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<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-86" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-115"/>
<scanProcedure href="#ref-125"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-126"/>
<geometryName href="#ref-24"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-127"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a5:ArrayList id="ref-87" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-128"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-88" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-129"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-89" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-130"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-90" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-131"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-91" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-132"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a10:ExecutionStepList id="ref-92" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-133"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-93" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-134"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-94" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-135"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-95" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-136"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-96" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-137"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-97" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-138"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-98" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-139"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-99" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-140"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-100" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-141"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-101" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-142"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-102" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-143"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-103" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-144"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-104" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-145"/>
</a10:ExecutionStepList>
<SOAP-ENC:Array id="ref-105" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-86"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-106" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-85"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-107" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-84"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-108" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-82"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-109" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-83"/>
</SOAP-ENC:Array>
<a5:ArrayList id="ref-111" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-146"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a11:ScanProcedure id="ref-112" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-148"/>
<methodDescription href="#ref-11"/>
<name id="ref-149">T2W_TSE 5st</name>
<anatomicRegion href="#ref-11"/>
<anatomicalRegion href="#ref-11"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-150"/>
<lastModifiedTimeUtc id="ref-151">2/28/2014 5:52:44 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-152">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a11:ScanProcedure>
<a3:HtmlItemDescription id="ref-113" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-153"/>
<htmlDataBuffer href="#ref-153"/>
</a3:HtmlItemDescription>
<a11:ScanProperties id="ref-114" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-154"/>
</a11:ScanProperties>
<a5:ArrayList id="ref-115" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-146"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a11:ScanProcedure id="ref-116" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-155"/>
<methodDescription href="#ref-11"/>
<name id="ref-156">T1W_mDixon_TSE</name>
<anatomicRegion href="#ref-11"/>
<anatomicalRegion href="#ref-11"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-157"/>
<lastModifiedTimeUtc id="ref-158">3/4/2014 10:11:45 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-159">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a11:ScanProcedure>
<a3:HtmlItemDescription id="ref-117" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-160"/>
<htmlDataBuffer href="#ref-160"/>
</a3:HtmlItemDescription>
<a11:ScanProperties id="ref-118" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-161"/>
</a11:ScanProperties>
<a11:ScanProcedure id="ref-119" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-162"/>
<methodDescription href="#ref-11"/>
<name id="ref-163">T2W_TSE sag</name>
<anatomicRegion href="#ref-11"/>
<anatomicalRegion href="#ref-11"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-164"/>
<lastModifiedTimeUtc id="ref-165">2/28/2014 5:40:17 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-166">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a11:ScanProcedure>
<a3:HtmlItemDescription id="ref-120" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-167"/>
<htmlDataBuffer href="#ref-167"/>
</a3:HtmlItemDescription>
<a11:ScanProperties id="ref-121" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-168"/>
</a11:ScanProperties>
<a11:ScanProcedure id="ref-122" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-169"/>
<methodDescription href="#ref-11"/>
<name id="ref-170">T1W_TSE 5st</name>
<anatomicRegion href="#ref-11"/>
<anatomicalRegion href="#ref-11"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-171"/>
<lastModifiedTimeUtc id="ref-172">2/28/2014 5:46:30 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-173">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a11:ScanProcedure>
<a3:HtmlItemDescription id="ref-123" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-174"/>
<htmlDataBuffer href="#ref-174"/>
</a3:HtmlItemDescription>
<a11:ScanProperties id="ref-124" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-175"/>
</a11:ScanProperties>
<a11:ScanProcedure id="ref-125" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-176"/>
<methodDescription href="#ref-11"/>
<name id="ref-177">T1W_TSE sag</name>
<anatomicRegion href="#ref-11"/>
<anatomicalRegion href="#ref-11"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-178"/>
<lastModifiedTimeUtc id="ref-179">2/28/2014 5:40:31 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-180">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a11:ScanProcedure>
<a3:HtmlItemDescription id="ref-126" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-181"/>
<htmlDataBuffer href="#ref-181"/>
</a3:HtmlItemDescription>
<a11:ScanProperties id="ref-127" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-182"/>
</a11:ScanProperties>
<SOAP-ENC:Array id="ref-128" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-75"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-129" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-76"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-130" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-74"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-131" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-73"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-132" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-72"/>
</SOAP-ENC:Array>
<a5:ArrayList id="ref-133" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-183"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-134" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-184"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-135" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-185"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-136" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-186"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-137" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-187"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-138" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-188"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-139" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-189"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-140" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-190"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-141" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-191"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-142" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-192"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-143" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-193"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-144" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-194"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<a5:ArrayList id="ref-145" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-195"/>
<_size>1</_size>
<_version>1</_version>
</a5:ArrayList>
<SOAP-ENC:Array id="ref-146" SOAP-ENC:arrayType="xsd:anyType[0]">
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-150" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-196">Spine</item>
<item id="ref-197">Lumbar</item>
<item id="ref-198">Transverse</item>
<item id="ref-199">T2W_TSE.Protocol</item>
</SOAP-ENC:Array>
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<a11:ScanProcedureConfig id="ref-154" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-200"/>
<allowedGradientChains href="#ref-201"/>
<swOptions href="#ref-202"/>
<hwOptions href="#ref-203"/>
<coilOptions href="#ref-204"/>
</a11:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-157" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-205">Spine</item>
<item id="ref-206">Lumbar</item>
<item id="ref-207">Sagittal</item>
