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<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-313" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-766"/>
<scanProcedure href="#ref-767"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-768"/>
<geometryName id="ref-769">COR</geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-770"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-771"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>5</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-314" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-761"/>
<scanProcedure href="#ref-772"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-773"/>
<geometryName id="ref-774">1</geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-775"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>5</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-315" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-776"/>
<scanProcedure href="#ref-777"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-778"/>
<geometryName id="ref-779">MRA</geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-780"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-781"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>5</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-316" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-782"/>
<scanProcedure href="#ref-783"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-784"/>
<geometryName id="ref-785">AX</geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-786"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-787"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>5</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-317" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-788"/>
<scanProcedure href="#ref-789"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-790"/>
<geometryName id="ref-791">rtra</geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-792"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-793"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>5</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-318" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-794"/>
<scanProcedure href="#ref-795"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-796"/>
<geometryName id="ref-797">Renal</geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-798"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>5</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-319" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-799"/>
<scanProcedure href="#ref-800"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-801"/>
<geometryName id="ref-802">b-cor</geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-803"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-804"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>5</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-320" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-805"/>
<scanProcedure href="#ref-806"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-807"/>
<geometryName id="ref-808"></geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-809"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-810"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>5</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-321" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-782"/>
<scanProcedure href="#ref-811"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-812"/>
<geometryName id="ref-813">AX</geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-814"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-815"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>5</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-322" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-782"/>
<scanProcedure href="#ref-816"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-817"/>
<geometryName id="ref-818">AX</geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-819"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-820"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>5</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-323" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-821"/>
<scanProcedure href="#ref-822"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-823"/>
<geometryName href="#ref-24"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-824"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-825"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>5</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a11:SingleScan id="ref-324" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-782"/>
<scanProcedure href="#ref-826"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-827"/>
<geometryName id="ref-828">AX</geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-829"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-830"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>5</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a8:ArrayList id="ref-325" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-831"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-326" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-832"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-327" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-833"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-328" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-834"/>
<_size>1</_size>
<_version>3</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-329" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-835"/>
<_size>3</_size>
<_version>3</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-330" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-836"/>
<_size>7</_size>
<_version>15</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-331" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-837"/>
<_size>1</_size>
<_version>3</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-332" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-838"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-333" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-839"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-334" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-840"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-335" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-841"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-336" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-842"/>
<_size>1</_size>
<_version>3</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-337" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-843"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-338" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-844"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-339" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-845"/>
<_size>1</_size>
<_version>3</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-340" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-846"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-341" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-847"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-342" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-848"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-343" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-849"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-344" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-850"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-345" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-851"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-346" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-852"/>
<_size>3</_size>
<_version>3</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-347" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-853"/>
<_size>3</_size>
<_version>11</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-348" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-854"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-349" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-855"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-350" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-856"/>
<_size>1</_size>
<_version>3</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-351" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-857"/>
<_size>1</_size>
<_version>1</_version>
</a8:ArrayList>
<a8:ArrayList id="ref-352" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-858"/>
<_size>1</_size>
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<a3:HtmlItemDescription id="ref-451" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-961"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a14:ReconStepProtocol id="ref-454" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.DelayedRecon/philips.pmsmr.examcards.delayedrecon_cs">
<protocolData xsi:type="xsd:anyType" xsi:null="1"/>
<stepType xsi:type="a19:ReconStepType" xmlns:a19="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Methods.PdfInterface/philips.pmsmr.methods.pdfinterface.interfaces_cs">MipMprSeries</stepType>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-808"/>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<reconStepProperties href="#ref-963"/>
</a14:ReconStepProtocol>
<a3:HtmlItemDescription id="ref-455" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-964"/>
<htmlDataBuffer href="#ref-964"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-457" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-965"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ImageAlgebraPackageProtocol id="ref-460" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>1</weight>
<thresholdLinked id="ref-966">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-967">1</sourceDV>
<viewAreas href="#ref-968"/>
<rangesLinked href="#ref-969"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-970"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-971">CS 3D MRA CE</outputSeriesName>
<prefixes href="#ref-972"/>
</a15:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-461" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-973"/>
<htmlDataBuffer href="#ref-973"/>
</a3:HtmlItemDescription>
<a12:PicturePlusPackageProtocol id="ref-463" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.PicturePlus/philips.pmsmr.viewingprocessing.pictureplus.protocol_cs">
<smooth>20</smooth>
<edge>20</edge>
<presetValues xsi:type="xsd:anyType" xsi:null="1"/>
<protocolPreset id="ref-974">20?20?20?5</protocolPreset>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-975">DWI_b50/b400/b800_4m8s</outputSeriesName>
<prefixes href="#ref-976"/>
</a12:PicturePlusPackageProtocol>
<a3:HtmlItemDescription id="ref-464" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-977"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:PicturePlusPackageProtocol id="ref-467" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.PicturePlus/philips.pmsmr.viewingprocessing.pictureplus.protocol_cs">
<smooth>20</smooth>
<edge>20</edge>
<presetValues xsi:type="xsd:anyType" xsi:null="1"/>
<protocolPreset id="ref-978">20?20?20?5</protocolPreset>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-979">DWIBS_3m</outputSeriesName>
<prefixes href="#ref-980"/>
</a12:PicturePlusPackageProtocol>
<a3:HtmlItemDescription id="ref-468" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-981"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a16:MsvProtocol id="ref-471" xmlns:a16="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">
<fusingMode xsi:type="a16:ProtocolFusingMode" xmlns:a16="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">Smooth</fusingMode>
<processingMode xsi:type="a16:ProtocolProcessingMode" xmlns:a16="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">None</processingMode>
<rows>3</rows>
<runningAttributeTag>536940554</runningAttributeTag>
<description id="ref-982">Default MsvProtocol</description>
<startindex href="#ref-983"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-984">MobiView V SagMPRDWIBS_Cor</outputSeriesName>
<prefixes href="#ref-985"/>
</a16:MsvProtocol>
<a3:HtmlItemDescription id="ref-472" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-986"/>
<htmlDataBuffer href="#ref-986"/>
</a3:HtmlItemDescription>
<a15:ImageAlgebraPackageProtocol id="ref-474" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-987">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-988">1</sourceDV>
<viewAreas href="#ref-989"/>
<rangesLinked href="#ref-990"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-991"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-992">mDIXON IP</outputSeriesName>
<prefixes href="#ref-993"/>
</a15:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-475" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-994"/>
<htmlDataBuffer href="#ref-994"/>
</a3:HtmlItemDescription>
<a15:ImageAlgebraPackageProtocol id="ref-477" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-995">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-996">1</sourceDV>
<viewAreas href="#ref-997"/>
<rangesLinked href="#ref-998"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-999"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1000">mDIXON OP</outputSeriesName>
<prefixes href="#ref-1001"/>
</a15:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-478" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1002"/>
<htmlDataBuffer href="#ref-1002"/>
</a3:HtmlItemDescription>
<a16:MsvProtocol id="ref-481" xmlns:a16="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">
<fusingMode xsi:type="a16:ProtocolFusingMode" xmlns:a16="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">MergeSeries</fusingMode>
<processingMode xsi:type="a16:ProtocolProcessingMode" xmlns:a16="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">None</processingMode>
<rows>3</rows>
<runningAttributeTag>536940554</runningAttributeTag>
<description href="#ref-982"/>
<startindex href="#ref-1003"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1004">MobiView V TraMPRDWIBS_Cor</outputSeriesName>
<prefixes href="#ref-1005"/>
</a16:MsvProtocol>
<a3:HtmlItemDescription id="ref-482" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1006"/>
<htmlDataBuffer href="#ref-1006"/>
</a3:HtmlItemDescription>
<a13:VolumeProtocol id="ref-487" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<generateOrthogonals>false</generateOrthogonals>
<propagatePrecedingDynamics>false</propagatePrecedingDynamics>
<propagateFollowingDynamics>true</propagateFollowingDynamics>
<dynamicsRangeSelected>false</dynamicsRangeSelected>
<startDynamics>0</startDynamics>
<endDynamics>0</endDynamics>
<currentPoint href="#ref-1007"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>true</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>false</singleAxis>
<renderMode xsi:type="a13:ProtocolRenderMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description id="ref-1008">Default VolumeProtocol</description>
<isHighRButtonChecked>false</isHighRButtonChecked>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-1009"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1010">V2D_bTFE_RT</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a13:VolumeProtocol>
<a3:HtmlItemDescription id="ref-488" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1011"/>
<htmlDataBuffer href="#ref-1011"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-491" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1012"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-493" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1013"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a13:VolumeProtocol id="ref-495" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<generateOrthogonals>false</generateOrthogonals>
<propagatePrecedingDynamics>false</propagatePrecedingDynamics>
<propagateFollowingDynamics>true</propagateFollowingDynamics>
<dynamicsRangeSelected>false</dynamicsRangeSelected>
<startDynamics>0</startDynamics>
<endDynamics>0</endDynamics>
<currentPoint href="#ref-1014"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>true</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>true</singleAxis>
<renderMode xsi:type="a13:ProtocolRenderMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">Average</renderMode>
<description id="ref-1015">Default VolumeProtocol</description>
<isHighRButtonChecked>false</isHighRButtonChecked>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>false</volumeAngulations>
<stations href="#ref-1016"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>3</actualOutputs>
<outputSeriesName id="ref-1017">VolumeView</outputSeriesName>
<prefixes href="#ref-1018"/>
</a13:VolumeProtocol>
<a3:HtmlItemDescription id="ref-496" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1019"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a17:DiffusionPackageProtocol id="ref-499" xmlns:a17="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.DiffusionProcessing/philips.pmsmr.viewingprocessing.diffusionprocessing.protocol_cs">
<brainMaskEnabled id="ref-1020">Y</brainMaskEnabled>
<BValue>1500</BValue>
<threshold>2</threshold>
<maskDefiningImage href="#ref-1021"/>
<thresholdStatus id="ref-1022">Y</thresholdStatus>
<outputTypes href="#ref-1023"/>
<bValuesToUse href="#ref-1024"/>
<seriesIds href="#ref-1025"/>
<currentSeriesId id="ref-1026">0</currentSeriesId>
<windowWidth href="#ref-1027"/>
<windowCenter href="#ref-1028"/>
<rescaleSlope href="#ref-1029"/>
<rescaleIntercept href="#ref-1030"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1031">ADC</outputSeriesName>
<prefixes href="#ref-1032"/>
</a17:DiffusionPackageProtocol>
<a3:HtmlItemDescription id="ref-500" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1033"/>
