOVeYJ8VT0iXrSTSkaB0Lzab34IdwNyPi5GvvIKOAAKCcv1HtyngYNaiOYykC4g8m8rCVFvvppWqJcCf2Wp09gBaHDOhS3vkibtUz7MZTOkq1dFE5PYzqQk42lbuYvgvWVT6r9Ei5DFnLwIwhZD8leEpxX6pIy+AnBF33vWbcDN53axYkVEPDv6ent6FLJqi6PVh2dWIxjX8Rd2tquq+br9UHMfgT4v58ZtC+kqqOit5MUZSiuefv0Ndtha06IhfxXDzMnRb46jjdiUxHZeDEhxf9tceMOaoeIXSdlXIbvUi788OChHFvfgPZu9vWON0NhngSOFtWHY5Ntb6bItw7EipRCL22J14RBkazXcyD6WwCkTshdsuO7gCw+8+bpb+3sPB4yaLfmge6L2JN0BbDDRWnVqcMNGuvTLOhijODNTR2HCTh9Tnu02iFDcodd6685INcL7PkNI+H74YXNzl8wJme+8S/QU5HrlY5xnUTpNYbgty/WtiIhdTM1c/Hv+Zfyj5cuc+FtxC7DC6S5DwjmUK6aFctZb+Tqv0qlh+GDWa8rMGbst0IwdIk+2fYptq1WMoZTmJT5icvnBF5qPcfpF4DJVxdXVAWck46ZoOuuoQzdbqYbViXtbGXkCjz6Mj3TjuKgC7XsgOvy8DK45ZFf7JNUcOmKQ3ul+p9AitD2oZ5rRZcVGn0JnBaiuwLxSerpYEaN78loWEEf2GXscpH7beB0X75Sec0nuNYgzhHdK0I2uo5RFHoGA9v7GQttXo48eLiT6CsAzc3gFECjTNi+q28Qzbh19PCXS8xnQ1qER4YkHGVcQkY0Eoz8n6sGTDyhlG75Pties6S6jtFUTyKCugy1Y7M/mSiajBLuagg1twVXzElRcg4mbQUN5FHC+w8TIF1a4BWrj4bMsU4oy7M/OlLyf2V2rIgS9MOUoW4tz0Gi82cNaL+I3/vTlLi2MKFD4H3/zhlfd3ez8W8D/+R0/YhKervM3Nly3P+a9RbuhtQRyNcfSOPk3lLi+sVtyZAjZi9v3Hr79PXyTdaPS3N4Rb91VnURHCAJo1jWZ/GY8czZqRT+NDFWtSosnhcYvcHX37UIgIHBiD82fp1B/3HFXAN66H4Tfo4Ge7pAl+sGlK3e0ugltC3PWS0fvG29XE1U+sALwEHq4Ehl8JSpynWO4DDbmrK3hdHzStvhR2dG63PIoSVzjTOA/ODsiaeVBEHCajHonsSputyOIi/ePgAuL2zzbjw3pxOxBa17I2xenSlLGXaHGAvzrc7N1A832PMF1Ki3OFFRbh5YmKS8M8M1fY330q1z+GRF7RrBPhfzqcp93yU7SF9myDtvJATKcNo6O3GlJD01ZIETpv+cHieGJtf7c/+bM8wm1t+VlKRGqeonzH09qkJCLrCowDXeXWEox6SfFBFqlWI1cb8126qDPsNfN9BkAcPHhKWCrA2c4K80Azqchk8Z4b6XnvD+4rWC+EUuY0DAVgmfiN0BiS0/y86pa8YlP1Lq/4d1iy3dRocfPDnddo0X2f4n6RFZadmSyylWZVFcSc5H6UyNTrW/p06gUfL7XQIg9TT7Asw53LAOX95pRO2tEr3ft9nDFbRg7UqPTfdZe8Gcxt6cqmrDCPVujaHf4JswgCkOMt8SeQdfqKDkqz4VPzgzNLbAz3cgpBt1Ys+JRrs2nDSt/FULExp7PHpE/tlibG9XeWNyFw8D9Uf4OpZNmnihzaQ4HPz2oxDZ5ThTBpT4eJIv7N8tUGW68nDdH3cqh7nLBCru6TtmO1zUafFtGwe58fepbb77k74S9Jaihd+6KBbadODOQrqUYn2bULc4k+J8n8qoKNDeoErTUUUhg54xdA9gDzdIxA2ikutv7e+XwG2M20n3DfkbQR1FLMFDmKrMvhKWKfde+C8GyBHgtwZlUljwEVjhPWsXt2qM35/jenNiAimm38Lykao9rvg5NZu4IobJNOWQr32VzJBQSLZaOzH3EYvL2svReV6IzApRKk+WuHevriqBn6P/ZQVN9FLi87L0qDeq9Ajaxl60yyMjxXMWFMYc6JmzpSCCRB/mRrP7mily7PttsdhBjXADX9BAfnM6s/WJFpmjJ0TbYXSZAgqCzhiGnjiCHR4wAqBeuH/V64cTXOXqwsfJKhl+JPSaIG3BdxTwv+qHRZKP21ONYIBCnydIRZdFojEx8po8bhhYjqv+hPEZU2u12smbEiVHfBqKJs+5FRxcjFThPKHfzPp67IFUHIekr6Ug+4S68/3PfstPhI1WN6+RbYS2+1BY9oAY4pNG0bfooCYTviOb9S6/C04lk6q9D9MXLFsfKXJaDxWNSLF3AxMceMERJYTHLW6bpHUtjMcOqEIBCsMFYhWiNi0KSYOru7pyZi2EB5XAHE9l8THrEwjzVipe9Rsz2mXCkXRinNi+yVG/HeNo+/VOEAEFBU/I1pFBtIApDzoqDXPHj4dT7aMNpq9UTJb8JBlfnt0JiVuENtkddTZwVOnpTU7E8ztwivjlTYaYgEVLTvw/pJDYQT0O1a0XCkHZe8iPkCAvBt2ZUnxlBYVFUlQ1ZgA+UuistVPKfQjbHP0lseqUm7Zzh9tqAVY6kyik3FZFjiEhTUVm1S+g+bR55RPQLp+UYBgeOBxEvu4bL35pvOTWhaWxl8m9pFwOyCMTZ5XTkrYfs6jmhiRc8EykmxnIYmbScHxtICaxyfclkIWp6xXjBv+Lyda4506/Psj2rpEHtQhmSoBh5IeXtDoXvE4uXGsUcrZG4tO4NTcG4TT181/eDOpsvsdU+DkN//ft4YSXJ48R5o9qJxmlFtwxaGkPM5smZmXcDkhAtBP1prlD/z0H4PhnQ9N7rhz+hqJEHUk3wJe02HQWzhAXu9AYy3goDi2Oy2CwDiRDl5m8B6tdffjxSjnb9iv9DWRKqCpe83hr5sjUr9oAsxrJ8mM3BsnOEAHXRLouz5M20AJKh5wPhgSJb4shBQ9pQyhbh+tFEwt2zzRLIlWJ/I/hpw5ThyIZ3lP/mfcCEzOj34/GrZSTpYayq+bJNuy+y259JFj2+/wK72petnqtzdNG8v/ICHo/PnCmhAsxBA16XtbX+7gfwzcPhF95VsPNNjZNpX5ci+htGumICZFfyW4s41k5LD60IbiNqHAFLCktUFnPZhjx05ShYCQ7JRjZzCQ8RMoBEUB6Uih8/TqfrFBBklE2Urf6DPalhD0vBXC8pHIPfVXChScDTdEZMR4bBPxpIS/0eShMWSA0rj80YCcKzyr1spcxMaKxglXE66kFUOOrLUhPKjBv9kXaE+iEL9IBZ1m/2Cvh3B+810wz9wnmSgH8ttfviHOvve+Ap9EKz6m9IMoviASubZxhZxdTQ9TvPDBnGQChQjGaNvU1/mu1Zpu1dtGkLKDy6WVWYMTPeaHvIM4rtMmGy70NIQqElUbsI7+t4jnlSLz5TgRHu20Rd9XT4gw9yNdaGhVSZQ/QE5JdOOmX4WHjB2pHTKIJyfaY0TFkDaD+5nggija5/je7h+hvC7aiqx22g+bGBDDCnToyAU5SwSh4Ii82wk0yCNRswXfOoJjiNhzWw+OnD9VqYGJZgbyGcxAQOcWiHjIplr8IGj4xlGYl6u+qwwaKYVZcnVVfTdLHm+cPzcPr7kXisg8iR/vg85LXZ0rJCV9G79M+W+SISN30ZAttcwF88isw2ckhm2w3dOKWR54kJnHX+lBVnm7vFom6nOsmzrs5soO44GYWJ9+bGym8WyYm3fOTSvFNzt5FOceShSIan3rEV+tLONth++DvQZAZsoJwZhmc8b4V+srpREVM6fv/yUyfUOdEE2/9NF2TLnkTNZCJuM4S3CrSGPzFGZohDfqu/oi3juL6u1VUM5Zo3STBpQ7n45V5u25Va60ifzsXAYOVn90kxx13UDyoLwGAECJIljSJ7PgxCg8jg7SNr4ErVml2jh/ibzQwsLK5MvUYvHyU5qbpVtdEJfXrW+k4JcZkXhsCtv+w3xnqnbYgOup1CZYiTlBhFHSk/tFxgaBMcNOlhVSMVMeRfqYFmjyZwQr01Xe0V/q+l2wN3yQb2PD1TCngg997RYs41/Gp+9U8P2BLJUGyQF7xZvTHmUvZpamF7lHJacG37Bpe9JVk0NMJcAlFHV0PbuNgt2XG0d6nGGbx4LdeIUcKtGqY4W8RjdYsfgpro5D8qxdOlhU4Exkb4e1s4fC19GGqXVB/NP036bY7DaUiW0C7dvXV4FwHbnCFJ1b+QQDqfV2hzytzT5kTAeWN+eJd7Efy7V2n4b2C7nV3R2ReS4qqZc6YN/g4rq7ZeTyb72bt3ofwF7CFM0QSmEsQPpOA3rQfV575PPHUmdlCsCUnIxj0N679MidKYppdTQzfwZnhstPQk7d/6gf7W9qgnJr/K0z7m/s7sOb3yhgwNaVBhTVmTIF6jJFeqVTLidA/GBlLIlCUPBOGhEdY82o/ZwwPT+HXwY3hCAIsL28ft508xuuWFFUK1zpgT3XSyLC3WlhyiuvGwoUhH5/Qf0y8fnqThCh6vAKxNf74lrgwNtg9j3b7uWVa4jlVAqc+SrJMUbyckww/XlUg1oF1BceJI9K1dMKbYpw+VlB55hvHaF1c6DtFOV+WERs+NG7l78xCmXcWsMn2yFisGSsrjeTS4iNHKFScdhDHv5ociRE+5cZLP9wTqTC+UFtu9LdIT3KJwgtdh6jIDEKt+TvL8AdMdqY+8a08RMVSC9gqfQIc0QY4cEOK8P+ryE3MZxdOy7sfh6JgVtPn9Qfu14ni6I/+Ujux1sbys2b441uShCT7IMrnMnpohhPm3iHHJy2kYXbKlt5z8+gxSuPrwyxBNM8OPYfS1uwh4v9Omaqg/jYOnb+nG9ImMJ2XE0paaXphbBO9VLwZFSTMehUptp67t9R6+3S4XHFYH/3H4qSr27SsAX8CZ2KdKn+rI+nsgjY8kU6Ryi08piMwif1rPSIouQd6Xw8VSDSBKOtjY1rFLE/GOXMBrlamD1A3PvDsBerY5yXFAMAHIUhJVXihJ4e1TEklH+jsAp7zevAmCM7dfDF7HKrXpLL9gvYz8oxucuaBkWhWRsTyhJY/HAGFF8lT5uyjgdrQggV7y1ygMrcOHo+ewQKIzGsJXgO0r4GsQrtPF1S6O+/gLmV+AAHgk4YWmfTlfe7mOS68MLzbKMl0mV7SirclJS8vzpSQQ+RVgf7bXvvdEdH64Fl7UAfm1rxoW+OaJ57q0RSfWnaOHdJehd1Gg2w+do5gT2LLIUeih+datWhifIjpGDQ2W9aji85dFTNTHULflTePPXUy4ejlt+DS7tOR1YNgS+mznLiCfVz6+UO+54EJbu74uCDxJtyYKvr4f++X6w1aM/1o8QqD7PC0q80R+AdkNmdOEsicpjnhCLmBmsWpKE7Y0lsfZAxPrdajdNsribP9ZoddSooSM76s2mvxthIQ+RDBtwTyMVUF3Eu3P2IldoEjgWCACDDUH5J29N0Tm/MRWE+fcZfxmw2jQzYyV0Ti5GMWNQFBbTyuZ8Q/gYXjAZvAzcMnTGV1v40xwlzXiyD7wbVcfj3J2fM2LVldCZp4pRChvKyzRkfamGjdTccxzNn43/kPpjMbsc1b1g9CqHH9Sa/c2aajmopOEtr5lZBwrMDOCLkJAbuphNblS6eA8skfPhmI3+9hRf1NWRXRiijEVeZjFC7NORwa3i7a7nY+r+qfB+ZnXtd4eBufv7np8u/tXgIPtTLLB9ow+KILYWeii6kIPnyCUkUQkFX3XGGBtFJCVM+3H9pAsYyVj9y4Ylx28QZYuIFXlxY1fqLONPud+aYLPxf4bTCp7zZlSmVPB38s6dnMxSD3JpR+cHDGx4T01NQhMSyMn11+U8cafHPbZk80Z/HL5kutlYGiZLdDCXDBRmNwzYm0ec1ZLfeSYwbqfO7HQOOg33SslLlpC59FJ+ind7kvtN8cZsq6qpHUsCtIZ+2SZhB8YEiQEUyTfi/q6c/yd7UuhViK5wZuGM9szM93KP+x9w4BgK0eFrheqhdacSyyN5QsNLNsLk4v4WwyQOvUffAzyDDtMJILErGy8U5AenYNiiZ27j9icnvOhX38rPyl6mGg4MA0z3Dqt72+hlfabpArMquLAZ3F0e+vhfy8w/g8f1Ulz5en1uJ1H2TuzGA2ZDMEZrxpnwTszUXtFVBkdSik8XKH+3gS2ilVm83Ql9fa5zJ5ILwRMzAmszDm3xQyr1EYEPRLf3x9EtGGCrWALC8c1b1I+Wm5ZxC6hXS1dKe51HdtVRaFpCoKB3G8aoR/T1V1g0yTgOmVMkJpMXBhkJjKQ0BaNkkHj06RghMaOeOSTItQZ9ez0OZkhPq8kZ8rIF32qrkh5ooib2FIlkaAjCk+LexKDARCwUBI4fU+BFlwvagWN1Y+7q6q1Qdrqeq56ijrGk3kM4S1iI9bxeSQn5GVhOQhCOQ160yPge/iLwDnf2NvBGEnu5jD9oGxZwdDtTpFgOHMlhFNOO/eNhRXtw4eMy0qY+dDq+LCYQE8bjCniZaucHAy+hIbXDCmF5+LRF80BlJuiotWdquTJ/7ZD0RL7yP3Z4NZ9HzrTVfF9tka9TgVjzapnIHWRLLFzkSRILvEF3xwT8Ud7qlEoLZLVkMI7r3/F/gFTKj7n+vM3GT19gq/UMEWL+rEbyhhwRVxe9C3YlE2+m5a/C2ehlAdBihWanOMqtXN+7MWSGvRH9hiifRV4NAGqXKtUXI/2ZSso6DjI69UzJocyCjXziYaypYQ0oXhSe19b3MWs/RantqchXD2x89essF8waN0iP87cymBPbxCDuRKxER0jSlWEzkhGDbc23NXHf+mhFlxCeSlJ3nIQo12h7+lcVYygXZ3xUgDlrpThdzP+iF5BrnMHIlCQAm5yWZc+w8pjHHuIrw8lVkX1a/d+TH7/LaJ0+REKW3OIkHwDN7VW63Ao11Kj92L1LgqYLXsFDH4I2i+kKIt1DbJ5FIFnY2k1+kVxHHeHe2JIPY1Q4owBf6A+Q2m3KDGIGmxU+jvEr5XqI/oBLyRPhN+fgq6LloYNfsQ/6YK9faGJFPZYlOe3xnbfq3ZP1clLbD2aKToVihMUZAdoe0xF7YyRTa4NuSLvPgss+7NA8yN3mWLAXCONcAvl5d+GpyVJBno7io6cNsl1k6lKws5idsyz9MnUlx2AF4UeV1cYzUF9vLMoE0x++DP9tXhUC9zKbxY4SiJkAJ6BDGwZGOpnCqQdfzNn0stGYIQvR/eMeyT3Et6Z6Yt6wt7s6YTqvgwv/740p7mYvks3DPrARWdrTCCwqWvZNJ1M0fE4WqKjKRCk3H+tu5W/sQflusiohm9BTSJbqmmiFfKol1/ITOwxrEWtnP6O2Ns0dDxi5wX8SSHHp6CMFncZ/Swrp7v31P9EcF07eU1d61f0maGviVqnLV2fAM2v247BB5kPTdEce9+/Sl/TlCG2YRfht3PCk9Bh0EYz1Dmy7wNc8C/lDu/i33NlWGmYsqmxQs9xvkYILyVe3zh7cqSqkDuEKnf+Z+JI4ua1vwKcBgwVRztPX1OjZK4VEFHklFz2mL0GfuiMVv0mw27EvmvQJ4FBUfQ2kBpefPgjQYCK4HbwM2uL6iUHs4pTu5AmX8ndLH/CYqf5kEK2Jl3AtKjLD0B0nnGf2f5e9L+J/VzT3uW+bWy3JJTlXTZl/HtHu+coORmqw7N1ZSraXUxkNswHqiSISEW6mg5QVVthdDjP2aAX0iBKkAsvVzTQx5IBbBxX81uZ8DZk81vFQZCI2618VmfSSW3Pzl6MeA9iutKtlH8NO24LypyVfkxDppUaD10IZPn5GajV0RTBwcGAFc94Po1FvDSh19pMOxlCCSHGwkMM34bq3MorcUyf4WEF313Raelj+2EnCHVFhyKffJgD+hwmp1k9xNmSmSKu1nssfjJNkLspVmuiT24snTuZW7oFP5Di3lORoaCBNhNsdfyw9Ep125R8s613/SuFRoHvsgVBnIsRUhDC5pmxFaw5AknRghaXafrQkEnKDjTAfhqyDfJbz0HqVpES3mnrWqL0LX26TrdjvElq+uQGCbVpSrRUxbQ3UzM5GTNJiH9ampVfVHr7/75tj1BUGqnLwYrgyZ0yi9fBp8ZzcjnDFJ+p4Of08HPotPKd01DpiAZG6wJPrJOa3qVlvQTMFH7dT0fwOjZa/2zIXojVW6YcBsqilPYv03tRmauqmJsm1wYIXrBsfd+UqQK0fQ2c4zBPq/saT/XiEY+cfCnvRS/rduTpJpiYA8DfhLvNFqQaS99tYViGrA9zpd8jByvqbQyTZ0LiplsNJMMZgiEyzWjDAbgqCVjTVFyfGtOo7WopLOUgGwQ6iJrs7goTWDIJP0UrdkKTNjQ+9a42WxQYqLrX7+hvgUQo0C198IDyndNVMqVAcxudXYSsVD4U0yrciX5iMeF/0X5bscAn8LhYkiKLU50hcm7zSIVI5YSNPjfOZNo6rQ1xvoGsEPA34hVwKNgJkz+ojw58o+RDKXet/Heu1+Wvq44zngPJd8ogHNukyfv0AZOPp74EfJJsQCVeQAlNnr8K1PO6PPIA7vY3elFA8TcbB83Yl7LsWFEK45LvhuxfnLKjRq2Uoum5KpJBCtaM+ge+WLyP4wPzEZsv4Y888KVxTPYWZ3L40sgX6q/77+o2met/LHImt+I4a5HcS7QsTcxBsTJ7truhjLYlIuIfwsOPNkf+Cpa6+/pWGymvLpTMMlw+ZZeuFjTSz9RcwbaNPyboS0474YXk9HshPK68ApBF4GDxJ87+aBMqz+jVf4oUAR5UYbS5p/xRnitK4Nxvgv8A6SONhRG7iWMkg2ibd4ovHx/uUhCcLmP0XDz2M/AVEPLN/2OOZltLP8x5NB/dp++ZsTP6Enjt2dZctX6mm/FmNE8EHYyTu2g6SaTIvtVOhy32acUy9AWj91/n3rAPu+1ghsQx1U3jlscybfo99VZjgyE2rjfSeKnjvkR5NHac9Vf02GO7LGbksjZcD6evAFT4k0HbqpiQv/lzdisuGS6W/suyCa6o4XXCvE6Xz+VlOUwo+sKi91r25Ic5BuRedYV9zy6p9PK5+sjXpRYQxHOnE2Fn5nZVesnoCkQ8sEyQb42Tc+vgZomQHSaRqg4pqDRZ+LXOd4iae8BFZP8KePOk7xb9n+/YyQK92xkE0UUvC+/37FjF4MdRDWZEstG3xWqPDZaqc8y/SsLB00JPwz8SGDf7u1Nm0yzeoXvbXHwfj3iQ37O4vwfr7eyd6nZZvaS53qnUvoUZ88dSHem6oTJC338leG5S+DZOKXPZ2o5T8VUPEFgYuCiO8CR5nWHS392qFG84/BmYc2ngVOmMHUaPGvSeMc0CVduln3mftaV0kSctCOv6rrQa7rVqB768NBg2SiYHdqZ+XO0ww+sI9UV9n0om45gAySKm0py1Bv72vrN9LnuhCfwe9KYlMSyfzHwpY7Tvy+lqdUUPvrRXOC1ZyJ1LCbFs3IPXlRt+VlLq8y8M2OEdK0wodMNfen/at0f+4CtwBwvdAuLbVmDNljQNlCfov6bhWPloFT0FMPf/uHjZ431dPEQtfD00WnHWFRH9No+7Kf4QcivfvbD+cH737sVHiYbPD2Tf7ESZKlJBQ214rmF3z2t3U7ac80uWWf3t2Rj3xIjZohSM3/y9djEHGbjmItagi7H4MB/VZCpbdq6+2HgbQ8eYT6sdwuykMo37oTT6o5RaVeCNYHxI8K5bjUaI044sWrQn92csY3H9jiSySwbuYWfKyLieWDp9hKEuAtjUSJpU93dgA8r0ByW5+NqjdMEIPkryy8PtjaSQuPV2hSR/WKHKj1n8uKstOk3GwgrfSQemLPvrjSG9IkHLLAtUtkDdmd1+W7bOnHvXj1U/iUOP/waF19dxcIFbtbhVykfK57Lu7Csg724Km9rwxx3835BV04i9g84N1NQn1ohRKV1b3x601e/nE8FZF3+MJ0+zfyGN+/2Y1qbUxnnD0PsnNdwiCta2T8y60FUNtrYuwI2cvTXc9HUp4kMjDGX8PnRqhJ5OatEoHR4j2kWgf/RZO7gq6QyLDaOoawfUnWzUSZhCZnygBNW2kuiOOegpGxQzPOg2IVzXk4ZieHToc8i494BZi+aEJiwwfogqG0/jXRmhQWUsUd6mFVb4v1/ZhR5alXwp1m/fWNc3Zvy0vzj2URGEQgaQI8+wUGxTfoorIOPZnmEk1UiDHHMiT43jkOsdWcdbxmecTEWFMrNRXHpoM+s6icf1yLtCT81aOpc9OaRO2HyWE3MLI0C3wBswlu+WxRaeWoXXNE32qBcru4Fu25pLtOmwwXad1EPj86oubQgZnnZMEylC8HEqDxnnwmUd2EZI3LodsslmvOSrJk/+qMzS0ZCcrPmrwb+MQWYg4a1vnimKCfr5F/lwT0rD82eCs1eA8pIlweYmmMf3nmei6V03XdunCRi3tpbvp53alB6hDq6REXh8gE2h6vGm3tlNQN7uYBJu06zHkRWQUfEwWRovUAujNddYO0Yo7Eyd3LEcsF/00O+bik/+ZiD8cUNtS/ur8aMqMiqFOK6H0lieits7ToPxYcQAqZfr/ln0rrCAr9RS9TxyKW4jCnOr0pTdTgW41iuBtE/+z1lP0q8AdKavPfpQkQ+Un2M4HDQWWh6cSpb+YPl+xufYqZ3RbPEirXfGD4fio/hkSrOadoor9I/Pbwj447pCkaCqMUowKRwqp4LrhMKSQOj5GAePtd0fPYQ0x6d7PnTr1EhKbwUt7Ccz3NFEcsbC98sCbA6J/JRR1ssc+5mZ+ssgZONKDwBiIVoaSNYK66bDbNjAl+Kq08umw9JY7ub7NOjTNWLKBMlxnGUBT8ix4ZekmD02zv1lhI2z7PGxX5u4Y13WldBnzTEx1sW+pfJNu78CO5dHXZ9TSkY9qrt2ob4q3XjaWT2d2kC2E1LOmvg/4+OJkXevALTfv96cGlh32iH0L9b+0Tdtzr+fPqGnL5mkmsz6jAHytJTbPWqxrGBFm/9SPnIZyEXEGL6fK2GbR3Z9Jl92mi7YgCXXEYIls+fr+6FHGbLTAmsMkeMcVZpsR289+WEE042z6GxYubryxHFbn3Qv3jaeYIRw8FhZd7Tl2fWcMtCrnAIkqoFkpRhtcrYD7/3uVwTKex+VMCjMOLrOCFWBxmkxPwDkueWZSRMzCNpqr4AetOAaW2+KHxHQbMab1igriRJVivlGN2IL7UxFNhTKrwj6UorB2trhtvIn0TY68QQAtYHpYKMO68wObN/bN27aWASqM4oCXkNzrwC1TMMtg5ZFXDFF0T4ZnQUFbSsr46s9oNwVsUv1Cc/mVGMD6nY/fmnXV9N8paWW6m4FoHYeHf1Hiw1ClykdlWM30eDB5Y/7aIyynzOG9iicLgjYDNdfAQsjUSGKgecgJyWc2W5sjk0eOt5IZLkoy6mGfa6DFodY73hzu1raR37ICLn8JtDOvAPbJc8Op4PEZZ2hMWJHn9AOZm9iqd2lh9TaozbrzjjtswrVS5oV6SL/pFbJkP9ePQnDXEJsvBE+enAkOMf5TWIeu8kxFyKkodad2fCJHG0HPNuO6Sbr4eKvdx3TA+krxl6YpMtjtuwIZn8zd4OqneIOCvUlV8dHbvTkiP/n5doHxa/j7G/saqvlPcDF7R0NvWGX7fkquQQHV14ngorArI1iixOccPksshTGtD+heqcLZ/gOJ1Bfacpqudb4wLkzYtoE0ENbSRyZIuMb45U5tQoJ3K7x0XnsHXBzy44nxzJEptKBcqZEtNSKvZGICWE885TZzVJ/yDHZfRzefCjWWEy/YbdL03W7NNfeDjlDwnBmmEKN2ZUC4qfxqjb4BvE2YBa8c8aGg2G0cBH1BafyUJmu7uijWCHu+LtZOgaxJbLQZ/uGaV7ehuQYcrwDw+Ue40PVyx2akUDejlV2ARqCLfuG9VNBNXr04paO+NhpcC962Nh+4F86SmWpKWPFNHS0aIc8TlhiNJPJ5WNlWdrmu8Kli1UJYqcZOg29YkdVRmzWQwtiPffb96b/+CiGP3+OdI4aLCP6d2Tb9W4kuxAYXFHjYi+kMeNtqDdq1alvmkPw1a0YlxJAL0I8zmEW6E9TcZq9c4R/lg2x1/mS1ho6sUbw8ZSui8Obj491XOwUq6TmtI29id/P9SyQA8Y0ohovxtKeL7tU76miOnKyuOxjKN2U/PtSeJdEu233XYRMDOl6PTuai87cGqsWEuFYPlmPw2HOM5deZ3dH0wK/yLkhDRY8cHQToWijhkfa4q2gS2YxKUl6ReOkS+l2z8dbkXTEfj3x/bT8a9VZ90OaERHxTdzDiGRPs+vmIV11hy7/Ptowfcl6E9vvsVEl7i4xGekNSm3SxAv4zRWPwXxCQY8k/2Q+ByBDDj78qHJmoPO12Lbrm0G3rXBqo4HtHbe8zYmKYLtnRTdr1oHRsNMxNFr74z7CicY/Lpr5r6J+D/HBr4jN/Iv4R1p4+trH67vMdmHVWNGgMtZBm9Itg/Y7/79ckcdNttmql6Xx++lX66IQeRerrBKGbDXciP79tvz2EpqW+jEHk4gX5GWNoIggFKbOa68YjrQU1RUBlivL9tVWQzllSZd0Utfatny3KNFqdUQJDd6wQPGX+SCi1vnQIFJRykNn7D2lsr2ff6+i3cs/26UwQzAufl1dOdat6tpuslyWxc7wjgpPvx2YSWG77lOvOSfY2+srdFnC8rPOYybRjOjsYYV1tw3SBnEDm7ffEfjODR6l4MRpL6+Sg+lvirVCJ+30Rix8nCKUISNVgPhCN8PjaBMflzDEWglyvqDqlldAvdcrYLG7Krokeah64qqCO2ZmBs8UmxkUTgYwNTXFldSY/Z9Ox/Xs8moUzKqo36j/EX25Y9W8DO3mMZJkjlNQ6I4utqKLZXcDYuA3UisAbf5R8EETOAvTGE1kW5KdGEfEGhQ3/JJImmeVjLOI/t16E97SNOenCYjUj7DtrUZak0nhbMrYWOs9Z9HvPGffp2A8+4k9ceXF3Offk7e/o/1OLH3ZpGkUGjN8dAiKCUTLGNwchWlyFhOXWLPRT0AgcQ3jR4S0t5kTWsf+e2kRmzR3Ns8pLzwznC+Y/t7XJ7k1H/+mnhbAE+DrxMvmwOm2mJP98dYNN3oFBWYKa8wNhv68UChbBUSgFzJ3wz1s237Dya0FKNI7QZTu9A7lnTKEf1o1Hf+MS8rwrZK3e1Mxv0WWI3mZ/zz+CvNhWvRdcmilFYgmP0TvchQQCPXpvzOA/9j/ICwdcAA8zMeR0jlXhnFFcMm+lDoFO/KSO7rA6CMSPZwuyfQRJOjxRk0oz7uco1t2JOs5L/9QiavRFeWxwTkdZecG4GhsaJkH0UDX9XHHnAw7rpN/ETII3L+ptN+6yPX1hensnsIQl67nPZQkRa0pW5S+xL6db9Yab0wQbBk/TcuSzsP8WP2PRoRkPX2Ap5SNFgQu9iOK8lR+Wlynh+cPnHwQN8T0JulQoI+8GDwB8EFldXhxzgoXrQHwwb4FZ1/RNYX2dmcnJxLJiHhMIT6lLn66VNmkn9qxZghcnEcJIrVSZPEjFGGTH44WdxSxNXj5Q2jel3RkRmi/t0rhSWNjHt9jaQySdvIQXzc5DHNXvR4/ZNgbznVz9U7E9jnZoJMawgucWwvm1CAb2B1cSLHMullJTWRYFTcXj7m7nvc7aF3scS9zxHH2POBwV+zvcJEjDy9MOwaJAJBGvpLxdjVo2CL9oCGwj4ZG066Q7LKJHMs1drS4H2+Rk9DH0MmJBK5uvCHXQeYkakKVQhN38BbM+hLtkfxPNRLs+uhjtN78MD5KxQ+388oAzxN2p/lHnomY4PlTwhMLVRn6avdfAfj6vA9FJ2dXc3qHdryD6YKRsykzOqiCGyBIy56nJqCd9S9pVKHQanv6fboj8M0rwKmpwzIthoZVdW8sDogZ3FM1TY8SZ8obH0z2JWaMKZ0Iv4XGV0KhrelTLBuLpeSJ/G0ymfmgxVA9+fSTCDQ3SNEvlwIx/S9nR7LeWZeSDIPhcSLvgFnnTfoGNV0KQU9c4yRZQJV22i0n/XJt7uXRI1aPJpuTNC/b0M8aSUZBzxQEweOSeCUxUtqWXMb8gz3i7YA8Yz7Jvt7IS0Q5d+yEpOajSJFDt6rDYKEhblpPtrd2IFpyMdolsOMvZ/YTnszCoZL6Zp7aEfUO5pvQ44ZbIux0upCQRTzy9j5qeJBcd293f19HOHvty7gNksBoE7mzJQK+BfNWrNjPI/+qZN6HMLyfsHY1uA1MZJRihuT6Z4ZO230KcHfHepEZqlZDoas/qVYYwyOXJKcPRJeBoCQup/zTyoOqkX9R6nKhz19Wb0eExJjbV7gOcrS9I9BrX+bfQd5ZpEYZso4xj0vHfzX0iUOa8rwkCUDSyMaRwmX8axgN6mzXNzf7UJDj/+ZGypt1qoAslNytQAHbsc9YkvHbzUx7OndpA8kCesmt4Dxri99UNeeJ9IS8rqeuiyX76E7kyub9sPjGEtQp17UOrjruRcHYSF1cvD5Zvnt2O8FFokeuY2hX5u1My3s0FmOg1pHEG64zFHtnCftU7slOoRovyuduDVQoAGpHTmUzp7+TrpIVyV1DWHhqe1vNNRE3Q4Z0rN3iw/DIbJ0uTUvDP2YOSiGLnfGi9bWMitpp1Tdkn+3cqlriLCM49drkjydqlBb9GwtpYA+/Jw+DpJCnv9vfDGGaQa4i0UXY7Ws2WXeAho+Gr6wmVpySuo3l20eAehrS7RY3ZOLSncnt8Kg67aT9R7OIo7GOXXEeGZ8+Lxy3C0eG+qvTZqVfHfzuIEtrjDxJkpsU4dEX7QhljgPyx0iYnTwU0HAZAziduL/yiY6mcpud8MctJg0CJ+ywuBmQTJ82HFP0F0AaCVVnrmme2OXI+Gm0oSEI5G/xcAJIoTTB1GL5Wnlg3IE8huYlPamGQcZvli5b+FTzfxVpRZ4ub8ITOSDayvHT+RvTh0aQZLRQgT3mKfks5qXaFYuxixo3UAa2BB1iGqsh7YxUBi01V/WOUqW8hZ0f0T2OIwmW7yEBT3s77luFepFKWZkQAUTiuKqwYWoC+zrasOLaLlC1161oO9pUFn6flxzrSLSUUniCAIou9txgk8kZB+mdPLzX7+0a36mwThS1UdeZ8Ek+urh4xg9egakSq6/xOaZcLEzUZirjn2k2pg/Wwkr8fkW/At76Aw/OsbRvT5ZalKKuymccsoYFKi29UPEASVMQIFWpNE4wDZU00rj3yWez0k65EEofgpP9GTwQuFNLYRE1XjtE8YSUqzeky9SPdPgVEGZC7B9ULWnzz42g2wuXEJC17RgaiOqkuw7URDMMfUKpg6/KmdGnusUs8aAUI60XwO8fyfxB7d7X4xECe7FioOgN2mWBjsDZ0pcrKZk8TRRNQtN3ZmTe8Yfxh2LKjTRCMK4novZDoF17Ntowh9BwPvbv2GF68pYA3h0BsqK0VDOmCG4LngJTKuVyXh69QS0A0u/Yg/Ynwv6h9AU9B5oWoZF6XB/quaHFxUe1pavWS0HKrVjpt+5TfUbu0YOWb0Y/u02U3qMkN37+EfBoFzQo8gqwMDRUIdzfizyEl0P9nFvlGYtNLXiDbO1+/qzl+J1+pIg9RxxhyfPAK7hiaTr9NOrTfSg+wkW5J1Z8aELiUz9yL6QDKZ7gqjuJ0RR8BfSBcov0Sni7o5ZmMDVIbNfpnW6j/xhrjR6P4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<SOAP-ENC:Array id="ref-535" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-774">Abdomen</item>