<item id="ref-208">T1W_mDixon_TSE.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-160" 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pwEC+a71WyLN5hu7Cr4tPmtMh8iCySQLgP0aSpzlzN0/qKPkBzJ3A+Ena/4MbV+uZFV8ov3ZBYHwjn5+LshSbW/zPS2VWmO3OKEkEYKqUxy7NZfu9X1qr7SdN37pan3D9Afw4DVLLP3ZTj9EYdub/UL3hCWCmR4KpROk/j4b7ahQo0C3E9Jh4NLXUeIUrDuiZoBHWgol25PdSyvmuJI0vD8OZYr7G68Bo+XGo4WHgZ1pBPizLy/ItXMX5S1ZTxEtbS3425WR1Sha/Qi7okYIU3ggiP/AEZxFSbr6VwOQaxaR2HuHcX6+RsPcaQQM2PzGTfk3tfyiSOuJy/3ecRcpdVfTIEVAcyi3PgKgMBN7z7wHoXeBbfl4N7S0pjlcVVOYdBXyKfo7l1X5PWjnIdPH9TsfWW4Afjrq3lN/NvvexotD6vYovmT56ZYxIq9dpadwDIPecdCkhxNw25L7jJviDTsRSrHBKrrgmp2pQOaTR7OPO1a/QFMLxVg26i8yjqLcN2zHn2qjMjfGrVtSDe2F5dbMQwsH1Q3BFrx/b3PD7Rdfrj5k4m9jEDS+ftH5dQMGyfh0Ku059X6VuaPrljf6xFECkBoWNpUFCYJIO4HxzXPEDA+KsYXhUoVkvz09BHr6X1xfxc/LNeESxck3KXOqn/Y1eYQ4rPhuZgmsiXuxCnp3jxrT4qMHPl4ss91g2qCGhA58ELbv+sJU/yu7EuNa4wDhdQSiShZpjUzIHNpRdB2aO7Jt5UBGqo2W4fCpat8+yBs/tHa0uBDiuqHf4AebRjhKhYXcqFujUWSl+8UJPrzk/xD0vSYqRvbXH2fXRTvTbNwUB/V59y8PhVNY4LSju+6Ye8r8dCWor9ezIKXVq1/LA5hovc5agMSvjIFhY4HPAW632eNWzCMfnyuN60BOYQNCoh7lL/z/wXrMII/i7onbkZt1tgKA7erw8LzGoIUJgNBX/STBExSs1X47QFhl+IzNNXkDAiOgJPWnv4lHMG4W8WZHzeYoD8oXADtGQ/wlwmAO9woxbG2OjQUv9diWoBiBKRwIdUFF2rTZjxHEz5+3lD3rPA5iUUFFRz32M92doas8LFUG8CoxXwICWIDXmHqPV4xLPv5bYSmOEDcYmGQBb+idbTl4GItzNpDxfDx9GK668Y5KKwa1vy8eKngQTPutxTi/Fci+Nm8r62NiWhm5IfDVPlw8/1RqWvuNwFaiRRc1YOASGVYuZMQzhArPs27mA9JLEn7hLa/+oNJmO7p4FjkKJ8uwzu67E1H3ey+tiWE+7ETy4LOeFSgZsXotdLQvAz5tipv+a7xhnTHu4vzoFcuFYeuD1sOtdOAanaLNaS5mL1acXqdmmBSvks6bmW1JHZ6ZbXRSSeXlkP83a2vijyur7UZCwbC8PsFpbuX/OSDRJlIzzav3xMfn7ulLxk3To9xhrH0eBxt5pIanVYVDL5iM8cID6RQgCgwAX7zaJWe7czl7TeXpSXRh0PAjKHmJvspR/u3VYrhprctv5gcyb0pbOFHxzfCazM1KMAlNcig+muQAttNS91FPqs+sJqceoktlVq2yx+C4ILqgCLCavIhGTMQQIVo/kHimMbrRlQ6IqLZcLVbLy8Hodp4R8gL+JPsCJOPeT90PuTQdAiC/wFi/SPBKt8R7YOrtGTStsU/wOK3ycqdo+3Pj8qw/bbKyRuTjczOWF/Sd7U40NnCEdVhRlyIqBZG+btCSi4SkrY+wi7jnHyr+pjGVanqlaTxUDri7mDTz1rBxH8An/qE0Hzn98zbbxC8PRIPzbQ8I0LCpuH1/suox3/DJEjipu/cBEwdjLa2GjvFLoe1ubRodkKf1yDzA1IiJZRnphcRxT1ZoxH8ZVhxXeDp6pvM4aiS/WSOPPEWfX+bpFSkn3L9Qs+a5Vy0dI+yMLDR5xtM5dYqbRF+k4RaTOvIRlmJDN/QLF7Mox4oF5QU0kXdAGzG+BUEz2DtarcbpCdBXfEh16E2wJBmlt4gv8TRF7Shj7vfwa3C5HoyXXMdr/cW/APQIyJ0KHGlk+GBQZof2zpfD8SrK9CawolHdKvjooCavjYu3hdcL091z57B1IqyNwTZRstW/vIk5HiXJUhbzgZ8j1cSfs+W5fnEvdVWYkuCG3BeSL46DqpPueSEyWn2tYnN/OHIcmoC9W5jssaFgh24HfoyGPrYbAScdlWpsl7c+wegpTQG3PL9YopIEiusTkjzF3SL3yQtXQgtDS2OeUDTHzx+8FDuLLGf0k0cgkdKRJQv4dF1H2tMpMvyXkVfshdpTvX1vVE17sCw0NlItEyWdPVmlq247iLvJZUUrqfTfpX8CeZvNLpLc53l2vaL9A+Zx4JXKK2llDylatlbLlz7v6QgLT2flaRAZef7X+lbmg/sv/9nF1Q6z1JQt0yup1B8951lHWOhbuGkEqYnIyLq4gzc9xnWr0se3Xpm4pGlqSmrh8HgQlQNXMV4LAP99mqKvLCH8gkMhMZ+L+Hc/SYp9pFXhSus6wO1atBViTllEqce2ahaM27see1qZeOKSqFCz1FZUTYPejl3h78EMcts+YK5SUZqQSktiIDMCYwJKPdRidacQUq9TrE+lFa1xZvV6M1AHB2hal7tSdmeDPZrzurLGi3yNToNQoIqO7bxo1aS5HeBpbuWpLcq7AOZCHcRg7Ol+C3eFneah1+/UvqjjA/VVpcuWZwN/Wo9GppxGrc/ty3oTNPC9x8Whm/VmD970GTMkIWyzP07dl8xdzyyVUfQFgEmzqdgA4kHCUU8s8pbOA31D4iAnssbOOm6H49w7s2ohsamcH9g2pUnOwSXzQd7BsyJn3IcRPIgu/8AqSwIWM+lYEL3Kl2Xs35ffnxerW51LzS4OkC8kD2/P4RoZrbunc+vpmlLR2hAf23NivDJjJ/P0Oal8H69ZJ8Oht/50ec4QxPDtWSfJO3Vim6O736SPG/d9HZF7r/Wag6PuuFYRxDri910h2cOlfw8E6TddmH4B3g4bZ6gbIU0ZHVKsbrEzR0EHPwuxSJ7fPB2pkDXLKLhncMlXSXmL4tSOQDKq4FOFnNqF4elxd1ivB1mbuIYa2TIWj1wlOeoFNL6emicBT8oF/jUGK/Rj3/0/MfeMbD52HXNdXte9XiwCuJkb3zbZwPbaVLHBVkZFvJoXC9pMsvIgXsZwY9Emk99TlSjNdCz2PtTzhSXyUdzdfUswldZ+08glt5lS4aikvlghLdbVAj8TtwRNi3WZMvpNKa3i9Fhm/O5TIUXgrGzldhOw4J34Ib7odZIRg0OdVcymv6epvVVi9V4fkYlKXkCklquVPQxujBdp5zpz+ynFRVXLCEYfzvbqpjIihT32TFV9oZ5lTupSz08OdJsRNrISpXcf6cnn0O2NTrsnq0F+ZekH5scmu1XKWUOZP4Ndfxwm5n168f3SyOncVhWFhfiqokC+9PyChITYYXDPImj2XppZZxgTgdVvXm6DFfuL2rgPH9w8KQBbOOFkI2cVZFf1RWFMH0xVaAT8Yl7breH+wQVME5UdqWdBLqwtq+Ub//JT8sfrLrPAWxrTbBZGOdrXDADzdyYUn/p16AgD6W1YPogTH45zb6B+83lnZd193sm/lQ9pyVc+kM+AYhpu4KXdI/Fi6XLTdf4ew6sB57EvPxvwDVPd71xLoba5VhVxoTbzoE4+x0Rsx7NmZGbGJ6Q3z2gvQbTDhZ78TcJsbTUOT7jkWufRkuhjl6rLbnN+LS5tBpDtjk3x1ULR2OwEPI4bSGv6HZeof3fW3mb2tg040++qqeyiXvBkiSPwjpRvdOC5W625tqgFiHkV7w8s940G9ThaNWz0RAl+YHBPHENFUDi3TCYRzsbD+Svxa9uGEgJZBNAWr1603D4tMoR6k+fqoJvq4KBELRw8Y0R7V+etrUFfbOZpcHVu4fmSd9hpGhEseWsf/L42TjEUs4spPIOuwkx1jaZU65uoaeh7zF8pYkYEB8mwEFxqIo0mwmpZ3SB8jAW7vYTKmU5tG/5CgjNMIOC1e1rtp4i871yxr9j7O6M4MzFUCqHntLvftUvSJlmO5EH+4pZfe8g42Jjyibsdfw9TD66P2Jx9n9I2bgr5CF054UP9XH7ySIMnJF4vAhatrP27dT65gdyF061Nrj1JY6/0aBXQr7JXVfgRKhey+awl0Ba657kongQi/KqHHlrg3qm+2u3dwp4elZ93DGx+rJjGaE8yp6JL9jSS1mkvv1XsZecL89dSyKdsNN1ytq0Pv8AvBzfIGYKGmrIEq/yHWv0qz0NRjVgPlHCwqBH3Ojq+exApDUlh8CUmsmvN3LoD5IN3uXexP1pSoGOWb2Dk8+c+nhutb8wevLGU0ZBRyOg15UnmOQ4LD5HlbwIRLg4cBkrLxYK2Lxf9xqT2VIBUkmuvHdDNnYq7EZzBSSoFRV73+2aCYGMctcYYuNtvVIsTF2giS4eGKNMdsC1sjz7f4DqjQFZf6x2VJ0+ocBZCwZRtzMpdE+hyvvjp/Fmp/juI+ssHj3OVHSoyqlRSoXTcn8gVClrGa/Ps3R/M1Xuc/WwtInpwtjOXgQKVFR3DeBLyXLTTkDZu10VK4zPCXj2oCxVwXHRoI7tBTsAMRYjzE2trQWmuxTQ92L8RmW5fsV+I/MfINnUSsWy1XhktOXoGXuSu85E+BlMUpoIlsqTOKrnchZxMu28qhc35vaQi3EdbiOWdM30xohUe8MVhLRbQzp+2nAGtfCnbsHgDXo5c+jv41uVzJLZsbRPXQMnAHeLk7+5GBJjOMBRgVenMxjX2np5++XTZGrFDVneivpllpa95H48VEC+/+ooKgpyaLFSNpkuG0Jv7R2c72mr8HXIA3nPHw3SYmnJ3pLPlPLCCScNkF4n/73/Qq1Q/DTKzmpa+ndegDJIhQ7EvLfxJgGmqbBcKsdBPQaBRVgCdco94xcm4F/fpF54b2Sw+QjeipaGOsb0RtFosva6MJIHctz8D6/FjgxsmKFZTGudBunp0LDfrW0t8Vx1QAc0fV8zK2eyhvG2doPrXhdTxrk34cK7j8r6AXbas/ML8iyqI2524mMFG6Yx6Z1kfmjWsyoFZPptVX/bo2MXpaJrHRS7M31YG+f7eYuFXR7SK8NAv0bpKVNoYCh5h4Mkd0Ue8GboB9RQbpzZDqkBCFXVYsQFj3v0unA2zRrVcva53nIUW8VE48yfZ0GR5EVnFEDqDjjkNuQdKMzI4MrqjPzCjYup8PWCrqvbQYjnmmog/d4/YadRheflPY/O+GtUkPjaws3ywePHrU1IuivSwqUvhrJMViOkVM0PXU8evyJ0vYrxdk1s6xjMhRM77rgKbKuc8ETNpt7M3rHD+2coo8dqU1KSUCRJqYV9mnsfs8L8JtoLQ7yCKncwdLUymJJwsVpU5T8AahOWk/XnfjwR5O7NKJTxMBYCCz72t1I4Lm3eG+XS+SpIe25zGJpN2L6ZUgHNBhN3D+gdIRQXXkv29SlvrMnleEClYdjWwJHjQm/Es+ZGY5HFiT+WyHCgDU/xNQ2rVc6ZYCbqUZpPRkjQB860smUDsXxwx/3bIm0NJkVsWWtWbw2ljxSF48G2WYRPuU9/aMBjCLSXii6w04GkGkT1o+ZvyBNlTL66VBgGV180B8kDCesD44l0gLfNquvL1exveS6EKHRnYIS+fvN07gPK7YiPvpjnz/n1+04NVxOIoBir2EO42UBRW3Q7Pd6omSMUkU5I7r5W8sDb406DBVO+siBHf0TVmhOU2F9P6AwXa0o26jTT2wcngfY9Mh+nG2diSX014cuZxUKRL25+duV3XVSN+4Ru6CLn1A4UVPfHiFcEBFWs1JxY8OaVZ80drQqijfqC+Ou88GOH18UMo/sj711UaHsV7FZHaHobvCKgvzf1gNCybBTenpNAV6dxduxJfnwJEc7C7YGrt919HL961/E29YOHMy3de51a5+4XyH2N24Feh5DBNVoNDxq0DPLbdr5NPixapBic51/CM5ByUewtUFW2w7zsqA9LeRbvMAxPzRbX0WbXAiK25m1wgiZNhWjeDrtePP8yxnLsbCxfqwoaQy1ttemNnAbnphvjy1hC00a1zWcEFwZ7G+wjr83+Zj2ZVoYUzLwzk8j1L3/cAOkTs7DEKN630iBoJNzoH7A7EiT+/gfo/k4prDAnK1ofzlV94gXBzGZQAYkqSOSfUydWJyjy1GsiT/PTyxN+MxI6oszhOGgTovOU+1lMxOW17R892o3x70NorVYqpr1ngVxHuWOYK4jvL698kfv7DMzNFPthaP1zlg81mWljMIlEoHQT1uJd5JG8xQmNiII+TK23YNaUIAsiQ3deCcyNnXdnrDZyj1dY5+OkmuFYSWDqNiBzzz1pxsFlUBEZKsSv+AEtG87bwSlXU+9jX6Dkwp2AgXmhr2KZ2In/AK+tIxGU8UNbKTN9SzP9XrOAkAqukiJ9zZ1B0Ajoizp2iKCoYdnL9eCudE1laeE/QLw2P/rneEZvRhIPfCun9mf28OPqEOqaXAUDFuXOjmTLVqF8QEFSL+9ru5TNN2+ojlSa1klQDfsjJevuatcVU5HSx4NAWi+L6nuAatLRBvOdl69DnDbuDR3yaYlNXQqt+Kh9iYDf3+GlfgxsCeocOZkV5XXWv7Wpz7/sJz/+ckh07x+AC6HicH5fmaTpXSQfdbUHMaf/brYsc5Tqq77wgkqDaDB8pIr9eDI9dVWS8vc/n7nWRj6I/7UbH65ytT1rjr46kfj4fTW2LQ51n+vHaLxOd9JVgCWPX7bLX+uaLCf7kWQO/Q4PeU78EO3Qqso9PZOVOEBRPk8quRtUaiZ87PzRAXT0IOtzlQOPcir122VVzDW7rfWXzk21uxp/VJHkpZXVkSdPOSNbsmkkrOPE3lUKA75KoRhu18X0hT51MKwwGSnGm4a3egBq55FWK3nOYTTCpo9Vft9Zeil9DRCozfGb6jMipi//Y7LFPGe+zSfs2JbhI2yyc/XWE30OIYuyhY1NfsPIElfDSKPOzPMb7It5++f65X8rxtbQ/fFlUgNnb+WE+nmZCoeA8d0Sgmrfru/FvIwG+goIUszJ08c6bVESVtMoc2qjTOhJzYFXGFO8dFns/l0He44+RV8WPwaeA6u0LYFHE9WH5qmoKg3DQ8GzUPUOsNVsSLh3y7wyx4yMe/s0/3po8q8ObFydzLUSfWmicda0D7MH4gXrtVPM+kDSB1OCbELokW+QbxEwSqqXZyuBAAlua+HJGevkbS62itJDHF7Lt4eePhOrCWOhdVkj3Wcbm5IK+68LF6do8f904cLJRvMt+FzyzMtU3NptF2pmBV1+GCNSh90hEmFmKrsRC0s9RPH0u+81lvJeaLSfZF58CSHZWVJUCe/Q6mscCG9CV8/aNYR2b24uz+tJ9tehGFWM43ewe/ochlOV58dJynDomyQxPTKw/Qb8N4i+r2lHi+/weiK6umX6rO+U7+Cpx5neJHt8kXfsXTRzR9EAZLsUnfi1lKWhbCT19mRPW1hPMTelwHLmHEqT4wWHEiIizBuWV6D/qSvaMCua2zoFU4z+5LMVHUy00n5ucDGnehQcsrjXppqhrAnr+aP2YF4lVLXKBx9dzbNkHnAVw8Giy8cTa3bnAEkggIRRz5j5RQ1XYmmvT2I4SYL97bDqqvmH+SeHcFBpa0tEirO+zqwASA7iVHjp6zj8GOj8gs7SUyZ0hLn6d0R30c0mcs94DR1qlBEYrqZVCL3SQXRZXKYjudiFUo9izoTg9wmiUbtciGLJRv/zthSCg5YauXalOBUVw7zDg8Xk/ikSaI7fN7PTbZr+GDtp+cohj9SPVRwMDFSuxCStxH49ajBKexRdFakxq5xH8kifo7cO0mAZ9S5bhYi2/QfIovknXP7zeyNloLIWbBr97eYzCyv9gRoqma71Wq2Tcc8mWis8wsun0HZrPOB7nkR+cHNaWC8Vc/eJpJ5c6l/fm5aKP9Riejrcz6wOb5YK5bickup+c2PbI94V/fhDizzJkLYEly31ssLtRXKuKgwObLOx7llTXlm0p/f8sCx+MENEvy3D9fI9M1P65n/L4E3P4+y9k+mlz0PHQqHZt1nUFTY6yN7Jvyq8Ua0491k/Zbqnfv5FYPWz+DWlaYjcSvNiPtj2tfm9xxgwb8ONjBdMmf7RXEwMq/1EM9PQNP+zhy1TFYnXb1F88dTuEoiZ9lHN/c/4nJErfWLvQ49kWe7D/lweMe1lLBY8xKwFXvXuaaDvjxVrNXWHa+k03FEBojKFAnkNqLmfhEgzvTWMNqecRrEOFLMpmXH2PPdUM49HacoSOIrLt+3+MKrzRlyI42xbU41SHxszVo2evDUFsoQ/Lve4q90Uwy2D6rp5OaFqx9rr7QmKlIgInVq6y8IZbJBsfzPyYDm7WPKxn/ftBEfAufHFWyW4WgDPeQSlgDAGhhHGXa1waAcx2ke+cxxECYhh5lHlIzYnCYkRfMXz+bhlil03z3zSAdauCm8mkaRh+NnZ/XC4yBhaJrIKi/1AS/IIGRN+5MZtfeMzYySuFlE80MlE2d04YD9Xnen60nlr10WzjVxU5dukEW/yAafUobdrNRP8G75d6SJT7omeKRXKozdaN75qcOo8mSrz28z6AWpaVqS9iLO5paUl8XO27xXTgKuyR0gm+v0C0ac6pXFDQ9efn9bVErSZdoKcl+hf4zywPhLIlVWpPOnUssJ3scllbkLsVvyeqzoD14fJlPu7+pSXlZEP5p80Y5sP+W6LF8IZniihmzsw6CzphO4gNnsb3keKsfdf9kfBNjJ4HHTX10T2CWUtmJZbf0N/Tg/eaRvm+7RpyZ8Kl6oMnGJ+z4q5dwgK6mdGpPS+cQIzIis43jUOquRC3+3jSHI56DcMDEAT4RvfWVTinQQkqWld7GHzb1aAltxJFu2LJVCR1ZFpwMMZuTpat6M31J7eEnmH8EbsKg9aL8ulqi3ffZcbieicAlrcF4/M1UGmTwzR32JP+ts6Sz6trXsPlo8Nz5eSok1flEi/d6Vwr+ZZzXRjNcYs7iWXYzXj27Z/gLRrqK/cSu9k4JYunvZjHM3HirQTOpbALBNj7Xs+89nfqLf+AVJ0HCkxYMzVf4AKRIlTi2XsxxIcXFrEVGdijumifPl1BnS5PaKYqv4ZZVKYnlB5Q6SpKzGEZSg5Vjc83NuPb++JrcTZ3fNePjcdKkMEHBAVQE45ycsmRI3HTRQTFkrNFI1xKE8UuFGi/c32M/tdnve5ioNCCqvLXN7JiznwGnhtSazK5vuz+sFiJkTMQCcdJYi4y+2G+91hPejqcSUcjx/AL1lPf2+F7otEQu43JxjYE30CgZhpFMMkPZWrCMKju9cQQ55MeYLOulCWcjYwvfa79Bl07vPcl0HNXUl3cbCm9qPY/UVx+YKC2TufR6nj/0DMb1G0iboU/XXPmR9Fow8PxeJ+JAVXFY8ck66VsnYteFpv6jK2mdUMw/lqUvj3y2BewAJR6Rc8PPu19aoJkO7nHK3hFV2J+1vow2s9Ut001WULkH3O0FITOOla/wIakvRwUcKptPVG3tcv5PhqQteNpf7wCPHW6p1V0C0op8owqE/t/Z/c/zBduiZuvCbIHLgz/sxDLh46OcpD9fFMF1Fh/cpm1ig7pKKQZuQb9KlYbN+33oAwuMAbIXTaJ0vNX/NTaytmwHSBu2M9yqEoW7qSJV3yj14ewfjfXCGMHo8OWyGF3HPbtX4fmrAok09tPBnvGkF9ik4oct/hBwy9VEZhjg/11CX7udLhP0AfE+tO/kFv+1KKVNdNqLEZ2SsupxbVlt7gRkiqU2oKC0GMjCtPVEUFRVTvWLtedb6/DnFyaqL9dP/MuEeQ+h8AeqFuOHWADqCmlPRbu5gGecADCWn6xrN1eyD/j0VTT1yZxHqclvorhtXpt4y83uRhy8Sv9G7VL7YTBdM7OVYQZp0ca70xZbAiHlzwihFkRYR+lEtrFi5xDgxUS+Ds+wfwLW40E7/4VgBPNsjejNHXkD2DU5YMDlUqxNvJBYTVCkKK5hN+TVwPh2PXq3MHUG2fxaDmZfHn2r4Ge3MotcvfToRcxx4yLZ7+rpBACIFp4R/gpODwkcJyV/wm2elaWUdX9mCDA1R1/hO3cNbQzyOIOTD+rqjDgWdrHnUvbTfDUbuMVj35H2Dj+tcM5jvnFmTSOOqP3RzGUaUV+rQtIT5E3d7OosUnmGQ2C98PYWkwC1TOGRj2TPJ3trLfenCJP79LOSTL9kfzCqgJgKY8yFsZlc25ETJNNd2M+ykhUczI3QfzIu3esNFdxXCxEj9hb9QVIvuRp019gTbUdan4xH7mV1pMT9InRD0xKtt+B+zzZfuWPUINTOLbVlNfWfTFI0fjVeR8w27TVFQY8718km8RmaQqdH1TtaeefZBYnHiqTHpr13yCjJZAf/uA9XqE6sCQL5ckZUGk79wshj5T0o3MGD/4SeBJsL7rl+LmjJTs3uLG9OqoGLn8nflelTlM6OfsO8vjgRq2c1C4gky3UoMIWPkrvOAFgGMZcnS8/vqSup3Sxb/2OlK1fLuT61AibfzPq18DXcXWZrz6HRhU1nJH354BDigQxM7NIJaKucYWpfwPcM3ycBh9UYwVXd8NXwn47wEzBazfDLb6m+Qeu6p7tXmqc9vGajVGQUTufvz18O/UZFzPpXwX2UlAuIAo+1q2NlJwI+JC1SLKwXaLOLFquqc0rnKP/Yce6YwE8koaZsgcloQTPBxP63u0ybW/wfSQNaaOtN1VY+lMl31GtqyLfHYWyReVqX9V/gEG2Jt4D5y+UE9pxBAEbyISTp7hzm8T1as2uzq/4PxAXrHsJnv7fgEcsMj3f+NJKT3HnI9bHllpI76eo8kH6/0/XteUtTV3nj3CR2p7pE8Gz5lVtWRBOVybFGnLC7ZMSj17uQoxt+l0BPUpktvMa77yCORVhFdX/D1buYSRxNq2VuiVL7da5Uf6glpLb+oBYARZ2sFqhPdGTN+SlELuiaNLbUgQY3oJX9XV04cVVYINRt9KBJv2cWhJPQZ3CXmVWUn5PxW9x5/MvQMrEfH2tST8tIkMdt5Vxmw7jGGce6SJy8MwY+RxRqdKN0OiFFEwYWv/YOMgVcNBvDBUQ7F2tGawdMfO1woPA5t+yjAzBX9/OO3o0DecnacdJhnwngdwen91sFcFLFOiVRwu1qvL2gvjxwbqlg+L06bVK6z5GMDH6a/ZZi6q8tklODo5dqLrXZLKFhpc9DU6TZMf1z7tPpF6ufXuUw/3jbofgCyF1pMIVzYnB0dfd4LhCPfHa9ETzG5pV4ZZqOLXxhAMiln6IcP1xUJFP6yzndoy+emrvI5vvGnApryjZ+CU3lfFjD3yfLMUpCOoHunnleFI3ozlGmoid7S3JunRIP/YzO5jGq+Eot6YBkjcBcoN/TRPtSuNdGo57hTaPUyQQTK6lQ3c3/sbvKIwMT5kTlhTUhgx/lOqff/4OeBU3+zwAo15+YNcmHOs+3nNp035S3tLc7q9XqH8ZhsufxXxpAj8uFnlowwoc9TZ/MqdAgQ5KFKZAOcFv7p/6FkkFIZb2GlzXuloiFK0iL8n8m5hBWJgaztT0okMEJ9jEVEY/t4lxm03phylwqvOKGjRWGARblRcMRwTGEW9RPubN7F/jMPRr8FUoiDgZjGovV8KGyBifFuXK2XYaFsbrxqoX6ZbVftey5NzLiWwk9dUNgyVaTSNffDgRbdQwtVBqb4r3weHrs+oDVR82sW7xp7Ll5ozhFou90bVmlWxClSEhAVQ29OF5Ba/868VyyKujuUmMYs/YG3zhuHNEzR0qxEPj/vUBgoJB0xd8WiQds8lT2vXDDDrH8A6H5ISQDFCDXmEe74EfYzF75iGiD32zyMt3NYLHINOI0SdyPsdRFfMrorjZJxyBr2j7/Fg+ZJp6Y6KI/oQV7fVVmS+Ct5yNpDhWJB4/w09xW3fizE7BPdHSx4WVREO6Lfz4ScF6z/rROc2Wl6ZZj/E/UZoaPo3mlU5roxyReROfWhW+ZLi1V8DFB982/CBqSbmCZwloivu9JFKaFLbhOCtBWPElaWoRntlfqPDLPe4fNVWeXrafVF3AZvMo/FXLofQD7D8qPTqMEZsfs5+SRBi0oOPZQVM7Xtl7h5IvFOnYZBNVmZluu7PbSk9gmfmbiqFtezhKvOU9K+O+7z8ogbxeFj7klIWcxU0VAY5ZQ60FkHJra7Q1ts+4t3vTh2xGFo8iDQO43tCHGC0PZmbtMP5yf4a15veh3nNiWUy6P6+RzXGE9KxNK65aNbY5OC0VC589BWwad59Ye6SfR8G4oHBlcUws/hfsgt5+0UxImGtOKuYxrWVFdRRr2+ASPh6Y9yDB6ObLwMgFO4aRBHXuXqw6VQZ5lA1MWQOY8RI+AegK2ZaGq9fhtyfbMODC82NvkyVmLJ65qq1LrxLrI4SXO9KbhPbi906BakRj3btcUowB1FEne3O1qp5g+bs3huuTGBr8mwIrISlEg0YaLeDqUwmb34h13/VTnURnqltRuD62i5fkX9H6le4LK/ZjxI6AiCt86W4LdyG8K9NdEZPWHPgil7kuYvOBBCB+XZ9MqZpzPbbuTs59cuCo37ZdvNRf7mjo6hyS5aUnfFKK3uQh/TTB0daXHcGb42U43ZcMR4LlCXiYE9GQrYxcEcUHgq6J/Zyn9cBhVxUIvB1T5VnEblv0FinBIe3uN3JzDmT8AkgCvIt0H7PoSksN4u4KyS6VLueLAnqYV8DQmEKHAzgIXfhY/G9893//MWw6TAsQes2QtCVnDZRctHkzT9Q4tkWfMhauoDw5YVFpOltZ7LYf5+RkVl/+cjkc71XCE+J+kcdprpoEQqrOfl3Z0Lp7jA91pZ5ddWR8zVY4MOfW3hIWU//S5qZvIAVWtmjvqd3LX8wUxT6mycj4GJ7oaevVS10aW8WbCwnNpJu2N5zzix7atB+U4/dRcuEAjrkdTocL2FK1lIMx5pFAP/MB4iNLr+rCORTqVY3BsZqK9E/saj7diD65oP34rk5cQXWrRa0Cu0ERhmp52ETSfDCB5bOkEneARyLi7FMI/zqG6ckqr8zsVRlRPM4q51DyqBx1mxweWsbqgO3YWtSajPrDanOEXY2yAgK5COwsX7nzncIpaFqWUvSYmggd74qdcQvQQZhZbS1l1Msx8+q3D3iV4Va6Zq5uKTkGEX1sXx3rwRwRtodulSrnouz/sTEasoaNtg4az47chpIxyiAGv4BHCfbx3Jmw/1knewm/3RxFmwoyS0gXI5gCdPloMru4Hj6PJDrWDJHljKeusc7x/Ku153a9qu1AB/8dnU1JfQfwBLSSPiOcKENM36mN4j2V1Vht4lspIO3v3RLRxzVShl7eDpEziVH2Tx+Sscqn28TFZcoFbfwIfPF0jcGxRun+t1INT3o87/zhFkQVrliu+70bdszA/yb1tvAuTl8YDbtn2dqYxb3H8gPbim9FvHCervOn8vNqxkUcTnfn9SNVy+oBIXQJIMXzOr+Pmlty5IW+5XLgg8fG7qeQ//XpMQ3H3BOPiwqb5tMiTT9LBIeuLr7/O2hONgvrq7sVvnG8NItw2GJCuu51s9ZDjwOnjnpjg4CRlo1e/bFffnpL7SSvkUL6lb9bFPGU/LndsGQKCbLWaXtN84pUK9EJ2f7KCTesA25s0L/DiR/+Sbdoi08LUP30Lv34orUuBopUlsrrpQSzVUxB3Yy9Qis+geAQUCX79rs8JDh5rfgiEC+UMt4WFjTm2raH/lKJK1rkRrJYmQtNM3H8v4wqJcXEeQ0wu+39SUn1+KMpvJzjdW+s8KpulLbHTFMPJcMCPv1odari0+/Am5sH/kKCOPOwQRIwVqjaViIW2C4WF/Qiil7eQN/ebE/lT6Qnv+TwwjrZPz2PuHoa77XY6a8X12MlPuCsacnBSfgBVnUP0Ay02dH3zYn1jX8mv32cyVkM8fz2mmudRXTEIGPn/8eBURAN1K1hHUc/murWsDobwl9p3yrt3nyEfTg2eCYm4tjsbQ1JUjT3+q7sLDGZHGoTD1Xd0AohoUmub9viDx605yKEtYXQ45dgiDSiTvTTLy7aidNFQ4rkLVBjzCYQIm3Rw0eSLC05V14nBkrM5jPvc8hcSzDV1F3OSagiutkQvD8sEFTwqF1u5fAOeXc2FPXW+bepWafHWCkMvufuL4q6UDoGzzkHXZoEn9/JyNEDaVy+IZqf406mjp6VlWAeQ7YRInM/wdICN4F0xLjcf08Sqz6pfiLdLoyhKwXuJpSdjEiqlPGAnnfKJfs3rlIyFgMOnl/aIOeyK2iqMz3kheWuv+bnIiynD9PmpuZl0fRNbW/2mm3ZmSfCI1KtkiDCAnBO+0t2nqRGhcN0QzAfA0BObJxKpYrN/SWfkRgaUdColKHuBnoQ2OERTMj++++J9tiLS2viQT4mwkPKQX2s2JCbl9AvIBC+kGfyw1KBqEjxrQ1nRgE0/ro8clXxTYTyDHlOFlOSXRYg/5hlktf3RfyTJaE/0CKHN6v0dFmxpqdaUd/i6FmzEg6jyAPHD8go/vC4P85C0caESzL9pOlptHp4oPzME/ZxKvABvh955XBxuA4eNL1p7z5XQOCpP8i/wF6NEvSFP4YFfdH88w9SZ+M4Cr7di5RQ3ka1fgjOFN9qbyaj0av1RsN+8rj4JXV9TT6v/dAsOn662ApkuqAgNJ0SGnDl3zi8ddOuuQ1IuPAx6dtnlNO0Ocp9gnTXjh/UtySbvl44Em7VDWmyJaeh/2c69Cg6zrhUHOgjCzRG9bJSI5JwqoyJSkzMTi7gCNgFZRsl0Oa+tCTCa+xzY3p3Ice9K95HIv3pks8OACnZyfqX7SXotXm98wwEobo5aOJbuzPHzdeHKKt1CW3soSGhublGLuPpI4TNtZIsrKJWmpOkYbt5F+Of17/korhjbw7xzIwR0S4o6fPwZordeVTQ3FXq6ScDHA93Z4Jo+Fq7PVT9a8df2N66xd7iWH9Xreln0LxK7NFxcqY0ahKKA9/nwpdCFD9kV+7yrB/d06dTOkxUCgybV2wKezFuXoMGbzXKUv+zmnn2JlTicjuC1JIhfgKiBWBq9zStzwDVLxjH4zz+f0DPDHkqHuQ5051fP0VVp6cbT1bfx6zXoHJ1puvQ0vlTJfnVNDuHa3o1TVvApuKOG+zLmjNJvP6iN4b8L3MJuSFCDL7qoTxWGYbp8MCvjiJ7XX6naYeJ33KUlodGw/QSOLlfsPC/S5Lt/7teTi5nhjzdZLH17ErNpgEtiELVEedVKt+id/aGq+5nP6wtDrA3jkuhh0AQyK2erD2XgGgPON5bWqsYUSts0PUZ0/oVrJ6FwoMsD9feMBiKkANz1z3elTY+JnUGi/X9yJiP4VQ6PpwqjweHEOid3u8Fe5vaQVzVTKyHyGNJX4GM5ZoPTl+z750KLuH9lqPUu3v4keTEJPfY3rMZBI+jD7RqFZqNnN9hO260/VM7rGKsKvE3snm+RtHg+sk1wxtDulornPZ+XpvpMdnSrVZwv2pj69LnM0ilFhMuZoMrIYFhj0WRmqojv7wRaLJ2nungpfsKmix/iz0fgmx8OEB/DsrdYj/N4ckz3QdRdHwL8OCeQPzGVdvlb/QKj/076qg1Pd2ijSSxxt9TgUyKkavoW412MwAc5pXnJeXm4FZ4ZezCu33tMWHSugx7EfNtRWLDghH+kp/Hn2Bl0Soh1EGlBWCiLHJIlI1bVlklSjAzzZvvWp50oEctGJaJ4XiV+/WEGPHyn65PEoN04gjkRHOpKft4O+ZU0bL+Ufqu+8gumqeI2u+rbhzYyWr8KQrCoOE2pAnmHgRPmTOk9Tst+K6sbTdAMHCX5aGgOikc6lD+GsewVjhQ/NF6QNXg1dmU5sdGDACYthIJr1lDAoML/+LMfUGcnJsBwRGsZXVw+uF7We54OvngWWwVdG54ElOn3wGuwrj+C3TSPVrWEvIqMTCFjjN9mKsUqU7xYFxyho4hTcFxnmK7f6opZnv75Qt0G3AHShLfkCl0/NyAzNFHsX3KLN0V4B5hDORkJQXX0z6HeqEko2eLMOWAn7bNs6AztXFSwIUxgkkle664IuHj//k50yUcLw9ezbWuOzsaPpjWTr9s8AkScBCx+arVuHhQV/XTcR/0ypTJy8FeQmXMaeGOqbFZ1dC3c0kXfrDSjUccxcE3ZrnhL7Mh3D/5oX1SilR7SM9datoHnqceE3Ve5D9pqE4VIMDZZ/u08z+njtuq6340ZRSnkztk2MZ8Uvcaw4Wx0la6bnp5XCZB9Mi5DWBaJY1BPVXF7q5H53N+QGsiy5reF87O4VBJQ7y0p1JmQS4qELN87cKEEzulQwSPeSlVNqk7+ha9GibTH05xbZnDWLLCmur7JwusHzTDS3RP5FiFBe8l0IHKsOiMMn2ZYZer4fhsnm3snZeaHVrMeJcJo7WrBtwRBxcGZa08v2lKax6t3YJ1Ed+qVlbw9Ib+pGLF1pqn2XWpOSVX9Gzy//c+c7ATv/BwYHj1sjAP4BNw+Vikj/LFZDM43yipZJj9NehGjAvFK/6mEHHzg3RuOKTElSxZvgZChYjpS3Tb9F5GKNnHW9Ng+UdPM6CfQ456NVrrPyfsYjxntqlDDTIvmIsz2RHj1ka+smU0Hq+WXvwpQylgmN8Pfr969XkESp1/kG8qC+gD01Rrez+sOzq21/hFhgS4eHh647ChNlMFJRvD7N009RXrTnF4axCjLJ2tnzq7pMcdvsjndd/YuWJo8XXi1FrlFe9+Bm8cUqd+xdwOJqJlTi3ZItNEhVCMT7PNva1TDbzCKhoY1LQG/zNqUeOxlQiRr/O5+drn2jHR5oS1m4t46M+4bmI7ehi4zZWF73N2nkjDPhHlM3s7KckUGoEWEtbWemsFjIgoNU1H4A/2f/hPIfmN/JQNAQe81vbISH3ah1uEGqFi64e2+cere3XWUhenxfkUppBXeREypKzJoiTJu2UhHqfNuc+6+UU2Giev/8/AArNG8FbkNVMilB+ew0/HBMBwt4TxMpTrSIw651lHyJlpn4hO8ykTJpxhLbW2Zx/AJyEmdpdp46PvMzzgH5pv2T6u5mmSy2Rrv+RC7jw11q8a9P+K0IVXpbLkBhUXZaWtgsOuuHgIyPUmSgdL6vk0o96kDC+0ip2w/MGwjxWG6Xad5AmwPiqp+jefN1ejhWuV2TOQSwdBosAfJEayhVwMMiSeJObId2f9KxHGUA9XZ7Ry7rgRLnP6OA/nlZdaOjJoozur7R9szzysRfcqZc4JexnxD00MB1tjDunJkox8S13r5s5Ennpzz5WGnoFegVG0IAyu8I4mD2Tbz9aGm7RzmMLzPHyBNrN82S8+MVEtd2GrL1ZcfVP83NwCXQ+jHk4vDFY2kvh3k1HyLuCx7oNzOdZ30GRvIIk5o0C2eQ3FQnSNQeM79+U9IYpzTXP09HJAjs99b+LUZkusl7RqRbibf52/adx71rsbtV4LaKJGPLLsTilzk/QdEraK+OCvhdvZWT0MdDraqzOaXw1G9kxPK1pb27O79sbJ3R4V5/DuTYhyIugDgG7p+cyGDaJtffyzSs2iz1VRLs4eNrsPxrMCiyqd6FMYIquTkeaVuhr1lXxrzu7TD9ZVCmQi5MRjTVL5UEo00OftKJaJKkrTTzpRXLq2eb99jVgtdAikXQwYq+kAVN05PCueg/K9SLzy7WUyXgbIzHMLYVFJaqyQC+PMgqnTYonGFp9p1jNJHPL5IP0OJ8uudMDDOo8ccpmkdu5GR00j9VmR6YRopwlMEHVo8QCBAmY7OkzNwqeqfneGjYsVjAWVaZr5Xm0GC7SOT4jPHfuShhXJXS90pDuFD98WKK83IyP6swOCdLsfNs8LbbaVLVypbkN/p7lQyYPVIQOeD952lRE+O8okaZQLCNR4xpBXVPlfBt/s7yIHxlxRgf37mzpam2Dg62y8OvhzZnOq84P3YytiLOg3vexgOvfN9n+eviUZokTSsLSEkpE2bUryy2uz1hGFfcIMH773Sq9hZ75Ph0sVa3jndgdsgUN3EHmipvwjqPBJ8i7Ypin2U5Kusdnb3oH9yKt4SoNYZ/N3OABgcFtnk+NeYhzqyerRLzxTN6COp7l5JBO7NWf12OkBEZJbXD9673fTPQI4z4BqYiIWnGmG5Q7Sw/1aqWfPrjkTlQ9KXvvVx/ImFOLwmQ6D2UNsoADaa8lsvdJ9HrNih9eS4hNK1shz/nXjmGuDoZwvtqDo14MCKIVtqdM4YHALMiyRqbT/bbHYtjBxzqaxRs25SUb7UwJAswwSErhc1garyk5N0EE25Y/jCpXDVNL8akNFU2fG+C1r6nNc+huhoIIaeMNOh0Jvf9REBHksx0thtsiq1QTOlik6GtvHBjOfo8oWOItxdWjKu0dx0XrSoFFRKL9o7IaVgOLTL+g/nPOjL4Yjks1RJjlYQKe04xMk3/SaMjWGNOHDh3JV5rndUKFzjvmi3Uec6PS4B9id/S4QNHb55IU5xLKk4OHhwKZH2Q6qkxhIRFE3oLfatnAEwWzAIYGcGju9QeN8benVT2tsnlfh3MGQ3UEc1Y5KXk1sD8n0WzkH7FYSL1Z1S6PJQanIbvedct12UxBpfTUubziZAEkzBT6rXa8MH+s4V1dnn8Zi0L87xXvXleUaoIyo3qfI6YnRtCniC0WNzYTwntxhwaHVYVrltwXnf2EEy941IDxbrZF598FYt5J70xyLo5mLNTT7KjVfbrkLrZGTcMlZpR1av39o3sv8mQKKl/MZe9wTDkM/WEgo44hd3nT+mjE+yo514J3BZmcwZrphd5RNxuTnn+KSOLZ/tHaMtOjXHN9DKmMLtoKZ4nRLEfHThDBz1hu5724vr5fcDjHda5c4svZRlo7MeA5WoM5YtXS+kcZORxAJHQMKZTa1xHd/NHbv/7px6sqlwaZ3DeGxCkelQuuiOKvDd0V/SfDZV9m/KU/FYo3IVWQtsGQ0acut2tksha90h5VD4zzeo8EuRpcLncxdD2R4jXngKnZxSPnNzQxr35ztk9FMp8Mkvfy69qftakUeBHbGbV0CaNRdpYtreAFpc01LsTs9+4bnFvmr25BXM6tyQJJbgHByOceTr6qmE4/27D7mxVd7/MgfnoTQcwmtUMsXPsata1veQCb2gGaxn1FIpRBwpIsFdQV7zjZWytocKgkAM/pGC9tK6+u9LVcwaf45ZU1tTRkX8gnf/7qpffIZErur3dvDDN+zXkGZc6yzUqhJt5sCPEIcivVKlDx95izmMgNrbmORE79R3r3M+Uu4VWIGYl3nL+oe9qCL9UvqrRkYXT8dSVqa9tqTk/1Ofqam6ZETL6Z6DJHFQeHWUyM6LYjV2lX6JZnwSc1F+9RxcmCzBr3iJq0K9suopiiVX7VR7E7IK2IJCFa4PQrrIvrQm2W6tHHOFuTLIdC7lcmXNSbgkm3XMeDYJWdmIjAz2Kt08o+jlAQnk3laIRcYMX1EOPp5vWVOUdd7sd711ddTBqC1cMRMZU+0ymUJy35ID1ZdJrFwuqK9FFfHZeMqsHRg4/00s+M6BlTmXCOXT1rzA4o8ur2vn+ttGnW5aatR3iEh1RJdxBig2FV/2XL8Zs+xur8oy6AK0zN7LK6cnXN0Yf8c2duJ955atXPPffbVz3C9zfG8rQrzD3/AAgAkzgFF1YO1WbH3vuEMLfOhwWwOvi0RZdVrNw95tgRVWJUehdyBVH0U0tM54Cnnb8qreuBY6TyoRuO2BroEynPX5QpePI6LHS4FLRShp0ywUcYS40HKSayOV2zsNouA1zrFXyz1FN/yLvhuXaLZ8QE5cwE+UZykx/am2cuQ3eszHbnITXU81ZXbs7hK+s+vHSFQu3yxTPXR8OSOdFfpkJgP0txSAOfA2X6T39YnNoPhvTbVBi6jVZGXvk8/sCPST73ClmPeYXhiXmdNj5e1KUBrhouy/NT5vfnEiqiBf1mtJ3NfpRr3tDamuwTPIO8yzBVOz7wg9Z4pPl59U4+Z4JMpHWQ8gDmelowOwZWndtaJAWp9TZP8/MszCvLHGuSyAGO9aUKP21v2u5UouRA/wFoS7ZD8W4FQ2/N4Xw6L7LGRlKb9+TjWfSuxrWAjq9tdarMnJsRGdXMRHZGBnZ2viNyTdohJiX0z6b1P0OnQY0aHzMljl7R4g2OZhuPHlfdoSIPJsE7B4ma0Tje6NHaneal56Qj2YoU7oO0lpr732bzt387mx1kmdS7WmBhQ2X3kOrlrW+WgQnYJPmQoIt1mNYLbZ3pEUG2SE3ywHt87/aUY6QG2Zn0m1RXhHNC4V0KAxjwoBJjaU/0Vl7loqG0ZfXfsn1emAmXXf4511SAxu3PsD+dqriQu9jbgfCQ0kT0vXI0ushMb3fP9Hk1Zz7OFMrf0Y+dIyw+aW3HPFD8GvRrML6Tzec4Upos3ig0U/t7Rb87mmsOTShf/filq+GVQVwwc7BTEmr34oMhe/n7tJM8ndaWQGzmD+k/fziaDxe207Ryy7bt5pGOkYH66k4Qh2XlHUPpIFSKGFk+z/HS9Ep/2B1P7r+Pb7Q9cBEh/wMMVP1au7HTPNeWkKYh7HfJ2zi5SFLFO7tq4BWHsnrip1eJcz8sc0ky1eFvElcf47vsFo0PpQzIFxdFuRuTgpQwotMtp2UYPuB1pLmSo+FwlxtQ5bBjejKAL/S4DxPPteWzys1xb3CUW/AqZIezeY03OG9fpl5pWEnTl1/dOsk9xZLHJa96UeloG0xdMRzCyjv0HwAu8Q1NGxHddS/EyJ7ymu/n1HIqTooKlNsNK8w8xDZzZr6Bm+03aT293zl3LuwTpaOHk1KfoXSfUo0iJIhrJG7yCedMDEFj7kd7J24aVni9T8X2UsF41rsDxcHz3t1n7vsSHhXjzqnyDwBacKAhPhZvqz7AU5+8pbxSXk0jCiaqzTS4Oi0x3pnsPSEjvB/MfCp4dNyfcQ6+XshYcwswMW3Os9wfoMF6ZLRa/LCL/LuwsyIKKtChOZBWDlnq95sa5nXWDwE258p1V3J9Z3WAYjhTokCphgKyILzIza26T3iQ6P2Glyh+sGlrV9GgTtGuYdEw3Bke8AO6v2Yqw92Pkm50Dq8j2oaHmjziT6fazL+ZrdVOZIwwD/e/hTD/ijltboUy5LdgumZD+K3NpyJZKwpqNDhVeR7N4Ts/B/iLQes8mzBv5JmZXZrOtBFc3cQMEqPVEVjqb6R65Nr28NlPsfQdyb75RPu0fhPGL9eOVYxq09o7qOqVzK9FT6oxpewrt4/GsEY6U3KAajN2E9XQp50c4N/Tv9jBj9JqOcHGHW0zoBNaMbWaZ+J77RWi5JSBJDeipr7djJjdl6I/5t/ifs9Wm8LY5h/MkR25S3ndmiDvhnzmIzgSFRVpbC2YwJRr5F2nV/3arBoBH3uVp5cRrx61YVvaDJFymS4uI176XE7ALFCv0I2peA/5BTr6w/84+PBPnwsDJeNTVNGaxXx9pGLNAAnq/w31TL9SI9PUf6JG2CbJosbO4dhKZML0cV9QzK3Le9G4NXqt25GWFG1y1kn/uUTtDrPvQzHkin8NqP5TerjSRlVezgfDIm6zsUBJULjGN0VWKaNoTxz899JSykrEwDynHGJksxzb0diatNkQ14ehkSTAD/JEHQyCpK8hjW3SnoZ9p/5d3xvDuXEYkyAUO2miakqMUGqBQcqg+586mGXfJX5VG2TQU2TLfqzx7hjsVSzgtV7/MhoYwL3cW7uwHYhQtGidUZb6Wf8ptIi7FCNd7PZDVIZhTXvfXjqpcB99uP/qMMWFEsB0UuoYNb4502QsUMzArBQhlglI7G3IUk4W8+K8uVfKXfxsn1r7kwDjYV3O4bEpuYpntWw9hrvUciJ4Rlp0HjXOJzQL1BWfuqHEGUtkc2szFaE/vvlBUPX8waFqnIY6D8W49yTLCSZIfuvbVtdR2Q9IIblzETnIugx3qmHePl+W3j06X7UUYiQ05Xz0Ift28rc0OevRVsCzJuG3W4rA8T4vXr9EfW4K4jJr74nXkMrCUaq7QW6HmMFTKIuTIdSjYhT+tPLJGvCbPvvmoscbsZY4bhML0+Aw50W/Jz/zzx3F0bILfvlEqZVv6L7X/W9NsoQ8nrWwfikMZY5t5LRQ5Ppwk2PXdO5Xre/3nXmeZ1AysP8p2MhTHamtwpd78wXVLXXdzCw9WCH5Ir64WjYpZyvZoZZQdKg68Df8Q2jM8qa+3g7zgmmqFO3Md47rq+go6t4/WRf5R2uuTflE9hmjEu1M5SYTrsaFB+/SH92weIDj7075XCnc4BJFrrAiF+Ud3ryU5f/pONfwsTOtvjTfJSUsoNz3edooNBdWMZCLod/shl87WKw7eNKdWetexHW0X6sjmFvM92spSp1YnDz+Hs5eXhvoQVQP8bSnHMrketWNNysDREBzHzV8XzB+VNmglhiG/WTC6y0KH64WPM0G/gPAych0T6RcKHfwUpqxbqbRs2jXvTcqWQ40zJ1eyscXgOhNiqg9uXSNppPfcdVpeTOajyJhUmCJgmSgoH/sVjlwRMw7J6zZSaJ0aVcLbOgFQDjCx8mUpeGQRN/Lo/16MMOD3FwbXt3c+qHfy7sSLvKjd+7UbOJCb/cBqtB1bz5No/kIejJ/f7/IAC6ULWZcfM596LsYKYrz91cGX+iS4uoKBPJBhbXBrX61pPTcp6KvUdNAhqbxEPUtOvgn2pGUW5P1kbxt01j9DXulYawmPEg1FQuJcQtjUFwpSLvDWyCVZvxw9kP8Ylm7qcz8mZ6px+PHyHtCK2zuy2hAZB55dWRej0L4/A/Q8zwkTWVi2DPf2WpvODAw0A1UNiZ+Qlw1+7a6vFJQHV5r0/swlxUibe+edxakf4jEuIGwbVqZWpViJiClUfv3+EXdJ83zjY6+qj3Bx9+xqU7Ev6yj4HoUWxq1IbNAePW55ly0WKTFobU9d3CUnS0lI0L7lTLIzix2/n7TtJKm41qvY/B8FuFjZzwxgLEDKxdniG7Nh7V2q5ysX4SQMSePKb+JBQURTJyUtR41afI743hOMHmi4XPpG6Vv3Z93n5fWNR/pBroFiaW1rSgU8ILjsGmPCp7aU0/W1odUluXTp/zHokDyZVlo1hIqCJKyKKTSsDjOl9p88sT08VvTZwOmqsumR7lvQOGvtdn89+uVZqeVLHntx2M+ue6wuEJa8wdWBbUtM2u+B4XcWQTDPZSmP4