<htmlDataBuffer href="#ref-1033"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-502" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1034"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a16:MsvProtocol id="ref-503" xmlns:a16="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">
<fusingMode xsi:type="a16:ProtocolFusingMode" xmlns:a16="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">Smooth</fusingMode>
<processingMode xsi:type="a16:ProtocolProcessingMode" xmlns:a16="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.MultiStationViewing/philips.pmsmr.viewingprocessing.multistationviewing.protocol_cs">None</processingMode>
<rows>3</rows>
<runningAttributeTag>536940554</runningAttributeTag>
<description href="#ref-982"/>
<startindex href="#ref-1035"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1036">MobiView V FullMIPDWIBS_Cor</outputSeriesName>
<prefixes href="#ref-1037"/>
</a16:MsvProtocol>
<a3:HtmlItemDescription id="ref-504" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1038"/>
<htmlDataBuffer href="#ref-1038"/>
</a3:HtmlItemDescription>
<a12:PicturePlusPackageProtocol id="ref-506" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.PicturePlus/philips.pmsmr.viewingprocessing.pictureplus.protocol_cs">
<smooth>20</smooth>
<edge>20</edge>
<presetValues xsi:type="xsd:anyType" xsi:null="1"/>
<protocolPreset id="ref-1039">20?20?20?5</protocolPreset>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1040">VTFEPI Renal MRA_1m54s</outputSeriesName>
<prefixes href="#ref-1041"/>
</a12:PicturePlusPackageProtocol>
<a3:HtmlItemDescription id="ref-507" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1042"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-512" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1043"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a15:ImageAlgebraPackageProtocol id="ref-513" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-1044">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-1045">1</sourceDV>
<viewAreas href="#ref-1046"/>
<rangesLinked href="#ref-1047"/>
<windowWidth href="#ref-1048"/>
<windowCenter href="#ref-1049"/>
<imageType href="#ref-1050"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1051">b50</outputSeriesName>
<prefixes href="#ref-1052"/>
</a15:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-514" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1053"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a13:VolumeProtocol id="ref-516" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<generateOrthogonals>false</generateOrthogonals>
<propagatePrecedingDynamics>false</propagatePrecedingDynamics>
<propagateFollowingDynamics>true</propagateFollowingDynamics>
<dynamicsRangeSelected>false</dynamicsRangeSelected>
<startDynamics>0</startDynamics>
<endDynamics>0</endDynamics>
<currentPoint href="#ref-1054"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>true</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>false</singleAxis>
<renderMode xsi:type="a13:ProtocolRenderMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description id="ref-1055">Default VolumeProtocol</description>
<isHighRButtonChecked>false</isHighRButtonChecked>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-1056"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1057">VTFEPI Renal MRA</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a13:VolumeProtocol>
<a3:HtmlItemDescription id="ref-517" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1058"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a13:VolumeProtocol id="ref-520" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<generateOrthogonals>false</generateOrthogonals>
<propagatePrecedingDynamics>false</propagatePrecedingDynamics>
<propagateFollowingDynamics>true</propagateFollowingDynamics>
<dynamicsRangeSelected>false</dynamicsRangeSelected>
<startDynamics>0</startDynamics>
<endDynamics>0</endDynamics>
<currentPoint href="#ref-1059"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>true</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>false</singleAxis>
<renderMode xsi:type="a13:ProtocolRenderMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description id="ref-1060">Default VolumeProtocol</description>
<isHighRButtonChecked>false</isHighRButtonChecked>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-1061"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1062">VDWIBS_sag</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a13:VolumeProtocol>
<a3:HtmlItemDescription id="ref-521" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1063"/>
<htmlDataBuffer href="#ref-1063"/>
</a3:HtmlItemDescription>
<a12:PicturePlusPackageProtocol id="ref-526" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.PicturePlus/philips.pmsmr.viewingprocessing.pictureplus.protocol_cs">
<smooth>20</smooth>
<edge>20</edge>
<presetValues xsi:type="xsd:anyType" xsi:null="1"/>
<protocolPreset id="ref-1064">20?20?20?5</protocolPreset>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1065">cs2_T2_8mm_1m45s</outputSeriesName>
<prefixes href="#ref-1066"/>
</a12:PicturePlusPackageProtocol>
<a3:HtmlItemDescription id="ref-527" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1067"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:PicturePlusPackageProtocol id="ref-529" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.PicturePlus/philips.pmsmr.viewingprocessing.pictureplus.protocol_cs">
<smooth>20</smooth>
<edge>20</edge>
<presetValues xsi:type="xsd:anyType" xsi:null="1"/>
<protocolPreset id="ref-1068">20?20?20?5</protocolPreset>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1069">cs2_T2 SPAIR_8mm_1m45s</outputSeriesName>
<prefixes href="#ref-1070"/>
</a12:PicturePlusPackageProtocol>
<a3:HtmlItemDescription id="ref-530" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1071"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:PicturePlusPackageProtocol id="ref-533" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.PicturePlus/philips.pmsmr.viewingprocessing.pictureplus.protocol_cs">
<smooth>20</smooth>
<edge>20</edge>
<presetValues xsi:type="xsd:anyType" xsi:null="1"/>
<protocolPreset id="ref-1072">20?20?20?5</protocolPreset>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1073">VbTRANCE_RT_2m48s</outputSeriesName>
<prefixes href="#ref-1074"/>
</a12:PicturePlusPackageProtocol>
<a3:HtmlItemDescription id="ref-534" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1075"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a13:VolumeProtocol id="ref-538" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<generateOrthogonals>false</generateOrthogonals>
<propagatePrecedingDynamics>false</propagatePrecedingDynamics>
<propagateFollowingDynamics>true</propagateFollowingDynamics>
<dynamicsRangeSelected>false</dynamicsRangeSelected>
<startDynamics>0</startDynamics>
<endDynamics>0</endDynamics>
<currentPoint href="#ref-1076"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>true</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>false</singleAxis>
<renderMode xsi:type="a13:ProtocolRenderMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description id="ref-1077">Default VolumeProtocol</description>
<isHighRButtonChecked>false</isHighRButtonChecked>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-1078"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1079">VsCS 3D MRA CE</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a13:VolumeProtocol>
<a3:HtmlItemDescription id="ref-539" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1080"/>
<htmlDataBuffer href="#ref-1080"/>
</a3:HtmlItemDescription>
<a13:VolumeProtocol id="ref-542" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<generateOrthogonals>false</generateOrthogonals>
<propagatePrecedingDynamics>false</propagatePrecedingDynamics>
<propagateFollowingDynamics>true</propagateFollowingDynamics>
<dynamicsRangeSelected>false</dynamicsRangeSelected>
<startDynamics>0</startDynamics>
<endDynamics>0</endDynamics>
<currentPoint href="#ref-1081"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>true</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>false</singleAxis>
<renderMode xsi:type="a13:ProtocolRenderMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description href="#ref-1077"/>
<isHighRButtonChecked>false</isHighRButtonChecked>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-1082"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1083">VDWIBS_Cor</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a13:VolumeProtocol>
<a3:HtmlItemDescription id="ref-543" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1084"/>
<htmlDataBuffer href="#ref-1084"/>
</a3:HtmlItemDescription>
<a13:VolumeProtocol id="ref-547" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<generateOrthogonals>false</generateOrthogonals>
<propagatePrecedingDynamics>false</propagatePrecedingDynamics>
<propagateFollowingDynamics>true</propagateFollowingDynamics>
<dynamicsRangeSelected>false</dynamicsRangeSelected>
<startDynamics>0</startDynamics>
<endDynamics>0</endDynamics>
<currentPoint href="#ref-1085"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>true</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>false</singleAxis>
<renderMode xsi:type="a13:ProtocolRenderMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description id="ref-1086">Default VolumeProtocol</description>
<isHighRButtonChecked>false</isHighRButtonChecked>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-1087"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1088">VDWIBS_tra</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a13:VolumeProtocol>
<a3:HtmlItemDescription id="ref-548" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1089"/>
<htmlDataBuffer href="#ref-1089"/>
</a3:HtmlItemDescription>
<a14:ReconStepProtocol id="ref-550" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.DelayedRecon/philips.pmsmr.examcards.delayedrecon_cs">
<protocolData xsi:type="xsd:anyType" xsi:null="1"/>
<stepType xsi:type="a19:ReconStepType" xmlns:a19="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Methods.PdfInterface/philips.pmsmr.methods.pdfinterface.interfaces_cs">MipMprSeries</stepType>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-808"/>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<reconStepProperties href="#ref-1090"/>
</a14:ReconStepProtocol>
<a3:HtmlItemDescription id="ref-551" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1091"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a13:VolumeProtocol id="ref-553" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<generateOrthogonals>false</generateOrthogonals>
<propagatePrecedingDynamics>false</propagatePrecedingDynamics>
<propagateFollowingDynamics>true</propagateFollowingDynamics>
<dynamicsRangeSelected>false</dynamicsRangeSelected>
<startDynamics>0</startDynamics>
<endDynamics>0</endDynamics>
<currentPoint href="#ref-1092"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>true</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>false</singleAxis>
<renderMode xsi:type="a13:ProtocolRenderMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description id="ref-1093">Default VolumeProtocol</description>
<isHighRButtonChecked>false</isHighRButtonChecked>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-1094"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1095">VbTRANCE_RT</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a13:VolumeProtocol>
<a3:HtmlItemDescription id="ref-554" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1096"/>
<htmlDataBuffer href="#ref-1096"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-557" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1097"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-559" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1098"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a12:PicturePlusPackageProtocol id="ref-560" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.PicturePlus/philips.pmsmr.viewingprocessing.pictureplus.protocol_cs">
<smooth>20</smooth>
<edge>20</edge>
<presetValues xsi:type="xsd:anyType" xsi:null="1"/>
<protocolPreset id="ref-1099">20?20?20?5</protocolPreset>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1100">cs3_mDIXON_3mm_11s</outputSeriesName>
<prefixes href="#ref-1101"/>
</a12:PicturePlusPackageProtocol>
<a3:HtmlItemDescription id="ref-561" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1102"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-563" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1103"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a13:VolumeProtocol id="ref-564" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<generateOrthogonals>false</generateOrthogonals>
<propagatePrecedingDynamics>false</propagatePrecedingDynamics>
<propagateFollowingDynamics>true</propagateFollowingDynamics>
<dynamicsRangeSelected>false</dynamicsRangeSelected>
<startDynamics>0</startDynamics>
<endDynamics>0</endDynamics>
<currentPoint href="#ref-1104"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>true</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>false</singleAxis>
<renderMode xsi:type="a13:ProtocolRenderMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description href="#ref-1077"/>
<isHighRButtonChecked>false</isHighRButtonChecked>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-1105"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1106">VbTRANCE_RT</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a13:VolumeProtocol>
<a3:HtmlItemDescription id="ref-565" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1107"/>
<htmlDataBuffer href="#ref-1107"/>
</a3:HtmlItemDescription>
<a12:PicturePlusPackageProtocol id="ref-567" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.PicturePlus/philips.pmsmr.viewingprocessing.pictureplus.protocol_cs">
<smooth>20</smooth>
<edge>20</edge>
<presetValues xsi:type="xsd:anyType" xsi:null="1"/>
<protocolPreset id="ref-1108">20?20?20?5</protocolPreset>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1109">VbTRANCE_RT_2m48s</outputSeriesName>
<prefixes href="#ref-1110"/>
</a12:PicturePlusPackageProtocol>
<a3:HtmlItemDescription id="ref-568" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1111"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a13:VolumeProtocol id="ref-572" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<generateOrthogonals>false</generateOrthogonals>
<propagatePrecedingDynamics>false</propagatePrecedingDynamics>
<propagateFollowingDynamics>true</propagateFollowingDynamics>
<dynamicsRangeSelected>false</dynamicsRangeSelected>
<startDynamics>0</startDynamics>
<endDynamics>0</endDynamics>
<currentPoint href="#ref-1112"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>true</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>true</singleAxis>
<renderMode xsi:type="a13:ProtocolRenderMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">Average</renderMode>
<description id="ref-1113">Default VolumeProtocol</description>
<isHighRButtonChecked>false</isHighRButtonChecked>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>false</volumeAngulations>
<stations href="#ref-1114"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>3</actualOutputs>
<outputSeriesName id="ref-1115">VolumeView</outputSeriesName>
<prefixes href="#ref-1116"/>
</a13:VolumeProtocol>
<a3:HtmlItemDescription id="ref-573" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1117"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-576" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1118"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ReconStepProtocol id="ref-577" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.DelayedRecon/philips.pmsmr.examcards.delayedrecon_cs">
<protocolData xsi:type="xsd:anyType" xsi:null="1"/>
<stepType xsi:type="a19:ReconStepType" xmlns:a19="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Methods.PdfInterface/philips.pmsmr.methods.pdfinterface.interfaces_cs">MipMprSeries</stepType>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-808"/>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<reconStepProperties href="#ref-1119"/>
</a14:ReconStepProtocol>
<a3:HtmlItemDescription id="ref-578" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1120"/>
<htmlDataBuffer href="#ref-1120"/>
</a3:HtmlItemDescription>
<a13:VolumeProtocol id="ref-579" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<generateOrthogonals>false</generateOrthogonals>
<propagatePrecedingDynamics>false</propagatePrecedingDynamics>
<propagateFollowingDynamics>true</propagateFollowingDynamics>
<dynamicsRangeSelected>false</dynamicsRangeSelected>
<startDynamics>0</startDynamics>
<endDynamics>0</endDynamics>
<currentPoint href="#ref-1121"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>true</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>false</singleAxis>
<renderMode xsi:type="a13:ProtocolRenderMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description id="ref-1122">Default VolumeProtocol</description>
<isHighRButtonChecked>false</isHighRButtonChecked>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-1123"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1124">VTFEPI Renal MRA</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a13:VolumeProtocol>
<a3:HtmlItemDescription id="ref-580" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1125"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:PicturePlusPackageProtocol id="ref-582" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.PicturePlus/philips.pmsmr.viewingprocessing.pictureplus.protocol_cs">
<smooth>30</smooth>
<edge>29</edge>
<presetValues xsi:type="xsd:anyType" xsi:null="1"/>
<protocolPreset href="#ref-808"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1126">VsCS 3D MRA CE</outputSeriesName>
<prefixes href="#ref-1127"/>
</a12:PicturePlusPackageProtocol>