<item id="ref-775">Liver</item>
<item id="ref-776">Transverse_T2W</item>
<item id="ref-777">T2W_TSE_nav.Protocol</item>
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<SOAP-ENC:Array id="ref-545" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-786">Abdomen</item>
<item id="ref-787">Liver</item>
<item id="ref-788">T1W</item>
<item id="ref-789">e-THRIVE_dyn_BH.Protocol</item>
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<SOAP-ENC:Array id="ref-555" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-797">Abdomen</item>
<item id="ref-798">Liver</item>
<item id="ref-799">Transverse_T2W</item>
<item id="ref-800">T2W_TSE_nav.Protocol</item>
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<SOAP-ENC:Array id="ref-565" SOAP-ENC:arrayType="xsd:string[4]">
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<item id="ref-810">Transverse_T2W</item>
<item id="ref-811">T2W_TSE_nav.Protocol</item>
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UsOFPpptPwJbvgK2N8VfxExFGxrmwU7zToj8UliWHOPKTIKgCC6oJRJJoiDiFKjIrgUYqlDeAxkUM8llmZTpKTaImvGE1OTjBOaQR9AMfMkB2T+Dgcham0aHStSvVnPchOmqpH7QvC+FsG5qAGbAhsPfXapcpD82MB0KkAaILkfbPd9kL14Opxh6SKYCQnLmz/sRonHO4pFjXfcnRZTCPiVuNpYkIRBH2J3LGIAfUKsmsB0ojcuNUdRApC1xLaAEkSbJYhWKQVlKTxLIajscs+CMl8nBphmFQ5laNkQFdxmiMU0WFaFqavfQXx+PwJ71xNbbEx13o+wgrhTdTSKnSyVic2JKsTVnkifM8XY/K1WIpKvlwa/lDWfWNmsctbSvOB3411YEvA1X8bH0nBYJCikrfe99Y8J0vJneQUg91+TBnuwBRG/LIqT8oM5FPiEIh3ripfAmGU/8IjJURkwt5BQzRcusLstJtAOzG1XMasgSjYCkzrOnHPDc7qDbsToXg9tFRNeRm8bh/AcipuvGSsr+MU3PqPB3lRZBpTqKiscYrWqZh6b639kTqbxMK1QUxJEXX3e64VXPiI/kbYmzB/UD7OJU51RWELE71Kv2buCcihw302NEvGxtTQlJbdnN/Gajoc7WWi9AkJCzs04zeEB10EDeaRfOc074uUycM5ZuVKjEkjeTbhYPAhmiXuRf0x9s48EsxLDh5/tT929AjD9P8Nq6oLjBbcBkmhIHqpJxBnIirS0MODzIZs/EyygtilX8yA/ml0/Uw7yCrBsFq1BhQ6JTlMcS+DcRyjhNR7z/V0TuqyFzRt1OES8AsLchnkzIqbmhw+QHTtF0gWZJWUwtQ9t1ISSgOD934L5bRljSqBwZ9PrvNpjqE3LCj/4LY2AOjaKchOGNCLyVyfA5ox08xUnQBy/rgULy23oUG7ZQxA5y2L5931AE2LVeQTnAom1jsLKiHqhFtuJ4EmdqHBdnqWr3WIdhgmHdmhycrgziNEN82YAaRCIRvN9PrLfMSiijzV9TxY++ygER/vc3qHP52pXEpD43sru7Sx9FQmDdObYbBYvjyNjYAVc/PF90CC7uAOHxpZEe0s7XPVQpK3L0M9YWvtlSqlX3WJolPCdKaxoSvPkeHA4mLhEAvdoNwBTyVe00mP0DbFeeKvOVqc02FHOZfgd7Sugpzs5LZvku8auvjZ7tn+bgbTjVU6CfjrtZKtFfFaxnKzaz5hxUYqXSVH9VwAqzB/Q3S70Qg3vrNfH0K4DtvPlyn9sxieQW9QHkpySsc6Mpo5PqCkXcWWLWv1bmaxwi4OJN6XVT74ZKo0Jm2qXnN/12D4uosR8mBnSO9RBcnrLWm2WnCYhnj7RI7zUU9qyEyyo9bAk38FjkQvxxcwceKDnZf1BDuA8G5fIVdQswQ6RHJ29xQ5NIAfHNPxmVQAmKdTvfdB8wUh+5LAlqPlSfvmhfGvmjBoNWQZ/TGGbKpaETFcblVc3zeJbHai/geZCHDuWuvBRp7M7CXWzkcQckYVVyHDqSg37KE1MX8pCTZKWJrJYIgfJK9eREsmFxsr0zXuEaA2JDxjaIPevi4VipOxKlAgQxXcdmLyffLS/sSZKFADeATCf4dfeT4Q5d3gw4xGvhcAVV6mPODdzyh9rJ7YtUVYGNmVK6RVW2h290CX/ig/1X8tybZiMtpPy/DRple3GoOCot6mx3fff57cy4xuZaHJyTtdKMW9gbcTllkJ4ai8Ls0jl1ROcLdUHtXVkRb9/rwORkz3iemqyHjAlQz1QSWuC1NohNkHIlfFD0N/RhmQhU6OLhpqskMb37+8EEW+fntzu94/P8pnc7kMsG1fM+bAK8e1oceh9Y3uJgpUBI0c1VVv6Ui82gd/FrxV+bTHty3bbC7cPbYgGHUyAj/J+jFC/4d3dGcTplDNfPT9+YN0TPGjd8L+cS45v7EA7vJEHJBzUO16G2bEnxbdhS49UKX08j24mrPMdiJeg7XYiS2PXNb+IVdXe7NZ95C/7NxfdOEOpAwObEmzfv8bpWtXA7e8/9XYtcTk6t2yd++aRe/R+BtpUyMDSQCxmFD1JDdZeklhDC6Etgos+lfzvSBRJFDn9By5AM8k8u2SR077yrjvfvn3Lc7NFen8F1LXaKImvmY5s6pYnA/lPHguuHp4Yj9tNTI45UG35NV9qb89sqYFltxU3q+eIbDB5XQDEi/GfF2np8bYLotCHiJQLJNvtdgQv6ri93ZPnBWYnTvRBycE4wOYGcgCp+Qg2xDVlTPHdlS2iJL8pAGxqDkCJNTqOovq0FW6UV27/NS/4DYv/z1fAj8W9l7/dr4Cj7Cz+rQ18Y7qprurKW3pyHUDlYBJ+kuQgIAFa8R0lUVj84Xf7K6Cv7hXwwFjPMGNG5Lioi9nPtmXcnICGvWt4ZbaQ42d5dOV4dLQgQcL4CtC1ewV8vnwFlHprf65RealbeundegV8vKrqBRAv2d41SUFU6Jlv08WZj/WfmrBSknOrHlOOQTwst8xDKYDvCajnSf8WNV464DCJbKIk+AtBlcIPpFKT1hbumoZqeY64Kf1PJ3w8kHcLTRME4hypgov5QqzSngOoVqMtbtsBEYPqUomCB3EJ030fJqqUnE0tbjGTyd/buZxhW9a1NnTi57MeCDBOyVMgJn+r+lYA4eGB6GPEIdChMbkG+i5+/61U++luDMvhvfMvAYfebKra1szlP2xtOggukW8m0KWQXwH8H2Fys4yqaX+NrzPuSBdEPxSd7oo/l/Xokw73v+F+dIrf/yDMLQqGgt5ctp1gP2SzKrWKNi20vUUsnIGQA8RQ4ODr/tE9fFFphyIfyqEv8/H+8t7vG9tDhiaohL8Lv5xPy9G1oe9IPo6geooZlWQ8F8Dl/3mojWuhoQDhaaj8ZSj0mXeIGdy3Bb4+27x5t6kQpYnZ8MAQV6A3TMxFUdWsILoUttT4XPq7PkyMMnGov5lmWAXt4CWsCUsQ5rnF8dIvCuGTKtUvTCT3QFSTqbIw9U4C7uz/Ik14Edj2SRmhZoGZbNItmVn3wkhj64oipl72OyyX+L+R7nV+bOn2xq5i2UrHRvjzK7F/vzCPEu5bnh+Z30wT7DGPfSpsVbS+ea6rAxVIDWV3flzRlsJrqtyhQDW+EpTTVz2JjH2hhS9BP7X8XUts3fEbySi15AAzLFcje5e70x8gTix8Jfmho2Yk2zIcdY9reG0zhAvIyXJ6soFO50qeeKd54KKv52Rl0jOzvZ1CanRTVxMJAUrEdA7VW8FwejAOOCgccCPFiPqbu7JZNAI0dbYzYmAkerkWOGRSg8Tfmm6071kvILKABw0qLC0F60fFRNVWrzijD6vyU1nJ+lLFzZfDVI1JchgZlkEf7Hf0bA0EILNgKOmyACPgOXv2/nRrqP3vKKviG2nOa2AKKvdFnpGTr1BnhlZvNtjOJjN6w2lmisatmiuDTq2AXXbzw1lVLWVGvHx2Qb7kdw4PQ7uyLhWkS8DJuEqAFFSBYGcvImksDmM3ihzIlobZmGk0SxSMFN7VtGYqGeTyN62HFLOb5kghpiOIvf4qNvyNcbKSrwPj0SYCT36NGLothWBv6aTnoa/HI5XYFSFO7wivAvVy9NvnAkIC4k10vnfMI8XOLjVWKdNlrQ5HUbvK9xltGeZK3YpIisUb4ze+KuW8l5qsbPTYIw2XydJu090LAkE050wyYIL5R+Et5Wa5dJrGdSx9RstY10dJTu8IU5mYyreOoxtAiQFmVK4EAazYVwBBg2Gt8A0bAX+sQ0ftPXHE4s4mQU0ivtsC57gNvRSi/yLjTk/sqZzf7/Sxe3UVe9/RncqlH2wVz7XkPcWYVezN7/ArJKgyprVNePT5aJr98ZYDkVSgcimH8eXxpi3eLVadC0zS9qvOgqeg5FzpMHPuo69dxgUohFmGf+mf00X9/u2H2e91HAJc2Fyh9Cs1GooFy6K+Nm/biw7AmZLAXzuUJPHJ2bJ6N9P0uS/miAhH+Y2e/U9E3p+ec55UoAwdzfkDm06x7uLhv/Mp9Lrg8zpKlOROb08VmjIgH8Lf8rEC+1OF0FIE4GywlMPxca7YPOCyDTz2MB/f2aHSHEzClrEEviiJ8Y4b8OJFestZT8gGDiPaCaebDnKlxoEPXrc/ooqACcd3cZZb/DqcONoM7P+aJE17DUmjdLy/ecqFjb8NVOMJQ7dQRMCC/3jUCRrkCCR/0l3l6nG4zhgx4AoTtapSEXjK9s/e1t2UKwc1NecLCzjTKvI3kT4QH4Rts2hZp8sV4J5YKFyPFUNrHT59v/zRn3118sLmc9SVLXLkacP6kSsbdqGalVyCWXuSZjr4ouJM9CSWP/xCu+yhibTdW6EHWqZr82iI0McaIhurOxHSkHTZR/aZeGDSnd8LpH+O7LfjCv7S2h7DeH0V6/9dEahnL0xSTLWZyq59krDzI6B7jZE7atBs20AwfoiGFj5Y62+25jHRgosHV9gcd6S81NxYH2tSuGTddk4rNslM81Ufqlif5rPy4pbAjctRXeIvj8AgeXccIxX101oh29ZYeoJYNYMiC929hzV+JA+hXuJ7jb+0ZdIZhaFPEXFuTEC1Qs+Kt0wFsVqTTN0nRJwmeTo2khWAlc4nNJ1rxq52RLSYv+uKfQeMHbPf6gqnULydeSytd8lDGhnSYlEQlO72cFu5YsWxfoGfVA4Me9VeATbceYcq/W2J+g3Zy9jHFgQfq8nj+PCI1S6tLZOBWMxoC7u4z0X9dokRcxmBWPCVQw6MQtsfhpTPNpdFnm8Oski80xXu5Ujt3zFoK0vRLqpQBYY/sf4TDHOBy68A3P3mRTE2211qeOXBagavvKs57crnHSiihs3WjVH6W4gPSLTPkN82gO9OAh79yP6yLkYIe5PxqPUkeL0W6m920I1C4NMvq+gvxNhKmvqVenFAJlm1YrMMlFbIapnj922cjm3gyeE5M2g/v0tL92/k8F5CHt1CXa2yA3FEK6aJ3jZvFk9vJvJXogPGZApZcJxJ4Gwdwo6/CizyieD2BfP929jDXhxxm1dATHaqnMgHNxHv5mbh2sWLBLsrkJ4i3REOW7peXMLZDAghAzZ+N/EPlcJT0HOOYzmsPeJlEra0P3ojummS6I/+w7insWXTss3YelfweZnGghXULjFL1P09rqnpi8D8wDPi7ehdm7BqQg9HtZ0QxTfmrvZc6m/AbbWRJkK2JARPlfA2WswaOaTEasc+lsDvJo0RlTgZoU9yuwzXHM9Vst4l57ivAAzSr/6SZgJdrWNZb5WpBTp8hiot0YfeA7HSeTkAQXxC2Y4st1jW3ww5x/dszWwZVCbAIP03o7bTKOtXQH0yC+zCiIAZQRWCD8uuYxVVpK7oP4n1orRGNsDFXvTxWYrkauuo/UX90f0Y/RYmW55vyovt7vaafoxP0jMztv6jO7Fm0HjtpkkHX+uDl3E/X58NiLZjQdbKTbfxK4BS3HZ+w/sQ92IF6mBMCg2KLGsxVnSy/O6vXvKr69ompoiA+VG7rObMPDoT3IGAobeoLRn+/hvSca7u9Mt8203/im/SQ5Dfs0ky43zvbcB2wK+cteyT8/pOhwoDZh2Fwvb10MubaaKZjThRx8IsAmlmo2jCOUWLZCs5pHe57JdDzBAyK5cqat1wrIl9wCKP6Ujzt2aCGUUmUJ4tUnRRDDPiyN7Zpfj5Tv/vurPW37R8HuuUwWGoAxPYluwIZwisJQlhFfOSWhydwr6iyf4TGGd4AsXhaE0RyetcEnMXqHop9faAhRJagAFW0wgA6+1Up1i5fdXRbTCaBDPi3q88v9F828aboUp/uhMG3jTXlgcfm92LPTZTIE4dWqG/INwOmk/jkyN3XR7Ob9eq4q7bcePoaG6r8k3nY3LzOUV32VDVIMakJWaxBbAxmSJy2AQBnjP+Qr/o//6gl97YwWDVk+yyJZYsszwNDHRa5vzzoSapLvqg1Y0Jojc8dnnMg3CdX6niul+/4TCQQY0Id/ezqvVXhNmmBdL7S+riuhKf01vIXP8OL2IpFabJpI8wukRXZJMgeRI6eAWE5zdZZzBEJHSZjDgnZjyCBbjIx+27IkIPiF0qPObfEMXIZJ9+b0JhHmPUBrw94LNa6tE9VLzqcYaxqfdgVRiLr1NqdRFsVzmpaQ1o4RTU2NjMYLuzpOWYVx70kY4W58QbQtFizWPuPvAeb86rdOJQnmXHCEIbWZNqElNl0qLZehSkzaUgPvNjX34k/Gn0DfDiuCDe3rTLShBRMt5ncYNrq1WVhMu8IY+JTGrGAAjPBjyxlUtc2232tm+asreVf2rjrXFDHbjN9e89JuPjDxcix2tX1FIaUHQv4+fkPFjh2jiCKDB2dNKTg+Li65Cw2zYC3RmRqwyR2RC0ge1mfsgkC0pBwmSzJTqunI8n2Df5+X5xxVdxHW9KzZkv0eU8L0BLnEeLV860S+EzgpDnzJKGrtKeCS0n07NkWhl2xGarYnY1lJEqBNXh7L0YOiHcAlZDo9ICXHcbZ9ArYOMCi8yoGvsClVFiolBKgbxhyoK4tTGA8eFJOkhgBfYwxL764OZVhBTGkIn65kLXDRQ3+Aa6qL/MkSHV1dzZuMKk3bUE6rE9ZLPkVmJeknFtZkbzS59wp3U7686ZcyrwQd29HfjiPELeCmfoWBWg3EIomHixLnT69BxcSSCUHWe1GUxQVySvl/o22Dc3ISpD2GrlTw/nvSAjm4fWe/olW29kwi6JHGnTSP9gtYpbmVyQMLgu9+AZqJN3RN6KtVWqZDp+T4sSzuDPOx76xtKC8ZZCMX+nuWryLH0Xpau9+XuP+FvebZ9yg6W820ce3lFow/ZPgNScJK3cR0d2EjkUSXlq6TrD3e1RcLE8Xcz95U2NmH01WY6ITXwoOAokg4IUMc13Ij9ZgHOOkr4LWuakS+29gBm22CPV7ow0FnSrgVIxZLjlDM0z9mjlHqY6nCY9e5GGhV/6K3FxN+3/Ul3louZYlZ8RpL3MdndHWf9T0XgW3uzWch4eUm6L9BdTMOrYALtKQ9DPVd30642dHDejnoyikQ/jadjRPKwTiG0yFmIGqATYbwyw/GottOIkfUBJJIqmE6yWLj+xr+L8GyjN5epy8JNYLyYHUNiqJ2opiPB4CPnYXSV48bUAlRTNVg36+IReXkfpDFL9NgeZv3okazf19H2UTeQriEJA0m0KJSCqJUfj5FSU3JBiPuAoJVQCOehL4NReg9ErgMKpYNlTod5iafhXz8ovztWhHQRaZOOzZFZhvIWQqs/EPGzu9LhrhrjrQfuqg+eGihyiSsV7u+MuGe3JOak9/W2d4Wn0ydwxmq4oGXbIlwqb2+FbzGjH90OvgPXicW9q0sTRz4zLXE+4xWf1/ZeEJsIfgbbL+zbTrAgiS9N6KyFf8a1tYXv/dE0/zivA6sleOCj+SROaq6nU8ii7nZ3XWmG09VzEj/qOD19ZAoJAD9If+4N7M04ulvYod76H1yNZMuwbdJiTo4pm+7f3LsW5QNKViM/oZ/opu9fc4oi5xGeXAtZGLBpWrYj5o71LyTrDcxrcPztoSknxWh96/5KV6h+DxZgLv27qyPFW0k70WtHy19TMce/TFH2hufQ8UE28y56PelKtn2F/AhafCf2N+FoyB6aPoHznPergyn7QDJohE81kVEbDXOLPfBKH1z+a+1QbwlBWaw/8DOMph7/vKVLFF4UnSRHIC84tscfVZ76Y1z16T96MEQ9Qhz5S6+3BExXgaYU7o+xBjtfWzVbORLJ5fuUJQLFDSnDqPD0eGZ5gfSYst/TbU3Xl1ni5XbId6d3XwgjDaXMFV5A3tW3IdxFQ/ICTNnms3MyNE3scM9KpM9rLNkmQU8I8VDzCsbUawzSBpayrBfJe3yLa3MbzZqWZK1WpxzHuxr2nx5bylGsjBzo/4Bxvgi+qUuCTgOM94KVUZp/RZXUSN6Sk0pbU0za4ESglaeXMTGs+S6Fcgqh5ozr0mbRl2dmzZLlYSHOH7BXQrOM2QdulE69M7j6Efs+ezGwezJ5Paw78K34XeP37hXxF1Bmq4VRw48/nW1q6M8gCWHFisv0MZA2m2yD05WF+lKqgNKa0c0P4m3Wgivwyb3A/Ysw3mEcK/wOdZTJeKW6Q9qw5dXYvrf0NMab0k7vRYR7xtnalKLHKd/yKln5MLV5E9xz+wvHZxHh6n4bKnw/2/BRo/hnurR+jZJiFktOiNo7T3JWcGleif0uFWTnJOtaP9kLlk+XPc/juybBqNqBbqS9mT0WPga4e4xuLNVLkI/ceBXm6HNIMq8Kb4srFIIegGJo3Ytz2usK4MX/2Go198j6Yr8r2BZwTQXommqp9K0Gf1ZHH26S8HXGb3i0DAtt96vf7R5yxp0F7FP2W3c9SzObpmxwWB5dPDbg7COTu5kXyybvMyjEuCYzYxe6/uGZ9pObv/Lu7ExV6YTQjqpEUszXuu/o+IlCBYkMfeyW4+52Ifla770fBqpZwmWoKkP3x9K9nLhja5Tz3c6xHftwLqE1Fd0yn721bU0tz/CG+yRmbK3dzT+9uzZjeCc/HX4JQrAflMem3qk+5T7rP9YEc/powz/moHrVJ/3sh3pmyPVUWs/IokB32RyJ6YSm3qJt9BdhBA56ChLhBj9KBj7+PiaxrgZ1wsRL/quapJgLxliRbUIlBJPMs0UXj9ggsAxx/nM5aJDj3L37HHyZGeNFcVwWKw4XXoPlDHz7uKmhKwYgQobvozlC3jM03FRZeLct0UdGBUwwo2IZveYudHg7vpHiegjqEiccavfd/EdPaeRi7rV7KVu1xrjVF6uikKwLbupKqrVQR0umzJBzOuKLz6GCRETi/BusTu3Aa1jwafqgsbwXdMUVxHGG33QtbTNJXkxUiXLaF62IRilSzGACeZp4LXgEWl7x7sr3w9sf32zs+hwehCpyeeyj8o0+a13szz0/5m8K+b/6uJjpBujZ2DGv6bcKJF9KQMJ9eAR0QrHfGC5aPoiIaAgel+E56hzjpgAYUb6qdaOT7Z8/r8cQ/9eHUnBT1EVyl8eBW38v634+jsu29i78WXd3NAogauR2UokBM/lHGbdWQWjKFp5TD+ovLEvitBEx1XDUk27wm23N5M38kKKLN0CpfJeRFvjfD6HofeZojt0mBISmMzhyVXHRiVQBAk/W3G9Smc4vyeCM3oYdzBpG50gW+myN1QQ7R8hwQmF3TrDQcqXZ2a8rJ8ZOP4xMz2t7KAqrT6ohgTQCskXG5xWdeAfShmtIy1h1uVfqitXFaJCpDplt6cXUHw6ZxCTgAWaJoMNiZx0Y3e+rvDvkXtpoThagxckVrsw7C0IYDCeu6cpmlegEVWTCTYBE5bzv9Cvm2pRTWFCQxx/GdkU2Yp41OvKSRBJJYTA0Sm6EyuQIyHhiIjOdDm4Auim9S+Aq4/jQfTPIKIA8UhFuJKlJyhfaIzh8GkU6/U2iz7QKy33U5JrOJWcOoO2LaridkTLq0rOOJLgH3v7DgvGt3uvCPArneKgk08fnELX6KHpNkDSuiDNevAD03/lpQTbASbjTXfHofIz5Ic5gSSAzer5+mCF85KeY7I5CxhMibtM4ZGMdtDKa4Kkq4RIDwSbTfIfM6IfZLBH7wUdKDR8LujVSJPm9OV+06qLgXrxt0OohjwfVEpKiKEy1duTIL/QepL5tCRDuJFeH30C+nXpuPPg7SrJufkvnVt1TBkdkWHWJiOogqA5e0l3bEIaiYyAkIs3a4PDGGisthbT5HCe/xKuVSszBY1wd3KIQbjTcGt6UKTOSWPAzVD3KV1DuSL4tlGoT9pU7wuJIA4h7j7Icn5gUlHZRuFAqxa5ROyVujRzKSemNjc2umivqKoBD19aQfTkut14D4tuwbY5KmYCPSkN25Y+NL/Fh2x9rjMXSpfPpmWbcq4gznWQruFHaEbR+nk91dxuVyu/18pTyRWeqfgTebUmMkjmZriTwmCN54551IolXlfdfziUyJH2Hx335ycbb6wbn2OzowF+SUi3iJ30bOp2LcTDXYDkdsZWH56nwtPftSmOXxzjrZ8dZOtILKIixsk97GLN0csNHu54QoIWl8vgh3kHPIOfUo61QS2VBE3iaOl1A5J5Q8wVbQX4/gagEiNo2VivsAHi6C2uj7O7LtOLn0VY40+U44YsNNMazXSw2E3MnMONfoEG5IOJeGSYMs2q/dP3OmcCYXnX82ynZUYq9ng1DLZ0lqiE6aTWprKeSGtDjR+HsJcAHss8GhKsctJ4xSjZuIEtH6AONkyzgeMrUfMyY76HokQFyVxgi5XtJ7UhKpWQ3n7UovXtrkCCKkdEzyoiRuNYxhs8ECXF3YfJxzTSADDeWp3+/zajX23x2bNJxQLKawq1z1TKCYqjS59jYQO4vs9heZrfqGvdwL20lvzA1Jl+HGPa6wUvFbiCyGNqLObjc3oaOYEmoSE1MFTKwU7IsbQZ+iFqmxclHMITprLh5Aya2l79qbrnAoycggTTAV/mm9CLXn743hjpZM+LGP/h7eSE3bqrX5O4LhgYA4htSqMVNOqTDwRPDbndX2ICjbRq0B+JNDqUuGZtLIKLvgehghGeQ9bgbZGwvIe3Qa/siZgD1dfxq4rHfRpBlUJUiZt/S3hpHd34DthKZdxU6v5kjNLv1NAj1m5gLBo7GjFJsD74tJWLUx3K/WZ3qgH8Pf6jB2WqSaqXfZsSWr1oNNSdEJSTTjE3CDKzsnrcS8Az8iOcVV8nd+RB8NfDNAc/gukI/n344ytI6+FBApjVhTTcSMve2JpvVpJhndOKlI1o6yI5ZAK7bV3cMHNUQMiZOdCTMmzYPsyn7q4m0O2wI0vp6YJrxNCxcCFCKDOV2ZsnfSyodUo+8xBMtLfCK1l4875WNQO5NmmHzbHHGZMkE2xwgZputuIyNaLT5f5iNacVFlEeWrNu3TGwcWFf1KjGIfUZjj+/2AM6VD43TMalFpxGpPVaQhy2IcDtd6sqaeSpfiF3kWQ/w5p/uG4Jlfb0etOCguTL6N3VCVybEKprkgnAUR9FvvKKlcf9Ptqh+5RHp0s7Srb8HKCTdWkusMWBLI2PibQudbSHulaIk+QGwd/woQfzJ55HuSX/mRvYuLcdbHmHfUsSjwC+tzS5f71tSVkZFesMxipPkVve42caFxoduHontjGOlm7R8qqZOrM8Ui3s3JKpW7NcskuRevk3UjCNHYVT7np71MkrqTtRFqlrZFyhf882epI+X+U3w94wdSL7zuSMJIXt/oE7aS+q4PQ7QlLJgFwf52+6rhNMRihPHmfkGY9l6QVFuzR0sruu4Y+j3b9onYY84qkNuY1H473YD10Z+giDws+FfPyleAw5bSQT7hoDtqyXduFCvDAeLSBIKKCdHLkvl7bQNFculg3JXs2fsYT+m7rNZ6vLNFw/fBoLUo8aBvygbcTvgJ5CV879h6Y8pmCuq5upbbfeamtWDq0bVlJML+fyEDp+7lX3nDtLmLMSQImHlFlTFRkygLLJOC/TcO9jaY1EyIjNYlkRNNM6JqXbwy8liYpCD9GT2BN3TRxg11H2k49qZjepHuQq/FI18BNvNo+j8Jti+WPe8ekdPxJmnyrT1J2TnJGuTZKBRmmpovdIaRMSBBvv02zl+7qEsrDc7uDDw2W+Pa7u7x90zolMDy8zIeXcrItocJe3RpzU2yEuouBj3ud7+fQ3tUYdMj92LA66oN/Q07fMP3IcypAVWGnvHYrkC8wUULTgZNPPTjezR2PKSH2uUXauNTMXyvpT+utfqjrNtGHR6pW6og148NoiOMVIb+yjXakuCz8lCmLOmDitbpeB5rWTF6FSmGLoh4mp6xqB2YyFHDv1FbYWyoCqhtJJ9C9lwKP3gk98kYpkF6YjvYovwgtzSCE9gV0UkvderM72bMniTPFk6QQRfxnZpcX6vvR7z60UP7eBCqR9DG3qPg7ThfJKz2T2l99IVHh8b7z5vizeFLVyUTmiwKee+98CniQ3F7AAXUnVAOb9Wcu0+LgciSvEJxHmpdvdu8PL5a29InHKkRAts49fOUgDAZBCdUrRfLn0Eof2S//6nHn3ZgT6cImFDRmXo3FIWkyJVdhUhnkfWWaIwE3Kig1/x17TRPDBb/azSAzdBwOvqS6w8jWD8EsR7s/b4V0y3UDyWLhiCOBfsV0MX7/p9jFYZzqmJREcpdHx/puJ4Jo+zcNXcmH2WRtaSzX4cE+pJoO0Qj+s+sm93y4eHm9ZHB9z7CXaEqeHZL49bOv/cumla3wAp7TFtA3yPPSD4Qd+WtvomF4IlpHXlfDfwVAAP3uJbYrX5m7c7Rb0tRbTXBsW+i5dWXpIQurs0hf5x1xjc0FWywQq+npoKoTuFYO/QyfV7m4GqfdyU+FSyiDS9EtDMfEj6ILfFR8EpnL9TKjG0wMV/wV/eFUurx78hZdkSsj6P0yDzELUlZKGgmSDB8pqN04uWXEvK1nKCljq48/ZJz9l2aPcSOa2gSZ+Q4rTxxUhpVTHbAdsby4xRRhTZPNd8DdfL12vgLC5zvEMw1wr0xMm3n7epQebr2NV9hteU041E4QNjsn3iPEeF4mmX/er0kKDoqvfvEDxev9P8IB8IydLR62tZeyA02fJqHvoSRe8XTWrUvgzG/Reh/gubohyKQxetZd/Ff5+XCVO98E8fS41Eio3so2fuvUzZFo5yQXapHT5QQUUd+0QfffFwQg95NfWkG+LM82gXOUYgPP5sMBxGJkYG8XwHoYlwB3ZrX0HHaR9yw1kqQw6XfwJpbRcoUZBW2/nOu1Moj3sQ2NlAMdSjIfr3Fsqu3wJmn76l4KldHEQNTf4PYTQ9pABnbNPDKH2/p9ytgE2lffEx1I+/qBEfJsLslA0o6pOcJAC8pwvYiHQOXwMTJ720CZMNvmri1c3x1CFC5y6EfVgqXrpzYKYSia8qzF4pSxCytN+XCxhl9d8MF23y339givVld3waRTCCltywss8fpvdM/Mq+Z73b11Oh0kya8bUDOfkkMMv+FZbvXvHYRVPGksXqcsKYJb3TZlMtw9akl3DoVtOUH0+1YxkdO0mLLuOHcA4SbP+LnP8DhJgcPouqHuFg/2xYou3Pl7lWWwGvuKAkqdppyesWm+srV3L5txDrYtccvvwlN+miu1frxDHxEpOA2j/zwLz41ly/UPhYfKUpIHlGzBaRLfScoVHfG6hk2xwapMFEJpvpMTQFoM8JBccmt87Ev7Gt/Op08HXL5Lrq0t75RlnkmpbXdLDfhCsvhkOGSoaqcWcbi3C7brq7xJiVvbVxygW4UqH5kxZi2QBRPGFetMSlZVTNdDLRZ5qd9q+ZBXo0o6dub9d++k/gqbpFTvsi7jYhNXh9goelstTs+IzdI8kudoetcmXDo0Ajqepjdi1ml3T1lWXuavu1wTEtNB5DW7ffEXEv7WreBBbkk2zpVSpwopeWjdgotscgfLE04it5aGbOISpFdrGwGKByDvOIiSNqTuzlnZ2i9JZR+QXRtoaxAUZwV9dIWyNvLrq/ORAPtkP5sIiDPzcam7+d3G4NvIs0nuqPptLpObb+0jmVU652RfjZe6YGwhI0UHuhun9Fvsfvo0K3TCDK6TZPZUGu2mNIoPBH3LV7WXF228sdK96Xr+oLy6T4zTDuBUvWxJrTvU5JBTczoVVUvQfWGxtv22QmV2E3TRBQ19KtQZmOSbSX66pJuGadhzMGmKa+h2hPmtNTdtSdpqlN9j155hQc1g22pn428NUmVrHFU32jRiX6Dy0jYq8zjSQe+7MR37eo7fK1nbwVP8+iX4FjNp4JYC9gN29/LoLzDoHclvAD8xT2wGbskOdmGa463neK1ub81OMKPVHwa5bF+ToAXUBIxT+6h0VmuMyRwma2KoerB+4BB+72fx9VzX3zplk4U66l20RMGcqzijzB11IwglmZkOtizJnhMYTV1+5nrkML6P1jGAtrZqoLLhfJZ23lvVqP9N+LCaNmB6MG5s2jaMO/QX7V/OJAMln9Xd/Ny1dJ8Sldl1KdPio9LWKiTCRaapuT/CtJm14a64Jp0Pef0caoQj+jkEa1whc7EtWts9kloy9l+lRXTGbPDBORIKfxs/Er35e/jQf0FGuxwsI9QNTYI/4VmW9/n0xR+1daZblL1TzdpMh3T1T0bcn2i9zcRUIYJMYeP+957aK8Apw1R7QMc0gOhUaaX2bZlz1rRXZ97+bYIKjkODkMO0MKFxg0+7TbCQJTSjRzq4T3TJT5s+tAqf1CpHuVJHB5ZBr8/sNz8Mn1wKzBa+9JOQTS45PmugPn7Q39PXEZYuCJmcUSyVLD/6PXj3TB88DpDqX/ZgyZh0zvkd8DHqV9y/ddthQ52NJGeYIHiG1e7YjBfTSWRO6uSW/W9crGDXJlqvnMgM5wSelK0JB5LM07N299P7TUZnxZnCskx0wOwETH/rHqgN54FkmyNH0SOYeXHBgLhXyvHoXacQL+tSXVpoxw/HzHzUh1QXGaxRTtWjz/kElHKaPJ8r2nt6x9xXPhJgKEhLOan6/jx3MnmkUnPQtmoliptxH5VIpf1ftRN89QAM+B5DCZYvi8eUf6pybeVUSi9HmcsSRKyiJqcKZ5tzNvJWvThIkScy+WdrMXBl520xGjPd2hhFEopblOr12MamrS7I+soLCOLzcTt6sedzjxK1jx4h09gGOLamKCLnt1mWk/KIN+Hor2Ir2VtEdwQNBsswcNjiYWHWDL11s9SlFxD/iBY/FE+sQcOn7xht536mhZFSztli591CAFkxOvl+GPdZ3lxHqOJiVENCsDfx0GT5vExcSLlVef9D15strTZtk5/PtDbLgMsgliFPLR5QBxJg4qYQJQNSbb4Cn8qmEnkmhYMtT3o+WvlTwPIhrQrMq8szlRL8VSIvM8AhFeKDSNbOoXQRajqpcyn/A7aqhq8So0FIx2jQYPbQFGyt9pyg0q2DClzOszTLNoiNcOisiwogeTbM6M5x9uDOT/qNw6H8vjhW9f9dzUtsPnoFmc8SbtSA3jiQX/0y4Izf3R973i+YL4zhW/cXQZ7nf52Rbv8Da+yVSrSbb3eWu0fw0pgorzg5nLjh9bnnd75NCtPt2b0wXUS2firtlH2KG3Lm7dZWC1h5bkOXk0myRYBJYoov6uJvALVddnVwxzPTsOtH8jbA/9gKQKTGie8fWteAYStxmyHaDFib+EvS6oNKcO1RE07hsQi9FoPTuheARCwervdu5maIlnjyQvBXWZbATIBB5GSFfYDRcuFox2q49Ih9KdTUMe/aLnOb183IVpyVMV6BaCpNWmQH7fzJ73++7IEDbpznz6YKG+9HjIxlkZSSGrPsG6aGkmTk5EA3qy5cwpWurPAfiXmt3CNJhLCy7UzFGFCd9bxd1FMoZ8WV2Z4FNLDjYwu2cUUkUgy3FnT3+DHotanBgJ8vNXgGVC2evwaitZNu832zToPDr757EkQ7XbxVI6YZ1CGizfmqBbjW5F6M9jHE6gqMZtBIuNo+hlL7RjQwdfCRqImZ7p+AsogdWPOFHDWfY/3Zm0oqOVXjJPTL1FymCWVg8TKb7DU2Lw+d1GOSJRsT5uuMzOosC33UDsJxZr9vI12DLif35p/0Q79lSj2Hm4HoxlanK2Rxo08vH4FxFgvXh32xm1ujKWMvimkEI1YJSHXIjimdUSxs8DG/eD7JUVmobexQy9WKqO7jeWbfIQnfqUyD7VplIL2Mhset+Bf3aHE2D4RuEMQdh9hvwKd0F3KGd7n6l27NTWpwRFSL3APvwaIWtPROJyYnqVz0gU3s484cCL7pBtmM7omvBfmzOHPUjJbPPS3J1ogIrbUTsdt1E9ENuTzzdmZGig+LNxEpBgMSdrthZkM8D5JwN504+Sl8Y6WtTTZLYDYLwXieD62yYnzoHvepAuu3zSBvsYeRfA8tx7Mb8rLw+5jReVLfG5EPhDgktrnO7f7aXDwl6iIbQoqWUriknjr8WxtTljhgJl31+O4H7G04JSFOz+75uMOu5Z+zzKN9NFEaiScWMYXh0yWKTqatqVZkjk3TxKwFZGrZmMpVHkDcA+FoPkhdRyistUyVDWe712Pt1UANsF4Fpa0wef8ijd9i7F5Otwggvy2oP38V0CT8xPnB0ehWAbBbJKka3vhiFKQk7ntAfuaG6oLN1eagd7kdtn71B5XelRnvedmMTIfC1VYXSk0HwtLxZw/SkVUh5u/UdanYJKPZbvC3G7s5wS9ODvVyGW6TPO1EJRr9APSgUn0fFgNsLG1dXHdOBqUIDLd6eRfKiezzztwNUc096jGldWrrRYcuOqDdbA2UB/5mQQ2Ht4DfM4XKz1k3m+N2TyRqHcvHedW5L+p8a/cQn1XknhvLiSFGB0a80Tzj/GX77zMmRCJCT+xNDU+4kYGMhpu+NwOanY/VFqUGSvcwhNV45ssPENurk62ZjzQK7g/HZIJXvbRP2m/7DWuHq1Y8el3K1aMntTtVyG7zQZL2tjk6aS93O0v8rMWVCs9Wk6Lj+BGmKD1gT6XjnSthkMxeqiqd1vCsvzf1xf0Nit++gOxg+xnci/tN2W803mQEFN9/vZC+woY6oW3HvSTjApvKhWfp6/1SQake6NnYKukXmhjyv0Fb7xR13PWB9guxNTHvgIGZfrIN3zQ7pJh+wsElM6Y8DEVvvHPNBKl9CTUQhHGcvikqeFic9lPayQw3oegsxHlXO1fO7Z/2yN+IWd8pxI8YXk6d3VJqPc83h87i4rTE1UimHobpspjZod+0pf+3OvhYELyMrvXpDtqmFnk8Cw/sLkX7IlKRjAjyuXvfAHKQBaDQ5PqLHmRCYUHLDCI5hBugp4IzwfLR14BrZGDqrgmhlOjL4xwnE/7ON3yb2O5Mli/TSxgEH9Dk414TxUXboVNehW01Wjy+bn2helUhT9uCX52NkSO7osJYl94kOAjeQDlTEerf0Q2SfsECOS6U7gm9Od5BYREPDFft1646W/bifFfxx+JWACMu3zkHz0AypEzWtuWEYLmX7X1wuN1mE7FbQPsV8Ttf1GfU5zxu9bHcf26BLns9c+VLWRmzp+w7FGMlbCk4EfSq9XRF+Cm+8sWyh/Uut0r6nQ8Wn3bjO8biFv8pZf9bow4LLmKx5lVkjKLe2auqtM4XtDdziW/Rw8cUyWMvpHKijqwGfk8GlWFhL+t6GH98Y9JYhd5I+ylvFLF8tQOylwnsEV2bMop3uwppMdfTiA0Td4RicFpwMUTxxyORU45UVuERXXZu4zl49TMH+hWFZANiprKIQ510pbV92E5OQTxBEqIBKAdZMFQY6nL7dhVSrfCGPyHGZ2/idQgflJD5bUsCXEEhgxUE9KIl9iGt/rWcJGgs4PB0clpI5ROR9sWiQ5kmUU/PKKqEkzgd7+AlDKwiMJiGUewJ26jPgntaUHLXc0Na332LSgR6QqlXWw9V/+bwgg5dtdf9JVWkUknR3yug76AWCwlnGr2RjMpmXvOumFO1TnXtw6t2hn3yQDTc8EkPSWPdsGD2dYpZ6NCrw3aGEEvKQKNRsWkuI+CH/EKYN/hnIsOl94qTcNKZgGeZTiwLKFtthQsygdzy3SuZCWIthLjTDE22TPSYD/6UwAMzbhlqSfWZ/dKatYbVN20OSDSmHc00sSSgqiPYbwVSkfOGbOn7pMy8IILxy0z3DGONZz8/JelrC1dNkDuhFaaKLiRXatSI7+H7UQGDTijhnBEQyof8cTla2ZxsMP6S86PSFC33tnFiYPYOgwUm0YbMkc5IyKNhoKnoK3nWzqSZE9N02TbmoVyXOM2KdrOSMNqxPceAztuhruWTrPDMakJL6dENnb05UPOKKlB19ZQtlOGr7u7u2NCma5LQbfhQ+JUT5nUUYZ5zqqA8UymuW0yLoaPvX7e7h1YjpyTsVN/hYC35MHll7VKbashij6+ujY+6ZzpPvm1vYK1OtENhmXk0c5dlD50qxWTB59UC7MmpmY6akw7mUy32MDfH5YxYJmht/Ak6YqMYwNq+plx4XSptg1SH3gstzauGBxhFNiewPiMDaFhM2RjtrHzH9PVU0RfSj6WIZziZQF9rKrAjOQlVn7q/li2azHu5QCtZbwaUOIsuheWmbbBnmTKXIuaSaZXOM6i14n2mtAXLOHF5aQ9+8/Gjutj8akep9htrzkz2Gre2Zn8kvwxhI4fzJJWIBFXiTdhHE1Q0oQTm4q55fcreA9/SQYmV41zpsp3ZqCVtEnondbsOaivRxKfeaWP+c2tlpsLL0qhT/+AK6JrPuZJIpvg02YA9DPl+9o6cy0N3UBLHFZQPh9ihTSrJdAsw6e++ontURAeOvx3t/kVgEG/M/0m18529T5s3PltBaS72hKVF9WfrZJDhPNUratyG+G7T7smLO0k9EDvd/i3s82ycuL4mr/+TYr8DdvTrchuUmpjllKWXsxFUrNh79xeAebw+bHTfSqkoS7tqo11n6q94btGE3n7ybtJT/I0kgOmCEZ9Cut4CgmiJIhvyXNuloG4EBzsHVAJTzDGPQiM6hq9bO2x3ywrJfJa/eJVSifbkb3wjV8VpMbXeKNIt042NFWzEJgaOJvfQBP5pOlcA9+CJsbxi7wCiOpSas+EP0X8LW39rcvXW91aspblpgMlX2+x1eED5UQ8vLE0xR1xfuvvteCx8/FRaa0kX3MVf1Pq+8dfrgRiQkyZUvwK+kNWWT1tCWplOnp6fq+Ai6VHfYcXQE/HciCNz7QWZHXHNOXzdVvBUpPRKQatQz8noraxaha7I0hOKsbEJmPtlgaaGOHcw3P4CiCzo8itHe2rtoOCdXYvtpVoUnUv76MdzXeJF0kVdpbfK+wPh3Z0Jv1+BaB64PybtfFNqrbEk1kXm+yhX6pRnDsSRrLAUbRJypZofjecMu0pQQtTJZnG4MDal1UarAJ46MErIOoV0GIzHNs9f1lPMVxmz1a2MQGCGPK3yqzSt2FqBR6NXKgTTkcbSOLvY946b4iMGJwU7ss3w0Q1Tpd8rF9OmEv641d+tGWDdkuPXNm6kJMl3X5Rj6rUVc//DLo4vQ48HHsFNLbH+Uu6dEHOaTCfXGt95G5Vo8Jj2PSTncpbIbRf00y3FyLHJizjpXkb1Zj93z3nevbH9ZF3dMAd9n3N26472aA4yoZTKOcqfCQdcnHBVnGsWS4TTTjHlqx6eDh7G4bQnchhDneD7va+FNW2leL0OS3MQTx+KYFOVjWpmiqgCf8IEajGmERHu14GHu0HrjmHiG5+E6yu5ukwPES34Hek9ifGXvCdQJxQxWEfUuVjnSGgfAWsyx/ShLZk+n/0cIitcLb2SljcfY9pyGLC9UOVeYJ8VT0iXrSTSkaB0Lzab34IdwNyPi5GvvIKOAAKCcv1HtyngYNaiOYykC4g8m8rCVFvvppWqJcCf2Wp09gBaHDOhS3vkibtUz7MZTOkq1dFE5PYzqQk42lbuYvgvWVT6r9Ei5DFnLwIwhZD8leEpxX6pIy+AnBF33vWbcDN53axYkVEPDv6ent6FLJqi6PVh2dWIxjX8Rd2tquq+br9UHMfgT4v58ZtC+kqqOit5MUZSiuefv0Ndtha06IhfxXDzMnRb46jjdiUxHZeDEhxf9tceMOaoeIXSdlXIbvUi788OChHFvfgPZu9vWON0NhngSOFtWHY5Ntb6bItw7EipRCL22J14RBkazXcyD6WwCkTshdsuO7gCw+8+bpb+3sPB4yaLfmge6L2JN0BbDDRWnVqcMNGuvTLOhijODNTR2HCTh9Tnu02iFDcodd6685INcL7PkNI+H74YXNzl8wJme+8S/QU5HrlY5xnUTpNYbgty/WtiIhdTM1c/Hv+Zfyj5cuc+FtxC7DC6S5DwjmUK6aFctZb+Tqv0qlh+GDWa8rMGbst0IwdIk+2fYptq1WMoZTmJT5icvnBF5qPcfpF4DJVxdXVAWck46ZoOuuoQzdbqYbViXtbGXkCjz6Mj3TjuKgC7XsgOvy8DK45ZFf7JNUcOmKQ3ul+p9AitD2oZ5rRZcVGn0JnBaiuwLxSerpYEaN78loWEEf2GXscpH7beB0X75Sec0nuNYgzhHdK0I2uo5RFHoGA9v7GQttXo48eLiT6CsAzc3gFECjTNi+q28Qzbh19PCXS8xnQ1qER4YkHGVcQkY0Eoz8n6sGTDyhlG75Pties6S6jtFUTyKCugy1Y7M/mSiajBLuagg1twVXzElRcg4mbQUN5FHC+w8TIF1a4BWrj4bMsU4oy7M/OlLyf2V2rIgS9MOUoW4tz0Gi82cNaL+I3/vTlLi2MKFD4H3/zhlfd3ez8W8D/+R0/YhKervM3Nly3P+a9RbuhtQRyNcfSOPk3lLi+sVtyZAjZi9v3Hr79PXyTdaPS3N4Rb91VnURHCAJo1jWZ/GY8czZqRT+NDFWtSosnhcYvcHX37UIgIHBiD82fp1B/3HFXAN66H4Tfo4Ge7pAl+sGlK3e0ugltC3PWS0fvG29XE1U+sALwEHq4Ehl8JSpynWO4DDbmrK3hdHzStvhR2dG63PIoSVzjTOA/ODsiaeVBEHCajHonsSputyOIi/ePgAuL2zzbjw3pxOxBa17I2xenSlLGXaHGAvzrc7N1A832PMF1Ki3OFFRbh5YmKS8M8M1fY330q1z+GRF7RrBPhfzqcp93yU7SF9myDtvJATKcNo6O3GlJD01ZIETpv+cHieGJtf7c/+bM8wm1t+VlKRGqeonzH09qkJCLrCowDXeXWEox6SfFBFqlWI1cb8126qDPsNfN9BkAcPHhKWCrA2c4K80Azqchk8Z4b6XnvD+4rWC+EUuY0DAVgmfiN0BiS0/y86pa8YlP1Lq/4d1iy3dRocfPDnddo0X2