X7j0ogkz/rXuRM/wM8ZopXA3W+rD3Xn4sEH1qiLnw3HIscfj9TkoIs1doOWJYtQfNpMSkWSIe5CamSQCVkA33ik0TpzAfl8/0HFImYva7DazIy+1iminM1bEenmRNiSTfK3HSWv76mrLWlAZUkczl8rXiBxQQYl1OIV4p1x1UJUR8eECuSD4TJqi+VRyO8syZ7te6RN491I4FZA7vmh7StTVEOGy32i7bc7u24Ov855XAZGTevIN53Gwd2fSyyvYkQ03erS6uwNhNs40tRH5Kf32p4gU3m0MWvE4zHnlw4A/uH1sxSkYfX2yN1LorPpci53Y4J8edUG+oHSfliF6mmNdBVxVnpSMuQMoTvOHK/f32OQX4RmsvjdU4XDvecaNxRNY/w/UwNyScXRERoqn9l+Zm1DO05+vvrNxqiMzCt1DXjH6mTwfbZBr6ZAQZna+iL6OeNnHy4HmlwkYeuT+dZme+vT9BSCLhJQZ4wqvFb67wyz7VumonrLI6pAs326J35S0Be+s9tDQkqHO2HvvvbMN9/onWTsr3RlbRLPrBwVnwwD2des5yR2Xx59TSSk+ODq2M8c2lbDmkj3HJpQHUv3i5L2f179PtISQqmMvIOGT2YpCHvfpo2+VIm57fm7XUMpNZcR2XvQAbJVawGVw3Zq5W2p5ZppAm+e3rjgBDTI4j/BzhTJAr2jtJravdzwDRnx9T4p3DKPqlG9zyyVrdEN0tDWaSPV4xvgxS70dxFQW+YipW0F+sfoHDl3zTcvMpWxfMCYOzZivcxPUbx7Nii33n/mV1d9e10ndI457wnf79c0iE8HpL/DIBs+W3762Q0tKFBFZRoCrb4SXvDnKwf8VY/i7pf8Jn41SyvkqQvr57cvwgB4kY/dWbWwjjU4vbz5xxtS2ogRhU26ZeALxpqBQZjIwOS64V5Lx9n1r9j0Ws9urBeT+8KOMngoUhBsDwo6WLPzlu9JxA2SE4LpIp05N52dH+TeyReVxLAfRMg8eorMvdS8XAtcZU3Sg8RUgID0jiNwIUMDC08HjPApVOtZLEmTuxrxwjv/hiGBWhoaG6+6oJ0XYGN8xszjp+1ZU/TeIa5buwEMdtmb10xzvg4rFkfF+JN9tvVTlP+CXGdMet1RdcJJ9gXbdkiyjCvIvySH6U7p5Ywc63Y100VCibhBeMiIz45OuPvn+QmBCOberwY+Uck/ZwUyKFsDK5upnzV32N1AJT2vrncjUfxfyw72pC60lWBnAd5fLVtfkdZprQmll4p/lRpXyZGsHbUWwUZfIvKpdn3528i+/76nhCnSbRHngz0jwfsTSeMiOE3FA861XEhyAZTornyh47bGvPgRuiUW7rK2zt3XtR9E/K7Kqo+s+7e6dHWVWA0o1Twd9OeA+egM0cv4JlPK+EtDeQ1tdEb4RV7GurN60P9PQD/bA7PGNFN8ouzlb2589yztXtFq5j4D8A8NMYdbUujPtS6+/57EWPkqKt59FQxcyT/4Q1tOieEuyoGiwsR5DX+DFEu0clccnbxqS8byv5eNlj0bUdBzqzTsrcxvrj4nQ/1vnb886RsgmviXPf6mVdxvGeaFbfjvXedcQxhKrZTMqKqx7ww8MKod+RwiFJpqsH55Nd/gJQKQlfKL9lEDsuVoU6mlgLbxuSt9f6IzyoFN7pDru01P3AJP5DeNLtX9k5Ga0EDK76O9X5d3oD6tq9Ecgmf3trv7cX0yMdwFPDhDceTP5X68TNg5CHS1XBF97teBZFLieMe0LBQjADHYVpdwWdHKF4804vh0MjPnaezrHLNHnwF0otYLMwCz7iikLw5zPkizBaV1/fs9rqJa1dcEKzgw4NkZUg7/OY9ZZDAhumMjGhLF2amDs1vbtOC7Pe3Xyn7XTY7XjZ+qDO0pe6Qc9NLYgcucbJIgZKnJ+zLyIPp6KVFTwRK85k2M6T/Vltb8hx7rl1jq3UUHHpncSAXr0OjnB5AutIJDXJNEKStmP4NjrnusINhdPu4IxWuESa37AwOFExGLcWn1Xg0H+Ndm50MxWrHgtq/tE7jrFivI766dnpTvMt34WWLn0eD/wxth4ef2NfVEWZAeVssn5I4JxVrQKLOHxVQkg2k5SNJwIVMxuUN/iv2vGaKBLsE6ZDqrRSrb37oDD5nl2351R36gJCIAIUFPeSbAqBt0RztoxLngaPW/wg//GbFYXb/Gvfv4/pzo86Z/bpI3jIHw1KKtk5LhOwNaGiu3fQkPJAfXVMZcgs52jlo0RXmjlNSBdRkvTwsPHghSibF4p0mP0v5YjC3tpv6n4ihUyxbjlYdRNrhn3oiKOtZP/W+GsP9ljj50KECfHOdOEKUr/P88Gdoc1swLbIGRNrvL8VF5QQYtr36jjcgic0MmAqblMk8GnknJPjgnIvM/qOvPn6NO9hM3RWHuhAdcOXF6hImaR1WDEME3s2DPAjj91dBj8KtsLc5KqrHK1yUa2rdKpbxdHBmN9vJkVwtjuzeZp6E1yH9KWfeOnNo/nvfJaelfDMX9b2VzNUazh6pfJrYmjTP9s0jvP3rAStc7T3TPncgV7z+B0Bj5TfW6CmTuuhvkcYbB0lt/rleRPp2y0pftSMftZOcsKDox5eTKQ/TJ6B1+/DyLG6jgk8HL7BxJdr8506UA2IGS6THjNAcVrPi56l2yu9RyAENIqOHMTCcMMniiLc3fJ614KvrcrW1kfFa7Y68Ym+gSCnBc9Xk+lQX069xdefkXsO2y2/MvqcqmIs6+LdBxrcOSLE8J9KxO8exM2hMjmjw5ImXgre2PIK+T0v9ogjeBWWKVSlSnQsuNIqhRfxHHM410E4/HuwkO3b+OXy9NQ47n2Jp0DblbGMCzitpFXZUYv+Vht6q9j85jYvrWTK/1tHuJ2/KlVfm0/2U+RFHkOjQ/RdyE/tcjzMULmr/IxCsMkE2tYhneg9CZOr1qa2TcU/GP8m1J5NaEb8L1R9x1CRpqHwTcd5rsWpFEtion5oBwiX2cOW+yOdgxB8DSn0NYmB/1wI9c+763+QdN7q0smOtr7giDQrSaAJXdj+Z2w3kX5RVagCz0nCMcP6y647BpGdXmEetr0QQ5j7hIF978LuGWEyu+QxXt6QBs1r1dYayB1b+Kxo68ot/LoPaLoqxoDOby8FOvotSLQaIand9ijbTb3At66BtEWdTG5r8Jw018GInE9vMEaTPsov33PIhhTDWYTIVHJeFc0czpS/HXJvMkzbI2HxkfaU94lOU4eac4UHih9b4U+j+Jt2J5MkwEOliXZNo0RDS1nv1VtM1wIk547kVJeJMz9VXQHD6l5lEjzab0q56FUoqgAcyyNhczWdtKuR5pg5snpv3uu808LJQ8SQl6M+3X8U3zyM+IbI2rCnh/7Xpa8YEc7ZtJFgrLaTCCQxK+13zlLsexO/PNizVf+eO47IeZNxY8qvfnUjrRxT+iPWDJEfXRHQh6/1vIaPOfhLxAUoz73uD4M9iH6UTw72W522zlBoGOFWOaOiaoBZRr4j1sXWrmvQDp16TJ3aJ56o1C2Ziy1QfoYTOZwEMS4nMxkg6VDaH+9M1efEXGhtEw2RKtmWBMXlPlXVnPgiyBCp9XDeH8Ffl/PvqhYiKtVoLHZ/4k2VO8U7EIWfPhUTvHqatPvVcs8q37er6sqODBj5t/D3RVdkt61bRg6otiVzRaiU/U8YcJ0FLStNhQv+J7Xy+VgqMcEZfPdrLPtFVDiWXdwmZ+IPK4+Gm7zRs51WmyynwGWppCLWkpSs/FIOvrqvJxb8dDxIquGl9h7R1RScwXnhx9Kr701Zg4cAL+RjYEr/igBpN0yHNkvGU329YBosDpXH/WG9KGqsNk1b7ZfGTZ5n552lwoMMixLgST4n6GndFuRcsMxuRRHdOqJ9jYkWEmrOe88yBRNCQYUjv6u0v+Xamus1djbjywye53PLyR5vtM7+kfGpffyRmYir5vkebf7s+fxpSVFxPETThsLw+J/3ft7Gi9msHH1Ww0FsxkpibUe5SLuZQdA2zmt3ETxLiBcvVifasMpqZgw+NMrEQ39ymqCLTTZQ7bslhEjTiZB+ezuGKNlV9O1FkuSB8Y8FuXDteS6EDRjnXruz2z1epKndEPDewHwlw/tLopP5sK9wdnZrHXGKztJX6RO8fQG9bSyCGHhE/EVE9umI0aYbzD6H3VPlczi/D7Y2kJ5ZZ+oN4xg1oJ6ZNm6mzBGw+MBWFCNLs5rv23v1tMKsd9mH3i6+trOAp8MR9UxzT/jJpSc0Z7ytv5CY/quQ/D+zbMaU7nSKv9eNtq9bTqCHMy8afd6J5cMoIQv7AZtaGxTxqned8xUhP7D1PczEwu+Yqr2RdqR7VTanv2on5Lq+I5lcpnyCSIvFR+r1Hu/mRniZww4smJydfqQp8T2gzxaCeofRqMlS10mbcjODKsYyAEIyyGnfwkUhHT+avQpwYJpm3WQvb+FFqYGoVz7BKiTq9+40hR3sbfaOeF1q1h2v999ZxcJL3LdflZYcUYGYWoR/bFlWzQZropZUJob/NZ36nxCSz5k5pli1WvbuYs4QckMrA4uqMSHmYa5rMaIUznEY7+4O0IMNxeyOe06D9j0mvWZeWW/I6PU1FHrfzm0+5Nv34yhhz8gGNQ5vUBwTHxIfKl0101GvWfNt9Hvd5Wyu6PoBA569SDX5usYAeG7HlZki75ccu+HxXkFuL+nKoiLrga9dNrBiBpG+nMgVxWPx5gryx5o+xJ54ZJ4UYJcOqPwbC2N6s9jjkr+e9Z2fh/yDI+nOVa75TdOfElS0E1uFhSrFZTxO1jkk6La+HVdr7zOerlMDDAsqg8IBnX/TrXKDzGLlhtvvUXK9tk16HJUZWkQ9OXn7LJf53zG3yRB6MbHVyppuuXmCmBQ64hWAyC/dsSBhQhNpdd7tu1Z5zrqtZmdqMzBxWuyuHfs5JEjuzjXSijP4Pu7fMYc1KFs9VG840kNE0ZP/3+aD0Mr5cVcd3MbdGiLd/s/r8CcRLmca9oJZYjVWpf0ds+IZOe2bGQcQTfmsGkTgah+niA2QfdqLPGCydJqUqC0ztkvnVhHuaDVL736q9iP7wPz941L9SDiQIMg81uRrY2BKndBpUppdRSHO2r6bvAkBmqYftKhzcOZ276CfbzfJSK9uqN21HTunbw2W49QcDaT7yIf9wHLAmyLaWYnT2NbDsmuGfixhasJQkclOvJez5eFHBYQDBrCaa7hCErGIkdWD6omR7beemKNE7jIH0oOaGi6KGn2E8NZVwr2zz9P3Hc3+ku6+sOu0ErpoD8+EzOx9Fux6LOGeiAnwv7en4OoPLIFz3qF7eSdahDtHGa/dqN+b2xiQUN3YmEdrrvxh/2i1mjfQgujbvp+8HMCPqHVFN0/UfAEpgnm0V5D6p4zHnF2OupTusq9FjMWybuEvBFUTx4Lz5E0GLmfrgUSnEnLq6s9rO4eWwzzz3mmYP6qtoYybfJ+s3bC+P7EjaZJzl4XzcOiWbQPkhIEc2yhXPrFo09Ju3ohQYQUs6ESIvo03rUO1DhBnUUJ6zZ/7k0FtV/LALk97suW4NIsAwdE4a8uBQJu2EAKtY5fb7tVSgB+/Hhk4YfJHMWvx+6xYw3VRg7rGMe4iQYJUri2xtJ9CYoGk0aZkM45X0DwF6JW3kr5DcYhoaTeccgJnu7QoCKn0W3rFK6NvFjuTyppBK9/CKqZHlpdLwNFlRa76P6SpNUnpZUgBdBohGg4D1mepOw2hpXW6Nqy5CbHpaXdWszFYl3cQBU/jVmCHOA+EUQC8R1VqvPyPwH5mDB9XgOw0RtPsuUzNfWHXDtt69Fwgz5D14zf6Y6877yL8fmMbME5/noE7He76m2gBbDXs5XqNc3DwN/Qp3Fa87GNPcbuFjdpGtKKtd6MQUBfklPPVeEX3XLaJBo2dqsT9kf3sY72D9BFZ5aJ642TInkwXxIW3FirLos2VKBy0p1QNZDLn/Yg+EM4H31LGlEluAojBTU38ZAeK0sP+T1LySEGkV0WhK39FN58Y6+T8vRDEAgd31Ne6fana95omXzBk9+aGtlY3bnaK4SGeZksruauj1Xtvn83hpEOnTk0Ys7jftgSiEcsA6rg9jXRpp97Q9966fKdSsVVoS5DKGKywXZNDvqhPTeFTiBgoCtzgHnV9IhdkNM9S0x0VDLK5Pd14hL2uJTgWT3HvWhrqa0kHcwNefG8eQGMtxseEf8hPUy7yvGj6x9Ps7CQ//kdJmrUhCLV1c76NCjUcYTPkFa4pQljmasc2w2+zONrSrf1R9bSHiocm6IRxahCWCNqPE3PntEIY/HLmCizy58R86IZLffaZP8KfXoBKG/mKKwwECzlrf++P1qqi9iXZJEx+DSrYDF2rHX3CkBVVAFzEz/i6wzPAAEdevLwaVRH5yvRCVzmBWZ/sC2Dy/t0EK02nvmD4A1bMck+Yyvo952ZPg/mLpq2GYhgIFXTio/R+g1J7Fsq+vuSfOeF77qgYvQZADpipV7cvjucqfMTH/Wm0JqDBaBaXEmvSnTvKjj/s5385zTOjEG743SuOldrkdFkSISeY8CdpBxiy0vUnv2WI0/J5OfyAvfMY/pprpZtYzdFJuSghYzR37/MhTlap6lwfzUnhG6bYYZlb6AFTHEyEBtakjbSWt5x8tWRmwLLnSO7xOUW5i8F8eFTWyfaHtpKV5+U1LnuJAjme6GqmKbcYB5xjrX6OGlYY5xKZ+nW3BrS3nrOwfPDOUKXRjHEc3vvbChO976wrpVHzXNHZC7sz19sn5NrfVJMp6mXQuy8pmnaoWmONWw6cWPZN3LMRb8/4WpmjE9FUQtihNVeNViAiLLuzs758a6pG5HGreid8TrJrk8N13HAYDRXjD/ZPVE8tYJI9B+Y+kwdfqweTi9F9MfLu5R5RRl0ZKYOWOGutk2c6patwiVls1SWmrtQDc2DVVQxc/b9aWrwdsNznpDZLFN1fqvKbeoz+g163JO7fkT+69+FixsJ87SncLOSzeNCPSEiq20dJy69oTKsvzLmUqVrvrEq8LejCOfLn0Sn/UynMw4CBeIZWU8MDA4KkHrSB2rM/WCkTSxSLvqqjtWo9ssqVxGMxtI+0+zgaDyb9cOoMYpHklOGKaCzeTf/kcv3b4JN+SDrNvNv+u55nIemd+2gXoyoA4No/tNZmpQUM3cIaD8R9x7/RAtV5pLj4iLU5g6r7p0iB9oWGnnh1gUuWVH92F3vaHNukfa8avbrOnjmCGA7kxyKO7pNQHvdS0h2IdHe1XamKNHn8tzatJgxC9+/5LRq3XmBJInOSKBDaji5jYKE1m5K2PgQEEkluFNaxqYedNz1x+zgRyW7nmJHPoBPNFXZppyyiNm7zhZM4EaxN/WY2eieY8pKkPU03MNcqX6rA97sUrGp2Ox+4D/6ObJmXky5OXTcMKyw+ewvNyf+GI5qSoSieEe8yVSPZprCoZ15tgkKHPvLSdFFYV42l+Y2nFYdBvqlD1wVGJzpfluIgvxHBPvzGnF5FhZS6loflPPvKf+rYJJtaGLcJsix5Pobn41HJd7+nGRziQiuaO6FScFicyGJIbB3Zi7mn7xNzwjbkR6SHR1wUwVKMEWRSFhxwwaL/3q90/EIfKKsO1RLa4DGeOcrPuZgaKe4fAjxqj/gHWS2ex6iU7Anzp0yA7/TnlpY7oKJkLJFeNbP0TG2wXrszdENv2hk55xoRlcb95XMQfuvg3I1WLC9XSHPVwnbVMqarCZXGiwAVPFmmDjNS43PU0UP++HGq6hbTt1vsqEHKmcY4gb3dRoGVQbU8kEyd6Bflp8rZDcK3Zd0v+bP1R0fAxj4KrV4CxhuuvXD9F38kLcb5umUz0TibwWk4fYKRoXfD09sr0Dnxa30Sz7zl5KtLR0DzVLmLiqji/w8Rjj6jvOSxIo0NL+m9iLAxsefpAJwUO65lcUUXQ1IDC9qtJ/s+43i6d6cMOWWT5KQHguZoKm4ZD87i9ff34O7YkP1J930ubhVYfr6IpzwnVfqDne7kPTOPFt3aeW86FmHHsgu1/r1A7zPhtYmWP37GYa80/f0OXRPKON/n79wWQTwaXdm0TOz18rePXqGRUBpsB17C7PdBT/uikAf/1fZZ85hsmw8MCm6lg88Qw5D+Ae1w92kGA39YUbPBtGM7r5DhmicislxaLVXoi6udTEH6V6c70j0bVZwVS95yWVRbADZH33M/ilxU9M1pjEdwBb19QzZjVrPjweCfKCCXti0dJWKf13M4sf/nrr8iyLuCAainm7pAol4Rg0e/TjA/btsf2O7EQhKMteR8tzCIqfMz6EPsEf/OoTkUeT6Ogy0+jLSNJvedKD3P8Fc1Kfh/W/6RIU+badNDVZ6RpOImQjL/Hb4d4+TjoKIvjtmigkPCooC0umsd4g5s4q7Qtim5/db+9HYN9cQ19FknHdbQC8f0MzxnHJjq4x7HIqXIMTrgynT/qFITQO7sQ6dNkLgcfYtCtSKKi+Ls/tslNvQzR/j9tThLFbn50MC7IEbJrHiaCtWmhk2ElsND43chDQ3hAVb+GVAAwBuo3ICbsFnSjr1iWof+hfjLgaDL5eTi57wSpqvZIDb5H+4dT1XZSI5dnvJqVjTNz5XFKoFTvj3fM2ClFk6XUgPEIZ6ulPhdB7aWA0h01/sImudZUQVKHzAm3vjQcLsQEtO7Z7fQa8xTlb7dP3vXvvLOE6PdXOmAxrTDFjOSvbMTfmstsNVj4o6Dl/Fr+3RwtOVP7gJa3dUNDl7z7EBrCD9E7lMn3QG5vmmijhABXSuSURELExWV5qu80z8r0lktSM1mQU1Vtc59Bp/SrfZ6NwtnLy/xT2PDQTEVRAiuXukbrWKtNkv0g+ruTwlIv3IN98uRGwT/AnYhRQ1TMyk5mUk3RdaNljVYipNTa1yLnmF1cFOphnBDpFU7G28BoUF2t3i/RIB6yYUiZC6j9XgvXMbfCFBVPC9XEJmHx7i9Nqf5ihkth7dz68Bh65S/CueCO5taWTvLxIN/rXrh6NX27mPx98rAUh19V2OToCyZZ8mRibTBdQHCH0Rw0gGX3AXLAWMz1IdJzKfyH0QuWOevzLJOCMDj+6ZX5b643zw2lT8fR7bu9egXGWaagc/NSjmSwsWdLOMfObMHQTI1nDnaR2DPUaOTAl/3qeyAlXPTQtz4Jrc1UwJtiQkKNx+h3NndNly2xbTPkpvGV74uqAy3HjkQ6ieIhvfKa8Pl4pUKtwRHU4c046T23LJO9g1pivOfyPqmvO/FGkb31n5zGESYg9cwl47lL/gbRODlAIywE6gYPk1ZReT5elg1xkF2cu1Rqybo7yhv4ufZr0WEOGzhMNn8jjP1PxWvtJmBzgk22VXPn1G+plMq9erfO9C0RF9ukMlnety3MD9L8B0N/9uaEOH2PDnBe+6myysITNYO3Xl2B1EA1ODkCArfe/gW2IMXdjlT6M4tF/cdLkhfInH1SgtSQn3Mnz4vj/aThSpNsq7DO0M7/7Dj0sNTujU6wmAJKQHTGXx+Pd4EWOYAxyeFCWexPdbTNZbu/QCCJ38Z5nCBYlltnMiD8pqPREdXf2twgGk/g+0rq70tOFX02yMv9745mYarxvwNZdot4X4bd34bRJYw3R8T2OUmzNC49eD3M90lyAUVNT8xnGqinh0ULToWMK/bZNkExd7LMy315yjrq6j84FzZOfnLRV/rszOJeJuNmfXVqSCJukYpuO9SVOVKRSPvji3OQ7iubjtYsTVDF3K9K0n+F7IOJjeVKitj4DOesxL4obVZ9pSNIc/lNm0mZ8caaddP0D55/gLhzM2j5joDgLEnMG2O6V5pl7+dvIQXk6fichFoxEvnLMGJCj874cDnSxbwPJIttxT0nKf945d4DueVRND3CXXplhZi9tcw2mfXanyXO89hDaHKdd4XeuIlSuF6ceCnXNAtX1iYVs1Ec76J5xXEoWdZtnpo6P5IEJ0vNF19HmN7ZumfaioCyKVuTYBpqMjkbYU6Mrycy3XydAZ7bN+ys8NV7Vxb/SM6psFWeZWJSZY9dRj+WSYnqtzlJ4ma+lrD97vSKDghrToi5Dot9Ipzjb+Wsb4q1X/IfvJhRC8975sCdYDE76ZP9Uz4OY0LIHmqhWb1UvVXa/8pPrOU2qib9c8UBIAH+JHqmSPwbuvh6pGT7txB1+lcCSeGwcK9rsx39Y1JSUJ7xd0V3nfFc57sRP5tbrPk+W7x8w5RGkR04ZezI76wN9XCTzJJsWW6S2P/qtdaT+0atQZohIp6O5oXWGG7fL3iSiZJ+smOQA8cq1r3LyBccyycObM2tmsup2KpmhVjQ+9sCM9rzz8vqW+uipRGOZ735ORV5fI5FZRU7yHHM8KNMlZGR/Vab4YVOF84t976P2lKRijqC/xb/D1BLAwQUAAAACACQUf9Cgq5Je7kAAADnAAAAEgBrAFQxV19tRGl4b25fVFNFLnJ0ZlNEVgCMAAAAAAgANq85BGNkYGkRYWBgUGGAAAcgZmQCM1kVgIQCkM3ICuGLAgl+CeEVKWpu8w8GcHWB1DEx+DAwg2QFJBj+M8pj6GUQEIGIM0LEhXCoVQSyAVVUDQAH8Mb4UWubi1Vrm4tVHY6xbgMhEERTW8o/7BdYcI6rqywlXTq73IaD5W4VvKAF4kgn/3tImtEUT29mR23RopPK/+HLaqfzhIFiNH+ZnKzWnE47xiytLWkUg1E4YfSb00rNwEXZpfn5fD3s6HPKOjiYUSkYXJVIDC6pk5kHgd9Mjy+W8IbdWyxOA/pxIdZpiOBm4UG8bo0C3N/5Jwvcrh9QvROIWUHz0muD6BrUXopSrTwYFmgbwWe/L07hWljoOLaGHcbmyy9QSwECFwsUAAAACACQUf9CHtri9HYDAAC5BwAACQARAAAAAAABACAAtoEAAAAAaW5kZXguaHRtU0QEAIwAAABVVAUAB/DG+FFQSwECFwsUAAAACACQUf9CEQlsXiUBAAC2AQAAEwARAAAAAAABACAAtoEIBAAAVDFXX21EaXhvbl9UU0UuMXJ0ZlNEBACMAAAAVVQFAAfwxvhRUEsBAhcLFAAAAAgAkFH/Qj9t3piwAAAA2wAAABMAEQAAAAAAAQAgALaByQUAAFQxV19tRGl4b25fVFNFLjJydGZTRAQAjAAAAFVUBQAH8Mb4UVBLAQIXCxQAAAAIAJBR/0K70bGfgAAAAJoAAAATABEAAAAAAAEAIAC2gRUHAABUMVdfbURpeG9uX1RTRS4zcnRmU0QEAIwAAABVVAUAB/DG+FFQSwECFwsUAAAACACQUf9CMz3DLh5oAAAmaQAAEgARAAAAAAAAACAAtoExCAAAVDFXX21EaXhvbl9UU0UuanBnU0QEAIwAAABVVAUAB/DG+FFQSwECFwsUAAAACACQUf9Cgq5Je7kAAADnAAAAEgARAAAAAAABACAAtoHqcAAAVDFXX21EaXhvbl9UU0UucnRmU0QEAIwAAABVVAUAB/DG+FFQSwUGAAAAAAYABgDgAQAAPnIAAAAA</SOAP-ENC:Array>