<a3:HtmlItemDescription id="ref-583" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1128"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-587" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1129"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a12:PicturePlusPackageProtocol id="ref-590" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.PicturePlus/philips.pmsmr.viewingprocessing.pictureplus.protocol_cs">
<smooth>20</smooth>
<edge>20</edge>
<presetValues xsi:type="xsd:anyType" xsi:null="1"/>
<protocolPreset id="ref-1130">20?20?20?5</protocolPreset>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1131">cs2_bTFE_RT_5mm_3m18s</outputSeriesName>
<prefixes href="#ref-1132"/>
</a12:PicturePlusPackageProtocol>
<a3:HtmlItemDescription id="ref-591" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1133"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a15:ImageAlgebraPackageProtocol id="ref-596" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-1134">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-1135">1</sourceDV>
<viewAreas href="#ref-1136"/>
<rangesLinked href="#ref-1137"/>
<windowWidth href="#ref-1138"/>
<windowCenter href="#ref-1139"/>
<imageType href="#ref-1140"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1141">b400</outputSeriesName>
<prefixes href="#ref-1142"/>
</a15:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-597" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1143"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-600" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1144"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ReconStepProtocol id="ref-601" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.DelayedRecon/philips.pmsmr.examcards.delayedrecon_cs">
<protocolData xsi:type="xsd:anyType" xsi:null="1"/>
<stepType xsi:type="a19:ReconStepType" xmlns:a19="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Methods.PdfInterface/philips.pmsmr.methods.pdfinterface.interfaces_cs">MipMprSeries</stepType>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-808"/>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<reconStepProperties href="#ref-1145"/>
</a14:ReconStepProtocol>
<a3:HtmlItemDescription id="ref-602" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1146"/>
<htmlDataBuffer href="#ref-1146"/>
</a3:HtmlItemDescription>
<a12:PicturePlusPackageProtocol id="ref-603" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.PicturePlus/philips.pmsmr.viewingprocessing.pictureplus.protocol_cs">
<smooth>20</smooth>
<edge>20</edge>
<presetValues xsi:type="xsd:anyType" xsi:null="1"/>
<protocolPreset id="ref-1147">20?20?20?5</protocolPreset>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1148">VTFEPI Renal MRA_1m54s</outputSeriesName>
<prefixes href="#ref-1149"/>
</a12:PicturePlusPackageProtocol>
<a3:HtmlItemDescription id="ref-604" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1150"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-606" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1151"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a13:VolumeProtocol id="ref-608" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">
<generateOrthogonals>false</generateOrthogonals>
<propagatePrecedingDynamics>false</propagatePrecedingDynamics>
<propagateFollowingDynamics>true</propagateFollowingDynamics>
<dynamicsRangeSelected>false</dynamicsRangeSelected>
<startDynamics>0</startDynamics>
<endDynamics>0</endDynamics>
<currentPoint href="#ref-1152"/>
<propagatePhasesAll>false</propagatePhasesAll>
<propagateStationsAll>true</propagateStationsAll>
<propagateBValuesAll>false</propagateBValuesAll>
<propagateDirectionsAll>false</propagateDirectionsAll>
<propagateImageTypesAll>false</propagateImageTypesAll>
<propagateEchoesAll>false</propagateEchoesAll>
<propagateChemicalShiftsAll>false</propagateChemicalShiftsAll>
<singleAxis>false</singleAxis>
<renderMode xsi:type="a13:ProtocolRenderMode" xmlns:a13="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.VolumeView/philips.pmsmr.viewingprocessing.volumeview.protocol_cs">MaxIP</renderMode>
<description href="#ref-1077"/>
<isHighRButtonChecked>false</isHighRButtonChecked>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-1153"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1154">V2D_bTFE_RT</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a13:VolumeProtocol>
<a3:HtmlItemDescription id="ref-609" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1155"/>
<htmlDataBuffer href="#ref-1155"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-612" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1156"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a12:PicturePlusPackageProtocol id="ref-615" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.PicturePlus/philips.pmsmr.viewingprocessing.pictureplus.protocol_cs">
<smooth>20</smooth>
<edge>20</edge>
<presetValues xsi:type="xsd:anyType" xsi:null="1"/>
<protocolPreset id="ref-1157">20?20?20?5</protocolPreset>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1158">cs3_T2 SPAIR_6mm_1m36s</outputSeriesName>
<prefixes href="#ref-1159"/>
</a12:PicturePlusPackageProtocol>
<a3:HtmlItemDescription id="ref-616" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1160"/>
<htmlDataBuffer href="#ref-1160"/>
</a3:HtmlItemDescription>
<a12:PicturePlusPackageProtocol id="ref-619" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.PicturePlus/philips.pmsmr.viewingprocessing.pictureplus.protocol_cs">
<smooth>20</smooth>
<edge>20</edge>
<presetValues xsi:type="xsd:anyType" xsi:null="1"/>
<protocolPreset id="ref-1161">20?20?20?5</protocolPreset>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1162">cs3_bTFE_RT_6mm_3m</outputSeriesName>
<prefixes href="#ref-1163"/>
</a12:PicturePlusPackageProtocol>
<a3:HtmlItemDescription id="ref-620" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1164"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:PicturePlusPackageProtocol id="ref-625" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.PicturePlus/philips.pmsmr.viewingprocessing.pictureplus.protocol_cs">
<smooth>20</smooth>
<edge>20</edge>
<presetValues xsi:type="xsd:anyType" xsi:null="1"/>
<protocolPreset id="ref-1165">20?20?20?5</protocolPreset>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1166">VDWIBS_sag_3m</outputSeriesName>
<prefixes href="#ref-1167"/>
</a12:PicturePlusPackageProtocol>
<a3:HtmlItemDescription id="ref-626" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1168"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a15:ImageAlgebraPackageProtocol id="ref-628" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-1169">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-1170">1</sourceDV>
<viewAreas href="#ref-1171"/>
<rangesLinked href="#ref-1172"/>
<windowWidth href="#ref-1173"/>
<windowCenter href="#ref-1174"/>
<imageType href="#ref-1175"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1176">b800</outputSeriesName>
<prefixes href="#ref-1177"/>
</a15:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-629" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1178"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a12:PicturePlusPackageProtocol id="ref-632" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.PicturePlus/philips.pmsmr.viewingprocessing.pictureplus.protocol_cs">
<smooth>20</smooth>
<edge>20</edge>
<presetValues xsi:type="xsd:anyType" xsi:null="1"/>
<protocolPreset id="ref-1179">20?20?20?5</protocolPreset>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-1180">VDWIBS_tra_3m</outputSeriesName>
<prefixes href="#ref-1181"/>
</a12:PicturePlusPackageProtocol>
<a3:HtmlItemDescription id="ref-633" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1182"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a14:ReconStepProtocol id="ref-636" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.DelayedRecon/philips.pmsmr.examcards.delayedrecon_cs">
<protocolData xsi:type="xsd:anyType" xsi:null="1"/>
<stepType xsi:type="a19:ReconStepType" xmlns:a19="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Methods.PdfInterface/philips.pmsmr.methods.pdfinterface.interfaces_cs">MipMprSeries</stepType>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-808"/>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<reconStepProperties href="#ref-1183"/>
</a14:ReconStepProtocol>
<a3:HtmlItemDescription id="ref-637" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1184"/>
<htmlDataBuffer href="#ref-1184"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-639" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1185"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-642" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1186"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<SOAP-ENC:Array id="ref-643" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-188"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-644" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-93"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-645" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-117"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-646" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-174"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-647" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-198"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-648" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-195"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-649" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-313"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-650" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-156"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-651" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-191"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-652" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-154"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-653" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-129"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-654" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-93"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-655" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-175"/>
<item href="#ref-197"/>
<item href="#ref-122"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-656" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-172"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-657" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-172"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-658" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-121"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-659" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-166"/>
<item href="#ref-118"/>
<item href="#ref-104"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-660" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-152"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-661" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-194"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-662" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-88"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-663" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-146"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-664" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-92"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-665" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-311"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-666" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-170"/>
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<a18:ScanProcedure id="ref-757" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1189"/>
<methodDescription href="#ref-808"/>
<name id="ref-1190">2D_BOLUSTRAK</name>
<anatomicRegion href="#ref-808"/>
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<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1191"/>
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<linkState>false</linkState>
<laterality id="ref-1193">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
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</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-758" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
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<a18:ScanProperties id="ref-760" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1195"/>
<approvedFeatureSpecificOptions href="#ref-1196"/>
<scanAlignOverlap>10</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-1197"/>
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<a18:ScanProcedure id="ref-762" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1198"/>
<methodDescription href="#ref-808"/>
<name id="ref-1199">CS 3D MRA mDIXON CE</name>
<anatomicRegion href="#ref-808"/>
<anatomicalRegion href="#ref-808"/>
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<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1200"/>
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<linkState>false</linkState>
<laterality id="ref-1202">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
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<Disposing xsi:null="1"/>
</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-763" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
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<a18:ScanProperties id="ref-765" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1204"/>
<approvedFeatureSpecificOptions href="#ref-1205"/>
<scanAlignOverlap>10</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-1206"/>
</a18:ScanProperties>
<a8:ArrayList id="ref-766" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
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<_size>0</_size>
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<a18:ScanProcedure id="ref-767" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1207"/>
<methodDescription id="ref-1208">
</methodDescription>
<name id="ref-1209">DWIBS_Cor</name>
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<linkToOriginalProtocol xsi:null="1"/>
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<linkState>false</linkState>
<laterality id="ref-1210">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-768" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1211"/>
<htmlDataBuffer href="#ref-1211"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-770" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1212"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a18:ScanProperties id="ref-771" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>true</scanAlign>
<approvedFeatures href="#ref-1213"/>
<approvedFeatureSpecificOptions href="#ref-1214"/>
<scanAlignOverlap>10</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>false</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-1215"/>
</a18:ScanProperties>
<a18:ScanProcedure id="ref-772" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1216"/>
<methodDescription href="#ref-808"/>
<name id="ref-1217">CS 3D MRA CE</name>
<anatomicRegion href="#ref-808"/>
<anatomicalRegion href="#ref-808"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1218"/>
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<linkState>false</linkState>
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<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-773" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
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<a18:ScanProperties id="ref-775" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1222"/>
<approvedFeatureSpecificOptions href="#ref-1223"/>
<scanAlignOverlap>10</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>true</suspendableDynamic>
<requiredConfiguration href="#ref-1224"/>
</a18:ScanProperties>
<a8:ArrayList id="ref-776" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1187"/>
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</a8:ArrayList>
<a18:ScanProcedure id="ref-777" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1225"/>
<methodDescription id="ref-1226">TRA    B-TFE 6.7       3.3    75  </methodDescription>
<name id="ref-1227">bTRANCE_RT</name>
<anatomicRegion xsi:null="1"/>
<anatomicalRegion xsi:null="1"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1228"/>
<lastModifiedTimeUtc id="ref-1229">2011-04-28 14:29:18.696</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1230">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-778" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1231"/>
<htmlDataBuffer href="#ref-1231"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-780" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1232"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a18:ScanProperties id="ref-781" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1233"/>
<approvedFeatureSpecificOptions href="#ref-1234"/>
<scanAlignOverlap>10</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-1235"/>
</a18:ScanProperties>
<a8:ArrayList id="ref-782" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1187"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a18:ScanProcedure id="ref-783" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1236"/>
<methodDescription href="#ref-808"/>
<name id="ref-1237">AX T2 SPAIR</name>
<anatomicRegion href="#ref-808"/>
<anatomicalRegion href="#ref-808"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1238"/>
<lastModifiedTimeUtc id="ref-1239">7/6/2016 8:20:59 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1240">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-784" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1241"/>