f4n6RFZadmSyylWZVFcSc5H6UyNTrW/p06gUfL7XQIg9TT7Asw53LAOX95pRO2tEr3ft9nDFbRg7UqPTfdZe8Gcxt6cqmrDCPVujaHf4JswgCkOMt8SeQdfqKDkqz4VPzgzNLbAz3cgpBt1Ys+JRrs2nDSt/FULExp7PHpE/tlibG9XeWNyFw8D9Uf4OpZNmnihzaQ4HPz2oxDZ5ThTBpT4eJIv7N8tUGW68nDdH3cqh7nLBCru6TtmO1zUafFtGwe58fepbb77k74S9Jaihd+6KBbadODOQrqUYn2bULc4k+J8n8qoKNDeoErTUUUhg54xdA9gDzdIxA2ikutv7e+XwG2M20n3DfkbQR1FLMFDmKrMvhKWKfde+C8GyBHgtwZlUljwEVjhPWsXt2qM35/jenNiAimm38Lykao9rvg5NZu4IobJNOWQr32VzJBQSLZaOzH3EYvL2svReV6IzApRKk+WuHevriqBn6P/ZQVN9FLi87L0qDeq9Ajaxl60yyMjxXMWFMYc6JmzpSCCRB/mRrP7mily7PttsdhBjXADX9BAfnM6s/WJFpmjJ0TbYXSZAgqCzhiGnjiCHR4wAqBeuH/V64cTXOXqwsfJKhl+JPSaIG3BdxTwv+qHRZKP21ONYIBCnydIRZdFojEx8po8bhhYjqv+hPEZU2u12smbEiVHfBqKJs+5FRxcjFThPKHfzPp67IFUHIekr6Ug+4S68/3PfstPhI1WN6+RbYS2+1BY9oAY4pNG0bfooCYTviOb9S6/C04lk6q9D9MXLFsfKXJaDxWNSLF3AxMceMERJYTHLW6bpHUtjMcOqEIBCsMFYhWiNi0KSYOru7pyZi2EB5XAHE9l8THrEwjzVipe9Rsz2mXCkXRinNi+yVG/HeNo+/VOEAEFBU/I1pFBtIApDzoqDXPHj4dT7aMNpq9UTJb8JBlfnt0JiVuENtkddTZwVOnpTU7E8ztwivjlTYaYgEVLTvw/pJDYQT0O1a0XCkHZe8iPkCAvBt2ZUnxlBYVFUlQ1ZgA+UuistVPKfQjbHP0lseqUm7Zzh9tqAVY6kyik3FZFjiEhTUVm1S+g+bR55RPQLp+UYBgeOBxEvu4bL35pvOTWhaWxl8m9pFwOyCMTZ5XTkrYfs6jmhiRc8EykmxnIYmbScHxtICaxyfclkIWp6xXjBv+Lyda4506/Psj2rpEHtQhmSoBh5IeXtDoXvE4uXGsUcrZG4tO4NTcG4TT181/eDOpsvsdU+DkN//ft4YSXJ48R5o9qJxmlFtwxaGkPM5smZmXcDkhAtBP1prlD/z0H4PhnQ9N7rhz+hqJEHUk3wJe02HQWzhAXu9AYy3goDi2Oy2CwDiRDl5m8B6tdffjxSjnb9iv9DWRKqCpe83hr5sjUr9oAsxrJ8mM3BsnOEAHXRLouz5M20AJKh5wPhgSJb4shBQ9pQyhbh+tFEwt2zzRLIlWJ/I/hpw5ThyIZ3lP/mfcCEzOj34/GrZSTpYayq+bJNuy+y259JFj2+/wK72petnqtzdNG8v/ICHo/PnCmhAsxBA16XtbX+7gfwzcPhF95VsPNNjZNpX5ci+htGumICZFfyW4s41k5LD60IbiNqHAFLCktUFnPZhjx05ShYCQ7JRjZzCQ8RMoBEUB6Uih8/TqfrFBBklE2Urf6DPalhD0vBXC8pHIPfVXChScDTdEZMR4bBPxpIS/0eShMWSA0rj80YCcKzyr1spcxMaKxglXE66kFUOOrLUhPKjBv9kXaE+iEL9IBZ1m/2Cvh3B+810wz9wnmSgH8ttfviHOvve+Ap9EKz6m9IMoviASubZxhZxdTQ9TvPDBnGQChQjGaNvU1/mu1Zpu1dtGkLKDy6WVWYMTPeaHvIM4rtMmGy70NIQqElUbsI7+t4jnlSLz5TgRHu20Rd9XT4gw9yNdaGhVSZQ/QE5JdOOmX4WHjB2pHTKIJyfaY0TFkDaD+5nggija5/je7h+hvC7aiqx22g+bGBDDCnToyAU5SwSh4Ii82wk0yCNRswXfOoJjiNhzWw+OnD9VqYGJZgbyGcxAQOcWiHjIplr8IGj4xlGYl6u+qwwaKYVZcnVVfTdLHm+cPzcPr7kXisg8iR/vg85LXZ0rJCV9G79M+W+SISN30ZAttcwF88isw2ckhm2w3dOKWR54kJnHX+lBVnm7vFom6nOsmzrs5soO44GYWJ9+bGym8WyYm3fOTSvFNzt5FOceShSIan3rEV+tLONth++DvQZAZsoJwZhmc8b4V+srpREVM6fv/yUyfUOdEE2/9NF2TLnkTNZCJuM4S3CrSGPzFGZohDfqu/oi3juL6u1VUM5Zo3STBpQ7n45V5u25Va60ifzsXAYOVn90kxx13UDyoLwGAECJIljSJ7PgxCg8jg7SNr4ErVml2jh/ibzQwsLK5MvUYvHyU5qbpVtdEJfXrW+k4JcZkXhsCtv+w3xnqnbYgOup1CZYiTlBhFHSk/tFxgaBMcNOlhVSMVMeRfqYFmjyZwQr01Xe0V/q+l2wN3yQb2PD1TCngg997RYs41/Gp+9U8P2BLJUGyQF7xZvTHmUvZpamF7lHJacG37Bpe9JVk0NMJcAlFHV0PbuNgt2XG0d6nGGbx4LdeIUcKtGqY4W8RjdYsfgpro5D8qxdOlhU4Exkb4e1s4fC19GGqXVB/NP036bY7DaUiW0C7dvXV4FwHbnCFJ1b+QQDqfV2hzytzT5kTAeWN+eJd7Efy7V2n4b2C7nV3R2ReS4qqZc6YN/g4rq7ZeTyb72bt3ofwF7CFM0QSmEsQPpOA3rQfV575PPHUmdlCsCUnIxj0N679MidKYppdTQzfwZnhstPQk7d/6gf7W9qgnJr/K0z7m/s7sOb3yhgwNaVBhTVmTIF6jJFeqVTLidA/GBlLIlCUPBOGhEdY82o/ZwwPT+HXwY3hCAIsL28ft508xuuWFFUK1zpgT3XSyLC3WlhyiuvGwoUhH5/Qf0y8fnqThCh6vAKxNf74lrgwNtg9j3b7uWVa4jlVAqc+SrJMUbyckww/XlUg1oF1BceJI9K1dMKbYpw+VlB55hvHaF1c6DtFOV+WERs+NG7l78xCmXcWsMn2yFisGSsrjeTS4iNHKFScdhDHv5ociRE+5cZLP9wTqTC+UFtu9LdIT3KJwgtdh6jIDEKt+TvL8AdMdqY+8a08RMVSC9gqfQIc0QY4cEOK8P+ryE3MZxdOy7sfh6JgVtPn9Qfu14ni6I/+Ujux1sbys2b441uShCT7IMrnMnpohhPm3iHHJy2kYXbKlt5z8+gxSuPrwyxBNM8OPYfS1uwh4v9Omaqg/jYOnb+nG9ImMJ2XE0paaXphbBO9VLwZFSTMehUptp67t9R6+3S4XHFYH/3H4qSr27SsAX8CZ2KdKn+rI+nsgjY8kU6Ryi08piMwif1rPSIouQd6Xw8VSDSBKOtjY1rFLE/GOXMBrlamD1A3PvDsBerY5yXFAMAHIUhJVXihJ4e1TEklH+jsAp7zevAmCM7dfDF7HKrXpLL9gvYz8oxucuaBkWhWRsTyhJY/HAGFF8lT5uyjgdrQggV7y1ygMrcOHo+ewQKIzGsJXgO0r4GsQrtPF1S6O+/gLmV+AAHgk4YWmfTlfe7mOS68MLzbKMl0mV7SirclJS8vzpSQQ+RVgf7bXvvdEdH64Fl7UAfm1rxoW+OaJ57q0RSfWnaOHdJehd1Gg2w+do5gT2LLIUeih+datWhifIjpGDQ2W9aji85dFTNTHULflTePPXUy4ejlt+DS7tOR1YNgS+mznLiCfVz6+UO+54EJbu74uCDxJtyYKvr4f++X6w1aM/1o8QqD7PC0q80R+AdkNmdOEsicpjnhCLmBmsWpKE7Y0lsfZAxPrdajdNsribP9ZoddSooSM76s2mvxthIQ+RDBtwTyMVUF3Eu3P2IldoEjgWCACDDUH5J29N0Tm/MRWE+fcZfxmw2jQzYyV0Ti5GMWNQFBbTyuZ8Q/gYXjAZvAzcMnTGV1v40xwlzXiyD7wbVcfj3J2fM2LVldCZp4pRChvKyzRkfamGjdTccxzNn43/kPpjMbsc1b1g9CqHH9Sa/c2aajmopOEtr5lZBwrMDOCLkJAbuphNblS6eA8skfPhmI3+9hRf1NWRXRiijEVeZjFC7NORwa3i7a7nY+r+qfB+ZnXtd4eBufv7np8u/tXgIPtTLLB9ow+KILYWeii6kIPnyCUkUQkFX3XGGBtFJCVM+3H9pAsYyVj9y4Ylx28QZYuIFXlxY1fqLONPud+aYLPxf4bTCp7zZlSmVPB38s6dnMxSD3JpR+cHDGx4T01NQhMSyMn11+U8cafHPbZk80Z/HL5kutlYGiZLdDCXDBRmNwzYm0ec1ZLfeSYwbqfO7HQOOg33SslLlpC59FJ+ind7kvtN8cZsq6qpHUsCtIZ+2SZhB8YEiQEUyTfi/q6c/yd7UuhViK5wZuGM9szM93KP+x9w4BgK0eFrheqhdacSyyN5QsNLNsLk4v4WwyQOvUffAzyDDtMJILErGy8U5AenYNiiZ27j9icnvOhX38rPyl6mGg4MA0z3Dqt72+hlfabpArMquLAZ3F0e+vhfy8w/g8f1Ulz5en1uJ1H2TuzGA2ZDMEZrxpnwTszUXtFVBkdSik8XKH+3gS2ilVm83Ql9fa5zJ5ILwRMzAmszDm3xQyr1EYEPRLf3x9EtGGCrWALC8c1b1I+Wm5ZxC6hXS1dKe51HdtVRaFpCoKB3G8aoR/T1V1g0yTgOmVMkJpMXBhkJjKQ0BaNkkHj06RghMaOeOSTItQZ9ez0OZkhPq8kZ8rIF32qrkh5ooib2FIlkaAjCk+LexKDARCwUBI4fU+BFlwvagWN1Y+7q6q1Qdrqeq56ijrGk3kM4S1iI9bxeSQn5GVhOQhCOQ160yPge/iLwDnf2NvBGEnu5jD9oGxZwdDtTpFgOHMlhFNOO/eNhRXtw4eMy0qY+dDq+LCYQE8bjCniZaucHAy+hIbXDCmF5+LRF80BlJuiotWdquTJ/7ZD0RL7yP3Z4NZ9HzrTVfF9tka9TgVjzapnIHWRLLFzkSRILvEF3xwT8Ud7qlEoLZLVkMI7r3/F/gFTKj7n+vM3GT19gq/UMEWL+rEbyhhwRVxe9C3YlE2+m5a/C2ehlAdBihWanOMqtXN+7MWSGvRH9hiifRV4NAGqXKtUXI/2ZSso6DjI69UzJocyCjXziYaypYQ0oXhSe19b3MWs/RantqchXD2x89essF8waN0iP87cymBPbxCDuRKxER0jSlWEzkhGDbc23NXHf+mhFlxCeSlJ3nIQo12h7+lcVYygXZ3xUgDlrpThdzP+iF5BrnMHIlCQAm5yWZc+w8pjHHuIrw8lVkX1a/d+TH7/LaJ0+REKW3OIkHwDN7VW63Ao11Kj92L1LgqYLXsFDH4I2i+kKIt1DbJ5FIFnY2k1+kVxHHeHe2JIPY1Q4owBf6A+Q2m3KDGIGmxU+jvEr5XqI/oBLyRPhN+fgq6LloYNfsQ/6YK9faGJFPZYlOe3xnbfq3ZP1clLbD2aKToVihMUZAdoe0xF7YyRTa4NuSLvPgss+7NA8yN3mWLAXCONcAvl5d+GpyVJBno7io6cNsl1k6lKws5idsyz9MnUlx2AF4UeV1cYzUF9vLMoE0x++DP9tXhUC9zKbxY4SiJkAJ6BDGwZGOpnCqQdfzNn0stGYIQvR/eMeyT3Et6Z6Yt6wt7s6YTqvgwv/740p7mYvks3DPrARWdrTCCwqWvZNJ1M0fE4WqKjKRCk3H+tu5W/sQflusiohm9BTSJbqmmiFfKol1/ITOwxrEWtnP6O2Ns0dDxi5wX8SSHHp6CMFncZ/Swrp7v31P9EcF07eU1d61f0maGviVqnLV2fAM2v247BB5kPTdEce9+/Sl/TlCG2YRfht3PCk9Bh0EYz1Dmy7wNc8C/lDu/i33NlWGmYsqmxQs9xvkYILyVe3zh7cqSqkDuEKnf+Z+JI4ua1vwKcBgwVRztPX1OjZK4VEFHklFz2mL0GfuiMVv0mw27EvmvQJ4FBUfQ2kBpefPgjQYCK4HbwM2uL6iUHs4pTu5AmX8ndLH/CYqf5kEK2Jl3AtKjLD0B0nnGf2f5e9L+J/VzT3uW+bWy3JJTlXTZl/HtHu+coORmqw7N1ZSraXUxkNswHqiSISEW6mg5QVVthdDjP2aAX0iBKkAsvVzTQx5IBbBxX81uZ8DZk81vFQZCI2618VmfSSW3Pzl6MeA9iutKtlH8NO24LypyVfkxDppUaD10IZPn5GajV0RTBwcGAFc94Po1FvDSh19pMOxlCCSHGwkMM34bq3MorcUyf4WEF313Raelj+2EnCHVFhyKffJgD+hwmp1k9xNmSmSKu1nssfjJNkLspVmuiT24snTuZW7oFP5Di3lORoaCBNhNsdfyw9Ep125R8s613/SuFRoHvsgVBnIsRUhDC5pmxFaw5AknRghaXafrQkEnKDjTAfhqyDfJbz0HqVpES3mnrWqL0LX26TrdjvElq+uQGCbVpSrRUxbQ3UzM5GTNJiH9ampVfVHr7/75tj1BUGqnLwYrgyZ0yi9fBp8ZzcjnDFJ+p4Of08HPotPKd01DpiAZG6wJPrJOa3qVlvQTMFH7dT0fwOjZa/2zIXojVW6YcBsqilPYv03tRmauqmJsm1wYIXrBsfd+UqQK0fQ2c4zBPq/saT/XiEY+cfCnvRS/rduTpJpiYA8DfhLvNFqQaS99tYViGrA9zpd8jByvqbQyTZ0LiplsNJMMZgiEyzWjDAbgqCVjTVFyfGtOo7WopLOUgGwQ6iJrs7goTWDIJP0UrdkKTNjQ+9a42WxQYqLrX7+hvgUQo0C198IDyndNVMqVAcxudXYSsVD4U0yrciX5iMeF/0X5bscAn8LhYkiKLU50hcm7zSIVI5YSNPjfOZNo6rQ1xvoGsEPA34hVwKNgJkz+ojw58o+RDKXet/Heu1+Wvq44zngPJd8ogHNukyfv0AZOPp74EfJJsQCVeQAlNnr8K1PO6PPIA7vY3elFA8TcbB83Yl7LsWFEK45LvhuxfnLKjRq2Uoum5KpJBCtaM+ge+WLyP4wPzEZsv4Y888KVxTPYWZ3L40sgX6q/77+o2met/LHImt+I4a5HcS7QsTcxBsTJ7truhjLYlIuIfwsOPNkf+Cpa6+/pWGymvLpTMMlw+ZZeuFjTSz9RcwbaNPyboS0474YXk9HshPK68ApBF4GDxJ87+aBMqz+jVf4oUAR5UYbS5p/xRnitK4Nxvgv8A6SONhRG7iWMkg2ibd4ovHx/uUhCcLmP0XDz2M/AVEPLN/2OOZltLP8x5NB/dp++ZsTP6Enjt2dZctX6mm/FmNE8EHYyTu2g6SaTIvtVOhy32acUy9AWj91/n3rAPu+1ghsQx1U3jlscybfo99VZjgyE2rjfSeKnjvkR5NHac9Vf02GO7LGbksjZcD6evAFT4k0HbqpiQv/lzdisuGS6W/suyCa6o4XXCvE6Xz+VlOUwo+sKi91r25Ic5BuRedYV9zy6p9PK5+sjXpRYQxHOnE2Fn5nZVesnoCkQ8sEyQb42Tc+vgZomQHSaRqg4pqDRZ+LXOd4iae8BFZP8KePOk7xb9n+/YyQK92xkE0UUvC+/37FjF4MdRDWZEstG3xWqPDZaqc8y/SsLB00JPwz8SGDf7u1Nm0yzeoXvbXHwfj3iQ37O4vwfr7eyd6nZZvaS53qnUvoUZ88dSHem6oTJC338leG5S+DZOKXPZ2o5T8VUPEFgYuCiO8CR5nWHS392qFG84/BmYc2ngVOmMHUaPGvSeMc0CVduln3mftaV0kSctCOv6rrQa7rVqB768NBg2SiYHdqZ+XO0ww+sI9UV9n0om45gAySKm0py1Bv72vrN9LnuhCfwe9KYlMSyfzHwpY7Tvy+lqdUUPvrRXOC1ZyJ1LCbFs3IPXlRt+VlLq8y8M2OEdK0wodMNfen/at0f+4CtwBwvdAuLbVmDNljQNlCfov6bhWPloFT0FMPf/uHjZ431dPEQtfD00WnHWFRH9No+7Kf4QcivfvbD+cH737sVHiYbPD2Tf7ESZKlJBQ214rmF3z2t3U7ac80uWWf3t2Rj3xIjZohSM3/y9djEHGbjmItagi7H4MB/VZCpbdq6+2HgbQ8eYT6sdwuykMo37oTT6o5RaVeCNYHxI8K5bjUaI044sWrQn92csY3H9jiSySwbuYWfKyLieWDp9hKEuAtjUSJpU93dgA8r0ByW5+NqjdMEIPkryy8PtjaSQuPV2hSR/WKHKj1n8uKstOk3GwgrfSQemLPvrjSG9IkHLLAtUtkDdmd1+W7bOnHvXj1U/iUOP/waF19dxcIFbtbhVykfK57Lu7Csg724Km9rwxx3835BV04i9g84N1NQn1ohRKV1b3x601e/nE8FZF3+MJ0+zfyGN+/2Y1qbUxnnD0PsnNdwiCta2T8y60FUNtrYuwI2cvTXc9HUp4kMjDGX8PnRqhJ5OatEoHR4j2kWgf/RZO7gq6QyLDaOoawfUnWzUSZhCZnygBNW2kuiOOegpGxQzPOg2IVzXk4ZieHToc8i494BZi+aEJiwwfogqG0/jXRmhQWUsUd6mFVb4v1/ZhR5alXwp1m/fWNc3Zvy0vzj2URGEQgaQI8+wUGxTfoorIOPZnmEk1UiDHHMiT43jkOsdWcdbxmecTEWFMrNRXHpoM+s6icf1yLtCT81aOpc9OaRO2HyWE3MLI0C3wBswlu+WxRaeWoXXNE32qBcru4Fu25pLtOmwwXad1EPj86oubQgZnnZMEylC8HEqDxnnwmUd2EZI3LodsslmvOSrJk/+qMzS0ZCcrPmrwb+MQWYg4a1vnimKCfr5F/lwT0rD82eCs1eA8pIlweYmmMf3nmei6V03XdunCRi3tpbvp53alB6hDq6REXh8gE2h6vGm3tlNQN7uYBJu06zHkRWQUfEwWRovUAujNddYO0Yo7Eyd3LEcsF/00O+bik/+ZiD8cUNtS/ur8aMqMiqFOK6H0lieits7ToPxYcQAqZfr/ln0rrCAr9RS9TxyKW4jCnOr0pTdTgW41iuBtE/+z1lP0q8AdKavPfpQkQ+Un2M4HDQWWh6cSpb+YPl+xufYqZ3RbPEirXfGD4fio/hkSrOadoor9I/Pbwj447pCkaCqMUowKRwqp4LrhMKSQOj5GAePtd0fPYQ0x6d7PnTr1EhKbwUt7Ccz3NFEcsbC98sCbA6J/JRR1ssc+5mZ+ssgZONKDwBiIVoaSNYK66bDbNjAl+Kq08umw9JY7ub7NOjTNWLKBMlxnGUBT8ix4ZekmD02zv1lhI2z7PGxX5u4Y13WldBnzTEx1sW+pfJNu78CO5dHXZ9TSkY9qrt2ob4q3XjaWT2d2kC2E1LOmvg/4+OJkXevALTfv96cGlh32iH0L9b+0Tdtzr+fPqGnL5mkmsz6jAHytJTbPWqxrGBFm/9SPnIZyEXEGL6fK2GbR3Z9Jl92mi7YgCXXEYIls+fr+6FHGbLTAmsMkeMcVZpsR289+WEE042z6GxYubryxHFbn3Qv3jaeYIRw8FhZd7Tl2fWcMtCrnAIkqoFkpRhtcrYD7/3uVwTKex+VMCjMOLrOCFWBxmkxPwDkueWZSRMzCNpqr4AetOAaW2+KHxHQbMab1igriRJVivlGN2IL7UxFNhTKrwj6UorB2trhtvIn0TY68QQAtYHpYKMO68wObN/bN27aWASqM4oCXkNzrwC1TMMtg5ZFXDFF0T4ZnQUFbSsr46s9oNwVsUv1Cc/mVGMD6nY/fmnXV9N8paWW6m4FoHYeHf1Hiw1ClykdlWM30eDB5Y/7aIyynzOG9iicLgjYDNdfAQsjUSGKgecgJyWc2W5sjk0eOt5IZLkoy6mGfa6DFodY73hzu1raR37ICLn8JtDOvAPbJc8Op4PEZZ2hMWJHn9AOZm9iqd2lh9TaozbrzjjtswrVS5oV6SL/pFbJkP9ePQnDXEJsvBE+enAkOMf5TWIeu8kxFyKkodad2fCJHG0HPNuO6Sbr4eKvdx3TA+krxl6YpMtjtuwIZn8zd4OqneIOCvUlV8dHbvTkiP/n5doHxa/j7G/saqvlPcDF7R0NvWGX7fkquQQHV14ngorArI1iixOccPksshTGtD+heqcLZ/gOJ1Bfacpqudb4wLkzYtoE0ENbSRyZIuMb45U5tQoJ3K7x0XnsHXBzy44nxzJEptKBcqZEtNSKvZGICWE885TZzVJ/yDHZfRzefCjWWEy/YbdL03W7NNfeDjlDwnBmmEKN2ZUC4qfxqjb4BvE2YBa8c8aGg2G0cBH1BafyUJmu7uijWCHu+LtZOgaxJbLQZ/uGaV7ehuQYcrwDw+Ue40PVyx2akUDejlV2ARqCLfuG9VNBNXr04paO+NhpcC962Nh+4F86SmWpKWPFNHS0aIc8TlhiNJPJ5WNlWdrmu8Kli1UJYqcZOg29YkdVRmzWQwtiPffb96b/+CiGP3+OdI4aLCP6d2Tb9W4kuxAYXFHjYi+kMeNtqDdq1alvmkPw1a0YlxJAL0I8zmEW6E9TcZq9c4R/lg2x1/mS1ho6sUbw8ZSui8Obj491XOwUq6TmtI29id/P9SyQA8Y0ohovxtKeL7tU76miOnKyuOxjKN2U/PtSeJdEu233XYRMDOl6PTuai87cGqsWEuFYPlmPw2HOM5deZ3dH0wK/yLkhDRY8cHQToWijhkfa4q2gS2YxKUl6ReOkS+l2z8dbkXTEfj3x/bT8a9VZ90OaERHxTdzDiGRPs+vmIV11hy7/Ptowfcl6E9vvsVEl7i4xGekNSm3SxAv4zRWPwXxCQY8k/2Q+ByBDDj78qHJmoPO12Lbrm0G3rXBqo4HtHbe8zYmKYLtnRTdr1oHRsNMxNFr74z7CicY/Lpr5r6J+D/HBr4jN/Iv4R1p4+trH67vMdmHVWNGgMtZBm9Itg/Y7/79ckcdNttmql6Xx++lX66IQeRerrBKGbDXciP79tvz2EpqW+jEHk4gX5GWNoIggFKbOa68YjrQU1RUBlivL9tVWQzllSZd0Utfatny3KNFqdUQJDd6wQPGX+SCi1vnQIFJRykNn7D2lsr2ff6+i3cs/26UwQzAufl1dOdat6tpuslyWxc7wjgpPvx2YSWG77lOvOSfY2+srdFnC8rPOYybRjOjsYYV1tw3SBnEDm7ffEfjODR6l4MRpL6+Sg+lvirVCJ+30Rix8nCKUISNVgPhCN8PjaBMflzDEWglyvqDqlldAvdcrYLG7Krokeah64qqCO2ZmBs8UmxkUTgYwNTXFldSY/Z9Ox/Xs8moUzKqo36j/EX25Y9W8DO3mMZJkjlNQ6I4utqKLZXcDYuA3UisAbf5R8EETOAvTGE1kW5KdGEfEGhQ3/JJImmeVjLOI/t16E97SNOenCYjUj7DtrUZak0nhbMrYWOs9Z9HvPGffp2A8+4k9ceXF3Offk7e/o/1OLH3ZpGkUGjN8dAiKCUTLGNwchWlyFhOXWLPRT0AgcQ3jR4S0t5kTWsf+e2kRmzR3Ns8pLzwznC+Y/t7XJ7k1H/+mnhbAE+DrxMvmwOm2mJP98dYNN3oFBWYKa8wNhv68UChbBUSgFzJ3wz1s237Dya0FKNI7QZTu9A7lnTKEf1o1Hf+MS8rwrZK3e1Mxv0WWI3mZ/zz+CvNhWvRdcmilFYgmP0TvchQQCPXpvzOA/9j/ICwdcAA8zMeR0jlXhnFFcMm+lDoFO/KSO7rA6CMSPZwuyfQRJOjxRk0oz7uco1t2JOs5L/9QiavRFeWxwTkdZecG4GhsaJkH0UDX9XHHnAw7rpN/ETII3L+ptN+6yPX1hensnsIQl67nPZQkRa0pW5S+xL6db9Yab0wQbBk/TcuSzsP8WP2PRoRkPX2Ap5SNFgQu9iOK8lR+Wlynh+cPnHwQN8T0JulQoI+8GDwB8EFldXhxzgoXrQHwwb4FZ1/RNYX2dmcnJxLJiHhMIT6lLn66VNmkn9qxZghcnEcJIrVSZPEjFGGTH44WdxSxNXj5Q2jel3RkRmi/t0rhSWNjHt9jaQySdvIQXzc5DHNXvR4/ZNgbznVz9U7E9jnZoJMawgucWwvm1CAb2B1cSLHMullJTWRYFTcXj7m7nvc7aF3scS9zxHH2POBwV+zvcJEjDy9MOwaJAJBGvpLxdjVo2CL9oCGwj4ZG066Q7LKJHMs1drS4H2+Rk9DH0MmJBK5uvCHXQeYkakKVQhN38BbM+hLtkfxPNRLs+uhjtN78MD5KxQ+388oAzxN2p/lHnomY4PlTwhMLVRn6avdfAfj6vA9FJ2dXc3qHdryD6YKRsykzOqiCGyBIy56nJqCd9S9pVKHQanv6fboj8M0rwKmpwzIthoZVdW8sDogZ3FM1TY8SZ8obH0z2JWaMKZ0Iv4XGV0KhrelTLBuLpeSJ/G0ymfmgxVA9+fSTCDQ3SNEvlwIx/S9nR7LeWZeSDIPhcSLvgFnnTfoGNV0KQU9c4yRZQJV22i0n/XJt7uXRI1aPJpuTNC/b0M8aSUZBzxQEweOSeCUxUtqWXMb8gz3i7YA8Yz7Jvt7IS0Q5d+yEpOajSJFDt6rDYKEhblpPtrd2IFpyMdolsOMvZ/YTnszCoZL6Zp7aEfUO5pvQ44ZbIux0upCQRTzy9j5qeJBcd293f19HOHvty7gNksBoE7mzJQK+BfNWrNjPI/+qZN6HMLyfsHY1uA1MZJRihuT6Z4ZO230KcHfHepEZqlZDoas/qVYYwyOXJKcPRJeBoCQup/zTyoOqkX9R6nKhz19Wb0eExJjbV7gOcrS9I9BrX+bfQd5ZpEYZso4xj0vHfzX0iUOa8rwkCUDSyMaRwmX8axgN6mzXNzf7UJDj/+ZGypt1qoAslNytQAHbsc9YkvHbzUx7OndpA8kCesmt4Dxri99UNeeJ9IS8rqeuiyX76E7kyub9sPjGEtQp17UOrjruRcHYSF1cvD5Zvnt2O8FFokeuY2hX5u1My3s0FmOg1pHEG64zFHtnCftU7slOoRovyuduDVQoAGpHTmUzp7+TrpIVyV1DWHhqe1vNNRE3Q4Z0rN3iw/DIbJ0uTUvDP2YOSiGLnfGi9bWMitpp1Tdkn+3cqlriLCM49drkjydqlBb9GwtpYA+/Jw+DpJCnv9vfDGGaQa4i0UXY7Ws2WXeAho+Gr6wmVpySuo3l20eAehrS7RY3ZOLSncnt8Kg67aT9R7OIo7GOXXEeGZ8+Lxy3C0eG+qvTZqVfHfzuIEtrjDxJkpsU4dEX7QhljgPyx0iYnTwU0HAZAziduL/yiY6mcpud8MctJg0CJ+ywuBmQTJ82HFP0F0AaCVVnrmme2OXI+Gm0oSEI5G/xcAJIoTTB1GL5Wnlg3IE8huYlPamGQcZvli5b+FTzfxVpRZ4ub8ITOSDayvHT+RvTh0aQZLRQgT3mKfks5qXaFYuxixo3UAa2BB1iGqsh7YxUBi01V/WOUqW8hZ0f0T2OIwmW7yEBT3s77luFepFKWZkQAUTiuKqwYWoC+zrasOLaLlC1161oO9pUFn6flxzrSLSUUniCAIou9txgk8kZB+mdPLzX7+0a36mwThS1UdeZ8Ek+urh4xg9egakSq6/xOaZcLEzUZirjn2k2pg/Wwkr8fkW/At76Aw/OsbRvT5ZalKKuymccsoYFKi29UPEASVMQIFWpNE4wDZU00rj3yWez0k65EEofgpP9GTwQuFNLYRE1XjtE8YSUqzeky9SPdPgVEGZC7B9ULWnzz42g2wuXEJC17RgaiOqkuw7URDMMfUKpg6/KmdGnusUs8aAUI60XwO8fyfxB7d7X4xECe7FioOgN2mWBjsDZ0pcrKZk8TRRNQtN3ZmTe8Yfxh2LKjTRCMK4novZDoF17Ntowh9BwPvbv2GF68pYA3h0BsqK0VDOmCG4LngJTKuVyXh69QS0A0u/Yg/Ynwv6h9AU9B5oWoZF6XB/quaHFxUe1pavWS0HKrVjpt+5TfUbu0YOWb0Y/u02U3qMkN37+EfBoFzQo8gqwMDRUIdzfizyEl0P9nFvlGYtNLXiDbO1+/qzl+J1+pIg9RxxhyfPAK7hiaTr9NOrTfSg+wkW5J1Z8aELiUz9yL6QDKZ7gqjuJ0RR8BfSBcov0Sni7o5ZmMDVIbNfpnW6j/xhrjR6P4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<SOAP-ENC:Array id="ref-575" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-819">Abdomen</item>
<item id="ref-820">Liver</item>
<item id="ref-821">Transverse_T1W</item>
<item id="ref-822">e-THRIVE_dyn_BH.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-585" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-830">Abdomen</item>
<item id="ref-831">Liver</item>
<item id="ref-832">Transverse_T1W</item>
<item id="ref-833">e-THRIVE_dyn_BH.Protocol</item>
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<SOAP-ENC:Array id="ref-595" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-841">Abdomen</item>
<item id="ref-842">Liver</item>
<item id="ref-843">Transverse_T1W</item>
<item id="ref-844">e-THRIVE_dyn_BH.Protocol</item>
</SOAP-ENC:Array>