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</a11:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-164" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-214">Spine</item>
<item id="ref-215">Lumbar</item>
<item id="ref-216">Sagittal</item>
<item id="ref-217">T2W_TSE.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-171" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-223">Spine</item>
<item id="ref-224">Lumbar</item>
<item id="ref-225">Transverse</item>
<item id="ref-226">T1W_TSE.Protocol</item>
</SOAP-ENC:Array>
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<a11:ScanProcedureConfig id="ref-175" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-227"/>
<allowedGradientChains href="#ref-228"/>
<swOptions href="#ref-229"/>
<hwOptions href="#ref-230"/>
<coilOptions href="#ref-231"/>
</a11:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-178" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-232">Spine</item>
<item id="ref-233">Lumbar</item>
<item id="ref-234">Sagittal</item>
<item id="ref-235">T1W_TSE.Protocol</item>
</SOAP-ENC:Array>
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P0PXCsAUlyc+8XDpQQoA27J/pQmAIROit7dAYjC2DGNiPb3DQe35EyV1dXW+9W8ZUplNQMkqiX7aatwSMcajSYyTyF0cISCjMaex20ZiGHq9bwDOIZK6c8ru9oSWV5G7CuvhollmbloJdOyWziyZ3PwWp+qsvhnxQl7Mxg/UONzi3iczHfujRGgObNMxTHf99OsGh3ePbFegra84oXBwgORFYXuolxJpYTJtWXyOOcBWpnXYGUXsYjXe3MDfqieYX2jmdZFeN6IBfqjh1b4G7RaDx8++1NgglYM2NHqC1Xxddtfl9wqMxLGhjq762d5HUzNmGiNQquYNUPaoe7Z3IkT7d3UAJgOrDpBCm/SKeVZ0PcJk+R/IvKjFpNnR8uerqKXVWldQ6+AJCywnvNk6xVxHpLzYGFraCXg+O/Jz5Fz3WaMwzpXN0bB/e3rwDeLQabe9ZiVp8fte+JBydjnpdoO7SJRyfCRt5lZvMJodeWBMN6b3Fsqt3Xpr3MOmLcUTYsEueWrsl8bdBbtWuo89Gx4HEgyBRNmnPMdx6iG903PLRHfE52RYuTaiFrPA1ffR0ljVYo1visBs5MmNfEUzvZUnfRUk8dsIdBcjm8fsPXXRhgbb/pBC7aSh/UF3a0eXmszJirrkFOiZFhFiNzle698hwR6T4dBhVpxAtiecrPB4QRvhr3IdP8q80R1nWP607yRRMRZnnUts4QvFffo91OpMi1RoHWkgKNz8kqPXA+GFpX9DHXc7af8vn64K9QPcmUdJb9eLzFXHEAvAeKqij/aCgTPa5NaourybcwKZUeW3silyLgpOrs6BwY/XajMR9SbHJ8KeM/nA1YUfDp/6cRIAN4LlxcXBjo0VWv3kDShy/bDhPJ291zbPtufUzfZTQBsBDSMqrlekjMLSoJ3VfaYual0I6AzwYgCeu221Bfds9xd8aIfbMzNbCfPhsfnHMRnaWJ3++kjFZPTP/2cZtC8ou63Jb5lq5+O+ceI5bzpqty38FwDUh3kHX8IJPKRcfKmicf7XHNZaBY9qxuHnV+x0iAk2rpVng98G7wYwCo761lAYuLEZ5gu9yXrLbgtxGcb9pHKhDmgPd75ZUAmd9q4zwMt/dCTzaJYpmfVfAP5IoZiY7Hf8lwKRA+GU8eL1FwMBKEZ7f5Dp7N6E1QKJcYB6Y9VFEf0Mdqo1eecIre48WaKcTNWkHzbiCEOfoYJDjRQVS3iyxnvadpXBnPGaMuum0I4wSf1T+q+qM4NFdgCb7PnBsU+5tQkKLrClA2YBT6dfOcgRzV8woIek5JUYz60DI9QIm7/0hKzarboHMdAhmie/5e/xwLum3tUs8ddrU25lUlzmFOqxuIdm492/TbxuDiGVXL/rXkeD0yU6cRivnIh/zsFnI+4WYsOvA7myoUZSUc7526LVwMwCWebvweePhp3WsCKlKxt8JxGTiHXwrWjX1mFEFOFy2y5faCIqxbg/s4XD1QUbUM0RlXpdCY+QymAGlRDqhRsVz1XjpsqJ+zOxs1nBiKnxI2cshyYXsVI8O6qbAS7h5O/0Gif89puauoKMXHtlVsss0snZMwIqO7wGoAQN0SaqxebBEDeX94BRkLpnvIhti+YjFZWR68WCxu9nR1GD7txxV0yGbV/jb6EF5eX6sNymnFQBklwdsSUMqilq2mOuzXkGPD6fI8vJCGexlGiOtGDlsyXtCbJsDInpClT2WYDyo5hrIU+wnCGlmKoxleR9HGbi6B40ePANZ/VaxNzRfWbjBJmo0K+t/6nghIZ4nHWeLUU2u05UKmhTtfz1JgjQq1fdDRRWv5MGu3J5Q7RHS38y/yazqb+hqq2aaEiqOMzrSVlVzFiN7++rkEbVnRsamtFt6bLW2a3f0ckg0zc5C0THFkSVPDZryF4GqOnCv3fa3D++n6zXb4DnKujM6MrOgbJ369oJTa405FevIMabD3hXFpm2dUNSh00Gqwaf6XLl1Op55VTHUfuk3HOfJNdnkDSiHlxS/OuwXdxdmVWmQnzbT9YmKSm1QKEBTa3lB2+2IkbUFAMGe9qC/l96IdgPqGG2s20YsRERb0Ps1/MnzSYyAXE/eHB7xZ0S9IVnMpM3pnUFs43ke143pS6EOr47Zbsh6I5WnlkqZBVowvFHvuoo/RAYrV5z19hfDVYkQsUI6A2bv9Aqu2HGqyfQ0oF57INYfvzHowY+mRQmRAiBsZYe1ao13gSle4f33Kiq3KF4J2kCWpy8ZPvPS5TqJRsJ4suZkOQEpiNawusEsp0IJVJtQIipJE6kGW0AYEZrT8FveyFbc60ubTM8Xz4NY7qAy6egrVjv2c6a2g7qe5aGdzU3Y73fmYpeqTscH2ymjp8B1im66UNE8O6ojbiFUXsayaTz8mje9hSrdH0yeVWjFxsPF9Rw/HSTXDhmtTiqAQJymRPTPdNsyhTqC8C69+9D15nmxd1slw0eS4qk5+ZotLED+lXZVE1XES6GE26MJpR4CL3+UsjiP+73UzexCpKVe+zA+Ds1W3d81eQTnQrnbLdo4uilfdmS4OG/BylwzsfOXAlwbMfAtN5cVHfe4s3fuat6zYuKyDq5F+vkrQvQH0mXRaMfixr3lNyT+/XhkeDwsA4AUoQy9wTlT0KKY0POHt5bb8swqoe5dvjNM/+bs0Cpg0GPgU9d44rOeMiE54ZP+L24vMfNqt7LaXhwnZWAnEQEovODhOfbfU0hLY77PM7u9Nbti6uqEqLMKkDVoH6O8NTis3ScSXI3DLwYPhTyNW06Zy56NYXoEzL3o8NbV7XoDxZZ5Gv66DQ9mO+0HxHc0px3RHuG12EMtVqb38B/UBTw5SrqdkvbVHT0dkWlmawrFPON3Kvba0jaeHmOl8h/ogHvst5ZA4H6mi5+MY6X9FAhSM53Tkbox+TfPHcxsnzdEmlyMeGVSZZGiYTjAMfwmVv2rmaCrC0ZKXdUzu3LTJDRz+/RK//kvvIBXPM4nIEvQ0pC1maJt9VG2YMM1ReKCI9FCtJGehvEtoLZiqIkmux1PaVXS4LvjksfX4Nj/5GWQF/1kHi86l9BnzsuWuwCtL4PPfPlnCv3fv8q/eJDGeoYGpaidsKSHs+GrIWFSHtSkonktJXqgG4LEJMR1lMD4RTwz39PFkHs2wYfcndlsBNGlKNHsJIB25/oLMgo3PBMqt6GaeTf7hgmz69dSqSbDvRJ9G99uD1+s8prlHubF2TjkJVmoaWZ6er5egJyTF+/7oM8CSpn9yhQcJJo7Tt+87wmNbrP5q/E/6JcQnp6hcdSBNR+ZPWBd/cAUQyHYyjyzqsa+Xy4dAhhFg0hcOxvsk3paaKfV5mBdbq3yOkzltuu4TGZRKXklJ9r2DghD5EHEgs7xubkDcqpv9CKwV5GvBFjik33dLuuJpDTSOFNmZTyVmSYpKa2EFlWyj0xeYdgNx6oB7zxpKB8y0Yqlz9dC0+RihmTmeKLro46qw0C6w4DPF2nKx0Ief4Cks3MdxVkgyBsyOZDSScvJU1ZmZ3IReRK1m1pHoZcitW403HdrWtUb6S3j+G0bGg8/BIJQ5MSOneLe+Cojaa4NkdIKrDtHumrkhnQYRdP197VlpNcoztdHCIgcAHX+coC8QoijNra/BJ7SQwuHKCtfAv7LjsG5v+5LtF4+RZ2bSOj4qfT+3faVKHvLVpsfu6IHOdrGDwtYva2opr+bsIZ7o2TqrX8+FZWDzeKTYOxQhIePmL118ktnzFQ4lmyaUz/p9neHPz0K4lKFRo+DFlmaIEZ/KWJvnXJF6j7ySMwGCXwPrYKOFjjZNA1vZqakXJZVbVYvWA0/RqydGRsTyEQ4pAGGQBRgSTi2eJCNmtqnJHHGlkwBsaFrX9c88+snhT05lzCXAPmrM90M0mewLgGkJPH5l2aaGC8h197YN3rdf3git3sc94upPPVxWE65nU4rLxtN45wby3YbDJXCOln/NihzJxg6+tFDuyK1VqXzXY6p1+HHV0IuIc79I5/INW/BnG/L2AB3N23mbQjFHWbu2Ef+mUhLzXk5XdCWJUzQqhNYvbyoL8uvTl1ub4GiAeR8kVJazCxtng7je2+ZKqa5yTyahTCfXyM2zwNfhLitR13TfuQhWNMBXR49x5jBBCjAlT0xcQTsZltcfkGx9Izoop0UfMBUpUGZT8Sb4nhp9B4s8mEyZESRxe+fdlq5t1mKACXg82gYCLw7ykLzml7KkDWr6azfKkEs+KUx5L5lK+f3JDcZMUxjBRczupTKfE/+eNRO8ClgRN3s/k0ujrVKpvcoY4iZOGuCxlbiU/Jp0b2r00Au1mawY/DPpE8OSay52prXGQTG4oLynYxCIlO/CclU+juTXX2YGxIn3LHI3n+8qwTPDTu81k7hRnP0o/mcHwT0WtAWG8c4rcoVUyH7IsXBPqApKVhyN1md8BlWif9/AwTTZlxjNJ7jfHaAi/9FLl/Plv1xZPidl8/c/c+mdqs/1gz4ftdfRv7TK1HZ8/mpYhFjA2SSr3mlx14h85YZURbruG1MkoMD994+lL0pNjdEFeuS+YdagTs0ajaqsWp5FUs0vvVsipOOgLuFFFuzQhNlLDUdqNyym7+lQnoFYUfRxWqtStQ8JauNM3TlGTvK8o7orbk1KyPCcOEqlt9YScCcSZa5wUrxi+e3Ht8OzCRhgT6uPj3WCy8Y3JIl4Y299UNgFMYnk2nqCh6qMTS1k6kctjciYbXjwy0EhrBnG9JVJA3gGiO6Hvpr/dAVZB5ij9ne5tnwRF/uaDdY6ZTVUFenxbUkFxdmFYdf8nHGffs9Gbmt8EQ7d04hMBaLnIvzFJNpkhpEpOs0PdQI00oRZ653SGrVwTqpmT+EyAkmlpAj/gv1vjn9RznCxm32XbfoMAmPBV9EZCQLJk+JqYFKR3kAyoWRqQhvv72EVwF2SOtOeum2H/7d8brmyPAt5kYil93XkGs+ktLuJnvA3XNVthivYNkr9aRNp3XBJHk8viYf5jryck4gChEluVP2SEJpLlz1605d9SdsuZzovVeat9avHjHox50j5IGvZC49ulzul05FC72osxZdfGpKuHS8OAvJ4S/lgwvu5jG/BvJ3uhuugS/in4q3ThEuMtwmayKZraPxutvrEBGzjme28iNQU98o5hT9s73jyzfJ5zyUzLxczlusGXc0q1UwZzZrMopbwUKDvoKCIJDPV5m3Ox9nSgvnuMlIOX1XXSulkx30aDGujVRJGmFndonJsLUK7pJtCbawgk4x7pkKO08ni9NuLoar8T6SXdvOtqFnH6DcKaJbF7/AQCzWUDXobJ3rTKJL69McJLfHY71Z1wZjxXBXcTwZ7kBUgOc6Zx00UbvxiTbG0SFPQBF2rZFvS6nqysDtoIzAXkVGYdMzId68uj3JdsLAS8J1iM1Hc5HEQ5TWAfP1sncgnXU6R0y205YkaQBqnwp85P61Fti2F9JX/ODQEBB4wkE/1lyMC0zCRuUiEa27UxFl/mCGhT+VhwQ3uhTxqJwaOHrS3zetmk2Xrj736Sr8dAtUr1PtmKEtHx+X9u7fm6OUX9IsZlcbvdz+9VJH7Laxp97hLPQNlbC0eHYvXc18Akc11tLkaesq0Tkv1bnPk2W8IBmQ8dhaxdKYuXeP59SiWSO+XmpjccJRHZjkzlvJqn5UKs8xXMi1hqZAHdxcDilTFyzBN3T9kOHDZDmT3uSpqmYaJ4rOJgziqy9eJ3yASN5lZ0hJI4pqjYk6miMelf7VOWKXfWlgH7R8s8wPYWYGcrXtkEjY+hq4R3XD/yoSZF7FdJ5aHeljvAoHZAL9mEa2jpAfX6/ep/bmtzkfs9OUMHzIw71fMmhDFPiew25uCNIqW8+RbyghLL924BN6X/LDGLpwMDG4RQY9aMjnxhi6wqNK4t6vfAGmUamLTyicxaqDXroGguETB6WfZt923eFVlvbEB1HY9AOcZTvzXxeVvqGIFRqnrC48wtyVJVkS9KEDavH3WzIBYYmHUnDffU3yCyl/rv4lwdN0qm/9fqL3Bnl7WQVk9Ixu/bIS3rqgk7WLl5NFcyZ9wQdeTUH4voj51S5vDsq53k/juAU12TzdAdgFq9RnF1O4TV8TX3gw1n2JjDLn9F3NjOJ+Uw8wMuuyvn70WsQ/+yz9syJsTNzHONdygR/RwmnLly3DFsWvPmBeOOttAnqJF4vrZ54b851IazkVuGrekEgkHfxp04BPm5wB8ebLd+KpmY9pUBQIXqrKGqc/NwuTdJD/5t+E8hClgB3jNPnu87nj0XlvB6iHSLIIznEk7a4Mb6ocVS4dqIwY7FzeaE9dkT/XgjEZa9pcnS4KxNpQdjj9PBcTfIX9I2RvjOXrr0B0G1m3vCYg3b81Vd6Rsvv0pyl+/Jnfs0KecLDjfXNBe7y000K7Z06qU+YXNs3JU7YvSrsoWCY/ssVDZuc0ttDxL0GnCzY33Tea8VCy1HWt4kftKB12jAThK4cGIbRopiO6h+H7u/efnWb2kSnP9kmhla50ig0AJLCfe4A2x+WJFQ/gw6im+w7lcXSwr4IuyjNCk3XL2ZJFV+XcazBS4VH1YX+DVb3jTqtIa53CpQWpz7Fhzv/qD8xBHvNDfB9/R0dtROmwE/aUjaSArPPbFmnCGNtde510FEixxwB+gTDePw6CBun4EMbNEPHoE8hUVatH9I+z76wwNf+PmgNXeNm+NaGcChog04M8DwyR3xS2/Eyt0ByBQNKzYwGSMWyoPhdO5X1nADqX2LrGwkYYX5GhPruKIMU2pLS/mktfMyeW4sRViVNlp+f0JlSfFFJZQW7fHnjeHCdNxx/aP4hv3OoNzSP0Or5t4kA5taQ44hekMdDf316UPLPRR3gMgALOesM4YarYBka6lYTX491EwmBPoKm9/3roiJp/ybCTOS/Dz6Kd2eMHNxa8ovSuAvQdItzzpWAeOJsI21YZn/V9GFXs/+5B4m3ZmA5a3wRZhkva4rT2dg4kk3eAS+ZbSMB+Ya0xyn82nGqyj0xm6wQFnroWw3n6WL8GzJLAdsFA0eYn26F5nNrh8VkMff0kFlMB2NnmPMlbt2RSs9D1yy30pFc/QBG0mKkBfnZQXkKYpP3ZnXxrOKyOF8XmzXE3KEP9obzrjSWLfipl9zC2tzCWxOsaTXyIfbhFPckvMdIq4JLfbn3JcsfBPCuMOmwxmgxjV7phdl+gsivj0imK2BW8DMtpwH2PsKvwX58Iur8OYwWpvNjic8tXElaHMC/doY9JU+ckLvh9cHePPosEKo6HKmk4vgOHnOS66cNRq7EcYVM9zfNf+zKLxNUN78uGg0hgre9DprG1i18rR5Oq/81m3WPS7Al/5AHwix35Ye5oio8wPHxSxSFbPWYg+W/sbeAfB+p2q33OSHsXoyfdhTzArukZpfMXXJOCSjT1LUohHPvmEYEs8sDP6gQBK3wl8oK9oBYMu/fnnQESaKHnkPp5bv77QeOZ/vmHD6aTQ7sTMl3BTSrErTz4+M3jotJWMRbwLl2fNADdFnA3nkUUjUIVGp5tudVS4rK+vhDjYrT5kfKYxYzOFOoTkPuIFC2pvEchyu8YM54Fx5hQCJR419Hn0kXV14fgeYaGuJeUCa50UmKfpnG6zZqt/ETBmHJBOI0UzmCDGWbduIlZ8emhLSyp2l/1J0ETRMmLk+AcrMtdZLy6AdHoSOD2trjeXJpgTpftoErNykYGU240582jjLLaa51EtHymykrB+Haj2OIvzjzEG4bT0nefMx7oOGkQRTtO9SY0Jnx0DjQwh9f5jk4kO4qRLx7NbtyMxMouebjSQLSSqHs9GGFoJXXBI1HOD5dtu3qclKNFCcRERHrCMav6Laeq/FfAXHRRM2C5sP8bxpfh3tIJH0xEWRF9l1drZxFFsJORV5gfCez2s7wXJ1Jq+suNOPTwltCLkLMbNI6mnHb+sGmBLXc3cJcTuo4WybZud1JGAt3yLJdAyaQTXrnm+O9uSauMX70h9vGwf+bPTzpUzglK5pka73MdGv+bVQlCzDKmXq/aRn9BxtbiVoI8jyoKnOLBXqnDnHIujdmTTpeKb3DthQemLY3vqayiLf8JO5lYfa2dtPzB1cVZOnjyl1k+sYuBiBvFr8P7fD6NxNCqVRr/eZCg6W10B4eZlbtvjOpL/iX3uypB+KGsv1yx6FQT+Z++NsmB8oKaILuxHKsbKzChDXQabGaLj31nUxeowey6VEsITfvKLmQhs/kojVWSGtq4n4PRAvlk8zAygqzstM9MjNOHoxwjnv6M702NHS3cQV8jvI8v0DFRq+fF8Wd+IxxpzytN9il+zOjbItgXWQ99bpYmQrqxbusmFEcPlEd9VRAcJreeF8Bg63CkK1SG7Rg2a+BIPiHnbIyRZbJHd34dkztHN3v/JP6fzEucr9hEvetYbgQYpSUi9wak5cgz0AnA4gr/WBytS3HbAqDdD15fYMhNVdOew3UTSlCiC4TCZa1AoDkpkEnjeI7x5nI1i1fustDZVv9Z+qvCSXNJtBvKPddgsPiQ4OvcySS7ZAGghrwLSc1Xepb38oyVrtdfINrA6EswRN3JQhSfZa1wTxJchquDeEfZYkYjO3MtziE7hCPwxwtbvko2uHLdp+2TAvQRXKIaFGhHafTeAZJnOBPBrgCA2Xm18nHOnuvQG1wCUquWx6IRXWqkSZAt3+MJpeb6MzvaU2a6n+lbpOrRJh8dVV233+dCJah+j68peBXAx9bmusDprPFVtT0THDSFt6rO9SoG5spou18dCPrgjZykr+l8UGzVzFXz+sjpBm+2l6+ZjzhLhSjrrG/jtB7vwb6n0XWMQw3i7bwWSd3Ko2+EXIPmcmB7z08Mew4XbI1mmWcLZzsmMcWJnnlhgkFqfoiLRcXPMTmZxZJ4FQUymu7DZrmNy+tHRO19Dm6Yj6FCiaEaICL/mD+yOM59viLVtn/BaXe+Oh9N4759PpfKk6ythHM5N8rpniZY79uy+AabU0+YPhbTtrjQMnUcrNvhF87UpkbEyzc8Mr19O1E7zV6BcjnVuYWOsfZWfeai0YWdbXqijoF+2jdeRMeRYwxdJfFDKnvqioi2R/iJEa8H+62HQvZij38vATq4TAw6Gmg/4FBAN7NK/g9eLuaSEOvOaVQl+Kc1oa95ailIihChjjULTBeWD2wJ/O8P6ThDsAhSJ7SO2Iq3RnRVZFqecLcN5qTRwsSoKQgvmt/+dSIsWUoGGcv42H1mgudnwo52wPi+1ei0HVXgbEZuHY0T+56qfnqe7u8LCmaaGnXUKzdD3dMpGEzBC8fU77OEuJAnWRfCtpZRvSflUVq8SIpcbUdKy82lAoog5ZAbCv1gJgW8+vvnopZBG1GzXHUwdHYJVQ2ed0NYH8oru9c8dQgq07wCNQ5fBszklA+oDtj6BIC74lODuSUnjccVm4Hpg0JTjOyfYVwVzP3afcPH1UtbVBHZNoBMcoI5NlfHJ1h/PqOnsSS3zMhrrSJ3ks7bp4YLmK867psmAVpZk7wPtoEW/sU/f6P4Vss3yzrcy9yy2bgR+CzleMRiotYjAIBNqXLaZaYDRySSNSIHqweYimVrBzQioeeAd4Op