<htmlDataBuffer href="#ref-1241"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-786" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1242"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a18:ScanProperties id="ref-787" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1243"/>
<approvedFeatureSpecificOptions href="#ref-1244"/>
<scanAlignOverlap>10</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-1245"/>
</a18:ScanProperties>
<a8:ArrayList id="ref-788" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1187"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a18:ScanProcedure id="ref-789" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1246"/>
<methodDescription id="ref-1247">TRA    B-TFE 3.9       1.96   90  </methodDescription>
<name id="ref-1248">2D_bTFE_RT</name>
<anatomicRegion xsi:null="1"/>
<anatomicalRegion xsi:null="1"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1249"/>
<lastModifiedTimeUtc id="ref-1250">2011-04-18 06:25:10.885</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1251">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-790" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1252"/>
<htmlDataBuffer href="#ref-1252"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-792" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1253"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a18:ScanProperties id="ref-793" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1254"/>
<approvedFeatureSpecificOptions href="#ref-1255"/>
<scanAlignOverlap>10</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-1256"/>
</a18:ScanProperties>
<a8:ArrayList id="ref-794" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1187"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a18:ScanProcedure id="ref-795" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1257"/>
<methodDescription href="#ref-808"/>
<name id="ref-1258">TFEPI Renal MRA</name>
<anatomicRegion href="#ref-808"/>
<anatomicalRegion href="#ref-808"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1259"/>
<lastModifiedTimeUtc id="ref-1260">6/15/2016 1:08:16 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1261">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-796" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1262"/>
<htmlDataBuffer href="#ref-1262"/>
</a3:HtmlItemDescription>
<a18:ScanProperties id="ref-798" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1263"/>
<approvedFeatureSpecificOptions href="#ref-1264"/>
<scanAlignOverlap>10</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-1265"/>
</a18:ScanProperties>
<a8:ArrayList id="ref-799" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1187"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a18:ScanProcedure id="ref-800" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1266"/>
<methodDescription id="ref-1267">TRA    B-TFE 3.9       1.96   90  </methodDescription>
<name id="ref-1268">2D_bTFE_RT</name>
<anatomicRegion xsi:null="1"/>
<anatomicalRegion xsi:null="1"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1269"/>
<lastModifiedTimeUtc id="ref-1270">2011-04-18 06:25:10.885</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1271">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-801" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1272"/>
<htmlDataBuffer href="#ref-1272"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-803" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1273"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a18:ScanProperties id="ref-804" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1274"/>
<approvedFeatureSpecificOptions href="#ref-1275"/>
<scanAlignOverlap>10</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-1276"/>
</a18:ScanProperties>
<a8:ArrayList id="ref-805" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1187"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a18:ScanProcedure id="ref-806" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1277"/>
<methodDescription href="#ref-808"/>
<name id="ref-1278">SURVEY</name>
<anatomicRegion href="#ref-808"/>
<anatomicalRegion href="#ref-808"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1279"/>
<lastModifiedTimeUtc id="ref-1280">8/7/2015 10:51:49 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1281">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-807" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1282"/>
<htmlDataBuffer href="#ref-1282"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-809" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1283"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a18:ScanProperties id="ref-810" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1284"/>
<approvedFeatureSpecificOptions href="#ref-1285"/>
<scanAlignOverlap>10</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-1286"/>
</a18:ScanProperties>
<a18:ScanProcedure id="ref-811" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1287"/>
<methodDescription href="#ref-808"/>
<name id="ref-1288">AX DWI 3B</name>
<anatomicRegion href="#ref-808"/>
<anatomicalRegion href="#ref-808"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1289"/>
<lastModifiedTimeUtc id="ref-1290">7/17/2015 1:38:26 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1291">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-812" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1292"/>
<htmlDataBuffer href="#ref-1292"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-814" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1293"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a18:ScanProperties id="ref-815" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1294"/>
<approvedFeatureSpecificOptions href="#ref-1295"/>
<scanAlignOverlap>10</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-1296"/>
</a18:ScanProperties>
<a18:ScanProcedure id="ref-816" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1297"/>
<methodDescription href="#ref-808"/>
<name id="ref-1298">CS AX mDIXON</name>
<anatomicRegion href="#ref-808"/>
<anatomicalRegion href="#ref-808"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1299"/>
<lastModifiedTimeUtc id="ref-1300">8/15/2016 9:19:28 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1301">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-817" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1302"/>
<htmlDataBuffer href="#ref-1302"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-819" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1303"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a18:ScanProperties id="ref-820" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1304"/>
<approvedFeatureSpecificOptions href="#ref-1305"/>
<scanAlignOverlap>10</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-1306"/>
</a18:ScanProperties>
<a8:ArrayList id="ref-821" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1307"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a18:ScanProcedure id="ref-822" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1308"/>
<methodDescription href="#ref-808"/>
<name id="ref-1309">COR T2 SPAIR</name>
<anatomicRegion href="#ref-808"/>
<anatomicalRegion href="#ref-808"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1310"/>
<lastModifiedTimeUtc id="ref-1311">7/3/2015 11:35:18 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1312">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-823" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1313"/>
<htmlDataBuffer href="#ref-1313"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-824" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1314"/>
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<SOAP-ENC:Array id="ref-1191" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-1439">Abdomen</item>
<item id="ref-1440">Angio</item>
<item id="ref-1441">CE_Angio</item>
<item id="ref-1442">2D_BOLUSTRAK.Protocol</item>
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86pl43QjKndQXofhbkHX/zeM9XrQKdFsZ2ZnENcucHbzF7XDG8tm2cTcr2LXHVgsAhZTET098lHhySIStveXnkW7/iPeLnfD01Npw7qBJtB681Mpmx5eanivRxiLdP9pcfV/lT906UvSj7DP/DREhRT4uGAE0Hj8OkMl7uhG3FUI/abQvG278r/9uTacMz/9Fv4R7ba/PFInRT95hX3OUj7sKuEVMd13t53zXP4uzupZq17ug6T8lePrqzwo1+UujQqNEDaKluleWACvPNMuaxzjJ354chFRSKsZhcDzhcfUXL0VgJoV3FTFcNncJcGE42coQI2w2F22vlrwQmD8R3gmnN6XCH/UV3Cge+vA4YwHYepK7OP3mymkqYVUD7+Gdjvh+rmOuS2WvWFS/Z+SWtIEX2EPUzw9aN/ZH9rur8X8KMPdt3XxkON/n54RTa+mkOZO7f/G8av19xyyFuDTdSaUWpVulxk6Y41wCoAVQqcK+y98ePesDF5wCG4Y/AkEzz1C+ITtPWrXazh/aIakcNuHxruaxWea0v3e+ZbKBzemghikltwzWESQZRep9Zqfl+jJwivHez+IP0jW0g/7TwPXKUnaOof+Rb4Pf9HxsC4GymxNhTMy/9kIOnVBlpqT+xpN34dmkP8I9pQ9DTtz0bysuPSw6krvvn1Kb79TRDoIdQYNK4dkQ82MSKyNdXXKxjNIf82D7sq6lAciSNMqukwgGcN91zJDrkLhMKojuOyjbb7ae+hMpQgzKM/9FM3xWc0Eh4EkPRSCyove9hMIk7TV3cKdPqs/7xrdjQptdaTVQYkP4ChNjUkByl7R6lOyFsXeRv1G0bYmByVWn4M/04Rv8K2c5vr2mCloQxpj3dvbR5/+Xt0Qo741oQyBzjdayKj/8oZGX3YqkwHenIk1s/Pee7+CGAbaT6lAarx5rs5W2ca+wP/q47P66VsbiU8sE/11vEBKeHNGo3U3pPLHkcefHA6rQ6pgE2T0VsqEFbn3ZaN+0fGHCn2vYB9sG0Tfpg9wP6PjPGK0ltp8tzgyrMy7OVab2jbtL3XqSpXaYAXe6ZpoNsp124eCs62BQC37H6cYYzHrJs4npH2QN/T4cFfZa5AR8Jmh6PnMfwM9vY7t3vx3tYv50pcqyFEiWNZn0jyCqLdeITnxysVB8mJY8JDMbO8RQfo6TRXRJSBEUmpQL33JCzzKXa61n0GDfVjJdZm+F7lw3TMv+IhNb/a2/NtYLnCWcVI7tw5BoE3BOdGFktZclKsVjJx42N7eG4x3LbE8htSMVsq6asJh4UZf/7d37lxb4ozIq9NOyMlz6P+kVE7wTXoVx/Sgw4LJqpIppxhrn1/jAsFG7PNGzpnMKDzRz3QSrCjYz8k1LNyGTdnbgteWjB5+B7fKxsw9W4YOyUw+3x231fYqrWlDWXoQSN+T5YWNTesoitqYCEfu1FJC3riKFAaAK/yfsVbKDUqAUejmAnLEGygkmNw5+z75hM705vSX4s7FAmVqZuKnDlAYQN/gMKH2z9v79n+I6OY//sp2rVV+YDteiqa4tfk7Z/sf2r2c139S0xKR1eDjmQrXZSH0LxqxOHaAzSuATNj5uNT2haaoBQzK1crgha49t1WUVNezkHOA9WidoEKDQ0trSrZTNhJH3ztR/9Il1BRd+R9LiJvht6GJHvu9B+jQ78rdtMvK7zRLpNsr3DdzT++5K8kVZLoHNfAU12PbMJ6I+q4vQiNsLRJ845YM0x7W2uEaUM/BFZJZy6GnWbafCCMEl81upI5Uo3RYC32Pmv4ma22PFdEhznFlq9403vvEiKfdvbXdMydToEVJ/2ok23FrCwK/ev11vdpyY93IIR4TPdiiYENMOiEnUZJK0R14gMqnqBCq+uLM9isqrfMsLKMAn7/e9MQOWk9jdlihcmK9jeX0bXmXDQfVQGZGDJH2UiuXkRKh7FD9HEiVugiPb1DqnwLae+d93DU5IaTQ8nA4eJAYlLURl/OVOldnAknIneJEWPpnnixTl54e2YV7yNbmiN6obs5fd9FVkzHb5Phef6oIYoMaFPq00yR6O4ktdLFHBYCTac+/7C87EDQ+rzA3SkJ9ulgdIQYN4ks78qmsizaSweAb3KeEMS+rdLq++XucpFM+E3iklxTlyamQDwrnvztLh9u1LGjkkQ5y7V5ywNA8arg68Xpg330QfzXfnfakVvIZPf4JaUGTIfEqcl41qork7vNmP6LRt6Y14/8D3/ERoKPxHCio3rTdco765fB41dcwR1NUQkTExDZuooMlBZrqrzhmaKjvQnPiwH38E0r426D6BLII67Dgiri9h+Puqi64n5P2exolYpo1tRnQL9gP1p5j9En7/pZGHVOU5J+qOCFRl0hfp96lAr+kfX9I2Pb7mKZwphSgxdqqtXGkPZh8TUyc+oFnpeONF6/alQuLfJEBzJdBh5aCuZt9uLDSUhoMLSvwtQdcXT3ePw7Fpsc7rhogI64jzFoQ+IJF3vlef4wkWqaT3beTIOB/sqloXPSMnL8e3bF2RHf5ITIjuRowjyt5jE6vHljXOKvpsiw+oW2QjrUBUwEmWPuWG70h0mONzVxUE6PXLypz+FplmuJPdj7z3XT3boSb3amLUJhEv1iaVv2RNOJHIED/a1/IAvKMskyNRm4AQqoYbkn1TlzJh+e/tZtTnTWx7kxhgT+q3OvCaRR/7iY+JVKnwnsmfQxuCXSaNiXBBE0lH0KeGv6rB3TMGOsAM1Wi48/F/07npNsU2YtBzjszaYPjHCXtprD1juMoUicHIsi6Ckd6Wmyl/wpCUmr6TT/FeeXfHWAl8H/yJKVftZ8bEkLk5NT6rthLOzRgnV/uwvzVzOsFko2lLlRNSipAFwjsrchrmCr60m2MiL/1d3H8R1zNtGkiumNx7QVAYb9HC2CoUX3cnosqbJDq6pk5vKFhwY0JTc5y+MGH6A4PNIYQum27sqyGKeNt5aFI3jnx5ADsb5/PHHRt2yc9FFnBhaHeoOZQsUo0OCU3C6AOtdlxb+MCMkemZqUQs/LftE9ajRIEFmkdyCclqn6nqZ8XaG7eum0ZiD2fdmOTsy00wPbj0OaAqxvD2eV0ouUSgobfHPxogjMEixYAqp8FxThX3zEcf6IdND3ktigUuJf0QJ1cNUJ+6qhctbFlwd6194RX+aGuvePrANeAANx4Hk3JfIMLiZmuaS49dyJsh37Zi65rkm1sjoXwwLHI224wy5et9djjeVbJLaDU/HZfZ9rnj5I+Qe2Bhvljkx++d6B5q/aCo4iS6H30zSVzWyqjCzzRy0I6nJ6F5yma9nnZRdN/dXVGCdW9o7p6n3Rws2tfZGYCSIwP/q9Zx5LXyVji+2LLxMkgJDNO0MeRbvD6jz9IlhEtZL+mi0j5j3bmbxJ8J1BJYR921bz5j7UYBHCgQKfvSkU32T7uiSNMCws+s6dWR7mAgapt0oH01yqj8L01cNl2U5JeFeN28YROYMoH9+gy8RXyzyNtjpRLHVQnnKlZpuLA8bFha3i+6EgQXxvrsZbNGY6WIs6Lfz7exYVvIZ5rqDt7oZZ6IYDs1qHP1WuWN65N97gUm+8VHFQUhhBl2fPKfsBmkh0b2bkLIOYLQa9+RAUlB6WOZms2/KLate1JY+wZt3RnEsNU5sjCPuJjDja55jfWOUZpPZoQRjDQpCD/iJfDZnkZHddwtSgQ7+/piKG/aJpP6gZ4W8UE/XTlhp14evN3LKC8inhtebPJCdVgoP8/fmqANbzb7JqHxdyUn6MCQHWGDqkhnKUpBG4E2VXDUsWuEsGpUxkpsh+Db41OcT2arJjuorZn7XN9pcsOtDLbhtmj6O9eo1WT0Ga+Thy1wib17S1KdxXFdGVORoParYCHqsSJ93lcuuFdU/PXjQZoGGMH8lj9T8FEB01GhjpdwrFHBTNGgpl1J8ChRIle1MtgErN+BSzTdfxgPUBX0DmfTeIjm82lJ77yDE/1L1y2VYt5cE/skZ0+7CzOGpLmis+vrDG7agFaXEsNi232i7AYafZ3M87Wi/NcAP1RtrqNO1M3kBoYnBE2FvJt8ve7LnChV6hTUzXekbLc/DYCsA8Ivq1Bv+nla15a5ngQBc5bSIEuQ+XgQHq71od74L8hCqz6U6Z7owLMN+DyKwbuh1Cb9RU6NFmKFUqAmnoGuoJ7uGRy/1vkswyuXuAofBPVMHLp6/iPzdnHuKtmp8z735L9XhgOdPP4l+tbRlMUSl7DD+G6Qb1JGaTXVid7WGRS0vj3MiTTP/1fcbqudVQdsYmyjscSODxgp0ep/bOs8UtZPXcMwehQYhmpoJekB0B/NM4mX+336YV3jzKNESm4Gugb35nvinsjgPbQwWv0thrSZqDPXklZB+zga+xmSMLBigYkqePKRQEmLPloBW0fLfBPzYxCdPPC9BebqEzSuqLuLz9CSvoQ/37c7ynfC/r7yJGjvulpHQbTfyFGvt8hbMe338oMhZK2mPapBJ4PXkPzdSe8mLYz1+owaUX4BGem9NW3lvhbz9ffW6tH+swjckkeTk3NXY1BR32bw8Io0hXIOZSIBeK3O7rqP+dRBcnzCeU37JSpVhRmKyJxnkyS0diFMoZoOWWy3Bhwj1Q3x6X/ID3TB8P2ogZUA1k9nN/aBF6RvDFOpc6LIOddNPVv+knAEnNSA5fwYgcxDvaN3QFOB8XOEXoU1O1i6PhjddOrcxhnqvlmNW+iHWH7sQ8/PEsmZdI2tdVWm6XFynSd4sUWtyZqs1zetz4qD9dSDkrmcSRbrxhYaPK7E1j1Biad6mKCbsfnESuF+L9a8/uz7zN9dcE6sLdiyp/TvlRrr/F6uHP6TeVyhVs88lzitCfk3KdqVz4/EhSoGXl8Y4tDSY9WNm2Cc1jHMizyg5CaM5UX/oygSKReq9H9lg9mcgDeZ6Y+70jg4R5BKPxFP3mj+sChT9XcVJMD7Pc2xdlZHE2xxvb34Zo2wPJXdIyrOZSCfB3zXmdqfEeWPlJGFfO2hLJMKtPkJJFiTrJuNByxF5AOsZwdvEdOheGBlPf6K0JaLqV7Q8vvjceTcXUIiiEbdU3LI2WIdiW2McMmCo2X74sYDTDJfmysTCU6HBPSlaHTLOgtF5MHcA9Hsh33UHWC2UFkW1dyZ5Zzy3KCEVkt7W/H4bCOE5gRMh6iJ+CasJ9s7Uw16RSL82wy+KnglLKy9ar1xUUUJUqiq+Lxo3D7mGZ4Ba4c9LVEGFA4OzzvKoUZQMqyGvNXxALjnPzX4mkmf2V4h/xISqPV91sZs8NnY+zfl4kU9rVsuD1Nd75di4TWOZUlsmvUZjqXawwsGDtnlKUeQS1cGtrkXH9XLXbzIdbehHtC5x+As4aUKkJAZcz5GJ+doFu8kdY18Th67BHscWTVQ6Drh4UhpO0vg1Vx032QolraeJLfqHqMyNMZNu0yI+SplPXjIeOldVe7JU1UW0y6sZYLlb4ktXRoLT1sUwpe6WQQSDdFSEqWRvvixLe2G1us8GWZmitvryLCS5bkunPQk+nQFMsUdsLqAnSH5UuZiWZk3H/UH/pSR7vT5+mFhNjq2OAFI8Oyr3Z5+xQ2Aobb/pK++0n04M+zXjbsvgPb4fSwlk/JENkXa0b3slN/Nj170jYpJewuDlWV5byuHVWWlok36wDdLC76M9wDNt/ZyCYp/dezVhFIA8gn+GhIO5VjHBLkxOf8S0IcrBa3mDsyFaZv7EwrV6WsGpc6DqRnsGayNhRDuR7mMrRvPAQ3IuFPqzZq56irnNtb303jskZMLcVyfqegQpkYFe8SBGdzjXuyAqIPBs8jPb0Joxj+iuBXDSg8ltKlretmxpmfXxL9DJkR9sd9Of2bwjp8DCRbFzbdVpuyL0lWHQJtGAbntfxtrXpvwltGO+bACm0fXYvfy6MEM16PdKjFHDz9k/i29Ud5fPwTz8/x1glE4BTvELy6PwpcmxctUKLBEcbPE88T49JXzgzkOW8+zQUDa4BChY+cEWG+1GWzaM+F3nGcKy3pAKFfPpG9jgK8n24y016Cqy6DTUsw0vDhL9kEzC4XitUb9hH3Qsug7DkgTcp2rt21kDPhPsEoKufirslQpiMn8LxFnpexgW/nhdhW9O7wxUVV6wYdqq6o4Hwpg4U6teQeQ7zhcHi5v0glX139pCKgJTJyMddrZ3QqopWkInef3uyVzbUArMLQaq3pyz4/iMLDOZy6gmPJP0hEaPURjY8MO3Y5nC7vb1W9ToGUNTnFcfrn0b9hV8Wl6i0TQLsCG4Wl7oiX/UeLkqboc2GtG+US8W72vWO7GX5unVcKtcR2A52JeSyBNEoblfh6uqPTKzoDGHAR0Ektyegmnrzw6238UrLdnt1siQs8pqlKddmyR5H2dk5hBRUW/xbU/toWclsKSpZrsmek+1BKTZhK8soBLLq/Gm7TYe4RAD6nqlwmSyv5s1RJl19R52FatOE6reyMUaVWyRAUzAQ2Vo73QSTnV6dkD9BSdF+Kr2+FSDwIrXjA+pF1s8ZzUd2pWfMelIgpRSebGppOUkq40ped/sVB5fNU1vP1+OB0vK2KW/EgVQFcu7xpYAepv7ghx16QrkU80yNahoSr+lfHBKzypygav1ruo/6IJB1IcX0B5ykeMf7zazwG/VwVyukPlPv66vB9ZN8q/Z/ZPEpq1ZtKCDJlO3cl4airTVvb293/Yg1tcqPPmfgviAWubovlCySrIT62WZQJC+0G8krJJZQkf4Eqd8GEctyKbw3TvuszzfRRSjgJNxM/ptBNkBB2is+x0B4TRcrQUq/OfoiIyF7wJElCRD/g4xDQ8tVCkZR/INZr9VpoufOTn3WwP2is5f/xwcB1T6nRTz2ZDDUb6qQt1j/LKPHV2PArSVL+BuIqnhZOpM9iTflM7VjYPeIhSWES/F40ik8zIU4cbL6n/ZfdEXOB4intkuymKrYWvKRVNwh5G+sQK/xA8dKRpkX0Nt9jnRxSjWAVgvmJbWCngCyGHbXOEQvufBrkgrl1/i7rkF1gW3nr4NgomfGGJv1tG1GhmSAlxnuskzf4+2dhv7LIRRRL95C6b8SnKynNuj+s1tY4irgHxlLt4pHOrNpCZTRO8+xQUkrNNprccAQ4pk4IevakgwpydNPI4oDZCh8XBEoiZmk3LW+I8ea0+G4ITZWlEp7nD1NC+DWNk0recNSFY8JswlA9Wn1vS/4Qa/DpmFFwy5Pv09D2Gx5dCj5h9TlW2PVYtxxJlI5AKB17jf9Ibx6O0eBWQESi/5HJqm+CEqJDZpLUcy/EH7j3mojyt+RS5Jms3HHBPuJklxp1+0H+otDZYeVrh584pWvk336aKg4XOTv9yxhTJ6msO/X50n77hGJlhbDuRqVwl41GzYVKU1Y6E4BVK+7O1kJ77vPJx9FoRICDAYgqss5HVkv1S6aXTRF7yPKXt8Ki4MCDuTeL8V7XEZhOr4S/lbOgXOIzzQnAUUK7Syp0lNIlgvg5TpSEfOYng7X4tdsoJTRD8CXNaDsqcbHJmwRGs2hbkBddqZeYf33OJk1Oe7h+7fbimhtCJAuwJzA6wG8cN0tFmopA9pyFcOC1deflxqQIoY9OcrtkvZoefDVUfW2wniZxjN7osMohMfqqfLYyTCMMgZdxVvz3jzDNUExFDC1hwMBjov7aKoH1maUitgrD9/gRU9oGxzsc4nQRFdF3FiGHoPtiIupKO/c9E3Z9YscH9svxzJPJRra1bUcEI9cbTl07cKM3nS+e81TTYtnJ5OX2lQZEGD8GV/7vBkdcxsZ4Ka30IptyP1240abn9Dje+7xCOG7z4MyJ/ih5w9WWw/5SsrQr2wTlt+JZd+/B+TSaXTlFiqNSEFLNUzZyljawwporpxWXeIZS638efED+bkjSaVhRj4SaD00e7Zb/pwOT0msgPxf8pqwRgd+vSxYGUSoE37Mp0l8gjfEo7eLOpYV+06DonqBWRa71jYL9jffqMWpvUKLNc10tDxvQ7phH+PBSlWc6DQIBV7wAvciic0S8p32OHEt9R48mAb8CcM9rv3DxFDWV6BlBm9bwdAvgJzzROrGjuvTA0aFpZ8EStcImOb0+V4HVzgujZ3RvahhqTyF6K9qyKiceSDs/UL9iAO1yIsGf2bVP3N6Jou5+777MitPUQFH/c2/RW1F2aYBA0yfi92Q99NwJ7NIajsIZwmcLNWIXDY2lBUzw15sK+CVBztZdU9QV090nJ6gZlZCNiltW7IHoH01cJfbyp7t2JaOhs62tGc+tRRtZY3h2GgPc0QHHU+xQOx48j2blvCnQ6pGbl4DLNIjIthmJPsJKhjilqhLEp8taB5aoOE5EiDp/11MGOl/o7jY1pa7Z27oluVjHugH9ZPeWH8jxKREl6NRypRhBTzh8mtJkMiioEXok++GcvmmwFbVCwKU4Onv5xZzPXJj0QqIpkB6sWHrtAALxVzGkhdG1QY/9rxJ0BrxlKqq9twaUjO2iZ3dI0wGfe4ecilNo1Q9l8SygKQxjMHtaeClgYA3FdvTtjNyQSkmXNwFP5Hhu1XNhpvJnnmuMjOL3OOLXQC3UISuo4UkTa6z3SOJr/kmh0coUHyLbHMTbuSYNe2B+5tC1tQsw1z4mH707/HNxSyrx+AXt8WcpTMhU3rxWbA5UBje+mkheOSMqYTC1kgu31+F9R369VvJFHGaeVsFk9KlhYsm4KkTgsthdaSgSXt/wlHEOjvwiYvzHX7ldXc/BR3E91EvOSH54S5wrpyuWZUu3oBL2mrkTfrBzSSG0VZasd3T08YntW9CDT5+Vtw6O7tHMJSt+SFDw6puAW5TE84pZWykOiznqAek3dZKuCh5Tjd513sa0ggugy+dWt86lXojrB9ZlR+FL/sSnCLdy/E9wSarLPhkzs1cseXyVmXFCmSOq7CqdpLiVG0/S3k2a2yAJgm/zAbUbCLB9xD4aJW10UIL23tYIYv/7gc8ca8tnpun0wioviUeOuAZY2gv7889glwKN6phBvoKGyLWXf7TWwC3zI+ts76/6ZuGq7ZVVV2pfQCgt3nb3FZheesXCiwGQgAb4QTbD/Gpzlm2mtGPme2AIqUqhbDOnzYikC9YL4RjCJL9zXpyWEGezT5yTjRl1KCQaklPE6UjVwM+T3nWlr53sjX3epSy/N0ZCj/OmfZ8h/M9fLfmfpwOp5VNGkWgAddHwUjIgXbfnfBjE24TaV978UKowtOWXMqxXgmObMNrl0sWjg14aHi7WmHdy9GKsaYnbfaKKTnSQi1etAH2iksMOUDBVBi5wyyNPLeNQqmjze3ixWHoR61QAMNAAokYxqEof+IYGroKDju5t584lGxNoxG/bhBy6Me4rWoXxzwaHBgY0iDU4y37I88V5u1LsPn+NhK+3s+SOSypw01lZR3ybXEl9GsIadD8cP1lytAUsNlWjOaOmob/MN+AbiEwtG6SW5FD2Evn4pU9niKrK/qIL9ff3VkjNfV5iEMa68QMM7gxvNpVl3ZY2u15xuIbHtah27A16u5V40i38+zvB9T22ze1Dj1xdZznnsCWmR/NbXPu0xrqpCgDYEO2ZXtT4/Se74FY0/SeJtoNPe0j41EorIyJR/uJVBcOVp8fX/av3BlfPws0FIK4Jg58FkqGqCp/MTmmvrtAHTe00pH+wms6YDiN/TT5PHhttIhwe61guTumA+TvpzpgmtS0OHz3beUwRTM+bMUhi2eYshLC5h7s9s5Qkf9Ps/vCxgWAj/K8yKuOxZHpyLt3n89Gsz44kKK6JsOBsnyeEOrjfCIQTmvc5YoasKlWXDer0VeI9baflRjZ87qwCLd36phd38RPW8CJ9CwX7lyKyIAnCqcBkIFxVfZgj33UyHyo9VT1hIfCJINb7r1VmiEhCcxzr3WvhE3bjt66DiH97tCxrDVqPBjyVTnuZcb885j7LrotjVYenXC34GQ/SVbdJJoMh5vYXGGDHwlI7bgNre8rifkFtZF0pOJ8C4HYPsInyS8NgGrUYs49YWl+6obH9q3Kdbdjr+zbuUwpw0YkaOTTRw/nqsc+XMVG5NsKw9/FHHXvL1CfqB4W2kd50rEga0xK35lbCksBatGb0wYhxNo5GDqjkKnz/so3y8aNZCPmzOaRkXFIcMju8txfdai6V/Hh7GQiW3gtk3J3jFTlRjN8v8LQZu8N11Qt6bjUMMvTAyuq0ZtYvjp71W4+wxbErBFzv5iO5141uNwTUmzWocu7NCJKm/bltes9SQTX0KU1H8sRiTDq08V49D614kxeMyHYIyn3MRWXZXwyrgQiz2Zprc0IonQdB353SpJ7gHK6HVYCDfe/Z0q3XcUJB9y6lyhNctkelB9ykA1tjtxApMwasCag7eVZ2u4TvGWUfmH2FpTWgjEF08BBmqRQs745qzPY7gYvj1WSEtofabVAHPwYxo6DlS/sKCwNnRi4e8UQOZZLR6I+JQlTvEtnbDQQ1h3LCZZPuouTUn6Lo9YwWNO8seW/YJuQ3n/NF5GSH3BGheANNUG4plmFAgGUDCb+XAY3LiAbUsOXv08WNBiPFPzQ+tdMRwFaL86R9yMVK3sBia1+MjirIaJ5QSONqzDu2IBvre3+ukM3WdjNQa7QNA3BiOBVfqZFu8WwfK28zc0fOjM1e3t7azN7jpuQctSycLK4i3VI1pJkMTusRKgB53JvP96tyqy7saDOXK3Lge0S6044iOLFfozHDdQ8UFNml649oAYggcvNyKauLWxXwVWfcRcIGkvX9w6DMnfUSx/zsrnq8v1iWXDfTCjGRnyFq+kmT0HBokypHJcDuhkp6SDVJx8B/G4zDE6XeSyqrXO9bzgHhiWInvAgC4PVYCHCH1GWlFrykWXRs0M22ZcLAqmf37mMd9+RbhyoFn5HIS78Ik7cX2jIqI2hRsLkWDCjKnHia9rtd6aw90ERpd1yM2uoxszrk6sJFNV+rXvyvoSF38od/bk0N/fc1K/CZK7hFgI3x+FxEpKl3niNjdJfDop6wdOrszAMyNNL1zHo+UX2C+ALt2TLe9/tKlGsFu9BLJ/M1gRvrbG8MvtbQfOlOZvBQ07maWd7vSTLrVQhIwU7BUYbdHVZVr5s3C08n4DhatZex09RZl+sHmJUZUA/xnZdhwW6njHRZZ6r+4VMux4pkLnwcaoiivH36Ghu6ZQgeMhcoo7BNJTDUo4yvYi2ltVRybA2gNtVoRSJW+Qe6tCrGg0UKc0vEBTfVEqAyCeSnKSlhAeKJUpfnFyAODNenYi64DVU+URaWhpQEuWF+giAIZYzRtfqacMgS7o0XiKBDRiJQtlYh+hQJ9/vb5khQP19tDLIPk8bsnJZ6gmqGvCFtN2Dd0wqE6zSIxfHkBJk+0rqYnPGzafHi7qossgt4UxYu3YGji0ovuBQAGJkrLvPHi4vRL9s/bB2BWzwwxbShJmJllZVnULHEJ3aNu+/SWYj4PW/oyAuCOYgmFDBWgF4tEga/Lfca6/VKllUMp9/lMlD2WvOhGiuKJXBOx/Buzvh/fXWQP5n7gdvhH1MhEZbJJlZ+nzdLS0s5VFPIz/ECVFSt1QyhdihPvoHlvWpLS0uaQQYfT42YhT7kmAQXh6SJJInLN3AjnRSMZDi8XAJiJyrYDaqv4D4Sw4A5cjCWWkM77RTWsnXyw8yDY035Eu+sX32gmxbCKMAXtgN9KOOHV+kwL+VUejaID3bSFwX0mW6qF6iq+Qc6+x4xYFAQ9XPlaHg6VPLE9hgnlhzlu2bBNjFHXz3UvAyt4nw7SBqpcrNump17SngXd7Z6Ai/F65uF8jHroLuhH6DbKH2RzcN75SsuZ//Prd4YBZItcLHyCOfIbDU2HBLxLzxRg+1K6fbt2OGCbKHVot9xzpl49UjeFD5fuE2TUWhjdW2oXYbwJ/5citWPDPoULuR9TiXlDGA6dlu5G4t99JxsS3R3pLS3blRmTrKSaDKuJf2vPrxt0bdkY0ezvlXkshjZrr+uRLZnyXw9ah0USsReIzyeP908Q0OXJczo8qCs42bhQRCtH4IKdJkqJv8xpF0Pw8ckMbN+Mjp5VC3cK5lObdF0lC45ZeH3at+8SJH6Yly0nleNbDqX1Upo/mxGmxES/St5chNxQ8pd9ap621PmV/soY2fxR/NdXPmRd+FvIxvbnJm+Ui50dbRgEaAhKRDjvcs2jgWN0b5i3wsEXvvW+AfVj3nflOHfl4apTVfiIohSYWiCOr5ASRXVny/ii9CjLGRJgFhtGiX8DhjkMnt6a3T9Orh572cHrkyd5b27sUr6EhPwcwVtO51VNK//4CC65j6lrsvyhl8chz4+rd8vJBpFT7wIyTP4ymgxSFFBCnpztNBmZuUvA5iKun3Yy+yIEGs+GVkRWyGRb7TC32EkFs//zygcus+yZazWdH9qZSkLxmvcn5+fryQbkuDIZ9YAuFGNZ633RlshQS+QYQAAnLKEuvyeeSBQkOYhtNgMFQsOcLlRI/Ky8Kw5qbEtx3xLJk5hZGPKQgWb7y7IKP+U3+7qJ9N77JppxTqn+fr+KobNUwsX4bsWXqQ32wXpbkXNTgvDUq41Hh9IT8wfkeIXfytc8Cxii1neg6LpLqfuFagBNnWHptUtMq+Peg0NFX7s2m2opphQPWUAntqjv3AJMtRlVIhWEk2xWgz/Ecbu4ywwOWRpGGqhd+LT9/Sg14Bn069C1teSE1rkZxMyyO+7wJReVhiLcyobWbL6DpFbAoZipW9CtbUF1/iBpRD7QVqAmsHvmDQAMP93VEhSR0OEaPEuQecOTxte6LyHBaCpUuWj9U5lKHne1zjvh7gsDOjz1Wbn1w3Plhb+3MN2LrwQQwQRriULAutIe+8K+zTYQ/ezaQfK/IZ6TJXrayvU3GXqU+GqJ4OJX9gebyu4O7gbW2dWK+UXC/rdjxrJaLg80xQemL/H9n2rBltvn2xAq6xWUrltaZjl/r54qpvwdHaWnlszdXTI5W3rmtOSfzo7ARMEcNi5P1Zt4bDODu+miPXvj+UqSi75jefSv6R9U4dDqbUBHO3XtEVE3YcWaYjgR/BO3Z9JtA6b7XszTpc9N0wKeB/kVsaKXJU+PGIfvW66G/B35Q1B9e+0EdMHbOv5ou3mraLIF/9HDf3+y41bQsvjWIjkeHD0Fsf+d9hk5xsrqcfCZwDSXJp0Ux7B/Ok2gpe7IBmyp/JlL06Zf63c/0drqIVlVvMqgm/xTUkzw69CPETiFVMIZ3D/oaJuna43ejTWeXZIv3DRCWTRxZtc5GPlKmDuGHe21Qytbmuc6ZvSS1IdWo5Z2xEwSPulCjlqR/yaNTXSZjQ42P90Hj3hWinw9F9qcLocbkr6n9kuRPn4NVZ9FkC7GVEbLnORnhqnGBWhZbS089gB+D9DK2TpmzDWPbUB+LpcnN8LOdahwe4P9lxStH0PR+22iY+kurueuX5XIs1gceFwOOmZgmLTzJx/N4zNbu1QeEHdnjChRwmxaIdVK4TTMvvBe/SzX+WN2hWKDXXasO48Ui7o5jKSP/GOMC9Iy6Q4aJjM3U/RPjum1uZO3LKrcd+P5Lvf+WU4SKBPN/pAQJwiKG0kCwvcstEw7sbzzaAjbrS7XI715xRPZOam9nXFP/Ixi5PSHVXzPmnsec3P593kzQH02MObSI1MPObTW3zStw7NE43DGq3y0Gdqk/wVr1/9sEPhfYfxHwj9ADgzAYibcuDp8E0x82Vh5NfCgWnCtCdbCd9fCIPkCPzxp2zstUHTCGGMs5tzXO+GOo9jzQwGCXFmLTPtqeAyCkJv979m6v5/VM0W4f6YTYuuom+v4528Gj+e3rKKrZ9NsiUY3v+eOeP3kbmMG888W3wJwcjvKMBIIUVTS7r1vi+ZjYVFfHh9loRZ1h37+m1vMTqnqLj118uTaDSxe17ZUfTe+UG73/uvZwGF+hPPCNHR6Cm99b1+SFQcCxNn/z/eaZ3w/+RKXUfil179s+3OWy8HxDxbBWQ9xNx90gflQcUurzu0QZJ9nfaTuVz2yTYb/hFH6j+/RU90FV4OJC/CvciOpzHAIW7U57mD4OpNp5RvHrx/qL+b53PsT4em7PTKCEaYOWh1dzSnULkwweNu4Br5FHEcK6dvSkBS6uckUeehmbawEDWEfcYyox9BZTsfny2+9/oPrmWBz+u8P/IvhRdFDnYh12uxlkTygtIRcmPZA+3r7Qx51Ul5+l27Yd3az6Nfr/4taw4+Ipv6te48c4r9lbV+RXmyAdrNCY6z7oOVWLLt7u4MUf6aW2bpdidOuK2E2Mk8PAf2Ztffjw7BM1eJw5vTUYNSm+lvuIwrPXhry7GrtmxP6JF/p8vrnm7WwqhYnhMyriBEXysMbcYk3AtqtuR3Jk/8Ej6XH5NKsWzwTS1jZglWlUXlmkb28/efbcakxupFVrc5441ne3QXLVkCyG04K9U79YEK2P2aotgxZPRt+IrV7ZT+DJ7tx/xTLPr5dsfzhOeZN6tqtKi5YrzJmTgC//oTdfKzX2brOiL4O1ooMFhw5yB7gZNBmliWbYATbor8tU9u92l88raReN4RvBQQY0AcrXgbHAzMW7CXOmCTeJZxH1Ega5576OdQ/ov3TErDMGa1F6v+B6xH+5XPsKU2/WFk9T1ZoJa9wutwapHlJ0riegdmAGodUYvlZ0Am2uq0FJrxepwX5yI9TRP8UqsNXW2IfJsXNoTWwxhA7+8Rm8ypolBGC1tCRxnOU9HTHpfq7xNlCXF5TvoP78sKbyP2gZFJAG0uXgr+L2Wp/bmfecC0l6z0T/m/7DCp/k9dwWtubtXFoYlFfU7xTvSYQ8pi5I/Hq7/6X7rkXoO+x0VMLLm1GgiOUHcsSwymSaOcGd6N6uqvtByZ99fTxWiuIj5R/Y9OybSzPMUptoXeA62F3RvUpM5rXiI2TWPQuEVRWqxETXjgOIt+6V+P5H3/rln4klv4Nf4v6ju75//kfFc0RyOWv3NfSUGmePn6boF5QpqxvJxHnW2b7cRC1z9pEObTUrOEyIaNAK+2eOYZt30UOQt4A7TF2n/yCQi9c6zPmLTZH0jpdzrwkL7phpmgs6VuQP+kS3Um0i0p+uBWq3YZ5WyGR6+bisk9G7ed4O2mJ/SOPsJ3P5CSEsPLycC3SWTPHREreiJ92w2vLAa0OxU+acjNrBgd7fQZ3kjdbYzuRUds8GcwoWcHjN2Xh0YZ5ZnDqMyi/rHWV/Cpv86DiushyNyhW5pjUBDULcW96ymwp8JFYPO3uYN+Gjsv85iMualEtKnTioJW7n35AN/hOnaSgKj03bzI9H//a5A33d0Z4WEekt6GHLwhav/4jCyzTdrbe+2zvRvwHyHvEZ26AqLxn/kidh7ctLDx4PHTN4Fh+UbmLy6kBOcr8PQp1wLhll/afPE0XnqnYPWuA8Sneg/ZBqlaB8NtK62d99e3p4M/Ag5s+tQ+MnuF+X/fI5rdvk0k6alYDN5YvrZDaIUxmznWu7IqUeTY8Xo5yOlbS7tHVXC3hKfcNu5P19VFIkXrDfza8/OK5iXu/dUcYtt6I9B3zub5WDDYPHqDi3/wPKt+aqK3ProVVp8MN2tNZwaWWumcazDTHGa+qzujOvX4lb3JvAlVCytl/ubD601c76EXn0Bkmrmy4AuWcpqdm/nneNtB53BpHCVJJ9Pgmk0bzEx33MeLSqZyDQlZSFVn8aof2LcQGm1S7T8/f0h8u7fokhYhZdadPyvAn69I1qu2fjCLM1En/IZtOpM7f6eQAPXr1Cugs/efzTmoUwrNrzmBGiJv0hHmoCiUfRDWaYohWuYWgS2aA9C1wswb7czuEz8IU/2SSg8xLDL7w8WGxHI02vLy2NvymwP2ZXblatYgAX6Hnn8cJuUyVoKzagr4PHptWxJUE8cqSJzjR9FmwE+k//JJaWfiw72a8Yzni8OrDB2Ufy0dqJXgl5CNRnCJoExYoeiBdU7BP8Zn2zjVvzvh1Zreo153+Ma69O2aqTNan6tBiqPTenITRQK/83q4glLN0EEad71dmQ6Eu6jIxbIwj8Tve2sKqU6QkaQdmFpZ3bt2YqNQKWQk2/70KSrWXnCoPDl7d3Zf2SUNn8/adxefej0PTpRw+xTpO05M4nj9wOMXzxRU+szBAJZP8CyIZeIdg46pzSVsu7T1VNuaVKVax0J7G3uSDmqo+w96rIC37ntSdARfRwMthGxqP5Aqyuhf5+8zURlxnER7OCwxZ7shm5rQbIiH9BM0thfeEiQaT747XDTbNpPdq/CAAmF5n7PYQ1uoecpo0axjb4NPLmnn+03BsoiT2ONmCgmyLZ/2lFrcuSOKACbqVqZLfW9EGK3TgAv7ImipDlFKN2SIcJ33RTCj1azrNYSj1Tf+lTvuc/orYn0dLVax9gMteaR+7NIABBSbSLTgIRN+6F6pKNYztJzBvpWWY2owy7uPdMnRwb9/OxhwY8E7a4spq70qpfPb1vNAA4j//jmrnXTexE8yv5iVyMyo6KOVPsK76FnlNUPbvxU861abTdl8dqp9Qa9avu7X3Y0Ce8gX317dNr+4Yrl6FHlkdwXFMPWGZdYqnI03ej3PR1LW6WHCgd27HasS2eqbDTlUPNtO5NW1OpaZ7opeEglv4H15WBi5LNDzwHslgboKMUSb203o2EWeDtZ7hWXTqX3y9+Tb39Do+zk9qKkelEICNuZaXGkcozrOjQEa9WwM59eCl7pqeiLXoiU7mrCB8O1o2T85K4ertFU/SOj/wmrtl0wqNzS9GybYdbCzArCa4UwM2L1MQOgUSnWPPEyScQS2lzNkHzN6XYXlxfXZkO0Knxvf3PqF7JhnLJzuDkZ/EakEcg6urgEduxn8ZPSxhsoSW9kj/J5zGqW8tGck18qXD1+28flkUFkOfRtV2l3LlvwdpTA+wWb8K08zTMUxNdegTjmdmuUYUwn5oa7vtV1wVEy+7Yj41I9D5diT/6RPWtu+Pp7ccew9C5yYsULJbXgaivLZnKiwaebwjqcIJV41ePH6fm0seHZJrM+LOQACGov0HzW2Sxr0ceD7AAF3vFbalhS1MjHJV8b6/MYfoocRllQfeFv9v9H1iOtXEcWZnTSv8J2zRMpn2145JlYF8RLg3vEBnHSbetSU7oWRUWpLDl4a35DdXvWd799Ems64wm3ur8bF7I/LnU1eal33aNJG/nwUW5FmAEws+9lV4nn7Uz/1Zpoy1l01U6uEDaRe9GJwXF7kzJihpnKR6w5dfAFvu4dajtle6Vh5YotdE2zdyUu+x9ZEzvO9GaY9drtXppFzo8O/Fb1WOyR5lsSVmXSOaIcisqsbthmE8/sKlKIQm1KlItK1cuWx3T5nyMugQ7n2STK+Ll8TbiSKZ2jtB0xi/IY/CRSMbSN5mOF/biabVelp3QzAoJV5AY7qXwb9OfBpnsqsZBfQKrCFMHTrq05NpPKmNRj8JIJizk6maJmfckeF2OzF4dAQzeqj+Odkbh7IetSv9iNW+d3NTRJUgXPdNAwMbMj2VLkREa/v6fGM3tgOBdwcwhxU6o7m+1LgtcHG5I1fPn2QJfEdI1b66wySEoY5n6r+KcVma66aMsLxL74DXXaNvnUXQr9n1qpZPSO54cN4Mjg85Ng//rSFe5rWcm3GcWyGu7VvY3qdPF8EgsAvWUhk977j8vc15RkQs6MQIk+1kHYnVNDZ1o3eNk7Pe527eMM5ANGVoQrn6tfygs9M3bPy8f1/Hxd96UUTDavPM/LO14PKPKnR+oIyR1k2Wg4ar9+TrQgx3TUb4SZ0i1qBVbZVm8qp0lobNHuszF9GmJXL2S10hfV2hxdH+oRfiftPkoWpMJHexSdhknc03hQSjxPt2lJRM+dyo9Lb/F+bgMGBuEHKTE1ZWhGIcyohgrkzqD4sbArj4P0qzvpWtO+txoJJpsl1Sa8Za3TyjKaT2eUvvJtEk6pfu3YFtTI8sEahgFfTTXMql/0O98cP437w7+qmSojeliLXZW6XzwVtPzqH9lT9NGtGubFvkqoVJhv0LgcsHuGsDxeHi9aIgMfX7cOtdNglnbvWAOoFD9SHyRyTf36WBmVPGKiPWk8UeQc7edfZvPzDFm6P6+m3Il+a55uDeVkCuNaM+puae5ua2G3VgR+AorskEUOr/4VNi+MAl1yGo27cHyyiRwWiY2UR5cLIUe9XUPS7usYtHIpJd+ystDa9it+jKr6vLQT0hZrD17uK7PZ+nmscdYINggO8CXKSUKhynBc6aJtNVal4WKcbgkq+0HjL8yvz76sNDStLav6gwJ1ZHtW8lhc7IjzabrCQuQKemkJuI46Eb5X65pVMevW1HJJ0TxP1vNCplilUA/TgNXHgmxrvr8pgy7UsLIRpMBbus9WD0bySzaNH6vsCjccRpZYXlpkDmQawgSRRO0DweYkPmrXd1rcJlxLbMESd4YSJEAaglonppzeoWpV29bWtP7KS9nUjOE8uu6tCaoAo0lpXxKFbHr9uq/NFKdVp+S1eFpCHXuWSMrS+IvjtlybC1oSwcNCkqiV7pcTOwr8JvR6jINe8cihurl3S3ZPpKHlUiU94uH78TsjzrMwH2XQg1Wvq6ERhy3snGpK+19BvTnPmAfCheKP7/1q4FGhEb6vh1heLsiyfPKPTJzsCRmF0G8ASux2xm3nUqIpT6gKo6HBYuGCrrnQqM9Y42opipMeaezf/mjrcfookM3qeAFx8VDcyGdPozmJWZE6teHtDZU8PekPQ9VUw2SDLMeV7lmuN1ScuwEwmCcPIuqzuHtGDwCZy+hGx6O94IDNitZUVNJKCpUBOJcfj6WSL+t8n2QMG7RJm+xr8yF0HNktKR1CVOpenKKatUnhvvss0q67UKamh7+QbbqvlWemMjmiLifpt7huxcO1YVJ7ao0y5fnry9He3gzto6qnbzNpA0bv5hlHuz/T2ATyqOnO/XnReQkN6aaLdAr2LDctkameWnAa2qqOSh9KOLZsSdTxhFR6G7dip10Kdx1rUvGLfZFfx5npscMuc7mF8thppRnsdHGX6srClJPd1p8N3ChlV5nSs/5w0XcuCXRWi0+TCaer39Ht9Z0qWGQuhvp5AvGn/dPbaWFg0CzGtiIfhMkca7DKKhSBiB3D9l1sy73W/X0QsQq801UDQzJj4mfmiZONWy9fvT/d/GE/UyPnE0yzgJZRoJoDJs1gaEBa/IR1G2cwtxebYfxSxuhtgrt+c+Kygf+m3g8uHrVUvB7Pim/ILCCkgOJQO7sxCgWL4TB8Q4Ra6ENzPd/1UdmafcicUKidK6kC40TjD9xQi0+94pfK1cMEsCnACLAKCGRTlufXhPZfiPY0PD1d/Jimm0xNtM59fS84goaffmXbH0J4S4DV/L4Jg/oIZBAnxml7BPPcae5c0ARqmBu7spvfOkYxU8Q/Gw+uRG3TDMfItI0rNE8S36WrinNnr0iJP4B9UTk60b+TxbpY4DgVOqiWJEs3jKjVK5b+rLr0gXmCJIUKIyHM+gzkB7RbJK2eqPf/9NmvwObNQcH57bzCT1XGBALpykvcXashJ8PSYnK8ewll0GCW1CpUy7fDnvu5hrc83pkTe8pyY0qRKP3l13EdL26KWhzacrywEHcPecGK6szusWa2geQdXlqM3/roqtbnncw3AREQVc1zL7hXw9VY/y3GyklSgjzZlsLxYfmiSaCn6x2KwP+qCZNSo70xCfq+9Gkf9m4KJ4KzVEGYIlfmm+RI4V9W9FwbGQPHfx1mo/7xhsAXYWj867Ghty8BuDgZIc5i6ZHRDePHD9pNKcLeDjwSdrjdh5resW7OczUJmjsy2qThVb6zRJywu39EIUkFeS9GNT0hmKiRUuP5YctOJbFxW2FrPvSRcFhQu1SKbf/MIZBl0W9vjOFDurEM/0Kvvb3M+MbIMMseWxHleqjwTOTDtYjO232qBLZ4iMob3vH+jbnOz7Z2uHm15o9qmASE82fvu3De2vQKu/G/Vbwdaahx6WemsIDsrzaTkB95V43hKo2mIhO1bcHjvxihzMPKHaoKiULtLZiW6TmatRBNjK9oAvu0Wxo709KKN9vhRcaSPvnmK/7pYJrLXmkui0Lx0iKGNwA4T8CiIKEviAwRyBMbodg7ovEN+TQxKru3kH66Qysi8B8Z9d0mT5Gmhc7CIurCPY/2TvT06szmCZdZBUGPS2i066fPXf6/d6CVtqJOck2YzhzcJFtpppM0yZ1gNQH2eLMW75q0917v1LOIaTiEJLFWqJuahVgvar8075GWq9iGKPfjGhcJC4wQV/5cypx6lJTMo28ggWZND8z1eGvWf505q9uxi3VM+GvFH1PoPa6FuylVIrvUJGbmEeOMZSWQn7QZOm0DZvdNev94nLejYUgIjqCW4b4QS5Ij/nIcPg2OAeTpsFa/ofAfOCnhmGECODTEp0CHPJj1x6nNp8i3XxAhR5AI2VVuUjjMbvt5krxbwVqB8DJXqRz5uwcQlWpklqGus0PpcTc3ujk72i1P7M3+r3HJ3d65Q/Lm60mTWR9ZNn+p4cYDvXyT7sesNtwXTGY8XZHyr20Om8DffuIdjSs3TaUrfVmGuyDC97MAiBL3OP0unfiEB+bGA02jNIY1/B/D1MHdh2OMw3RjDSK/rxGVX+BcVM5Rimaxwbh4vEPTWLlXdWSZwv30CFiyVbKpUANkE++zV6KfAZhWL0iwAFmh9Nts2WmF4bjnUogGR319zlz3lC6u9zUfKYBcivSZN43a88KmbixyTOVmhHtQFyCVBQSz3hneXXvMW+3IOd8RRYpL7+XiK6nxZsrPH03hVbI3/moHjvoI7/uUCmtuxj4KahrbRugf14xeiFonXNcVQ645vzLRGR0YzATTM6NTYNEVK7WlSp3ZCiolzjBXqAZqjp0pV2ZDYUnjePHhaO9p3ktiGe5R2fdoNkdwmLtSJ5PcbruJx/HvYNP6RS1I1KfssF/jmqZzyuy2fJOg3JltGoqBcdGwjRjCusMoRCT9Nmm4WpkVpS6FasF8VYG89P3o//C/XmAOxVRbJoI+lYc/Gbj2wtA9CQu6LFDb61pkrT7DPiUMBtL9es6ns1ojbDZb2soV3O7b3BTukUfl1pKFlMqhzZ8ZOupp9RVK2aO/ndEuqM0GBCC6Mg4TCpyDy/o+nec7TAeDbX9Taah+8Go+drleM++a3quRo1ssZXyYlk3b9Pfzd925CnMUFZ7AnbgRc6opeViT1hD0dUFDVTLYTZxt1sqmIkxmXe8ZxRtXcJEsCQIohNb9p3hwGX1eSUliv+jkLNBflSM+HfjWemJahCda80YG+tkvVVixzQzfwPYgLkLkH58QJtLwWtqD92DZjTdkD3VIGlwh2YeBVvgr9aqeQKmwWrwoFuEr81uz8Vuvr2u8SJFp7EjhMHK1LHtcCzDq+xV3JA0X68kru/q6ZddfKkGH6dzDBQC9hbhXXUMAzrSp+cWL6aLPWt2CQrQ53fI1nzieZz52YKIxLAe3EiHlSFvXRUlgQJNqnqBu/ohz682B6ipuoU/h9Af0410K07LoxZRvfGzYFuSKaXtLXA6rFc1flUHr5tbkCM88qaxuvNyubKKidBXPJufHZK8RY/LtaJ415Npp3PmOe05ydO/W+WfXLHeIxe0jYrc0ksKkWMJIn304Jyn5HcQlTkM2nGZRqt3EjijOpK7f1oAU7LJB8ADMk1jLkg1TjXoYWd5a6y5wKMAkie1HTPd9u73q0uQzTkz4BzVTGNARWkhxzVWl+dpnQ7LFItp70h9QS03CHe2uNnYtcuzoZ2HJBHVyWoQefT4g8R9ZWyz9PQQF4r68oR1NHDicKhl2RJmm61VPXvFdk937FTc2QixvX0bTApRvYkSVwp0yFSE2evvbFQ5c6XzMdUqMyHmvFXoaUmgr3WdwtxZDah+V0pte6wRbgzhO/D4p72ajRqNp5x+5tIDeePr7RQPqKmVKudwUhwNvfwM/zRrDrJ8smQR+lpa3l2nBXFrce8Lq6jDKU66fuzR4mbtgHACU77UrKhRiLYaGyNBaW5mt1CN7KOg02iLlufMp3w8qHfe/NVx69ccguLWlOWZVACVeljzlTCSf/Yllz2bYpj39fMTaCs8LX+Afzhkky5JhtdsEbbkXlKVZY96XdchlWcSOV4/usa0vOC7r57lNgW0owX0wyvZJRcyY1encEVhP48a1bprIsQu0hIJhxV5PgUrAKwDm65G3uQ2O0j5VAs/neDP2yJRdTY0LGWhcB79PqwlcHzmZpIgB+jIHlKBrY9RV29ZW3na3t/g1agXDZDCfDd2ShRwNa6S5JH5weF11o5HXLvaGAMMSrzcvyF0urbKBWAeuDY0FJqKogvioovyJ/gUt7pbsvXUDAbKC6h+bj4KrHBwdvrF2FEZ8hPjIwJiAtb4owoQE0Ubgtam6EoM+vmOTIxf2AQnME9eoW+bdc1knjuSlNj6SZdAvXx0O9XIQtHzMpQsnC0oTP9MvGXW3oBgADHdhUn+qxZ8Y6taDvDP6G2zt8/Nhe6LfLT5Y/wxfYvFB8I49pz1crnLq8fRbH5rCTbcbWjDweaLuCdAo8ive+VztAl9YiAUcDsbuqb7iTlYHC79IEspOAgfqK958w9tOtc7cz6grKLNGyaWb4DWr43NzJJKSWzNbKWA0p87qm3izNc4cYG6oJSGZyYPn1G0RZUkZeyd0//g65sihvzPtdft737SpWd2aUwsEUuwWkEvv3UebHLrSxc++MuKLNKOPedJSwoPLoIRIgk92IGGbbQ5FSGWjos3G1/QkkEaC3uHO6g2gtOxWc2ciHxOOqh1cwf4vqNck8PvgH+AWpcsc3DMN5r6QP3CctVXgMkh5DKEVCqM8nzGH+PlmQDZP1XMoFOwTnxpstIUUHzst2fb4sxMqFEG05hqo039k3lmFM6AuV1p/ZjpcL3PQFnM1Ar266lwAlkL4NB85LqFDEhvaE38UBLOyPyVUNxKK1bLSd9kTVoYhztj21/YPbB0Bhl+UOhT9w91PF5Oep3nkTZDYMF0QsXCaUdbiJ81SQQDUtuEmonqpdzfJq9/Z44TrEfJ0QH1x+e5/uT1CXhlTtrEtWwTjFPWCuUrW2w1y20ehODby2UOz2fZgijSZNAY8SyzWbMNyuazj4406nz7FWqTdjjn/opU4fJri1yqHOnZY0ibZlvbqZjYQ9x5V1qw4gEIjlCez+AmApumaOdID/DclKEzoy7jGWMNflKk4kNHLvaXtBPbN8Kb4rZBK3+lt65MFsBHM+DtlgmhYCeLd0Latbr5IiLSj3L1iVikm/WSrBuX8ylr0od++bC0eP+uzawVuBVwCzIbbqITh66Lq98takLpYhwxqh3U9T2srLN0MadZcorf4yYBeYofxvHySoCLMQy6V09lJZoFVnz+XdWNoNnqtN/rS/R9ZScmHu9mrm7l/McGQG5XUXh7QmEtO2x6kzSn8qE3w7uu2C6T+0LGQ/LesU7LDsoKymhiOjQhnyeGQ1mSOxFSWcIE8N4S2dhV/Dts9ng2N0pSXmiPdNO5tyaqdKR6C3QnDMZ8UNKxp7khD7wx83nDLLZXZBEwrNuayvJ49PUuRi17lPXRdWsbFfCfoqUm3q1RmtNur9cgOuFnJlkR8tFFwY5IKICf9QUJO51P8iu0nlctGwtUwBa1tyD8RiRt+SwQCdTG2sx1kM95f2d1cqA75EONmrAEToyHBFMRipKpSFr0w8zHEzWOmacw62xlK0rf29y2o7boavKO/9jdotsPG79Wsq0yrmdJR/5fyptDQz0PNZ363C2Xt+kRk1tJIhmW6QLHs9WaF/NxiyekL5x8ILoiMMb4gJQIiAvov7chspGYGhgLOboBKIwz3foR9TGD3wkM5hdNWfQEx+D9SoCTfQh1/LsJrvdWqiMvcuqt89xYJV3/ulEqRS4swi3BZNvwDikYiyE84CsEqK4LkhsAEkrfm6WfBj4+dvtkL9Ym+r/qvew9yxSIJm+6t6cMquIFPe34Q2OnWutC6lpKhY6i2ZTiizJuNYcHx8d66g6OBdzC3RZr6Qi35ibHKvHy1NSM2k3Y+9E5jyls+S/S0dBMlxx9UOevBbxYk1N1n6yugURwsGkA59qIKpPTUroNskEkaaYxse9fyl3jxWMabWxY9brQ/6ZdBwPQgNPGArEId2km5Bxg9yTcnFEgEl4fl4yMf0u/8sxmlr4Q4LHNXERTq7Ew7ti8jk2E01U/t4W642tJy14ozsuZkKd5q9MPOrz3tWaWfMlzfqwB1wtKpwqlKb4ZHsgQTaeLfjVlI0GwMAtqfWCfXwFzwIq3JC2bjOLO2XkZXUMDai29ECO24kHTgUK6+JeG4FfeYpxbZmKKsAIOz3wBIDtjGpUvD5X3i05RGhAStwkNzb0qScc9EKp0iIezN02/iFe0FgmHd0DShKaNaJpO3L5rgN8O9j1/tsiooFqp+sTNpruErFnVlser/sbSxYKaC0wybykl88C1G2/zh+MnnGE4ZO8CZoj3YduDV4GbT2M9R7mFfEII9b1hpm03cifZ5sKlynplQtiXZ7/Gb1m8tURPEXocnB3+ZDPlGQTYlLTO+j2Y1FBeIpg8YJ2LYm8PWWvhVSugK8AZQHlUmvfa6rfqwYF+xws0BokGDqgw0gqLm8yTdRvz6kWAHBtRCIE0cP3g0FYb/pvJR4O1uKLsZTqOu6NeWbM3+gozYsRjCFHlkXC9HKIpkAmQL6dI2fklsub17wt8EODZhCFvdrpWt9auBwfY3W6AwtTnDNetOlFKS7NobzyKT+EQZnrmRkbqXR7bEmwGb4YW2fPfoDm5D1eDv57kKt0QgewcuhuVtSKCwEM0DTxQBYOn6YmQTpChJHKerdiHSqA+gHnAHHC7tqBHf/v0whyWYdB7SVKFDmmtkECDDHH1CmIp1bmNcvybKTwRYs1wra2kuvvMam7CNV4eeE36zbYbBhGeU0Em+PEBaPyFAvV0Sfh8K5FtdC5Qe+9qC/D7mtpz12RvO0wYfgymXMmG/rTWpCiza9QR22H/pguG2NF6USDaEGzcMa+b01OJ8v/BGJ0Zqwk55dXAh2C9SDkmvhtI5mkHD4VnTQ5G9P+2jcu3Rja0GmYxDrB3z1t2oHVBoZ3t3SyGeqnovcjRX1KYGFVJI4LhaTFfh+NCOqGD8UrzMcUs+vEmx+c2cnGbjM30gr3TcQSAAfIw0Hit9NEYWR5EqP8p+XLJO2fPj9+Pygd09yhDdC7ibMyNkVfLWqTlZQL2ioT0Zri5nkeP1y5WBAv+gIoLTWk4BgYbzlUqkGbjyu7lnktOg2jF65ItGvqXRRUOvwjBTVhqQHPhSvZ33lumt0WqvE8B4eIRSqOrTkcaJCS56Dd2pSo+gnCpK2Jl0l0WZ01m6I+TSMHoYF/nyH1nj1BHoH9kzeEhHhels8EPVcRX2UAapWg/DApzu36HNsJ6FTd3dck4b3zSTdtP7Arw5ekAV087HFKoo1gKbj5J3UDclN3QTbW1fDIW03MeItKQaz7UhdRqpbNQMrUgGLmw2wpbJFp62ZtgbduR8w0zhrEgr0tos54tsn5PIw7FMsGHDO25VtBzXZ0BPkgXCNkOQKXZTFeWat2YN/3pBH0j7mre7DevmOnDzrefz+wIsAvD+xEjKD/TmLe3oxqbpCkxr4Z5bRGkLqBxLxD8s/4nzlXFrCUPquW62JX5AlGBP8CRrtqXUn11BXWCONWvPJMPnbknp+9k/9J/T+jbG9FPfUfihzo+MtUYtHH6exnGCVeU2jccYLa5wSlBuw3ItGgNxPVdmoMQtKyTMOyQL8AZ1L4Ubbd7HXNW2+4xhkZOejz0cckMjvlwWh/YiU5d6ms282O8vHA7cZMqlZjLgAR9TCcjlPL3AScoPnAirszlG2899R1Gj20ERTsJ7tAeBN5camwwk7rgwm6q8sngKYBpl7h3FRH719A0Aj7Z/bAQ6zNwSYbXUuqPaEAy3uPc4v/FLHFn9oOjnp7f206seZUtLG4ZFzmWPOrcKS7OJejC2ZDJLcmw+Fs5ytdmIP2OdrPS2a5m9UobI4NIO7kU4P2ylD0xkErHGNekmH+fwuJ9SlerpEYQz+BmqQub/0w+SiyaS+l+UpiqXGcnfSQ1z30oXbKYMsY/RjlF9/toHCNj8qW4CY0B+FS79fAR4fXsslFpdSyIGeNX7OeapRnu4SByCex5EiS5mls4cpM0AL05okL6Oqxs+pW/ST+5ZtwY0wDtKCRNItDfPxdX0qPp+oVX+xlAP4fNYbLz5G2soJRPlY4Dki6skcWyhTQUwIxypX/N69b2PTe7dx4LNgxz3e8gtDQ5Tn95uBCAIW18NM3Wk/U3U0NE/5/wiOLFJ2c/hru3RMguukOuv01KlR/BGgFm3YNX23BnI746Rawx7YcT9737yDJQiy19FxuR13eIMicYUgO+jb8PW3wU0/8nafpsyxlSlJyBk6fmcTKFJuoG0ykMhYAggZ8kYQ8RYIZtKcl3uUFl7WGpvMT3wSr6fZc8q2BvT33P3Q0PAY7JfRTRgW6K9NHtNwGkVDDCwHZxHL6/PvUct9SaHEVuiztQgJI+IEX93QhTsQifs/yMzna7VuHRWOuT+5BQZ0M/y1mVgZFUkzRMOUgNp3BCiNV+GNxb6gkbfajHk6cWzDCASaC6rKakF4a4nLz5IyHYcP+ZO/Iwmnw/zxJ0V8neAWkjxNf1TuRZVPug2j6S5MLyqFW3VnepHXoinwh1UeMCbrs6jydTdSMvDJtMOLGqhTOL0QX9H/moS6ZHrB9iExrR0hrgBwu3xgGpcK233HausrsoId5bTU9X5DLC9glJzsc5p+BM8jQmDnyhQmKSU0df6teHvV1EF8u5ACaxg5KVXaU7HGD7DvSAnjtnY9WlDB1bYZ3U68ItjGPFhruPIhBSnT9kMYCZtx6YmsoWwbSY9sePHmTDrGnf/kW6Abpz64+dJFpNM6QorI84RIUVRuIClWnfZjyG5wgwttjYGAJ/GgZEmwwEgm05rmWvD1R6Ng5FU+AKjry9s406DgajOl5C26qcDYtljd8aS4ZsDTi7ZienLGfTFNfvYn+Y7jctLo5TvrK0YLkz9/ER6hzcPVEiGqN9TTq6jGogsWi4JD/h6gsSVtcWsYC4ARXh62HuEftH5PUQ6sk459U2PwkQGE2tqqmuaeoBnGuuztEKBHEj5xHMPT+kv8qm4L03wRklWyTjkOHnqW/nS1xV5Nt9HlZpuezxnGMFzzMQ7KWjv2xgUTOjbRg7cHWkX9rz5/MNd0oDV+17sHQTDDm0p1RdqQcrSi5lGZp72+b07Tb0qMWS63hXV0E+oZ15/3Kdam9oNXy0LD2bJ+QWIGe5dzdAxMOs2XqA2QqtT06W3v6UjFUdecGJlvyEyIpOEdNJl3Bl3FWA3yXMObnL4v9ZVIv/6s+3D9GaEenbQ9H6hcuetG5Pcgs9ai4EuKN1kSyuvOTeP49ne/VvsfyS30GKH4BWIqpnuNLV1VA3ugM9Vi6f5sB8AkigwB2QgpJ9+HhkWeBuXsmHUDo2OgvHUgx1ALMysSC+NMfDIYVXOOpL9EWiUq6na2GJItVE/UNCKbIsCyUnK4xxDGO02CJXqMwPujDdaZ4+PPZkyyU5eakroMxyqT/5Vo6kD/wUM9ooEOruhevnVhpbUiEugKMY0EkDdnEXegFmoOr/UKmrE3jChw5F0DWoPSgtOpCjYkE4dlY5dt4y3PkvhgLsFIDXC/DPsDFIT8qYtVU6RjzdDQ2RdBXsMh7ASvi8uexhBcw9fh/tc2jDHkP+SVgRrfeT+jSKRxEtQ1KvQKj32p6/h0qj6stJUNvXiYeWRYWa10VOvdaz4ZQcUx47CwoX1GGw8mEA3tDfZswSd5RFDzDgc7kA4HAk8c9VVNKTou2Piao6cM9xEkfQLzLVeiEpacfy48xGlzC+e62YpO6ID/LLuO3QCQLjG5zR+XKRC6tNQeXgEm0wIwQGhK4ICdH0hG6P7ZL8c1Dh+S+WknmA621Xfn5mjngFMaIym9VN79lngP21KqgOllD5GdvbR49ibocoTRc7BvLhH/km1LgZsAyytEFYrrctReCqCWRxY8pwqBlhi6O4bRlzODyNdgqv9qQUNGQu4R3P9BQMSqyTVrteTAKHHvTgW7c+UkmR/w8//kv6RJbzUHHRKU9PvPJLCveRDrHUn/SNDV8TLXZlBDhetrkcOl17xzz4ChEGBjSptB/H7eOAr4TDXAZTq2doXNQ2uwXilf2SsYeHKy851bvPBvKCTf2SO56arf61Jjq2rdbF84jPXAldq9SkmndMdUTXnHjs983bwpCkf39+5RTrd4fs1d4uqTCq3VLY2O0KLRwhHRPFaV4mDbsZI2OGztQpcdNLLX4xXz1vQR+kpGiZrKzR0Lqb/Ue/RoyOZObTyBSYbO+0TTNUh5V+xGKkGMpHkdTEBuuGDIXLE/YhL9ZbqMPqBQmY85q+fweEMn5CDIg519tIqN6pmEdLgOC5SYm9j+/O4OTPYH8Y3Lh+0iEUnCTphlHuSCVLAPbf3NweuGSPlD60qSLx2kyTeqymvP8ZzO0Iifd/yF2JBnPa4LZm2AfeniwdClLwOhQ9odNi3f/QULaie+pxffj4Hra701oj1tPnhnFjDUowOz+JrlId+0zPkrzAOTQ0X93z+5q2292EGFizjSPVr3MA4xX7KtQv0xmWPwjquYt1yrzXK1LolAqE2/nLbjrosic/CJXOS6yZtokgem6Cxi6EwNW1d64LJAUWk9VF27wHbFp/k4aP2qq2X6W+DHVQt8ZtNM/sw4uIzvDKHshSdPsGr3CoNbKJNoBkqlZPSRLKiDJMXX9NvX89fUzV9X1mY77tWyj/N/luo1M7r19tGyxzW7dQ1FT/Y131uFGldDooqG/wAJURNtJd4IYgjWMWf11yY+VrZIEMZ/FRpjp5w0aAmvLveulcrX44qzPeyx25s5Elu8OqeE3guqOAVyVR4BJM8ibMmCrEl8z1oVm4u8Tk4TRQYKwnK/As8xF7fZf1bj1khO3/7/e2e+J/oPa3DQRyXT5954/kbWjaibOExx/d04IzHESyrAztvnUeBOr1p3F4YIfUV1vfwCLnaG0n++XqOKNN+VFYQd2ZX9LZDE/qpv/LnH969Gsz5tPkt5Fa1UEe7l9isDwAl764+KtJVQp1HgkoBS83ovtzevFu3+hBk2Nb1phi1F7S44ONHcW+osV+5VUptiNUjWYjX/XGXD/IDvNDLlTDSgYm6LN9GNUH+kTEEw10N3+wF0706sI9+qLMArj7TB9boDd2rrnXzCHNBG9qBJQLcvrVXrS1HA5MjwPAAGn9377PGUvl+ai9zidrGqkAh5JfBHwr9Yn909wW9Np4mLHy7uX9xFXz4h3hpVX/kh0vnDrNaJBldWR7Oddc6hd20bXW64+ClpgpXkpEzmmN2Oqwqm6g5Yn58NA7fxwZ+j7ppOh8pByWN3zBl8jYjdrVHRB8XJT1i+NmWjYsK7Oum6ABVRuqdRzvfzQ0sPT8DH46vxNUGg0E1Qv3/EbLvLNNh1LfNqi0YJjnvViOzq2Lm7e2CbdGPnXWf7aK5MprBpFDwcwWzdrUXgQ9xhQLZq8G4osN6WfSe/qBT5xHvBOIDJFA1QXT61z+yt7q2kGyz/B24GDj8+Umd0lns1yuaNf7bW9ldsvjIB7da2oL3fg/kli3vjJfpfFrs52mLL4dXsEyLeUX7V/TTPMCmyan8tDdCnc718n7hfxSpdO60SrPC6mR7fmKWpeQgQBOOnThNINnqyKscLZrwbLvK/NCP2dXefOwIZGmom56M6W7s3v171Ac+LOqLTmh+RIs+WkmN/I+Vd8KenOAqA+tslsISzmzRb01bZqtl5ZQuU/Kl9rRqfCq+CnQk/7CEl07DfqBk9C2ih/dCOPev9GpBgVLcn+ygb4OCaJE4mVk+W4two7IlqXsIW7dnmwoqNI6Hcv2a/JHSR9ZvOyCrdBHm+N911NuE0CQl7h3wYGP3VHAn3+m89RQGrnCsSFG/ZOut0tyG1MhW11iEhpKjRFJfR4O72P6RxdxdjLw/53fN9Qq/cvNKYvWACyoX7FwSNvBlMGrVj2Vn3s5oZ5g9YS9oz+lZNJ2eu9fx3yJg+jMwVKk59gl4cflysq/70Cz6XOgW4lLMu4t3SubXQ0+d9lklP7VBG7wyr6nF1yutqgURzETN8yeVETWfiQTw8gc2FBMEP4IoRYIXuT8qRYec01zfTTrs7tdc2IyOi262/hLNDtVkg7lN/3ZgP005tyXx00OuRWP7816gHiqCH/F3TwddRog2NyyX2PfT/frjsJ8f+jIbRbacxZ/rxB39vXGFu9sryhU4FWkLvdW6Ok5jbWLQhyBu0lkdDxpb5wq2xURj9Fj3/pstW3woNNBkqjzGdh0ub08WralWFK8MF9qxfLs7vQQXPT0w7kBKRbwWLrwxd0ae+nwwzqOHWiMlhuJ1RU4Jqu7rCn1YisERixMDhrFYNB9ae552aZcGrbo/PL3elWdblgCMH6t/a7juJZC2RFWBSVa10Bfj5z5v6ru4np2HzTItyzksCCThqFk31mhe4AbuGG0+S1c+Nuf9MIR7R3ZZuDP46Ca6c9ZHw+GIfpCP7S1J8sr2cL+zzluTXrl9uENYJbY4bLGv+aX+p0itVc7y1pkugXPowClWbfVQNLZih48dfaT/ugswI9Ch9nvvYNhR/Nz2g3c30+86ukiWI6u6I+bVvTzIs5+FD+avHoSv0hToE9f0psVmC03piaPKY7dNZleeTn3/tnf6U2knYgncF8xlsLLz56y3iH955W+MXyq7nf2f+Dksy7WE5l3RjpR+9j+32j1riNvWappvgz6VTvv5KnXHoU5P763YDQyXh9WeekWjZYMY+UvDNPv56X0OfntdccNIUChNjdHlE3w+zsCkbaas0U9BRmFg/4dRgrpUWTMeJdZ67BwjNa63wUaIKmtaBH+9jYhUPtdZ5e5mc7Q9J/6d159imgrWRC/zipsEB+dqlB67gXN6+zfWRlsyGEW/775I+dN3qH4qf053tH+mex56mNLXxdlxjiDBdYzxGmKijfjzBP69T8H0mMFPjltJr04JCekvUUd2Sz+xeXtwYhn0tP2+aDN0aP/tmkFKXe36kWyTEjK+BbVLTVjeZ/DFmgpzeJK9pQIMjn26U+1ovp/4suKLKYGeFLq7d3SzT5P1Ecd5+rOpyPDvvH6mR6oJypeQmh/ZenNB0KbwUmJNwWCR+2ewjcMgTSdmr7O/DEf71b4yzuMF/V7gKfA/clJdj05H95oezq+F9sgwna0FV8TK7gf/vHIohr7iOjyBEsbhmGNoIVsar/NupHqF9vyRaFHxYI23TInYAkxvF/8ku/Fa6B9Zz+Pu78mjl4phtaO9edlvfK+5vf8Qsyp3XjG1fMX4MXqrWScLTP/Ig+4IdcnMKP8sPHsyHWM/0GYy+86Ugp3mRRE07PQ654rnH1lsuVJ3ctGdDoOP1wtOdzTcoUcevQ+5zQ4H++kXrid724xVr+W+Ou7+ZNrhulUXXu5A98imfzzhY2l/VCXBW34599e3XzvflHr4Nw329P6RUf48r7u0CEvvY74yP6R1FDz8EYu5UH746MrJ3qDS/mcNhVpgb3PoabbKnOtTJs59n5Ku5MGxrrD1llYtCITq9klJTZiqzdSPGZZF+0lI+cryFpY9Zk5Pt73pnZa0grTHKiMhcpDDttTqcmzops961a8U7SP9eJLZEb99/XTJ2z7CClyuw8DzdDEirMgU9iRcLo/4XeCbB9AN8dGmNEOK0JDkEStdxBQ2aoD5T1fPV4tqwUI/LV1vUiTcp1BVnVewqxXKQAUgUBlq+oJeZqwAK+Dj20uB5zurvztPa5xJK0l8Koc1WFzWedVqTbR91+GtpoAulravQX5cXnaOWdWi3avWoAIwSfTNWj73su+PL39uFdWeO87351EUAmZKOqNCTv+Rrf8jY7oSmsLwJ75ceXtNF1Z4OfiP7O6u4HTtrzr+HUe+lsN3bfCOP1ZFonXSbSKL4xE3vu3UVf48fd5ethtC80lYyy9gvxBeBXWivhb0HmmWv3KcDRpd9nYIWL4y0+wLP3A9MjlNqbOBYrlyv149LNHIi1rccrpzw1bns22fTGE+aTRXxrO7HS8cOx/JuqZJu4VSS7HdIrwPmfb+odcVa1YEyoLF2uUomSiw1zfBZWukq6lUsk8gIbdIv/0A2GmlDcMaV7LD7oR/ZBRXqtFr6uP8/X9ih8shT8HcC8ZrT7DIiIbEtTTDfabVAlsbljTzEnGa9lEm7HZ0H/+C+mnYeQEEsqr5tpDtcL9ibdxxx6T+cHzggzUYjZmp3ndVS/gcVKn8TWB+d0PlK3gZwjWHKSlvooVXLJiULS13NdCvFcGDuf9jbP08uzU197JgeGgH255CP/xzilIlV6m+qFWoVj6CQdeFtdPpu+rgZGJ3UzdO83akwzmkdvve+fwXosRXDaePI3MH0S553W8x3FGOhHnz+k4x09lfOymJkVV/H50PQ8J5WpACcIn/KKt+yvEfZW+/GtFk+nAk1jeZ7ESHhoNJ/XXxHcBP2/P/xbd1ogZnGah6krVxcfsV5/QTrHRbSJb3n13RQV30HCDlv838UGSbBxJBRLNq+k2eC85O7jaRdL63H9wdX4W/4hWznkO3793EqSXUlJ8XGWJau1uw7Yjf+QXe47416AafM3kI0kYDdcreOF5hN9K4NL+n2Ud/rnb7e/qAXKyj9NHbQbnb5wff0/dcV9Xbuf9rmroenYNXlzVxr6hUPU0jaOBCa6YzkbrK1lPKO4a1LnO/TIzmzZuQEQfYvlDecUy1xAX80iW6p/da4G9dcPeN0SPu78S37s7fR0crfX7gg6VA2bO/qtpFG2Y/4L9fSmPz/vcueOFbtOfKkqMNcyBA0UT9IJEsWjJvPu43TMpiVmkGU7j3K/9yXGW9B3rf/1GRYEKIl2nOl339UMaOKj7+UBTD5+PZP5Bi6DXz0avKI6E/A3PqcnRhbwee/SdxOnPU4GoP7fwBIbBN0A+DYM/Ln7UklxrJoX2sgi6bzpEYLor5iYkn7mVaasJDWTrfq2rx54lRSb9t99DHPfI8mcM0vFgG3I4EKGnKbvl13A0nCqf+jxD20GlhPfkTtll3CKOsnF3wm6cuel5ucbgyW4YkBw3sIGr2Zxfd4dxHFbhqMuXyeMFeGcH7j3wq1V5ZkQkKCIAiP7G6ty0rd0gJ0kj7JPa7hGkdLUokHV6nM78+4DkLeGwR4xK790w9qe+eNNK+nO1eo25fmOTNJd8zzNHD2Yp4maDLsM1LBbtE4SydETbxtVThe9HKeSq2z3ar33zIfSqpL/u/JHOrfjS6yiEfBE4o3NwO5xrA43dz9lMUjeFcUlWSA0cc7wFSUoY6BtIIPRmFtd4qP4rpbYUvByHHlDZlb9bhKfYG/j5zeuVBQVlGJiIDbCziLitSA+ClLm7iN4OPbaau0s8mK7y3wgOZajCk0UCRMTv3Dy3WVgvBMH83Qoypv+cdArL8p9Gp9srklR5bNmv6ggy2/KO3HxuBdNOPsuD3OLoYlCK1fGLfo9T8ZD7kqUFZDoBfpB9X1JFnTXZyQLWlyv4HnUJXs550d2HDRqCloz3RbplgTCJSWcsoQdjs0aJEHvRJrxbhOrbiZ41Mm4P3/D1HwvCrBq8GAwp/JdE1l/BAtDz1bo2Yqn/XkHuC7Y+EEBQ1I/747jMg44L9Mjcqjxv8zQ4AF8s1xqMDH3vqcAtGCnN6MksTA7WCmUs/D+0tELxRKMRo+N9KFpRHhHg/Tn6xx5WWYNFg0DZrlNtRd79fpOYLGjSaLlHrjmk1e7j0nNcpUTpSsyxS4Ygv27O671GphhaXlvf+qFKz1bCaLN3AisrDaZCifSVAWhyQwZbBny+HsV09rK0op0jsCTn1ORqxZz32LfHahxlnKqqjh4Um6kuBnJbSokARw843G/jghFmm4bEq7xMdtzPpYQn3ArwY48D2iK5rVJ8Sn+0thqP9CFiXCCmF89dFMA1Nle2HPPUohbMRyWSuRcv6hjkfX5fj1KmU8Go/2D5eiBhkdSz5RChTmkyNn3z7q1ee6McwBMeP0PzdA6WxyAvqtPur2HuVSAnL6HCNlmYgckn4lnHCLz+K82iztwadR7HjD9/N4XvqICEH3H0UpPHcDYhxVSffJs1bqGGOYBBcbCwVBu2XTtb7AIECdqjzoJXZY+QuDDVjU0PHlILrzwWyR3NuiVep7bm/dT6DOjEadbGBoohPipQ77mijdERKmzNwKfQEPsM4/0V+pQtDBHpYEH49ySNCprGgss3OVVj2ik8dmtKenUcQJzCU8xgn3nkgKQjU9RASkY9pVBjbfj2hIRIt8mmmFhH00x0BSKAWah3vR08bGtcbZwz7Ei0kFPfSbw69BtbvAy4r3shEakaVAh9WIwpekbhPk3y5AxZKJ6F+PkeykQuASxaz+oicdS3euqw7i+rDwt93rNns3LvKyh292a3VqiXX7T+hoNCWGtAEAdrPJWzKuzxDTWG8Bd0AJrSmcOfdo789DaPbG4ur6SX01vM+XgTg76NtnZnQjAw70oNjJ/q3UQ7UIYZ7QykzSlApmnGR9bnSOFPAi/5SIJRbZOwsc6ksT3fghuCySPuwWE6ddExkuBzA+OcCH/f09+auzoRNM5jfq3QWsUBF8GIBXsrYPU380DnYWTWP1UqCFxGrz13S0BFj4uyDaY+wYSFSxBDEKVRQvmWCzIMMNhtvQGXv8cNcihclE4hCfQVD8iVdpQPaK4kjbVDEj21rRwGbEmxe2PjkaZDVwQ3d44YCvDZPb7szSqOzLcnW5YR9c7HGMrvX7jpnyt//L+oo4Z1R886tEopUIVk2kwH9ALv7eHZVxSaASInB7yL2rWakHdrKujfi3rW5RsxyhcLiyBRTLRfwcKLQVdgwhsRQu9302PAoygO/YwSuoskh3opSm/vtykm+OheUDwvAByS1skmN0rRzDy1/MyR5zYV9b31GRWZK5yiTlu3PklGfVSuCEiLawtb1fDdUcZsEQ5yPwkh/70iqtiHj37ovXfRzpKnuVSlMRHtEPjgf5qSf2ms3QpICGsOUf3f0PihhZxyWWiipDjRqAEwNii/wFGkuSJlWLPYmczoQlZmVfBG6vmUBNkMU4fYN2q7HV6fWQYwHUqe3ECRwfjTFKCVypJlo0ZwsFBTMqI/oWV9QikDE4I7ikarPFOqXyIMzyMIAc1jVM64T+3jVeevxgmIGy9krnK5k7W5jx1ffNOYChG8wIstRSuZ76y+4rMMzx5gI7tFR/cwnmBaDVHvb0lD+LdQxC5JAAodHzqJmNzHIGy7mB/4aZn2/VHtHOzXOo61mfw3DmAcq3SspuMbsovBbDaOV/c9FE/DH1LDi9ja8MtU7xxVwVoONSNETJHsYcTDuSLYitLKxJ6J6xX7JziSADQJA4A5HPdgiVFr0874Rxo4U7MZpQ1CMOjT3sGmqHWkC9HxfkRMb3KbthWAvP7ldu81NDpdCENhQ41t5y2N34DvpUGRpQ/HQdGnsaJpHPAkWJWzitRcs+BLJLdXOHZHj+xyLpIT2KVePZNhrSCYpl1Tp8TTvKN3iznWUF6nBG7UX0k+jd+gcd57MBnP4xC931C9OymNzpTdbmjoswWXQ+GTWXC42pEud4BuAO+adTwIUxa6SCU2p8FY50YOVbzM46JXjZD2a8QnSLrlCMjDOLA8GwLavv2+MuK5KM0ll6HZoOQ0/TaTsPGy/cKOW36FRwmfa7kuIHu8QevL9sYYLZBPaqmUTepvxQ1KgdJGKt9ryypVwXlcmxpFmQXrjDrMQZXMbOHbDrUHv8Ueym0K8I/hw/2JrbCSwfdptWnat4aQWttnWhHqwiWMamMLV9xrfa1qs0nCGz7i7ZTQ89o3E+YSZJu/uBy2mtIPQeXhSlCZo9tWk8Eh1/fYf3/wq8PD6qGACa9f0b95HP6UV1YGsBP2RaV2XD3SaN3fYCI75Gpl2HemMLfIayJY0281vDf13pM2VDEbTPC8f+1OFrScbJmXkPoT22clWVpyrPjvK6v/VrOpqhp4LulSIIeFJBO7FiCQ/OYHWGMuckQYJjOXFVM4D1FNDPvkKG6GfeQoguXdn83zeF1qjGvSBkhfVqpLt4MY4RnT9LaY2iqBw90c9kLqa/3rCvLnQlhTD3PKG5KEH7jFMnIJpQro1PCFTGR+k2MJIru3j72LIf6iNWb/cL/m8fQxw9sPQNBeKryNuNhk+muZgq+KW9mnkPdQ316HZNVxwSwXO9azSLDM/ngku8DNub+rqSqb6FRFRDiaXpnu4bpe1kQqTeZ9X2pzNxu+JwvfYyWhMctkvla0m4P08z/Ui+OLgVWFWi6C5Djvp36M5mlgZofbpyIeMXZlGXNUq8yFYNtPwaFj43Y+eD9frgR4ypVg0gvI8h3RehePKTiRazitzAmZ+LabgLjXOqD19YN8Na/NBmEbm8Yq+8iSxDrDVdNAlOGwdU4gHZWSbsDznc1iNAIOXJddM27vfyQxUQQIDTv1HRfrfO8/hN/d8hUVsBppqfwcjwAHDXCb8f4hnvdF3dzW0btX5ldgT7c9jBjg82rEdrcmG637oYpl8vwaMl6/M3tWPXKaDCUTNJsi6cM5LTAMb/4tG79JN2CJ5ZEdUKjCYy35R4xjS5GBAt3pptyD9jAFggLD0FY4RH/PZSNxjJjmcvo2GeXoIYZAO+ty5pRCXCAwm5htkc+7kaXMzxpV1vA9s3/uROK6XvUA6qTnIHyPLNGrsOAyN+W0551NI/Ed2zbQIDvcx2VVZiJlaZ/sEyLIBmEiPCf3tax5aU9C5wfH+6m/19plccVgtd2JJ3HY2G/dHhGkuDcE76T42dnJp6/TpPpLq1LTZ41I3lTfrL80A1++5hsBKJX/iE9/NJoR7AZ+tYBumEJqfMvBGY97kskKVkhRKcHUXd9wU/R4Z5SdSXvLZttTcrunbFvu8vOmdXnfoXzHTOTZ/JpCSB3cVuMXPZyxZFlELWmq0Z+Yh40HlB+xV9JA9E4hfEB51ddHoBcUeo+BU0ITnjdfXbvGcKh8J3U/PH8LKDk1mnmm4bBPv2wp8AeoYcFLcs+QOWeWdygVkvTO00gMaXlT12QU1QQjwHmf2b2ON75D3xgUWeKRvNFDeaSXw1N6UeuenIHQ7uGQnL9VKrlzHxy3GpgyUe8YWC0kT9uXpZ5aWY/tGuuvmQSdvndoq/oWvaPUfGYdsfATdfqb0PFNnbzUhuONpXGEIk56G9WtFzk3cKR5MXbNfzM4wzDXA9exFhxMcg5rBqC+W/RdXmVzcKRBfUaQ7anOJaA/0XnROlii0HSRQlt5bdLBP3LAQFbAecy10yw4yWb8wuwABHN2eKQI3c1Pufwn2KjeMFex5evQoBGH3Vf8wHxRLiZOngwcqPUUFWxggneQm054CCkdIRJucRrtMSXW6HK/XqmhsHn6hrncI5napDXx+ItNm4gmDcEJwyCEbk2YIHxURyIu/X/NcQRGsFvTSPav8YyUkL/hXCBzqIxNfc1p4epoEyEsQTlMfzUFqCSSx+zfHbK6+HapTLLYX3PR0MB+YI9Lkz6j4hTT0RfkJUSaToGBRj9YgZ6V6mY5MQMayVmueVFyv4YnPx9BwZrsejWf20t74QRjkh4QX72bmHlPTRoqJTIM5PueEZzqbsEsyJ/+VGWb6BIue09CikEzYBq6drGPSlGHtRm2lIqgVvzxuN5DsNDPA/IGB8nFoIoZ636UFUuvra0UUa8Jc6vUtl2HyxwbU1R1238gUo0ghqYMbuMhpNcLA2FH311e8R/HjZ33D0rB9N+CvOrReGBGCqAVAUkqelGmb8CRGtroUTVojxZgC3OhPXtUXeuT7v6ieGHjs+RiJuLWTaPxkWv7FjnyIpey17/nS/QcGL+6EsCvKwOPUOQamOW4qftZ+sy/qFirVciJ9wKX0Obl6jM+mRHz8t1/fMrtx1yHlWGiqW96cWAuwjtPDr5UzFedg/RyOIK6qxiGVUhgTgB780ucuHLVx957Yiy0a3lUYEL/64EZFYd7IRlzptHBPVEo7MqS581siEvQJ0ubT9iSnV1NBQpdoxhmzHGLUnx0idF9AjtyNz6bH66shedN3TYZvW44yalVAaqgtoDNBFAOUGS1rSbOE21mdlOhp5cyxiS5NjGTLfzSorF5ZPk8Z4Cr4o9FEJTYTrGEiaerDit6qE4JYdOIAnb3oJ2wLWWsI13cSDlkbqDMm7rjwD4u0ChLHay1ZTnd2pAxo0CaNKkubD7LWgwGKA6InjGp/Za83lwv2vuTRZKfvDYwZnlXyeCdsk9RdjsAl6JB5U9+x+pG9F+UGFEL65PjF4WCPGoC+6ZLBaYWNme9YCHauzk8E91WvfQihMpIh0refy/fATIi4/S0llKM9HgPm9IjR8Wl+ZowcVKAF0roqZFxSYXV8GyTj4TKxo3fcn6Rmq07bcF9IE27NrIIUNYBcfYE+sOJ3hKF5Kt35J5/PMq53H+PGOY4/vuFqUW91tC0kWXh9UGW6AIbc4XN7LpORBMgquVvMMWMU2YyI7KNorP9A7z4T+bCsfzUKhHsZGef3mEtav0FmaNRIaEHDhKaJ0jMjvsVr01DY0kt7dNWu8+/6KYWJv/LkQrVVL3mo+pPmORfPYCz6JP8vF8fVFpe44PMu6JClaeEU1vFatCulV6IY3Xjx5LhJXWXRViMmHqkfKJ9qwKz7+aZiz52+nBiOssyk2Q/vtp4tcYy9yLwjlYUw17d1sT5ePk7bfoHXr2sN3bfBeS+SCX81269ZfeMq7FOdoOunFBdO7hmWRZ6o67beUREmGTLQbmfa9oj/G8QsTNh2mqAUkVgDgAYhKIoNNNus4B5MWaH33hFo1ttg8sb16CKeyEeYS+3qNOLztD82a8mmeQC9BGL4SAw3nWRMztMPG7FIfqm9a5EjXQIfXLSowihzNMJLGGI55EytIHWT07NQ1SalwUyInGtMBYd4/YHDkeOItTaWlLJnJTFn6CMLn5bBoYB+wiA/GO3R/ZbkDbEEkgVq9kOcRjZbe9zXWwsyVZhhZse5J1hnrpreH2bJI0S31oTQTmxrN9bAq/ZH+H5ZqyL4yRGh97Rpqbctrkbp8KJLi/aE+nuAe25JdqSXSJbTmCetnRg8LkkK+NZap33sDk5VZ9ZLLdb2SbY2icDSgno+VV7csKJkfQdG+AZGFq+PZDS8N4RrNKgWbGoDEJtk819r1jHzPgcf2sE3mYj20tPUDjZjcJ43OaJCmKSr4dyvS+M8ddL1tsb1o40df969WHIchfpF8Uxrw4ikpX72rErMTCLCoBIskaYH5CyQ7dgivwQAKeA0Q6nZXG9mYNkmMQBQvkVrqr0praZnULKi1BdfliVTf7l3Isj7bhI89gNzqwy7wzMbrTHbCweiTP10aGuGhYtGDbMmnEAMdyiSKquQQ680U/0ic4O4ut5SUI74wjGHqI1VJowLdWJmrOqggh5JsmYfFGFk6ACphhMV0Kb2I4/UkgZ4a0EAeLDhxvU2pL8m1aq5MmyeKR8UrWAVgydKwWtY5MeO0S5L3Dai74aoPZ4vy5TFYY+WjGkw1cilZQ4k2cEd9nu5RGMFnP4qp3Sjfv5sFsolLZdP0stjel/kcc0psOY7YjFAehKQJPiGzBJlCiiNsV5m0g3cQBdGPnksr5Qkuw+T3psF6flRjr3Qt3QKuUyp3PBqUnz9OJQyMnGpRR+e+0X5Z5sR0H/VwYMSiAJRi7ZldWxoM3ypRzsbARADn4/Dv1bXynIZa0RYZnWsPWbGZOoiOF9NSxlwIllFjGEs8FNbsAiZ8Fltwj0KZHWs31jULZJUjSYIOUdczZNwfYFP4i0Jy3JHuT2tEoh3cMtUwYer2wWH+6tXvqArojwvpBOzqJ/xgNbn6TUPD7V4ObfHPACkcavSvzgScuiXBI/T6Pkzkm8yZjKB6C3DZTpnOzfrfI4nq5a3FXYUIPNJImvDp+2GwVSeyGtwCwkVGL5pN+p3N9/P3++H1HZlgJzMQqSfSSdbKFugcps9WqG6isWt50VT4qJz2rb4WJwI7uPqK3cZP26KWEFoB14UbCvQivXquKyX9Sz4fZ/9aczi3i2WaaVlFfUWk7XPIqPoA7K0fU6mTeabaPBr/tUICOy3cJWtA4FgeDhKxS5NdFzsu7VVuEnlBlbRR9m6toe7pYnGGTeWddAyBl/+lSSQIjpFCbvEHICJ/oO+7OSTPa+TztmZZ/9FUPNPB1jtf4ogRAW83O8lpOBgvEPnsWRzwbi4KL1/oo3Ni48vtuFgs8qtYMfrvPATuUX090Uq6FYxJyThQNIaqOp5xtqiU3S8lQmPpJpyB9FNYVCYINwhLzSqMMwSymzcnuvRsqxendb/RVUGfQZTfHZEEcqkYeVfLef1JbFjU4olrWHZeFqnMy7OJ9kMJkBoZ7LpqKWxnqurU8Km/flzuiHj0920Zx6CjMoIP9jo5dt0OOyhbfR9I/iMQXtAxEwYnS08Wzvw3sfK7ZInrq3a+/WQkUAf+kn6BkPvc9z9PEvyjn4F8vhK8MifkI+SaBhd4yKbzx6gc8lf4vGGncllVgzVLIJJP3DK4ia/3iwb3hLTgdSbLkfQbrAMTbEumZ3egq/HO5yN3jBM7ZNjtH28vB0g8o7LfcR2adERh3Bot19gy+PEavOfwTKFWUYFkkjsjK8bhvD3yTXUahYdHcHSVTClSm6yaf2KIN1bT+sAPlwaCd9YFwKo71Atx5DPL2YGICZWXVw5kUr/r0bO+58N723jabX9mFV7U8QoidWgRmltYrdGzNoiQtUIRbVqz4qKitLa1KoZI6i9W2InZozWDloU1aff/+D5A871ep1zn/d1X+eHc1s8PK9NMPQFogeMKe1BP0aQoHJWZ+pO2eqi7rzem6kMv9rLXSfuaAbCedPaJh+N8srgGVit7gCCrxlvb5DmDfThhZam62HG9u4hTwLpWOWYy1uExVUUnLKoshSa3YbVsTKuPWZViqI9akDZwroeAnGIt4XULfhYDoq/Ewvn0fL6mEUrqRk1C+sJAZzYGrEST53Dg35hoeIFLTHSymQiXXksUAFskf6tiQSOUgvoZGgK0HP1vX94CS0z4fv5dXr6YE6DLdtbR/y9nqs5F5uL6ZD+wMv6cmbRPhYdQpvTN/IwqVWhvqV9suSulA8/LClqxEXpLXt2wLt3oEQeiBfPScHNj9y1iBoJKiRrjOWRRVLqZ4m3FiYZVD6WC7f9NiKHFDIeoGT+G1+iKiaIth5YlMQZkDwP5vr95buZXXGvR1LmDZK/E0MqWzY4hz8+qB2Y3lC0PNJNDdOfDFPFtk3nrJShT4xRjP4o37od9IDY4vjsCHJynjOHW6HDEjs3DOXLwlyd+PZ9t9xRTyzODn9roQdcJRyjnxejRz9mbB4Qj7PTEsUluLCSA2BMrno98Vx2Q4A5wi+Fz290CEo456/c7K6eohgRnTTjhZ6w0vRSrsBUJjUZx5a6d38Bbkt4Hlo9ZEbxl7f3GP1Y07pvd32UVKbR3Td+zFvmNree4bN4tjfW3NCEmXMNSCMn6DLd1bLrclBwh9GrufwGix4n1bg96UFfmdA/Lltriq8CM70dBDH1pdH0f2AdK2NggWA2bwoFLfH68DuDJ0nt33/xKergHG9CS4ureRbu42lU5QwsV8PS77eUYuQF3XMIc0XuCSvrTdEeaWS32TB+lcH8I265ctA7/mBT0RR1CWsbcWsn5xS9tdlOVhnrVb25W3KNC+3NIHafRSdF22PkgEXYnmdxgGl5XAitKYc+Gy/Ee2vryn7ySqXOUvcqbNJXn4DU/mkJ9g/0BaU3x1sU1lqMDtIW5jVRo3VyH4uvRzfhDhxv2dvZ6QH9VP3slFiQqZK8OsJyPcAUiLVzIKPQJ9saT3bY1QHhNPdyscTAOzs2xI2zyy1zNSus/ZZ1/3qZ80gPUK8PkojQ2UqAmQ50yoq1wSuccGhVVSOmFMMoZk1uI+oeKG0ZKUonc3T+axLMDYVKomoY39XuhshJ9jIkuOumX3fDxa9YPBsaEtLRNxdND31xADtgUU9jV4yT3p3ZVbbMUSTuujR5YHfvro+uQ9d7Vn2YpmjmWD/iHdszVtIwP0BhK/imQ+YrflKjKUmJwhLvEqUE31x/dPs6FeAbyMnQK49W5tPbK4QfL26nG7p479/7HGKjfWjPTibqWCYZplPj+6gr7LpiIHCM0uR/qYgz1c8PzsC9C0XDDvFr9Tg5Lm2SEvzaj7SBslrRVInKq5gmGDDN/bAbpNuzNYlSVDgYZOV4BnxWw6zLis5XxwwMCprfCuthSH4lTjvUafH5C18+Ta7Soz/2XXcFH/kKyuIN3UDlkCdQ3hvyzDXE9OJfrocOnjOFfwFRQaP1gVPs54NZNhy5KiXPhFlGucnCHNlKKRpC7x7S+xSzvlF1bH0rjfkL8Fy8JqTvHpSGfghE6zeP85uvBgvpHLl6q5bfDtNd3/vStddNVnpSh1aXyRIBA82ib96+qj+ij14W1KURHohn7eHkk+ucf/l8kzJdUOQZQWTuyCzSPi5pfAelys7GNMQs7d4qlVv42rpLV7ugPgcrTH5MGqq++3uk5a3VTHr/9/UM7P3YEaM3wHggUtg2uaoGKhSTGpbiFj1tnStz7d2JmsSkT0B9bVNTU66VR9o6OkRAid88PWu+XOcW3lM4lnnoMOeHoNk3kZFxVRyT8YaG5f1D6rlFhcFhGn6dayF6aqZbzURXxzd6V3a56Wvg04qZiqFdJkiFSUuJEYEhLQtmRjC/UcXQqeBk/3BOvAOi0utzyzxs7rPsvEHlU2HBj453Xhf6GZRzvgUV/dY6v6ed1CvSt45WTay0Mm+NlESUD4rgknUzbq5Rf6oWtJDk5CSOrFv8BpRfwTlVEAFbeMmKhyVbCpQtaaHNdP31byADboTZbTeW2+6mY+WfQ1aAZaZuWnfzPX78BTB5YhUvBMe8zhjWrBozjzLO7fExeyLCJ3dtB8bXLyfoTSTBZUwGaNxINU+5QFo59P/1NScEKLCATvhCw4ru/QJIy5gFyH0aoJKMpmXdewLkj2rnIWQ+MHJeeqQ9mZdxWyHC+1biK1kmTeXrCfpv9L7aF6R4jzIra68dyRzETvvw3+gx6xZ0o5HzFbe4SiNsvQZ7lZUIqtiV6Iuzt5T5xk6S2T75TDSsONp/1nWV6cUoc/OIm+Ie7cEwbzVPNJyuT/cdtbspo20HpTru54Io4U+1cDuhcaHobYRXg6+UogXacxdcBBcJhYllFGNFUofQuzlXzm3zqxlKt556+ePTjK537acMCmfZyB1TNLRGb4yxP+IX/pIGhDll1Zq9dM3PlWm7HMYStw5DSfFmzr4KsMl32IBcrZuf2F6RmFu+tat+6WSKj3Fbq/zOfkQTizl8v1zbokmT7u7o7QRrLIfy6NREacYkDSgkAHacH/I7haxn5L26OiRIxzaStFXih34k8VZvzfm3+7PxzFeq+z/D7kMtlugbFQ7ZI11YjC3mdXbpkwbaHdiA4k8Hpew1WqO4kN0KR6ZNeNChspBKjcKYpC4zfQFjZs5g6x9rOFDc4vMttgWNl+r6Vapwysbivnn9QUSPOm+w80z/+MUjSh+OTLcP2D6J7eKwuflq1ZER/tyyvmU/eulc0+Y0baWDh+iAwPHfHAMH7t/sJLfd2O8hJmwtkZ5n7A+8uHuKXIlXDSTzCS93JMhLx6sz/pwe/5q+2uaokdlZtxUfUrjp75U2vDJqrINvyDaakWoAy/9HBHJYEhFe1Nfx2RNTDaO+Kxw9oduzkKnTtjLN0BD/avgHSvrChUqCrQmHAxw7VR0vf//ZkT6l7T0OC4XB1em1bBRyQkt0UfzZZBopX/AvBk1j9LfZF3xbHXTe0oHWF2LsLWODlVuNx0bkYO/CyRkoDrZO8PZAcmF6o56HRDku2mrDVTOrn411FpfhcA8YqU8jKOoPWw4+ebaDm/C5Q/0mjR2Tj0LhY5kZVXy7xRgF2BPXSDYXXlTCeeGsR1Lk4NkSReX47qnsQYq9ype/gJth8svl+3HPC8/sO2IakL7aEw32Un1n3x5dRRqf6EwGJiJ8WWdNlG1mF+EtRRfs2HqkX5ENuPDEfOvpC9DpjN3kLxNWLxRKcYJUMdH7XafdAu8sLiRL5JDNRqBukUaBxUEp84MgwoDDvUVHxdm/AA9Goj/ZY6f3wLbTkfOSc5vgcPqhk9iXXrnZElTOijuTP4fb5DTW8cVUFxv7gH6BFcgb06Kt0T2RWvFMz5I3tK786b3scqQ8kP6nRfZ9qSb8Y4kJT7dczXSBqBnDP/Qor2pbdqNkYHJWQ2Pn/lSudDAWTZffSFuhrgrUS0n3LZzfurUJvqZsPbkRqsT3F0DVsVzgSNFK7JhD9L/utEmNrQxTqloMNgwu6bapfi1VvUL5C/jHroN4Q+mM0bQ0XhPhG/iRhMsJJrpNXj1UQZxvxAAtD9UjLm/+BXSOfKj9C+iJiHZk+tcqfFlPTXo66pZ2wcudH2GbL3hrxnzC3CgT/YPkGzW4mTDOEyxkNMBbPmIHrAi7nJsJ+DmFl/30sa3uPbGq0q38hf3lYgfFjyOqA5msu/KYQ+CKEGUq86U8n4slvk15ClMWeMxn0t2SmxZR7GlTfeyqeFhc4y8ZYrqlEIRhtqmsJkYRXoMeCPRPN6zcd9HumASJ4tCoiQa6NmX3mDv+34n2bdmp4DcKG1m0O0br1mzO1IMbiF9Whv+2G30RWnZhdDBiiHnBMqXqX75FWbCzts/aqZKPwTVHTodaRtyvcgkpbnx7F5e7fSdB35yzSP2/MDPK1wy4f0j1j0+NZ8i9mvLwhDmz18mqWzOf4eTV/SsBt19mLeqk6OvBrhkD3eOodpQu/Chb0yemdQeongi+U0tGAbFe6Zvb3H+WXslvF1My9mMDBLhP/Q0mAutn8JJ3Jhs+xOVyHyxUbjT7L7fdGO5R407tXeRvPVAobcmb8f3FmHwRsqxO83C10tbwFEou/9+4YLX4n00/1bkRzxm+RVU1wKsCkFInFnGnz49h+xV92eUOi3AZSO0w346l2VI8QbLh8S8BjtOS5ZkknUpw+YXzFLhKWipwVwRvEkoZUpkNs48o9iK+aC5DSOefOhBDkxWCIR9iIvnYv251qRwUn6boSwm2tk64NoyPuVG2t8/Uaq4ptkTEkt8W7djUTBS1KGMaPDzut71FBd1xQ5Y+dEPefOfSEq7QB82uVvaY2LXU2yUDXq/Efkmlczydq//AtTWqkA4vnNtimdcVhtmCZgh6nwt3uOwtZZkhaX/yHnIwlYEKlf54UqR3Ms5VTve1aygd3ak3g6UtT6NLt7j5qqMb6BakdWfAX6uLlypHDocLHbYYGeMDsucwhH7TcfzDTz+EbXBNLRNC+M+WysnVZI4E+T+PHh3cyENJlQex275boWEdKJOYzWJiYn7oR6UlpGVtqmHh8spVYuSI45fj6yXOy9sXzAczry9FwtQOtH+qCVHU2vJPEzU839k9vFlSsPSPgM2+y65DMgLaKlAfbTtM14rCNUWziSWBDIeu/Dn7h4t8x/Krv4DPYklhd8iD7XfDlClWval8moVepsH5/aYUjWClgCUOxFPgoT08lxN7ZJre9Vzk/cw/4THIvzjxdnwKcspi1hLz9Y6POlaA9PqS+qTkQug0erUa0L1suxRzKUlJXFyctdnkfj