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<viewingProcedure href="#ref-1078"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-1079"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<_preferredCoils href="#ref-1080"/>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a14:DynamicStepProperties id="ref-1054" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a4:AGDEF_SCANDELAY_MODE" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Scanning.IMethods/philips.pmsmr.iscanning.sharedtypes_cs">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<dynamicCount>150</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1055" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a4:AGDEF_SCANDELAY_MODE" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Scanning.IMethods/philips.pmsmr.iscanning.sharedtypes_cs">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<dynamicCount>2</dynamicCount>
<firstDynamic>2</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1056" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a4:AGDEF_SCANDELAY_MODE" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Scanning.IMethods/philips.pmsmr.iscanning.sharedtypes_cs">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<dynamicCount>1</dynamicCount>
<firstDynamic>4</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1057" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a4:AGDEF_SCANDELAY_MODE" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Scanning.IMethods/philips.pmsmr.iscanning.sharedtypes_cs">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<dynamicCount>1</dynamicCount>
<firstDynamic>5</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1058" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a4:AGDEF_SCANDELAY_MODE" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Scanning.IMethods/philips.pmsmr.iscanning.sharedtypes_cs">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<dynamicCount>1</dynamicCount>
<firstDynamic>6</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1059" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a4:AGDEF_SCANDELAY_MODE" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Scanning.IMethods/philips.pmsmr.iscanning.sharedtypes_cs">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<dynamicCount>1</dynamicCount>
<firstDynamic>7</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1060" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a4:AGDEF_SCANDELAY_MODE" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Scanning.IMethods/philips.pmsmr.iscanning.sharedtypes_cs">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1061" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a4:AGDEF_SCANDELAY_MODE" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Scanning.IMethods/philips.pmsmr.iscanning.sharedtypes_cs">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1062" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a4:AGDEF_SCANDELAY_MODE" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Scanning.IMethods/philips.pmsmr.iscanning.sharedtypes_cs">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1063" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a4:AGDEF_SCANDELAY_MODE" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Scanning.IMethods/philips.pmsmr.iscanning.sharedtypes_cs">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1064" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a4:AGDEF_SCANDELAY_MODE" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Scanning.IMethods/philips.pmsmr.iscanning.sharedtypes_cs">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1065" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a4:AGDEF_SCANDELAY_MODE" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Scanning.IMethods/philips.pmsmr.iscanning.sharedtypes_cs">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1066" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a4:AGDEF_SCANDELAY_MODE" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Scanning.IMethods/philips.pmsmr.iscanning.sharedtypes_cs">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1067" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a4:AGDEF_SCANDELAY_MODE" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Scanning.IMethods/philips.pmsmr.iscanning.sharedtypes_cs">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1068" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a4:AGDEF_SCANDELAY_MODE" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Scanning.IMethods/philips.pmsmr.iscanning.sharedtypes_cs">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1069" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a4:AGDEF_SCANDELAY_MODE" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Scanning.IMethods/philips.pmsmr.iscanning.sharedtypes_cs">AGDEF_SCANDELAY_MODE_MANUAL_START</delayMode>
<dynamicCount>4</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1070" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a4:AGDEF_SCANDELAY_MODE" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Scanning.IMethods/philips.pmsmr.iscanning.sharedtypes_cs">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1071" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a4:AGDEF_SCANDELAY_MODE" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Scanning.IMethods/philips.pmsmr.iscanning.sharedtypes_cs">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1072" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a4:AGDEF_SCANDELAY_MODE" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Scanning.IMethods/philips.pmsmr.iscanning.sharedtypes_cs">AGDEF_SCANDELAY_MODE_MANUAL_START</delayMode>
<dynamicCount>4</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1073" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a4:AGDEF_SCANDELAY_MODE" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Scanning.IMethods/philips.pmsmr.iscanning.sharedtypes_cs">AGDEF_SCANDELAY_MODE_MANUAL_START</delayMode>
<dynamicCount>4</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1074" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a4:AGDEF_SCANDELAY_MODE" xmlns:a4="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Scanning.IMethods/philips.pmsmr.iscanning.sharedtypes_cs">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
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<_items href="#ref-542"/>
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<a14:ScanProcedure id="ref-1076" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1081"/>
<methodDescription id="ref-1082">COR    T1FFE 4.1       1.21   40  </methodDescription>
<name id="ref-1083">2D_BOLUSTRAK</name>
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<anatomicalRegion xsi:null="1"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1084"/>
<lastModifiedTimeUtc id="ref-1085">2011-05-16 14:03:59.847</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1086">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-1077" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1087"/>
<htmlDataBuffer href="#ref-1087"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-1078" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1088"/>
<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>
<a14:ScanProperties id="ref-1079" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<requiredConfiguration href="#ref-1089"/>
<suspendableDynamic>false</suspendableDynamic>
</a14:ScanProperties>
<a8:ArrayList id="ref-1080" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1090"/>
<_size>1</_size>
<_version>241</_version>
</a8:ArrayList>
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