06ciu6lGS8lex4rZX4AEwn9sSh+UfrAQ+MSorQJc3y68fOsFM9xcZd+fGNP/Z3gIfz6ILY1NsHHiu3RWIFtRa3U8rNoTmdHT1uw2W1B70sMidUU6XiH8AWCEWZko64drVt32DNLxm/r0GXc9CXaWtQEDqq5kTBoHGDVrj5MgmKjCOEGf/8bCyQ3AfLcD8EKF4l8Bc/+O/W66fs3EjfR36YuWnwqHXCU6ATPQFiK3ywL0UEd2ycZHiwJ9zrqs1DOXom//nUgdmGwAWr0LhosFw5bQzHcG++/cTdUqQ/06Boyw0ciuriXVJU58sVfrjMzMODN/yqrn100qzajrxMmozOgOIg+M3CQsHQIafJ95Vx8KLJPFjPR5DPnuubWgb1qJEhU12TtH93c9jH2+meRzOBlgVM58vObfN1Oy50hjxwjfFPVPzYCthgmo4okYnb5COX03m4Bzo19pbaTYkPLdoRJuItImJBtdhjUkp/RLY7PifgGuD8cbQk6Jf4S+/xXeW1Us1zvm9FzJClgV7a1ilJXUIxr6P4lCuhJY5pxbrJFFYNj+iXpUDv7u0o8HSbnq4K2xB6n2QDo9fwt0AUjR9fjPE00ldDar5MkULckLIS0TvVCmsWmjOWijFQlcZDRwIDLh3Pp9DJKU13AGIQwjpq8Sp6KQJOgkj2HSwWzq+T8aWAQGv2JAbfcTtr/hxkF7uY3E+bYHlNf/V2iyChLZUcq4/JL9lwP29W39J/oRP+KDvnDuCx7xUg5XMqiR+hz8k3JVlqrb2rhbQXdmoOe4UpfOtLDekdUuKnm7WxtfVcyTezsXqcdfhg8NJPh9Z72z0PbAltP5X3iqjK7rEXf3gju6q9+I8ksdsFMGeBcdBlnfgEvJD85YlUJxl1EjsFf69b1bn84QN+3yy7Rr68imioRStYfcH4IVaD6ZR4ZhX9PPnd0kaq3K/YUpGs4TaLlZx84Mn3A+N7JKJTB206/IZ8hdaQFt22uZ05UWutknBXapGC9wQxT9gejMIsdUlFJ08HHWDFMPsOwT8OdmmuJ0U/I1f1MALXHFA/TBeSPxHSO2jDlHrujCH2TmgveYuW2mp1sWU+UEiuJqGPggOmMt+2pk00jnihJmTgqSosd4AB3xglAkw0yrEvO0wCZVPgfxUcJb1qIuZ0Gj0zkjXLgPTNe1x2rWHZws1PBaL+kKXyOyP2PGCutTXFlxzyfugNa3Gc+sPWjlmPdgtLkZb4QsiPuogxDiEWLRc3Jt649w8UyBuQP47gQohab/lxT5kMg1lLgxnerxRaE/Ljh3pDZqGZutJkLLMUiZLVPHSgtMuY3K3qE9JgqpzcOuHsANl8cKDd6rYgJxlNrRQRnTYtUM38jG7ZCgB9UQcJH7ag68ZPDC61OkA/Le9YzF5Ma8gb1nL+IJEkqM3AfjqrMsTrbrhF9bSr67XFcMZWqBpJMgeEbhAXvi/v0oL0b3CVLCMCZVOeXtT5EdlIhxQ8ePeaIhfaO/vTK4CcLtzVojtxebSaZdZ6eLZW2sgyiTvsT7QaDPg5WkXDhzDFutDK6lkX6lyMdEO7SikvL3NOvinVT0t/hijfA+7XnCqCTNOqeQ7ikjz0k/bAwQyhE4c26LD0CMsTYpvKttK9q4pPLZltT1210Lyw0Ap93Ici9YNmRIwXRDrg5CzbNXUOB+zIIaKyNejNbpsQnTlP5IoBn3fPojZVkHgq1+ag2SC39vOjd8ec2jhJSFvQvVCK9Dj3Rqs/Q6Xkvs6FPvU8XzP2cnoZ81R7G7YdbUdRq9J0mFsQ+8FG6qsxh7OhK4I+llkHxVuUaLT0mmvfNA5oAkYuS2RaAT/5D/MFnf7IYLqcUIg3jiNYDP/MNxCFabsPqbgYkkobjZXY2Fu6e6eCeqHfTPWoBZxErXAs/uTd5vM4QP2pCsN567zilJyGfyV2Xohp3PSNYW9vqN3ypZlyLofIIRe+14aihQZ3vyXLGSzYqDgsMfFPcFltNn8OLKD32JnAc9u4VxljXXNY6orbn0VsNMNix/VQCRR9n9QA8dBtuzb07VZHfxM8C/zzj8Swa6S5D6cQbucTXdlt+ENUSK+PwX8YVtqAwnJvFir+w+dv5aLov9dMyRp/SOjgAdbEDMbAeJ40b0q9WdIxKnZJs7VvBPty70DfWE11fpiqYboQ+p76Cz6zV4DAI2GBVOt0mhdCjJQINSfx5lzcMinRS9pxPuprNUjYhimG4FoFKjXvcygm7cvuIT4RHuoZsjPkWP7H4vhd45gPVwo9J87MO7P6iXIXcaNfrQLCQpV7G4S39Ac/MMzmqJ5U3kyCOEWhMvcraCcotnyGe/ZfI3nbQIwaUrxf9UMq4NmpPlFcTuRYP5QWY+h8bXu70ftI2XU6himmsRRKOi9jLfj25kFf1rmQ2AOIROlim7W1TLDxzdH3xDJP/F+MDwzk4upnVKk+AdgV7wW+TpiA1Z9egnuhITHvI+qjqO5eBiWckflnJpPL+vcEEDadjORWtLd/72Tkuf4EMnxQ+44NaY2Mt49k38o27C560dM7z/dqdn3t174UucQo9frUb/2O70pOKcA0oY7vhxRfXTU3bNensSyZnpV/wil5rMV0vcUG3tgOiYA0Z5xlxQcqltnJwybuAAQZg/Ki74qEy5OSi59OitO7AzzjHb1/6BV96wbQGGr+l9FeH91vgr+onvhaKGDOJzBUlJbN5Qt+s7WzWz+kxdi/xyw8m9iE8RXjD9ozWpAAhtr2h/IhwSfNsrDJdfLMxqPKopdLUOeqlb0XzkxLzzOMF53bv+ZPhU7jjrBIgc/H00aYB0/ldcaPcS4MYg93URexJ4qG7rQ1NlM1HkFc+kqaCd90gW45p+YvJo3tmXYpgegj7W0T/qHLVFJPkU9QPdTOej5pe7B8T0u5e43Sjx6LVPEubq0ZSUI2Y04utUgZu1nFOgY5V/oE6SM5REF7aq2ttq9IxXCtuzy5iHLrvziNmnR6hQV4JczsVexY+nMfbryay9/frCUHBtnpb9nrF+aZtIpKPSUOgsMdN0QwPGiWZTMn0neTOg7xDINxhqQv8LUAN09u4H837gX5o1tyjOcWzZVMwVJqWzjJnjwoGnowYr3S/gU/aWdzg8NEhUG66E+TLmOCOX2Q6m1YmChUPUNrphXBWpdHRDkUKh+aYlgd4jMMWWApx3G0Ux/GoaQyeVVycXIjdR9REqGuX9AjQ414UPEs3RvXAXaCeryV7ooPb5nuAEZ5EjnzkS/s4ymp+EeNZrWsd+lmpMOze3jmvKGeyMd1gTgKzC/ds+4AIWrSu66KUlFWoKa+RxYgQfJJzgAVMmuSvqU3lRVVzLExLkvl196T56X82FZC4v6a9JytXw0xZqtuHR/gYPSoHu05+Tfl+Fu6LluiP7ZU2wsB1vTf3hTFp0YcKbf8wljqLsDVFk8aMBtmyXMiSFtGTarkGQYa0fn1fdsp1ItPIITYQxDyGhjijKY9zkWEPzps8qvrqznodxKSBTiz2Rjqd+ECjbgaLm7WXisRxEHePu+dUwLKdnmH1yihhalZJcFFb3CBBk2ShsX4tK6ppJQOIc5BUhFhg5DYoVv2ee8AMFzmdZWHUuB77XAmLSZLN7NLXJssTSMbfL8HgjfFmqTZQKF40h3onCnq3/fK82lXd57e8+95NDaWEuHCGvupjOD8beeYp1+dQJSD0YaLGmSXup/2V2Ky0Q+uDhAX8duzyyWFDMJlmW0FosZB793M8ifivN6VQ3K0KrV5HmZPxnlfXWthNtDML1BHi/kN7rLtneOre7J0PXxzcJ28mEymSB4zXS0Y95Tch6bKvxPClneAgJRRgFJPG6qt+yK6Yu6f91uLWd+tjtvvCbf9N9TGxpHOfk2Ombsxmmer1GM+6MyQSMWMAckUcqTxYnc5BmSRPRAmneJLbWaxh3bXRQYbVvOWUZghFqhtpOokwady+aytClr2eaYJupDdN5cPDpAXQ0UEnvI21fWYmIvBQhJ31UVfk0Ey3YFRxbhtVbmPHBkDM9zlNnpdfh/O0oSiwvXRJwnevmG0+zb8oS+0M8xntj3TbRiXKfB5ltVrgfUKw5RbdsbFYyF0L1TYk20p7brQ5EP6/nNH2cEZSi2sFYN58PHOnpKaKabKXm66VSpGarvgD7lRNdFgoyP21dfmvbFYIp8OulltavPyJck+LvCtXnO5Lyf/aR8158tkzrTB8dPhFglJTt80LNBHEYT8lwcx9mk4zjbnLAvQlNB+pVteNlnoPPTD/9SZRcj30j5uaX2Fb6A+eAs0aBDZiwuVnWN9jSwabHwIVW6NGzR7vNgWHer5NsuZGa5w04t83eVfs/r+1RibRgQ7n/tGx3k0agMRGvvNF8e9s/7ouLYeU2uD7k1sKE8+FMW+bsDEU+ZrxvN+STdjV5mFKlaCVxi5v7rG5+2sLSgXs2N4G7J9EWJRUp5MC3/lbVoazfc7C4t5m4SoPeT3R8NOPpb34zmBR70jBZt1cx0TXLCT6N7DDdTSQBg/eiMK+nRzilvt/qw3WZlWkbbKvddO3/TlXBv5A8yW7Q9cndIn7AKIrRJ7Z+szQke3MXyKO4AK5q0xOjbqr2Uq8R+mqvPWVxZ7b74nv2WxDDif/wvOtkrmdZuxsc0IER630ZICr/tf5kc8XUW2VwSjXwzYiM9AZWSSpxN62DG1/XLtJw6yHkztBY1ujaXk0uC5GNjwlyRjc2LJNBOi3KO5f9S3ROqbtWKR7Cjj+hd98v8qhqpRHYctSIVEusJx4MqwwaOp+gM1JF3Hr4r6trgC0hdDeEZg2g+tvnzbBt9u1EYMlxrCuPeZnBuKgl83uFl4R+WFIkOIao/0vU9tOMoG9hl3MxH+MdZ720hVzpvnKNvhLl/ye6K0VHbpTWr2mNMs3QgbP4VUIemaM1Rm3K9UF7EGNG+kD1i6FlUFIkbwhtLBDK2wOhcOFWXJ3s0t21S6+4A4VEQFEfy+b7mB0YA7Xj/HdC4i+fwcVgrht/gojhipjvQeZhRvlFOA0YyBEAEkZxiEDrWdNcDSu24p9lL3SHj0CDbpFvAZoE0HjqgHV2ySPxVnmJpgqtG6I+vKHctSKrOWhAGsLgtMDGSdrT5NlZg12TuA7DzAUJPmv8z0ZORQGbEXjkjFyjWaPWxb8O4BeojxHNYq2u0ZNAiOOwZxysaaJnV84F6vMzI3ON5AsfWWiP0kXjWC3+TcMvy0DIkZeYleShURe0CDw/T0JdyI9Rtu60Ry82PSXSn2tQ8U5OVKPLZx8Bf47yrX1ao9Pr07MZ9fV5rtfzrrvTIQZr6s/XKU+uTD0Wk4GdTONtaWJXBNi6juewFChF4fdnz8d47mjWkBja98qwtPvGKu7WSKJhG19CMb+pBIUAtabvD5ClYDVOj3amb9EtE/9vunexrZ0U5OWZCaY9ukkR6t90I5bMH+7CP2CC3rKTMDVW/4aq1uvBToJp0Fb+op5Mp7HKfThB+Y+t3k5tckI4tWkQukMk8NB7DlEyboeSuA/p0UxjV9Xm+yNfKmZb/dogCOjuSBUO7ktBqOEI9JRZlxJyrp6tN+HOoZ4+6ogcjpLrSJqD0WXfw+u2OJvwmckGz/PMFiSsTM0NFS9pnNXFLjM5VOsURR8l/feN26PbnzPMWg2kdfQ25gjp+8hICvQHXariyvhUN+NpRK/5yZ5DYNMraVVLsDfApvqYr0hQZvpZJUxrqH17a191bsmwZlMZfdP09I1f5VC1GaDjo2ATzOkuMUIxFtzm3yivzzrcDt96BwciWC21E22Xm++fr72JS68nYoj+1rudWyaJHDikksaizwskEfns/8ujHOCJyCydKmso8WPtOt2vIkf7RmPuVevcoR6SpLtbfO3WRtdMwpt1xJ1So57AAKCBdkqMhVhfzmfczar/8v+MgajVw9T8DsbJ7guombe4QTKTuGE/GmZF2Fvh+rOrgDsMP9SqvO/7551OoUDVW5pUQdpiLcxji3854QZYjOpk41xi3K31YgJ3KFe370z0qwLtROjgdcRLXY0UTVigxKjdEAnqX4kOocERN05OBO/fNdTu2nz0u+VxhRd4A2aUb8L+dPfrQJedYK/T3lkig6xBUmZjST1+UWLH9XHgU0AgmyWVp/tSXYT3Mzle2cLlRNXzkd0PDWfdYLcyLWS2FoIVKsDjMryOFKi3Q6VQ/lQ8T5ZM2eGGUYtjSl8Ly9UXg2X2Iaj5cPNJunlv7TNAHQMiXztwv8AK+9/n0lpznTOk35h3plfahSZmEbebU4u7tsWFaozp8CpHzHSLhu9tb+62ZSZy7ipVMS7pkJGO77ia5jFkr2aUwhntsyP9lWOxI7TPIFXBLFu0XCrb3LrSjJFfM2NEkXW4BuV6bDeOpnay/9FXHsqw6sFrx8E9asjGBckv6JG1KNJKN6fB52LkAxvNkFd1t3qNHH8V1NPMFdSex+YdU6Bz946yLu3j8u7XStDjahpv/oILQblaMWDwcr9sPKR62VScM9i1jIaaAvFgKYw1vJ2NXh7thF8fh3vA6FAYX++VCaDuFiYP9Dd05yJnU4LslmVoxvoGct/MHittpqIVVCQwMVhHqS3P/5iL/5Dwbu0x8hke72BBdnt4Q3KM9b6vCV6SFllrZ8Cb7YcBd2gI2nSXYyl4VaEU0Yx8jNu01zYLpmCq0BCca7rYhmTCF0szm+kkT5Y1HcfdbvTf8MNShf3oAae3OVOWE1fgTUdHy38AiPeFZef1dK7EoXly+bzbxo6vaDstM0tftGCwGW+qy/WaS6Gd078nbNdis8oVEjrkpvJnDPEbUU8fcJ8TDT8w3yADI6Zkj5F9Mozw6craRnzZ8I+u4AHaAELBnq/Xldy5LpwHl8KdTbgM4SMzoQIpr9Cmoqng6BevSZR8H4v3QEZJbFTbE5JCdopS95IshxILqWc7wL0qwg7XnpKfWpphSIGLI3VIZOIEcujZXIlDiKdyRAiEbjSYAUVBntitjtuIZgugaz5GPafBHTRH8sIsOHHHkyhytq/lBxwuBq0qnCUUoeGs6wKq7n40n1QOf55xg/hEHMLRF6I1qJHSp4r+FC2wLe6usO2aIyPDZWLN7/EWPwDn5U6FX58pLTC8S7qOSbf436xl7asUFuP+8tbU2tFjmi8V7jl9HQP9ydfQq5vPwM/5hUF7Woh2zuFaZm25k6VZ0DLPIER88D/2Ub9s4HFC0rvEAZkSkZEv8kDPAOLEsISNGfGYeCYaPpinX2X1SZat/tgk7l+sSSlFhbfvw7YcLM7tRhhSqtn+Z5LGUvEdk5Jk0wTeDV/o4YssukoZrhvXR4me50GdZ3Ex9Qb7nFHs+LuRGNCxQKj++lxOJsphL9oX8h+jFgg4SclfpRF037fiNL2QAb3hL8+Wetuc6cyi9G3ElcgPAnGyiLCU92srC5XkY4dZXVWIg74j6mQN72yYfu7Jb4Ve8zldvgoJ5FlzKqJ0KyFF1kucyOLoSKEyjMX4axLf1ZwtJMI2Wb0HznBZh3dR7tqFWrVcgWUnFpqrIk0YDpw7rs4iH2z6TEB3OeUAGDHEP9wUKnQh/r343fLQD8pQn/ZUJX8vcax9Aj3AOj7Wgf4vdbNNV1q2uNE3fcYvq5/GQfd8aFd5tP2AyjQ3qIAx6JH+m+kQQWufRX/V6cDjQV/t5UynxdCuZcLEN770QvU0wA0/eCLRrjCr6ZZV/05Vw6EASELAclqdM0AB73pjxnNUDGtLx9XcvoXd4dOtu2PNk0jCobhY2WqAomcMXzClbypQSlCNDxIpQ4IWG3czrvB+SmQ2iy5RU8E/2cmsub99OHoWCeVzPeEMNKQ07BSuuaujRtYDLfn4tB2/fK3mi+5X9ybd1ZJ7e89B2/p4Jb3a3TumDcI69KTKkM0hlapHRGOQUun6A3hi6uOuLbEskYftWX7cudW0hZWvEkdXrqkufjqb1MwPUV0OIPAnyiMzfeTVJLwfkGFZw9skeH9db/stH2LYO8pXIL8rMsqyz5ZPBwcNLlmiMTi9yvcxxvJefv6HobADFULjNYZh8sQk0WNVeNGKyo951fhf4e9JySA2P8UH4yBgJ5A8bon/eRPvyW6l6+ajZrkxZSuC4pPmeTPaNTJa3l2l4660WM+vD+iIZLTJHe55hE4aGO0FNtB8bT/TMG+gk3SKQ7YQJrs6AmZTIb6EYfk4HsjVsnxVBfy0Lp0SJJTASRgfndBkhSynXs0kpWZomrVqJVmg+bVxMmR/8rgsErblZ8ShSg1IAyGGyMsmFHJfWQMS3ExLs6f5qqwRSGUwruWfR0V+ecY2KtYDOOIoJFPDyiM5osh0EaNF2yF5FKPFBWTNWbq+BYp2bvjroLXuSBnrXWqolx/IoMlyp1GkzYzCx3O/VNd6u/tMTQZTnvrKLp05XEiaFO+pmKho8nvgzm8G0JRlEg5UkKbYrGGeEKq9YDy9YSxfEzTQOy/XP5pRgxUJSifunGENnHDedTJgGnZJHjgFA/5w9xcQEG0hH2WhqalCCYCns50++Y4wBWI+Q4WH+ou9mrpel2Rt9IK4CExUsnuTxzvVgeHh0vwd2+wDbN2hvbdkS1obtwuCuu8bnUxmKfvHysAvis+eSlw/bo9q+nXwS4RKYW5oa8aU4/2MZCn6BXhzr/msxgqvo7n+4s5IPR+1fK8VErzrtDon9eTVqsqV3muKXzcYvWMx8xW7iO2Fd4UvYhDfAOmGQqjktOPZm8p6bj/kK2eQx3F431UvKjSFjiGY0fgDTANjLigDe+I7axVyfxcE4aNgZMPPIyIJl31/2fPt9g3q/ESk47ngKo0ikQFmvyJaRcM8uOziXz+ZNg5RgbjvmiISWexbY9rnHbg7w8980JnwtgR94mV6715NuFdaQGMx17njbJl+CbwpuyML49keunnkqcqMq2ivWG3gCHti8zPgtKP99RMhmnxXPnaRkCHTQh1sEajcKw0R+po74P9oRCkN1M4jEvwek3FRLND1deU0AQmfgPQGc4nEEi0t8P6flx/u6WeJdBPBFHhUX1tsncz2SZXGAhnxiTkt3L4xx9KfanWPy0H8RFeqarSutkU4gVscxOCLQnMEJt7wAPgejUI0pkESX2KSYEQeaogqrLG05FpEa9MTIrHxi4fTgTUM83YMOcOEgxwDPoD0mAHA7mEEyQSBuGnVN+uSFCtZxbxp5/Nki4pSsMSplG+B6eoC23KjAJk/spgWIPepLpI/6C0nndFL8qgho1SVvoHEYjaWJcTre7BlAn/b5EFlYQhzOtH41c8oUxK+uZtZY/WRVMfmmFt5WvisMWvrlt201IG4pnUtruFJP39OBgmVtRYoc3aDatxa3Uwc7Y/nBann+ny1o0Hkzr0S2vh9lIRxUrDKnHfk8JCjEXnIFsMzdIAoNR+F0VB3kkmjxHPZk1Bs7hHLDveZ3rsUh28nxzCrVGoe/cCaq/hVQZT9/B9Acm2NdNi6h7OCGWiJNoYcp/oVJ6bfRLNkLwubrtL9lWqMpkFiZi3vYTTrzaWm/1VhAw1WfHSLrNIBvOvgnxlXGk/V7lsRKgk25uYxUju1KS+/5PGHta9LuYhUgnYGJWlm5IicHj90A7CjLZA3OUTTbiuuu3hJvJymKHMBWF9NJ84DfLQWVF0Otc3lmeCZ26LSjpYTFe7JXJTTZWPIwNyneTfvgt8RkaL881IUzwJ16HfEpGqVxEDxNDlrW3U2gz5tWvAzbeFFB8uRnWy9ms2IYiXGaxM8+TnVoEK7b5U0zkqE2fwKyjyzVgET68lOgmT4oz2m5bKBtJ8pFUtfn5H3Xt+wiotUHZ+D0flb2FX+aOJD8MVd9sPPS4fdTW5W0tTAsPRG9YzwTQZ0/FR9YNP+VysLBLE9AKhK2A1SLC8YvaeVtEv6K7zPN0r5c3U2aOdtwPhz5kLV7YcC619TYzvwaKj6vbyPzy800NHGBgphcHD2zv/5tOefOrkANTv6Wvs9PAk/kv8ZN55Uq63IcH5VHegyH+Q5uUDQtWvo+Odi5Z/9eXsjfPw/uYb9lByJNINoqIVcsVzbo1yIleV/eHDqxeJGZMimR4cmZ0tNc1gUglGplFgfPIoUA58+p2U3kzZoPsqOicDfNkq1GgwTewlxr6HPXvqxBNoodIGI8nuQBlpqtXVHSfhF6N9XeJLxwEoGtvjM9SXxgR+iRh3c/7094ty5z0EQ+P5OjFVWVngi4LGIfXLOqAiUJp7rVQiZ8iTm/u2gutTvmSrx9XLS1/eYQF5jPiZvNwhXDzTSsYcqfwQeua+5UXP3iVhavYol5uMP9yuwpOhYt4KtY6Ijao90xktQMmO0TptbOnKbvUZkCCOVupr31lT0Pc4rnGmWz7bUk8w1fZWENNPN0Dr4cX7OakES4pzRZ7D8Dw0jHC1MBJWP9nsJX+79ae4OlAYanPBGW3k0rE3ejYodRodhKOd65f0Pq7Sb6kwLomhn/xBbRs9FwmgnHB+m1ZkpGsyULlRT/osTTsfXmgaGX3ouXjbyvunRVZ2SjQUBhOlPVPYILy57ZwUtqsB6SPTb94+0tFG3A90RM+K5Lgw0bcZzBm01UetqjnG7grkJQTrRnpaWLbrr76/Yv+AT1raWEqDS1RHhC+WZZRKhVo9yRp1MhWVHmhCCPgmnIEtb6PSnSzWMqqiotz1z72iJaGik/uo3FAtMFQt7/0V3UFfALX6NYPkl9DFCsg9TMmAjYqOGfl7GRKtJgqy97OBayUsOHK2nuSlWHpBbWhtNaZBhINa8ckvWFJIDSyUA18B5DEmmCsArrMRAOAC75y1qPOs+MTn/40uQMlOmD9Fsk7y6PmujrjJEM7qyCyr7YVjT4yIqLj56F8Bl/vAOCC0remZ0BmZ/eyL0p+yZlcu5oCPbyT+3X1fDlCln1MBVMz8PRd0NsQ4l+PZUdXmafSufJ9lk2P+E4AP+B3AFe/J5lbv6JwN8NxJhohCfu7c5oo53LYXlbCknxlRb1sfnmmH4veS8XmOIc0zR5tR1tJupQXDMl2D8RsYxG9Q11fNPKCilBL2gWMTi/83tYdPKpIMf5Jz8zg9ZDLn/KZbl0U3O/mogIC6ueaHHL2LLU8sAvNN+9up/zGbd5ee2Q3wRDsGpCmo0dGk8+4zCN8srCkg5qKvjlvoW0oerj9ZmWC9qd7BdH1pVOuFAvumBqd3AOHnXTXX3rxQoAwPOyrGUV9hBgtqBjTpTsTYG3VUB9avXdLA4f9rddfzgio526mi+Hqyl2oVHqj9MPIO5mgr0Dydn2vjb5gO85M1ZtlNeO1sN3oyKQpLGfk1SiThIBb/gRVcRY3a7vyMDnlxH3ynndeN4NDYxHXnDKW5kX2tSMkpXh0jLiP11khe4d5M5PI74id9O/CjFfA2aP81zX7HZHWat83pmApZdUGOdgnZZJw+3RjNOePLW0mk59mEgNpQMBtSvhmai8xfiZK7vwTZq9meEZ1q5fanR0fLhYa1FJ1XhQDffTeGo0Fz1ZlSyciySm4iIzPR+hjf41QEyFfYotv2nqUzKF0Nw1QGRqT9hXfCO8wds2SCUeXQ/qXaMl9mPYdgBD1hfoE+EfJKl1DdoI0lTGGmmtw4OoB2qca0fsz/1wKY49yeKoq/I/8AYTagA2oZUjTGZva9rVsCR5Y12SGfGxLdWCo0fuYzYHRdDTPJUF5QIwOio+C3rKg2YdTUy3ksMDO4fbGrZgftwsd+i3Z1vHAHwEi1tzpGkqWg0Zc5Cf91H7ngUkkz8nx5+4AHqHsOmiZVYycyayiceWv9VVrSGKffthKWs/sliBsFASjKqIYrWkaA356xpOnEqMxGa4FaekPo0UrR2PDt8JjX1uCKiGJ3ywqa9/a4+flzLV2FGncZ8YxsuD3lXYRVM0MmVuS35McwYXSGOYXX1EPU+NP/jXiYjzVUaJFviEildkV7kzSduosb6azmUaRD5PLTycYed0upGKyRTg1bMtPlHgOLOT6lNkhA7oLx4vTtmSbLrOUotJj3NYepmBEnlqK8bbsqYRas2RLUxY4E+j27TH7z5X1i8Hw1uGsz+alKyusSufH2y3gLRBKNq22FVv7OZUKkqFu9E04zCk/Krw7RfOm56a6/qSVHcPLfsSN5t3c72FdgPqiG79Z6HH9K18IqA8GoZ6lfnGDeS72S1JgUm2UeAJWEkljrP9E4LGnFjUBV45zkb5smMrjcYXgFlRK5mYB41Joz86SmWcPx+KiAEVOifnW7E6KI+7wbMGF4fApTfjcCUYkNiUc8Sy8T+7ex22jh/uv1fKHO8USFKFMCneAjCH5yu4KQOfeTNAQhftwe40iBvqZpXS4hTYYcEsbWLsnQ2Zq3F3QoRsY4sc7W6PYnrWz68fwc587uYNDcAZ8PQCLyRVi+59KSv5bWcnJ+1vCp95Sd4A+eSXy6nREfWyCkqCkJiE5sw0IbTCYYAwvk+w5F4h4tf5S+/HPVBiWfOli6l4nkueu3hKNoc6Fsk5FjLa2FIO8cEcLvYqo4Kq7lxHjw7QhWuaZ+L/tYEPckiKAsPD7/gMULdZJZ8Oo/sh+Hu1sTMBqbt0BKDwWRd8VfY+d/AFXpDmyGj4DI349MeVo4WY2ZA3DgT5Fd2Ko1RJWducMe9rb5412b0//SkvUftRmadaqq9HvL/8B9NNzMo7fCeFMkDFXtuzdRD4NGl89j8UIIDANRPp8iJZ9+umHA9LnEg0tgpN/cNWcsod80q0Gm7V9jgjbXJepO1UxrqgLy66Yo4Cn/r8KBM9XDToX+HoeBeLNHR2L5O2KSV++ADumHg7WTXCmMGdCSuJFqdRwrsnvZ6AHE7ppkBLenjaDNXUP4XvXxswqZ7jYUE8bkNrsriaGAVNmmOBxjebzfrTSmGaMLnNsFTC97ly8vBXDhtxU3gHcSNKW6O4A1EpituH99P6O/lOolm+W2CeoW7eZQp78MdRJ7BrNWHSUE2jXK0UDW3vzoYcDE7uZXHREjSzCd08Mb7x3ys6qaOhTbpqcP36YPOVD4NIRJyWY4ydXRzS8KyYvSNW3GxFizxaPujDBdCNWHysqI7zDn3sTaLfMHsYU+IWzn79Mmtilg03W9n6fwBN2zvAYINSmnXmJ+89xyELPoj3aKXslGtGaciXFGNeQT2yJ0IMN3lpmurJLJifkR3fZz4xKQxUQa7IDL1s7mguRId6ZsL7u4KTDFHfdX9wFH+HurzJqNSkTJITjGHdeXnINIKeHc9UtD5jYY2TUWH2iwlEwMknrb97x5fYM12oa49STKYQM0YadfD+NxXr4sBpdmWUxc32yfl0gnpZ11tfmA1pzdVQinb8mWC5UWtGc/FyxUzBcVWDtU0BYQjxWyj3YnfSNd9vOESq5jU7Wkf5z/WDDzKVEjv8u2MiQ5XuzvZFCiPcPrd99ve6J1gJYkVLIxMuF27EyqFQTOjZB5FD0cNVkHq5nqct0tte52C3ZUqQw2EkX970vWMBFUtqPYO0s9b2yu/7bPtNXnspUcG7WtoZMiIwqkp3URv2TO6FjHFcnNhGQ/Miho0Pj5yit0dPxpsLg81XMcjEkA7ERFXAHIMU0GswfQR0Da7qPClPDuv7uuiTeO1PU+wFJ/lQVmIlkUylMik7tQgyoZBER5u7GZLxYX7dHJDgYqDtxedQ4+pFSyhrXA1b9DhkjmZgVl8qrkFOlbXXJQ1pk/RNriQo/vLzfGZBrI1RhyZblycMNMse+dcJZqueFImjedyV3AG83esNyJbeMAQFk5gzccCsywcb0B2mlZ5HkscblCGKtc6pxRdubhWtxkVGG8vdNprlD6IzCpenD/lY1lF61NzBdk4N6mNJr0fjG6KZQ2Z6d6XZOuaV3sGhFrj/oShcygZAbwdlcI9GYP7HUnpOZfgBCDW2M1PPFOV2aDqoPyh/HfXJ8LTy0hW8CiwLjnHlXHX29BoX9XFfGhG1QwcU8EdYKuvDZwG7DgGB9Taj6p54ZloNitT4vrBJsdB8QUq7OebYIekl12w91wWQjxNigQDRvtneFzM8ejG+15cbee/vZVbMfJYUv35kQRBUpBSdpc8kz4GlopnHH3WpBSNQXvbCm0IBaIteMb2+Oa8sg+bo/Kb1kIsCZpZqGQgS66dZhJpKCHIl+hD1jSIO4W65Q4Mpeh1wnMOXs6TqM70Q6cTieBZzelVP/YQDveG6i8/Hmmd47EdmoYvKINoVu0avjUHVNNpf8amm8ZSVeeZdiBwPg5MyqeAjbw+ecJi4wzqxlpCEud6jctTJEVxfdU121x9RT9dqzBCM78RxtfZNPxZiuzcr+ndGgIEtTI0Vx2EKYYTJGm3kcq7l5QHRSpN3c8l57sW3ii1jAEGR9CdS1UJb+hGOmQphW99clfrC7tfXCulOcBMNZvaPVYhgl5MAIVV8/XXTThmhvWmDs3997lLTaoSmoQ0unYgVOZTSJEghKUYi/0MK5Ql/TQh7oruEi2Qe91SwtV+8AtLItCH382RfEhwtwUPVEMai+Uy6HfWCfTnvyncjPoUciO1E5rqlZd4D3H+G+tWaQ3m/seKKtgzN1SqwYob4w9lnhpUFdpB+SlXn845+8o/GHvhitwB89bJmVgWns9BZT53EZ48kUN0P3cfQSZdwb10N9O7lOejsdjCYYNEjstF7YbeIScMOSlHoKIMUnaGC7IDe4vMULQThpszZf9u73mnAW5c17AmGWS+r1PGHR5VmoHbBHTpA/Wq6HG3lHDmih0GbMN44uTxjLYOYvb3dN3NL18FTIdxf/529b/9v3rT22GE6tAq57gpIOI/u118B0tTWszChywpXiFEKcGm9xqubAUkqqhb+TBj5Et3IuveVDydiuXWApxk/NlTc/spN6A98m+tHHK4mtL08zXCsKKYZTBv52IY2kmmD8YyeZ6eJmSITPCFDGuwNsfnnTEF19u0a/orltyhTfhDJ4J6y/ZZXI/BZPnjOP+9zP99Xs0Q22DiiaEiU1TPTAdqr2ceHK9DO0LMzdna2sNPVzaHKdE5Ol+/OjzDI/Gp+zeGLqV06u0eyOXcM4uMfkGMGGrvPp+9XbWkjqJ8mVjlMkQhTwLh7ydPFcYDmzDt85U8SqRYBPuIZXXWF3gGBuA4WJ06GKAuwt7pxIQD1Pkfmphe4a23JQRtl0tbRTRHFrXUJFO/g7j0qfQ7B3Me7eRsRzA6RvVBHtZnt7+8IO+iT1luRP6ffV0DLl85Pktht3B243yEjmpjN4UYOotTjIv+nL9XtVjDdaauBKpfAOMEDpEWZ8lSz3bCYwcH6Ato8qUu/dGquRlM+MtCCvc/rzUpkMRHishU31Zi8hVvGHNGV4+Rqk5fw9RvVt3bpKCVXAj8BeioNmTiGZngejMkaGjm4rkpPczHaq1zcV+pW16m+BUqurPyd49uO2ples6saNF/goLw1bNa2qdXPSNc3Utb5xEPxO/ldZX/ZrSrQD0Uj5J5g+ixwoFO6Ahvn8UJl4bDbuYLaAfAX7pR/vmPdE/IXn65b9QtbmPIjPP+muL4bSE1W4HPM4areehNA/y78u9Vmit9SBTXUeGjnJvRqKnq/vNTcY5nZGArEYLd8j8WfhFn8oK/uXSu851aM9Y/NyMLb74/f4a3mIXN8KNO97fnBtf0e2w+V213y28ZcuNk7tEtPMwsdRJVHpl72CsesmIcrQRgqCby9Ut1i1SBKL8KEimHdIy+c/tC7uWd++IiS9n1tw9mC0+ERS4vTlCJFZ7lgIYQ5UFU25E04JIu1hfT/AVF/w3sL2z1VgVDqZ/D6r3/rrZv6JnDJKepiTJmUOy2gf44M7gKa80Z9CSlRDSbXIEVy/UiABqUYzTrncwhAPx0xo1ACJmzisj7kgQEPbafahqWfK1JCzYaaRXBaXa6N53/aNMtkWTjl6qXSGEWLJWMoBgRDFLeYJRYoxPAMWAFMRsT24Co3/ycldM0mgyqyVP0WnGoydd+eNUtoRlx8SFBaeneDKMevsOCe75g13up1SRun44m54li4u3gFGrpQHxRJWDu0/s2Jf13H8ON3/HqkNf1r8hyx9JvOlHfS3SNF2FSI7OpDsDSvfgHituUePxGKdtDl82y2n4I2EYHUcgDPleXkNiMXr4Ra0n38rPty9d7O4t10sCq6Juh5gb+H7dmN6DUJsDHTT9/eQoHm/lo3Q9mTWDG0+5f8zVeoWl24Z/zWPMW2I4nQBn/vlu2WAMg9cCtG7kjewFTuUmmBL1NqtMFRIhSn6NFJn2719B1hesXknXQQnajPPeEMIT+N0SxpSlxcwlQxlRYroIrO6PasmkOwxLRijG410259r1m7o/CPHKeKvbDp1qouBLvxc7UlN2k6wXbeNCtRIkhI3RP0bk2hyubtsUHuHbB1MYY2ymsjSXXB8yE+qOdZ4mcZTkrMv6dCHYJhNAR2dnYgVqNyH2XpYaDU5VnmeXyw1tRBJV6RB3BsYMyS5Wt3+UFxmjZ4APfGBGROACleE542Pu3egkGGVx+Ki1oleujszcb0iRXWCkeHWY83o6HmTfS7TDHFwIsUlCTKzsIQ89bh1jMs88GkgXAhhTZun9RWo2TFhLivELkIBYtHFS6ib7lmefITWvshK3FoDDazTLR72cCwPPF3MRKyZjAw0MwvIPPW4A7xIbjYBpmly16WTJc0CS5wTHmduusicuuQjyNRfYEpKMO8Nv3R19zZ3zTYojb1i1fAkGfitkLnynbHCbMttxyXLbn+8eHAe50bpPmor37J7XtkOhS8fg7055w9vmbBSCz4Ba+Qgk/lA7upcpx8yM76ClE/ceRZ30RbF0SxU9vxJ3zOxTfe3vmorUDe8abzltFxfBjmd3wEo4Y7ShuZ6teXuDTNuMNGi0mlZ83q7qa6pndHfEg671qjy+JvgsP5bmmi4M1Lf9HluoOUJGVQZ1RijERR1r9lWtLe8oZ4re6L75mjeBEejeqrx5poRpqVTojvAw1LU98bisNkweQMqy7jAVYO4Nwnrqh45M7SB3ZJPfSdm11gYjt45XzoO6JivgKiGRgmQOzSGKg//ZwsP7kWpNM/cD11JUYb1WkP6a+BGQrgDEU2Y825xj+ySg9P6+gswnlePldyjiBayI5YQciyn6YXuPcs+izHr3cxTJuFpj3sXstWb2M91TNp0hI7pfnR0WM38TpI/ATwrl6LNkDVJ/BcH++v2VydbxZbtasdWTJefopHbeaHIfBt3cCAwbmbfpxFxMwR+GeJSpJKyqzb2ZTgt7CzEAa6UmQPVpIb4W0vuk1H1ka1llpdYku8OkXo0TeANzbyIGnRm5Hq079oBk1debbFA80X2ut8BElakURZZ83D3Gk+6Is+2GI4qa9CipZkbt3VqbIoUR55kvqHN858PMeSkY1X78tYLbRVTax0JgX/l/VMzzJS54220cT9xma3jS8od/4j7vmcfnycHuGZGsFaWIIsYoWQomej59otFNrHFHjHMNxWrvRHQvdLkRmF1OYkC3ika1hJ+8HVbUcdr9KkDuitbyow2HLb+0Ut7JtLAE6NlKzHv/UAj02ml5LlBa2VQPA1t4pRDxuD9ZIYN5k1HHjVAg+shGaYxI4N9bb7EmDfDZ/r5uoGzijLkWAOXGZl1h+QPREyQDqlhE6d0gUwa5b2eLqQIwWDQil1n24NZxO1KmUGhuciHS1RoxXM9cAEn4WeJWLexASLua4UvBNPnF8FpHgeQdodxz3Lwg/JChy6Ibww9WfvjKmLvLG3FSrcVpBTXcD0/ycov/a0OtPVihT3y7RMsO81QwAlBuJPMeZtjzTCL8Cgop5dfw/2B/CjPB2C9YG1rSI/wkvRTec/8I8gq5rXunLdxnRM8p71GOURomPtUp3+OJTOEEXjpklbuKT3T8ooJdCSFihFKHKiFtM+uHVqvr1+2Ftjqu5wus26fWcXkzsrwDKIVcm7npHvMtR0jcFeUOKGisSOFxETuSAWHxto92cnOwByhT3tGnjz/YCzuTbQUY81AtzTJ1ZwB1UEB7AVkeHfjBbojsYFDm6Otd6lNus3kpSi3tTGDFok0pa6kSu7NVv/cE+sd4AfTvxJIMXa37A1yuHc9xseTeeKn15K55w0v+qghYOQHZ6yZU7ikhrOtiLko4zpiWwGpR5+yq/zbgYD+zXsPflzmiTWj01OD5sG6DCs1Wm4H82YSHVmatEwTKkHf98Q4B3kbiTK9D6Cy93osdiA3Y/BKe64+4GA0R/smv+YgRVG+E/nM9etZRaFWlPSIv0Jvho+GHvGN37UsVuLH3w2cP8nApR6e+fXfz7rQrIOm8Tct4dL5TmhA2nizVDnq0vNBlBu2lCuFv4r6U9k1FZQVdXHEt1Xvi/BNLm9tR31vQZ0NduQtw+Mp9kFqszHNp3ui1Bcwwu1M421XMoFIKeZdwjkFg0Xs02uhsPnOjr4D+vQ5hEGiiMmqRqLtvE+gNvQJMpmwNzZwisp65iHV4/bYoXQvVcZkWsZ6pyRhO/bnUOOvi+WfW2MR8A46JfY5r8WJo7MG6PN880LQj9wna4UUdrq930Pho2XDYUKeStzZm7+/JdutWewrcWQ/Rz9LuCpoSHKY//vU8toOVnwQkVbyzJ4ZyVlGJYkvOBQ7y7RbUeV+ZfnL6qCHUdaiYDax/rFN/vWa0uMIQ5b4NuLhF1PuYPCuWrP9/OegzUDmsfr62SX9hFNvCaf5ExNKj6prpc1cFs8wtvVpruoUyl0lbEjLOI94tbYT4LLoGVra9HSkFKqRcgZaotZdcG7J9Q5vYbPOueQT5lBblXsYxy5r6kejKSccWIvqpNxSTlZibdG3V5oSS3Tugi/W1Sd/c4gQTZi5KYEukAtM6Dg8jwKjSjvjNMVWCAZTkfaIejmNdvgCs35Lz3xb4kRppPPHutuXWlpETVUr1rT3kmPz0h5mHFZ2B4h8g2WYD0xlg4Q/z6PKGxpuCJyAvfYJ5KxyXy2fWo/7xB4e11+th8MwKZAL/In+TPA3/5oI43+hv3gr5iHfnuEr995b0RiRGttDKwZUCzUY6mFHPQ4NN1/yBuXKj7wyMnOA2amyTPlSfkkrg98BJsixLLqbY17K7gZxV+V5xj0FzB5sVItHPgHL5tIHf2O1Uge+b4EynTImQrhe/JaqI+L/YsvzsDVO+XPjcqoGmj5atEdg2cPgUfZbR7TlgKd3+bqnw9MnPItw6mJcti6aei8gWpwsgyvaNctF7Sds7Q6A27u5Mx2VVycfGwX3q7X+aWUJSURsM7HB8PNdZRamemqL1zx3Shd94Fkp0tk4H8Zox4XTtaV1f+fOviJH7P8/dFXXHQDDGdNLE456xh6bp5F1PNtXg7VfUPrxgz78iA+T3NiW+wgnLSsalvv5AEgmduxj8/h5OCHtzdd7dqP492X35t0tC8SfAddaLj5MMMvutHRiFzJn00mkIFWnKqv5sTqay2zF3GWjlYPgexHKqPfn7urWo6YGTOOA0Dk7vbUNOOC6LMJ30ehUv3RwSvh0hCWOivv3JDeRgOTk/rOTsRuFTdrffd1SmmjbBMP7ZSkFX2l9tRfSPid7glRQeSADFEzOJ+EIzIdKXDavyuXeBGA6tL+iyeNLOjsjnl0pkoWzFpx+c5BaHWiN1Upb/aQJGGMbMZ8Y8eYd86FYOlW9fgm17VpQdktlwD5JWdzEPLuw6Z6DgqRx5U3y66e4dE6KNYA36xjvyDFx83TNQppHJiYFKgobkYW0P5wwrysGPv2yqT+aOq6v3VhxX/IvfrkUNodrOf01SkXRULqoy+VmHskbQmhPvpDHHnnkdXjYIF3vah6r3yXx4evnJZncF1NSYMRyxzPDBTmCdZHt2B3XZPhn3jPf5YtNJ3ZqKN3F4puNuNbEetYi0OzfxoeXQlUYnRHQSlpPB0vTiJ9fve62RECMjG5wFpU1Y5LMv2eZ108xPeyPIK6gH9DgYHcvmezUwR7RhR/7Fol7DYeIv3Hv+Nd50vnLQhxX0NmCjRkxcbhjMsqPVCuXE4WqOr8ELHBY6r94jmtknCcjoORkxg3JrAgQwB082OmsVUx9oO3Xt+6BMttbqjIv0m35DHPOOly3fjInHgWieaHT/DCBYSt+ViRNqll3p3MaJ7rsYg20+b3x4dDYLNYZ2XFGkM48qI+4se+IKXDJnkixGhH5mkGRy23wJM8UZBwY8FtR7vpxaOIgk03HVr3P9bDhqi0w71mK8N8Csf7p2s7Rhs7dZK74917pL2MUdQ6nhaO0+GTREdD4rZDDowAyk4GBHpF5b6WFcg8HS33Bc+8XOpryRLz+n3pePzSXGGfkphK2z2zHw0yD2iLKs3yZE8uoLfqhX9uFGLBtKeIpTuaYdANRd9kxFhEShRNIxU0s5gAVi/gdAyVH6k7oc6vP9HbsLuRdmLY1x/8LyVabcUQ/gh/qvBP76JiMzeU5dQjAeS5rrsy89ZVyjeQPoi0iF+BmyKbhbOquKj4hdJxC5+xWlv4y6Yt1RGbmB9x/b2+JbGvNMeFb//79+xVsSncKE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<firstDynamic>1</firstDynamic>
</a11:DynamicStepProperties>
<a11:DynamicStepProperties id="ref-286" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a12:DynamicScanDelayMode" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a11:DynamicStepProperties>
<a11:DynamicStepProperties id="ref-287" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a12:DynamicScanDelayMode" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a11:DynamicStepProperties>
<a10:SingleScan id="ref-288" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-115"/>
<scanProcedure href="#ref-310"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-311"/>
<geometryName href="#ref-23"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<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>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a11:DynamicStepProperties id="ref-289" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a12:DynamicScanDelayMode" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a11:DynamicStepProperties>
<a10:SingleScan id="ref-290" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-115"/>
<scanProcedure href="#ref-313"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-314"/>
<geometryName href="#ref-23"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-315"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a11:DynamicStepProperties id="ref-291" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a12:DynamicScanDelayMode" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a11:DynamicStepProperties>
<a10:SingleScan id="ref-292" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-111"/>
<scanProcedure href="#ref-316"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-317"/>