9jSdyIk9rbB2P1pH3lw0XJoUY3oYhG/HhxTQK5i4DILkWu3/x+TDo2+Qt4/bYajzyXuZzMVTmdW4a/YL1AjH2kvHe4fppMiejK5Z+sJ6Vye500Eq0nfqnf3Np1Bv8sT0Qq6rZMI4lG5ovbw825KuL8nNEdG7p9vqdSAgkR3hFx7TcPdHs7Yi+5Es67JKvgZzkLqccWGdM1K4Oq8n5UIi8j2Y6EW5vgU6BqfrMnZ9Ejevxsmpz/HQ5/CqbqUfY4rk/2IpB+tETvZUeIW+rGbHSZXdsay+m5vIh7EF8k+Bcw7W06gjd6kYDwD9bs5Zc72N3I8hWkZCaEwT9tKT/21xr29255X1bKw9OqCaohDV5L9KNJgLklj0gcH4an5TdlrjnG8bPXNqRbTAfUrMP+AhBeN6ipGW/XKY515XqXQbIvmqs0dP2Afvgh3kFghanOlWO3/mQ1XtLClmWu9Gnsaiq9zemZesILzumLh+HLfC8opxrbD8dUESu70gbTmfaU1n9FQzgyqyquhkJHg1Y7ider2lZmVa0+Lpxmm9nbnvuat512kzleq3K5rC480j3VJ2//BcQJMDo3E0A/GXm3LvmbKckbdfJ76U6BZSGX/B1NuXsDm8SRs5g0rsXx+W4nhj0X27xUuwOBuHbG0+N984TpiCRFzIkiivv47aVY9kriglhSIB+dbcO0PIPltu5YfWO2XvPl0Kk9CxyTGRRKJuCt/EC+pfabTKQp7HDn+Gn3bjt7qqMJ9ZwX7rON7SmaTxSpw7VvGQJi39jXMYOHMQ9WWMKEE64jSIjBj3UNNaGeroCxUxOK45cTB7nmiXbBbbnOwlkba7vBp7WVOYUE+4aeR7bDEJRZlBZTTLrbRA9yuM5QmCtiipHqxciHOt1e8M2lrg4GSMQNxriRM5tgyV2icRqZcVeaCY4iI9gOGDK+JDfwSdpNXs/5Z41Ve+5I5z6VhXuOcos1Jn2VluE2q3bTRTF/sHpV+cQrrlZaid5erTHjDfmW2p5kw9+GK66v7H6pM6rJBJNWcHGQbyzBCKtWwoV+npdCS0xGKQnkfki3rTTaWx7n2oBWWqRrSMbeWdfDyh+OyOkxvaE6j/oLiPzHRidnhEtHClasR5r2xbj6NYiR2OpG+so+Kx+qO1ecwp7IH8teqUoMYw7GdWG9b+x1G45VSqnaF/MJQ2snf/03djsUau3OrM3XfenxTwumvrzUQf1igHs/Vvc198m5ZB8/Z/Okqjw5glEfnJtY+s9MXkLJAgwOP856Ry9uOcwSDVqKCmCjxQoFhbBRUJz0xW/Xs/5jqn/IvsQrLe9HfuBrv3fhfupRHoxajXhZQFlMywszolywvwBSTuIDBXhOE6Gp1pT2jhUYcGwfXB9uwMcDVXR0w2OhHJ8nflHvIX3B5nBKB9Lx9N5S9xJO7FU7b7Csusfd5WmKSfwvae7TlMX9HgU1Ie7K5I4oeSSEkWHeCO4WfOCV7gDlxcxgfTLvv30EZJlfAhmpvhToOS5aybEyapusLGw4Uq+Vl0yW2nHKvxqqUuC+jtGnkhsV2nfHYR4n29UEv6X3Dzy2SnajoBLxvqv3XYx0PlP248Psy7yCNAc/7DZ2EGcEiF1zu6tpLvH56DUSp+MurwZa9ONY07dv/KBxMN2WTVtiXGXv7tic6qh8TyXfyNMBoKRI329YSaR705HCwAzP+89OtwHn6AjeMOWGtknQhf2BQP8Lttf9gwfQ7pa+DtSy0fNNvEjoyv+m+vIS6heQ8vu0Q4FgD7JYDB6FCKmyO5V+WHvAGFNwgIqtujD6JFUaSPqjSa6Oa2eiWGasJntAT2HkBSj5v5fgv4CaR5oHuWUr2x9olrbQS57YwOPi9GCfM31f5F9A3a+QQHv+q7z9zxtlHfvFI9ev/FriCM5ePkm2OYbqv5BdmptfWEQcS5M9ThHgtRey7eO/2tStWydLxsPuF6u2PF41OLUhwGwXYTrTLb7xex5x9g6bj2yOkks2lZO/Zkfk6YZ45BURiqZzKtren4w52A1tqNrDLYNqtm51Oh/rBXKBIBhs8EYLbgJkebg4+dI37OapFWXYfuYXrF00OBKqzuBZ7vpNGYJZ8solh7AtB4NtEGlrGpH6GCUHKYX7PcaLsD//6rQzdy5xYUNZj3lFSdWlPLrQsNeF4ihTRXvZTlX2Xi2THE8V3mF7Y0r8PYm/ojc+ftYs8zRzJPJ5mLw2/dyEuedreWjSvaujeaM8hK9y5JXllr4/qzd4TXY+1tQwUUIdszWQ4Obu6v7G447QWexLNfHgui8OggRV6Aqfw7neAf/rUpttG6PjTCFd+Zw/b8ccrReAeYIpXOCqRpWeGHEbPfc4CZppMcBfwAOTU2D1BRPqkqb5QLPbQcgkuYNalepAmvwv5Qk2fz5tXRZgO73BcOP+3V5i/R2Ry6KVynuQkoeU0ULcFlYqI8/rBHPGEh45Xu2OkfXzuziJ6NRVX07KvXnKceDfp85Yn3rV4ULyQOIHNjVZlQ/xEcGd8084cJSbS3W73Nb9gOESL/pavxEuJazAwX7YllyfZuJ3f0eu+ez7Jc3rv4DrZae4Zek5zWPCwff+Hw2+TFvczKdi3e0Mp2WUw1Xo2KUQ6UL3IDNOvQbsKxbwymXK8qsCLrS8aY+wiFTgygsF66jEW1y6nOb9k/p0Sjo3v9CiaAmwhimtdLAPL9NVM9ttXoo2siRD7SY+dNkUY1sMJ/By4OS+T6KZu2Ng7KzNvIPxbai1lPk1wKXdL0eGLRvkXoHrjzposSO0eL5Qz1zve6Rl42M0+COQoPyJGqdKMNhi1duxPmo4FkvO7s6VOE1e3TUYIiCMeHpyhTqmKhthiXDIzzZ8uAFU8p2QW4pkYujgHhg/+7hwjKQEowlezfy+xPVDAfNocWG2JA3JN54CVG2VHBW6ng7qLTTN1333vibdnRcw/tKegimG/AUwLvUISZwoSvVZviObHlCvWjPf03+1qnC0dzeL/P6tVcq91yFtx+izmVhv78BWCwYUCiWV7y2iyyRSeNB9DF9bOm9Knl7DzmZKg6vVWxno7EKCshAMX9NLNG9bwH1UCzFiT+yNhgc2tM1T0m2GxgGkAjlhcfuDT4MOZaj7C3+SxmtccRELI84CQhrxCHrTPnd9dvkrDx7HDwP2gnQ+VTy4Z5seWr6VabIOmjmZYW5+RX2zDrIWYgZwgbly0n6KNB0gvZSiMf4LMDkNL7M+RdjONKhwfO6wBbYSKqX2LgdEapqbJp1bJisu58SI0m617JK8mGMdFXu1OxhoKyZXr7Iq3GNFp4gxSrWD5dRDa+LXXwDzQrCvXYrgC+viGJHWc8FJcBSlGen1pwrkoDLo45w7/ZWLPCHlXbVA67p99j1O/m7Z3HZLcRmQnSGUuSlHO6dbpLe9zK+kE96+p1CjaGXFkdbbyJk3WdwOjd8z/PBjmffFy20EBYtgeTE2WHWhNyF6iHzXRoY3chuNcBzpN9Q6wfbBu5W7HvpOaPKl+FA0esGloOg01LzdJVQhl2Dt2NeIUZypS4ecTJO7NiC10Fm3dkQUenXn8BsnWiWwNQsYvByqxR4wTKcSLvq1L9yZSDxwm8IOKVoXWr+YucYhC9mTAhUwf502rfcHj/xg5wTK9gs9eB2qccCeXIjg52rDNydsLXbtwSqdpP1R1xveHlsGncgYO9fWw412CJ0qbI635cvqZRYhG0DA/s9wA/XYRY6pn2AnKcYMMlhwL7+xLaFvHDOtcbzpxzf2dYrDsU27kbk3MjcAxGx9aXkg2uqHKtkeWyDSBVfvuwQjCxKHY/Vlt24ZAdk/k4GavsyJTtTWiTRrmKAjg/T5MJ0DvrbtwfVvdzhkbe3mNYUqmGhUBzcSgjudfGK0s4eZpN8kuF5L2qP7/gJYj5/otrXTQkqLjNUjDZ6ZfKVs21yPaYAL3UabslgS5FUQzT0Enjhgk6xe2lBt10tWSGAkD3UhdryQRX4CKpHlrIMOztwZZo6OF0JfzT6KFwx4qsUsRCX9GX52f7Q4unhpOFz0g1pZOWzLdA6o62q6cjn02Tc0kh0qLWUt6nYDiFkUvS3JpZr+IDK0nEHF+OnG9OXaWzPcsMe5IebQ4C+g9c3nFNEMmMm85RHt23sREZNu+A/Ghy4kXplaXa885nsuT52ZutAZg2lmbGD8IBfZpZmLa2Hgv7jFufktxqffWOxB6RBj+7yjrE499NJggvmncbmKoHFSPsu7HlrWrvjZzXamJsKFUkjZdlmoGyrE8/NmkJWpLusJJmlvhuMWpLbOboHUUNrQojcNiYG1w4G5Zq7tzZQOi3ZKcko52f6uPqGBkcUWPjMGlaoselhKgsvabzFtjqLg8FDE/XrcLlIEH3SS/i45CS7UjXIqlUU7mPRwz8TLJ24vGJzthZKS721B4UJX+N8f/o4HyojUmyVL7rzi33B7aUv8gtYE+bEEH4GeCDw85f6uO6HuWunfPbEl4DF9KXQ5xs28OW3WGyjykygdqyot3/tzhmUz+zt65pJZ6eeoGItBR0ezbIx/rSt5hfCTGhJuL49YjyHfB1cgezKPTUc/idQ/DBSpRyUQySoDeTEL68yQE/ZDu3AMEPwdrxr+Z3cX1y1wTZ3EPmOujEv5lw3yce9tiYPr9qdeP73ArJlM+iyqGCvL6fxrEWoqjlJQax/8x5ofxOkMhAim4NpfAJHgsMU+U+fgxW9DZ3L6zkYb7j5X24DmKkohHw+h6u7ayM31u4G7SZd7t2+abrbMRFcFbIcGR69ZdhtioXG+9BKvXeUqcIxAdC9n/EWTdNERq87Y7xvLKsZTGw6CUz7SkPDndOhxFQfbRfA7K2vkXFVlHkZE/2q9uS0yhYuOSqTbXd9+UV32j7TGh11F3EzK4QLJBgESYvFOsS01KzoSpKXS9E7AVfyIFGR9Kp5wL+dLcpNA/BnqWDFePvte/ZHXILJ4cZCtB3Pis1mxefYC56J2GybkKWA4ifxFjRv+3isyORx+zV/YlgTwv+TI5YFqZa1e55xvvUDfEnW1FhTf6pfLiLTUetPPzSUmpMlST+WjFCipp1N5fRi+f/xaviWfuXZk1wco2e6A6iIMUP3OlysdpElwHn7t6QD+D4q+lzmckzuZKqhoeLDg+E1+oinLOjzL3Tbw7b1n9DRABi694v2frbKlm89MJL4gK+ODp2b78vJSyDwBAWh4gdTB74rIB6Oglw99SBeDD67nSHH9auL/Cwh8L6cP6VvDQD3ZxqjQO6MNUYJ0WUNoem9g2vvo8dSVzDgQeH3y17ZSgN68VFFRf4hT6YOzokJzQ3os9E98/e/Od9pMiedmNuqLmkCw31q9w/r5/c0q5C97qwcfuqcX70EZjJHSl8xIYeMpSLKCXM1s4lv75yqVtN/tg5regfvjwNfbs0TSTZB+19e7mgoOrHqIX7FnPjnk++bfYdPeqvfD3VhM/Nn6Z+ns0Pu30/bB0fXUR0SSUd6staafD1gYPeXRcK71hL+X4qhP6cXtfCidDU7SChSIV+dfsb8Lbal1RxtJdrbTwY0LJImGMZKS0sxbLYEVkRuSng53NnLZRkI5hus7bvT+W6EKK9mcwQoHB00b8d+7JPmDK1deFdROVaKJeiseh6vBDTTCDR/864VEz7VQV+wofaU8K0tdUGibgZHc9uOm0/ISWHiOZXA2dNo34BWPfawkLYSIyRBJ//Y57kkjcWvm0aeb09/6cFj3rLJNwuZG3+LepUUGN5mndKUuW68pYc/VxT94y3fvyURhgkom7ly569DWlsQo9xjwm12F9Mo/FKjwaMvKioB3viPlgksheAJnYS6ej4aCbRS1ERb1smXv4l1ivQO/E6fzIESdEoQwhAmUCFJIOAR5OhyZJJF24Fd3I1UCSJyxAUnF8LlcaoPnPpkVgJkj+2ZMSJFr2pv44cFrexUW69Y5dJG1xWvxUcA8Wk5hyqVaLbrbbsa7qC6XoFjfMHXtJrIq/2H5Jub5NMZma3qFLK2QVdodLpDFvHAnK68pgXi4eCj+RSmcfcF5YrUJy7VIF/uBHg3S/GruYqeiKSN+7UmGZBb1G2CCReNPZeT6V6yAafy0fAtsmX3RSZoHIuY7yPtyN9I+NiBdX4hjviiDLPafMbxwHCzkXDw/r3qHhk54FJI+RG29qKWil+H8pIKVywxNF58IxPoZ0HIW5T5+xfS+O10C3z+STC+TcWgx7uEhqqPB5uH5HeYAuc224Qc5nK8VGpYV1eSUqDCsHZLJTrj96K5ElMUVjUgarvszsfj76mnqcd8TInYQ4rxcKxaePtVsbMKNEvzkoARoJs5qwacZrRF9WzbDOL37uR13dBHWE0N0zfzg3Iyfuk4YqaG2GIA+DN6E7N8TpZm/jQFiv1rp8cs9SVQ9/WD1uvt5ZgxG0rMR4QleyxxtbmtsIuz69I5HDUk5cPkIJXydXcE3iz0EOrPHDXL+t3Wys9XOQMFdsKB6lFEJzvUNBwJ9S8Tp6YluS+WYHN4l94kLxmVgWyxssgTzX3TYfQ/yOdRIwRZRioxragkBr7cw2ZHUo059V3JTzhZTKze/FVv/wMSNBaOZQnlbMnae2dSr/yhn3N9bTiA64nr5em6Y19j8acZsWPl9t8mMt5w4fvLnfcGktC9ovWlGTWZOB5R7f+Z52CVofK8gp9JRdhSIjU6ezo3nLlDVlxh8JaRUt2LCtNlB/zPH53jGNHQ42eGGvagSfgPBp+Pa3MQ0fO/d17rsrN3EERGMkscrB4u4obgHqmI9aNsfHUwNazVQRKrQbByXlBMuhQzA+RfN6bu89gxefwmxvViuad2VBEmohc5U+eyDAjVRskfCGJXYOCHWI4Z5mXuWlkPX5MI+tY63uwNl5xdT4RFAYkqJwicbpAZ0sLhFVBuOLDatRILxlbV3XKyFbunSp6w0fpC7OuzDSLWaqJKjYjr1JHeqMiptE/c0j72apmGqAjLq3hV8kfnmBn5CHqFSw8N0v5GSyWSzUN73QK5eK3fvK4G6C6kJREQ2MatOjBwaDgvvBiUBmFZTXFhph2p1nF32z8CFMrN2nWGsPNkwLmbxpDu839aQ8S6PXZjfJq+KFwveepYoyiK99u/N4E0IV95aVu47cNSmakqiicPYGpVde2WLkNp4N0ISWL918aNUciLMV+LHma32teiqKnLMvfeDwAd1WWGHiWvArWjhK4YJybe8DVJ2hD9Sv+DfDnpukvBTv9pa38WL04GUHZ8XuWZrIhI7WyWKRgQjJ3aK7zzM2c/HJQSXMBzHFaS0CrAt2tr9BfguWX8TWhz8pF+q+eSE2W64VK1Amshimrs3l1+jo1+SbVw78TFGKzZwBBf09CpBgIryZ+24JToOGrz/YdcUH7Rj6LQXiX9aL8aiKhdSlRJzawZ00M9rgk/6SVmw6+accksD8d8ht1oznxvh8KEWIUxCMT3zRCiKhfrdvMQXdMOIkuYVz7cvNT8WZqYbA6c+vjZtTDgj0hQ2Zw81hbhFM+1VjXtEP0FDs7h5fq96soeGijZhJYN1zlHTmLFBxrknWPLeMSthfwVDU5mSWTosQSzzv5asVgCx8usP9BR0YcIuysWNCff7GyxZTAgnBAfsqhEkM18hXy8W5emZzw+GiAy0WKLh6+6N9od5CYpJf5LJTdBotITCyZF+sDxPltmLTvgV66Es155LL21/uf6rvZLlC1mGTddFW3D0XElDAGVS8n8mHzrNlz67T9q4vnrcV/5sJxHk6d6aPMn3qhNm1tNniVZ0b9QzCDEuAU+e+YuMrnfnKH9lkOhbXJHywZebuqXwqc1nAeofo1Apqqxy+K8uHiF2Ow4I1Ixp+Bt7SJABIW7XzP5Z1VZv0R2hqwQpKl9E3F9AwOMH0QVZSve1nS+/tgRzrMnpAP0EMPSXzyte1byxDXsm0ayU9ugFYBnwPLYLzL3qkNslzA6uwOzJN8VrjqTbjUp6Ux9+ajy96L3+WO8GLc0DtOKZS08uh73CHHI3IbXetgCdpkvPEML7JuYhEN1XMNpH1gdzDtfGPZT9zbiz742GK8cU1oKkS7ymp7Nk8XXf5Mkbi5KuFq735CCpG3iJPpmomrnUj2oy9jmSD+rT6UAnfq9uHrt7RlHk21eORNejYW4Wsi2FifTgdvCu+H8jz8XiKupJcQWgXu0TojS4CDvNJ/dLkI578xnU/ylaO0tKSFGRJ4d9bgOW9560n2CPCt9t29mtNEgfFJ/On3DBGukokdubsy9FFa3YK6+ZlPaqzlhufA21FqMFnmu300OlsfCTo78A7wVdzw7vRmhxrniRJu2g6rBET7tz1fobd4I1x4gL31qNs3YEqCQCLvJWQXFiS8bxL8BzmIpo232N6Faq59Yjt+CgSzsalMb1JJCmxJYnBsv+VktLSOkLT0iF/RY2ImZ3kSyCI9TTlbq8XSj1rBablJISu5x4dBsN96jHN/rK91b46/QuLKroKNRum2tthP4R0m6swbKR4B6+/kh6bE4iVFwfO60VGSKcUSS7Hy1lVpVl6NftByG4z2XW1wSLhKtdD34SX70SebRrZkfSDxVpI8/rhDUF2XRNI0XmaSRJS/MPwGs4MSWb6boQVYzlXChSjTAkjPCuxJN6lXWpQuqEuJxkP2rr9efwMndT38rCGgB+0fGxLxlQCA7a31u/fPCc/DCYRoQ2596zq9uTfcllPMi2pmNONRSjqIe/24MtPJtEzWCjJwlFbQlzs/2B/pBRpO9xIZZOEgJP1PTCGZ6ouyfdrzC/21p1clQ+tX/hxtcfUwm+6HrDmYA3y+8iLNyxSNuwJiqgIt71j6TdpeEaiJPT/e4gRNiVUpUO/DQnhInUM3ei+WK9SGaU0PlnmxbIiXI37JPjHVtvzy2AUrLExka43HTn6sPrNVmVWB00uM5uyKPpyTc54mug0KTTWwNTnZFWYCNqyjZx+zG609WTbUM3TT0odtTUgufrbTmp6fNhob4BFPPjjbJgNSLPMCKumFG4aChE9oaAXL2rcjSte3+WkAyTPve+7yIwOt2nuPi2onEjQetAn1kmTKuT/kqG2VWDRK5gF2qXI1daV3rhLALrx5vlXQ4KkxciIpiSQvu2ouPUULYeurZ3dp1yRny9rSUfuAep9CFoI29BGlVtp1xLu5r5g4gE+dS452jHJQf21rZWzB4MiB0af+0wzEao79ETa1b2w4bGp2LSilrpUhWootQewUNEcrqMXeJAPqk8SjrO60VRANhd+o8ZmBvJSwwi+A/gHp17LZwLkHPrqkBJUuykz1pLXSQQdR5eGdMbCeshaPPKaQJFt4hfOX3c4OyLEYo7B3fbZv/z8F21LadLpfEKMiOp5awkSi6w9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<SOAP-ENC:Array id="ref-1200" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-1448">Abdomen</item>
<item id="ref-1449">Angio</item>
<item id="ref-1450">CE_Angio</item>
<item id="ref-1451">s4_DYN_3D_RENAL.Protocol</item>
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<coilOptions href="#ref-1470"/>
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<SOAP-ENC:Array id="ref-1228" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-1471">Abdomen</item>
<item id="ref-1472">Angio</item>
<item id="ref-1473">Specials</item>
<item id="ref-1474">B_TFE_RENAL_BH.Protocol</item>
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<SOAP-ENC:Array id="ref-1238" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1480">Abdomen</item>
<item id="ref-1481">Liver</item>
<item id="ref-1482">T2W_TSE.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1241" 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<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
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<SOAP-ENC:Array id="ref-1249" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-1488">Abdomen</item>
<item id="ref-1489">Liver</item>
<item id="ref-1490">Specials</item>
<item id="ref-1491">BTFE.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-1269" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-1505">Abdomen</item>
<item id="ref-1506">Liver</item>
<item id="ref-1507">Specials</item>
<item id="ref-1508">BTFE.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-1279" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1514">Abdomen</item>
<item id="ref-1515">Liver</item>
<item id="ref-1516">SURVEY.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-1289" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-1522">Abdomen</item>
<item id="ref-1523">Liver</item>
<item id="ref-1524">DWI</item>
<item id="ref-1525">DWI_3b_RT.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-1299" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1531">Abdomen</item>
<item id="ref-1532">Liver</item>
<item id="ref-1533">mDIXON_all.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-1310" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-1539">Abdomen</item>
<item id="ref-1540">Liver</item>
<item id="ref-1541">Coronal</item>
<item id="ref-1542">T2W_TSE_Cor_BH.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1313" 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<SOAP-ENC:Array id="ref-1320" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1548">Abdomen</item>
<item id="ref-1549">Liver</item>
<item id="ref-1550">T2W_TSE.Protocol</item>
</SOAP-ENC:Array>
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<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="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>
</a18:DynamicStepProperties>
<a18:DynamicStepProperties id="ref-1786" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="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>
</a18:DynamicStepProperties>
<a11:SingleScan id="ref-1787" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-1845"/>
<scanProcedure href="#ref-1846"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-1847"/>
<geometryName href="#ref-808"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-1848"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>5</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a18:DynamicStepProperties id="ref-1788" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="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>
</a18:DynamicStepProperties>
<a18:DynamicStepProperties id="ref-1789" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="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>
</a18:DynamicStepProperties>
<a11:SingleScan id="ref-1790" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-1849"/>
<scanProcedure href="#ref-1850"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-1851"/>
<geometryName href="#ref-808"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-1852"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a18:DynamicStepProperties id="ref-1791" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="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>
</a18:DynamicStepProperties>
<a11:SingleScan id="ref-1792" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-1853"/>
<scanProcedure href="#ref-1854"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-1855"/>
<geometryName href="#ref-808"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-1856"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a18:DynamicStepProperties id="ref-1793" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="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>
</a18:DynamicStepProperties>
<a18:DynamicStepProperties id="ref-1794" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="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>
</a18:DynamicStepProperties>
<a11:SingleScan id="ref-1795" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-1857"/>
<scanProcedure href="#ref-1858"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-1859"/>
<geometryName href="#ref-808"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-1860"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a18:DynamicStepProperties id="ref-1796" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="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>
</a18:DynamicStepProperties>
<a11:SingleScan id="ref-1797" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-1861"/>
<scanProcedure href="#ref-1862"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-1863"/>
<geometryName href="#ref-808"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-1864"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a18:DynamicStepProperties id="ref-1798" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="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>
</a18:DynamicStepProperties>
<a18:DynamicStepProperties id="ref-1799" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="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>
</a18:DynamicStepProperties>
<a18:DynamicStepProperties id="ref-1800" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="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>
</a18:DynamicStepProperties>
<a18:DynamicStepProperties id="ref-1801" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="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>
</a18:DynamicStepProperties>
<a18:DynamicStepProperties id="ref-1802" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="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>
</a18:DynamicStepProperties>
<a18:DynamicStepProperties id="ref-1803" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="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>
</a18:DynamicStepProperties>
<a11:SingleScan id="ref-1804" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-1865"/>
<scanProcedure href="#ref-1866"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-1867"/>
<geometryName href="#ref-808"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-1868"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a18:DynamicStepProperties id="ref-1805" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="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>
</a18:DynamicStepProperties>
<a18:DynamicStepProperties id="ref-1806" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_MANUAL_START</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>1</dynamicCount>
<firstDynamic>1</firstDynamic>
</a18:DynamicStepProperties>
<a18:DynamicStepProperties id="ref-1807" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_MANUAL_START</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>300</dynamicCount>
<firstDynamic>1</firstDynamic>
</a18:DynamicStepProperties>
<a18:DynamicStepProperties id="ref-1808" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_MANUAL_START</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>3</dynamicCount>
<firstDynamic>2</firstDynamic>
</a18:DynamicStepProperties>
<a18:DynamicStepProperties id="ref-1809" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_MANUAL_START</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>1</dynamicCount>
<firstDynamic>5</firstDynamic>
</a18:DynamicStepProperties>
<a18:DynamicStepProperties id="ref-1810" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_MANUAL_START</delayMode>
<delayDuration>0</delayDuration>