<geometryName href="#ref-27"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<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>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a11:DynamicStepProperties id="ref-293" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a12:DynamicScanDelayMode" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>2</dynamicCount>
<firstDynamic>1</firstDynamic>
</a11:DynamicStepProperties>
<a11:DynamicStepProperties id="ref-294" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a12:DynamicScanDelayMode" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a11:DynamicStepProperties>
<a11:DynamicStepProperties id="ref-295" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a12:DynamicScanDelayMode" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a11:DynamicStepProperties>
<a10:SingleScan id="ref-296" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-319"/>
<scanProcedure href="#ref-320"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-321"/>
<geometryName href="#ref-30"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-322"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a11:DynamicStepProperties id="ref-297" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a12:DynamicScanDelayMode" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a11:DynamicStepProperties>
<a10:SingleScan id="ref-298" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-323"/>
<scanProcedure href="#ref-324"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-325"/>
<geometryName href="#ref-31"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-326"/>
<useViewingProcedure>true</useViewingProcedure>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a11:DynamicStepProperties id="ref-299" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a12:DynamicScanDelayMode" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>0</dynamicCount>
<firstDynamic>1</firstDynamic>
</a11:DynamicStepProperties>
<a5:ArrayList id="ref-300" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-146"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a11:ScanProcedure id="ref-301" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-327"/>
<methodDescription href="#ref-11"/>
<name id="ref-328">SURVEY</name>
<anatomicRegion href="#ref-11"/>
<anatomicalRegion href="#ref-11"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-329"/>
<lastModifiedTimeUtc id="ref-330">2/3/2014 11:56:13 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-331">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a11:ScanProcedure>
<a3:HtmlItemDescription id="ref-302" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-332"/>
<htmlDataBuffer href="#ref-332"/>
</a3:HtmlItemDescription>
<a11:ScanProperties id="ref-303" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-333"/>
</a11:ScanProperties>
<a11:ScanProcedure id="ref-304" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-334"/>
<methodDescription href="#ref-11"/>
<name id="ref-335">B1_calibration</name>
<anatomicRegion href="#ref-11"/>
<anatomicalRegion href="#ref-11"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-336"/>
<lastModifiedTimeUtc id="ref-337">5/30/2013 7:52:41 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-338">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a11: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-339"/>
<htmlDataBuffer href="#ref-339"/>
</a3:HtmlItemDescription>
<a11:ScanProperties id="ref-306" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-340"/>
</a11:ScanProperties>
<a11:ScanProcedure id="ref-307" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-341"/>
<methodDescription href="#ref-11"/>
<name id="ref-342">T1W_FLAIR</name>
<anatomicRegion href="#ref-11"/>
<anatomicalRegion href="#ref-11"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-343"/>
<lastModifiedTimeUtc id="ref-344">2/3/2014 11:45:21 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-345">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a11:ScanProcedure>
<a3:HtmlItemDescription id="ref-308" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-346"/>
<htmlDataBuffer href="#ref-346"/>
</a3:HtmlItemDescription>
<a11:ScanProperties id="ref-309" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-347"/>
</a11:ScanProperties>
<a11:ScanProcedure id="ref-310" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-348"/>
<methodDescription href="#ref-11"/>
<name id="ref-349">STIR_longTE</name>
<anatomicRegion href="#ref-11"/>
<anatomicalRegion href="#ref-11"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-350"/>
<lastModifiedTimeUtc id="ref-351">7/31/2013 3:04:56 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-352">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a11:ScanProcedure>
<a3:HtmlItemDescription id="ref-311" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-353"/>
<htmlDataBuffer href="#ref-353"/>
</a3:HtmlItemDescription>
<a11:ScanProperties id="ref-312" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-354"/>
</a11:ScanProperties>
<a11:ScanProcedure id="ref-313" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-355"/>
<methodDescription href="#ref-11"/>
<name id="ref-356">T2W_mDixon_TSE</name>
<anatomicRegion href="#ref-11"/>
<anatomicalRegion href="#ref-11"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-357"/>
<lastModifiedTimeUtc id="ref-358">2/11/2014 2:45:04 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-359">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a11:ScanProcedure>
<a3:HtmlItemDescription id="ref-314" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-360"/>
<htmlDataBuffer href="#ref-360"/>
</a3:HtmlItemDescription>
<a11:ScanProperties id="ref-315" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-361"/>
</a11:ScanProperties>
<a11:ScanProcedure id="ref-316" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-362"/>
<methodDescription href="#ref-11"/>
<name id="ref-363">B1_calibration</name>
<anatomicRegion href="#ref-11"/>
<anatomicalRegion href="#ref-11"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-364"/>
<lastModifiedTimeUtc id="ref-365">5/30/2013 7:52:41 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-366">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a11:ScanProcedure>
<a3:HtmlItemDescription id="ref-317" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-367"/>
<htmlDataBuffer href="#ref-367"/>
</a3:HtmlItemDescription>
<a11:ScanProperties id="ref-318" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-368"/>
</a11:ScanProperties>
<a5:ArrayList id="ref-319" xmlns:a5="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-146"/>
<_size>0</_size>
<_version>0</_version>
</a5:ArrayList>
<a11:ScanProcedure id="ref-320" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-369"/>
<methodDescription href="#ref-11"/>
<name id="ref-370">T2W_TSE_DRIVE_HR</name>
<anatomicRegion href="#ref-11"/>
<anatomicalRegion href="#ref-11"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-371"/>
<lastModifiedTimeUtc id="ref-372">2/28/2014 5:53:39 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
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<SOAP-ENC:Array id="ref-329" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-383">Spine</item>
<item id="ref-384">Lumbar</item>
<item id="ref-385">SURVEY.Protocol</item>
</SOAP-ENC:Array>
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<a11:ScanProcedureConfig id="ref-333" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-386"/>
<allowedGradientChains href="#ref-387"/>
<swOptions href="#ref-388"/>
<hwOptions href="#ref-389"/>
<coilOptions href="#ref-390"/>
</a11:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-336" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-391">Calibrations</item>
<item id="ref-392">Calibrations</item>
<item id="ref-393">B1_calibration.Protocol</item>
</SOAP-ENC:Array>
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<a11:ScanProcedureConfig id="ref-340" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-394"/>
<allowedGradientChains href="#ref-395"/>
<swOptions href="#ref-396"/>
<hwOptions href="#ref-397"/>
<coilOptions href="#ref-398"/>
</a11:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-343" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-399">Spine</item>
<item id="ref-400">Lumbar</item>
<item id="ref-401">Sagittal</item>
<item id="ref-402">T1W_FLAIR.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-346" 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<a11:ScanProcedureConfig id="ref-347" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-403"/>
<allowedGradientChains href="#ref-404"/>
<swOptions href="#ref-405"/>
<hwOptions href="#ref-406"/>
<coilOptions href="#ref-407"/>
</a11:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-350" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-408">Spine</item>
<item id="ref-409">Lumbar</item>
<item id="ref-410">Sagittal</item>
<item id="ref-411">STIR_longTE.Protocol</item>
</SOAP-ENC:Array>
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<a11:ScanProcedureConfig id="ref-354" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-412"/>
<allowedGradientChains href="#ref-413"/>
<swOptions href="#ref-414"/>
<hwOptions href="#ref-415"/>
<coilOptions href="#ref-416"/>
</a11:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-357" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-417">Spine</item>
<item id="ref-418">Lumbar</item>
<item id="ref-419">Sagittal</item>
<item id="ref-420">T2W_mDixon_TSE.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-360" 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</SOAP-ENC:Array>
<a11:ScanProcedureConfig id="ref-361" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-421"/>
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<swOptions href="#ref-423"/>
<hwOptions href="#ref-424"/>
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</a11:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-364" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-426">Calibrations</item>
<item id="ref-427">Calibrations</item>
<item id="ref-428">B1_calibration.Protocol</item>
</SOAP-ENC:Array>
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<a11:ScanProcedureConfig id="ref-368" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-429"/>
<allowedGradientChains href="#ref-430"/>
<swOptions href="#ref-431"/>
<hwOptions href="#ref-432"/>
<coilOptions href="#ref-433"/>
</a11:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-371" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-434">Spine</item>
<item id="ref-435">Lumbar</item>
<item id="ref-436">Transverse</item>
<item id="ref-437">T2W_TSE_DRIVE_HR.Protocol</item>
</SOAP-ENC:Array>
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</SOAP-ENC:Array>
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</a11:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-378" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-443">Spine</item>
<item id="ref-444">Lumbar</item>
<item id="ref-445">Transverse</item>
<item id="ref-446">B_FFE.Protocol</item>
</SOAP-ENC:Array>
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