<dynamicCount>1</dynamicCount>
<firstDynamic>6</firstDynamic>
</a18:DynamicStepProperties>
<a11:SingleScan id="ref-1811" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a7:SmartPlanType" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-1869"/>
<scanProcedure href="#ref-1870"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-1871"/>
<geometryName href="#ref-808"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure xsi:type="xsd:anyType" xsi:null="1"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-1872"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
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<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<contrastPresetName xsi:type="xsd:anyType" xsi:null="1"/>
<iaPlanStarted>false</iaPlanStarted>
</a11:SingleScan>
<a18:DynamicStepProperties id="ref-1812" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
<delayDuration>0</delayDuration>
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<firstDynamic>1</firstDynamic>
</a18:DynamicStepProperties>
<a18:DynamicStepProperties id="ref-1813" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a20:DynamicScanDelayMode" xmlns:a20="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>6</dynamicCount>
<firstDynamic>1</firstDynamic>
</a18:DynamicStepProperties>
<SOAP-ENC:Array id="ref-1814" SOAP-ENC:arrayType="xsd:double[2]">
<item>2.1212120056152344</item>
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<SOAP-ENC:Array id="ref-1815" SOAP-ENC:arrayType="xsd:double[2]">
<item>2.1212120056152344</item>
<item>2.1212120056152344</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1816" SOAP-ENC:arrayType="xsd:double[2]">
<item>2.1212120056152344</item>
<item>2.1212120056152344</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1817" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.89999997615814209</item>
<item>0.89999997615814209</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1818" SOAP-ENC:arrayType="xsd:double[2]">
<item>2.1212120056152344</item>
<item>2.1212120056152344</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1819" SOAP-ENC:arrayType="xsd:double[2]">
<item>2.1212120056152344</item>
<item>2.1212120056152344</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1820" SOAP-ENC:arrayType="xsd:double[2]">
<item>2.1212120056152344</item>
<item>2.1212120056152344</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1821" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.625</item>
<item>0.625</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1822" SOAP-ENC:arrayType="xsd:double[2]">
<item>1.7045454978942871</item>
<item>1.7045454978942871</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1823" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.83333331346511841</item>
<item>0.83333331346511841</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1824" SOAP-ENC:arrayType="xsd:double[2]">
<item>1.7045454978942871</item>
<item>1.7045454978942871</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1825" SOAP-ENC:arrayType="xsd:double[2]">
<item>1.7045454978942871</item>
<item>1.7045454978942871</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1826" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.949999988079071</item>
<item>0.949999988079071</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1827" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.949999988079071</item>
<item>0.949999988079071</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1828" SOAP-ENC:arrayType="xsd:double[2]">
<item>2.1212120056152344</item>
<item>2.1212120056152344</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1829" SOAP-ENC:arrayType="xsd:double[2]">
<item>2.1212120056152344</item>
<item>2.1212120056152344</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1830" SOAP-ENC:arrayType="xsd:double[2]">
<item>2.1212120056152344</item>
<item>2.1212120056152344</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1831" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.625</item>
<item>0.625</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1832" SOAP-ENC:arrayType="xsd:double[2]">
<item>0.89999997615814209</item>
<item>0.89999997615814209</item>
</SOAP-ENC:Array>
<a8:ArrayList id="ref-1833" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1187"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a18:ScanProcedure id="ref-1834" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1873"/>
<methodDescription href="#ref-808"/>
<name id="ref-1874">CoilSurveyScan</name>
<anatomicRegion href="#ref-808"/>
<anatomicalRegion href="#ref-808"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1875"/>
<lastModifiedTimeUtc id="ref-1876">8/17/2017 7:45:16 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1877">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-1835" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1878"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a18:ScanProperties id="ref-1836" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1879"/>
<approvedFeatureSpecificOptions href="#ref-1880"/>
<scanAlignOverlap>10</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-1881"/>
</a18:ScanProperties>
<a8:ArrayList id="ref-1837" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1187"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a18:ScanProcedure id="ref-1838" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1882"/>
<methodDescription href="#ref-808"/>
<name id="ref-1883">SenseRefScan</name>
<anatomicRegion href="#ref-808"/>
<anatomicalRegion href="#ref-808"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1884"/>
<lastModifiedTimeUtc id="ref-1885">8/17/2017 7:45:16 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1886">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-1839" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1887"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a18:ScanProperties id="ref-1840" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1888"/>
<approvedFeatureSpecificOptions href="#ref-1889"/>
<scanAlignOverlap>10</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-1890"/>
</a18:ScanProperties>
<a8:ArrayList id="ref-1841" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1187"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a18:ScanProcedure id="ref-1842" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1891"/>
<methodDescription href="#ref-808"/>
<name id="ref-1892">SenseRefScan</name>
<anatomicRegion href="#ref-808"/>
<anatomicalRegion href="#ref-808"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1893"/>
<lastModifiedTimeUtc id="ref-1894">8/17/2017 7:45:16 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1895">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-1843" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1896"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a18:ScanProperties id="ref-1844" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1897"/>
<approvedFeatureSpecificOptions href="#ref-1898"/>
<scanAlignOverlap>10</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-1899"/>
</a18:ScanProperties>
<a8:ArrayList id="ref-1845" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1187"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a18:ScanProcedure id="ref-1846" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1900"/>
<methodDescription href="#ref-808"/>
<name id="ref-1901">SenseRefScan</name>
<anatomicRegion href="#ref-808"/>
<anatomicalRegion href="#ref-808"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1902"/>
<lastModifiedTimeUtc id="ref-1903">8/17/2017 7:45:16 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1904">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-1847" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1905"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a18:ScanProperties id="ref-1848" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1906"/>
<approvedFeatureSpecificOptions href="#ref-1907"/>
<scanAlignOverlap>10</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-1908"/>
</a18:ScanProperties>
<a8:ArrayList id="ref-1849" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1187"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a18:ScanProcedure id="ref-1850" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1909"/>
<methodDescription href="#ref-808"/>
<name id="ref-1910">CoilSurveyScan</name>
<anatomicRegion href="#ref-808"/>
<anatomicalRegion href="#ref-808"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1911"/>
<lastModifiedTimeUtc id="ref-1912">8/17/2017 7:45:16 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1913">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-1851" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1914"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a18:ScanProperties id="ref-1852" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1915"/>
<approvedFeatureSpecificOptions href="#ref-1916"/>
<scanAlignOverlap>10</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-1917"/>
</a18:ScanProperties>
<a8:ArrayList id="ref-1853" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1187"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a18:ScanProcedure id="ref-1854" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1918"/>
<methodDescription href="#ref-808"/>
<name id="ref-1919">SenseRefScan</name>
<anatomicRegion href="#ref-808"/>
<anatomicalRegion href="#ref-808"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1920"/>
<lastModifiedTimeUtc id="ref-1921">8/17/2017 7:45:16 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1922">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-1855" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1923"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a18:ScanProperties id="ref-1856" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1924"/>
<approvedFeatureSpecificOptions href="#ref-1925"/>
<scanAlignOverlap>10</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-1926"/>
</a18:ScanProperties>
<a8:ArrayList id="ref-1857" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1187"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a18:ScanProcedure id="ref-1858" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1927"/>
<methodDescription href="#ref-808"/>
<name id="ref-1928">CoilSurveyScan</name>
<anatomicRegion href="#ref-808"/>
<anatomicalRegion href="#ref-808"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1929"/>
<lastModifiedTimeUtc id="ref-1930">8/17/2017 7:45:16 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1931">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-1859" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1932"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a18:ScanProperties id="ref-1860" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1933"/>
<approvedFeatureSpecificOptions href="#ref-1934"/>
<scanAlignOverlap>10</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-1935"/>
</a18:ScanProperties>
<a8:ArrayList id="ref-1861" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1187"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a18:ScanProcedure id="ref-1862" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1936"/>
<methodDescription href="#ref-808"/>
<name id="ref-1937">SenseRefScan</name>
<anatomicRegion href="#ref-808"/>
<anatomicalRegion href="#ref-808"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1938"/>
<lastModifiedTimeUtc id="ref-1939">8/17/2017 7:45:16 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1940">Unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-1863" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1941"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a18:ScanProperties id="ref-1864" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1942"/>
<approvedFeatureSpecificOptions href="#ref-1943"/>
<scanAlignOverlap>10</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-1944"/>
</a18:ScanProperties>
<a8:ArrayList id="ref-1865" xmlns:a8="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-1187"/>
<_size>0</_size>
<_version>0</_version>
</a8:ArrayList>
<a18:ScanProcedure id="ref-1866" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1945"/>
<methodDescription href="#ref-808"/>
<name id="ref-1946">SenseRefScan</name>
<anatomicRegion href="#ref-808"/>
<anatomicalRegion href="#ref-808"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1947"/>
<lastModifiedTimeUtc id="ref-1948">8/17/2017 7:45:16 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1949">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a18:ScanProcedure>
<a3:HtmlItemDescription id="ref-1867" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1950"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a18:ScanProperties id="ref-1868" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-1951"/>
<approvedFeatureSpecificOptions href="#ref-1952"/>
<scanAlignOverlap>10</scanAlignOverlap>
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<SOAP-ENC:Array id="ref-1875" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1963">PreScans</item>
<item id="ref-1964">PreScans</item>
<item id="ref-1965">CoilSurveyScan.Protocol</item>
</SOAP-ENC:Array>
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<a18:ScanProcedureConfig id="ref-1881" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-1966"/>
<allowedGradientChains href="#ref-1967"/>
<swOptions href="#ref-1968"/>
<hwOptions href="#ref-1969"/>
<coilOptions href="#ref-1970"/>
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<SOAP-ENC:Array id="ref-1884" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1971">PreScans</item>
<item id="ref-1972">PreScans</item>
<item id="ref-1973">SenseRefScan.Protocol</item>
</SOAP-ENC:Array>
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</SOAP-ENC:Array>
<a18:ScanProcedureConfig id="ref-1890" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-1974"/>
<allowedGradientChains href="#ref-1975"/>
<swOptions href="#ref-1976"/>
<hwOptions href="#ref-1977"/>
<coilOptions href="#ref-1978"/>
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<SOAP-ENC:Array id="ref-1893" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1979">PreScans</item>
<item id="ref-1980">PreScans</item>
<item id="ref-1981">SenseRefScan.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-1897" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
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</SOAP-ENC:Array>
<a18:ScanProcedureConfig id="ref-1899" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-1982"/>
<allowedGradientChains href="#ref-1983"/>
<swOptions href="#ref-1984"/>
<hwOptions href="#ref-1985"/>
<coilOptions href="#ref-1986"/>
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<SOAP-ENC:Array id="ref-1902" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1987">PreScans</item>
<item id="ref-1988">PreScans</item>
<item id="ref-1989">SenseRefScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1905" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1906" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1907" SOAP-ENC:arrayType="a7:Option[0]" xmlns:a7="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">
</SOAP-ENC:Array>
<a18:ScanProcedureConfig id="ref-1908" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-1990"/>
<allowedGradientChains href="#ref-1991"/>
<swOptions href="#ref-1992"/>
<hwOptions href="#ref-1993"/>
<coilOptions href="#ref-1994"/>
</a18:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-1911" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1995">PreScans</item>
<item id="ref-1996">PreScans</item>
<item id="ref-1997">CoilSurveyScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1914" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
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</SOAP-ENC:Array>
<a18:ScanProcedureConfig id="ref-1917" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-1998"/>
<allowedGradientChains href="#ref-1999"/>
<swOptions href="#ref-2000"/>
<hwOptions href="#ref-2001"/>
<coilOptions href="#ref-2002"/>
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<SOAP-ENC:Array id="ref-1929" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-2011">PreScans</item>
<item id="ref-2012">PreScans</item>
<item id="ref-2013">CoilSurveyScan.Protocol</item>
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<a18:ScanProcedureConfig id="ref-1935" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-2014"/>
<allowedGradientChains href="#ref-2015"/>
<swOptions href="#ref-2016"/>
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<SOAP-ENC:Array id="ref-1938" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-2019">PreScans</item>
<item id="ref-2020">PreScans</item>
<item id="ref-2021">SenseRefScan.Protocol</item>
</SOAP-ENC:Array>
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<a18:ScanProcedureConfig id="ref-1944" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-2022"/>
<allowedGradientChains href="#ref-2023"/>
<swOptions href="#ref-2024"/>
<hwOptions href="#ref-2025"/>
<coilOptions href="#ref-2026"/>
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<SOAP-ENC:Array id="ref-1947" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-2027">PreScans</item>
<item id="ref-2028">PreScans</item>
<item id="ref-2029">SenseRefScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1950" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1951" SOAP-ENC:arrayType="xsd:string[0]">
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</SOAP-ENC:Array>
<a18:ScanProcedureConfig id="ref-1953" xmlns:a18="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-2030"/>
<allowedGradientChains href="#ref-2031"/>
<swOptions href="#ref-2032"/>
<hwOptions href="#ref-2033"/>
<coilOptions href="#ref-2034"/>
</a18:ScanProcedureConfig>
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