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<a7:ArrayList id="ref-155" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-310"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-156" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-311"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-157" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-312"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-158" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-313"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-159" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-314"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-160" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-315"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-161" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-316"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-162" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-317"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-163" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-318"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-164" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-319"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-165" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-320"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-166" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-321"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-167" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-322"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-168" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-323"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a10:SingleScan id="ref-169" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-325"/>
<scanProcedure href="#ref-326"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-327"/>
<geometryName href="#ref-33"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-328"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-329"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-170" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-330"/>
<scanProcedure href="#ref-331"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-332"/>
<geometryName href="#ref-28"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-333"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-334"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-171" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-335"/>
<scanProcedure href="#ref-336"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-337"/>
<geometryName href="#ref-32"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-338"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-339"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-172" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-335"/>
<scanProcedure href="#ref-340"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-341"/>
<geometryName href="#ref-24"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-342"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-343"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-173" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-344"/>
<scanProcedure href="#ref-345"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-346"/>
<geometryName id="ref-347"></geometryName>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-348"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-349"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-174" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-350"/>
<scanProcedure href="#ref-351"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-352"/>
<geometryName href="#ref-29"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-353"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-354"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-175" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-350"/>
<scanProcedure href="#ref-355"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-356"/>
<geometryName href="#ref-25"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-357"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-358"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-176" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-335"/>
<scanProcedure href="#ref-359"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-360"/>
<geometryName href="#ref-27"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-361"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-362"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-177" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-350"/>
<scanProcedure href="#ref-363"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-364"/>
<geometryName href="#ref-31"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-365"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-366"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-178" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-330"/>
<scanProcedure href="#ref-367"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-368"/>
<geometryName href="#ref-30"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-369"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-370"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-179" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-350"/>
<scanProcedure href="#ref-371"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-372"/>
<geometryName href="#ref-35"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-373"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-374"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-180" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-375"/>
<scanProcedure href="#ref-376"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-377"/>
<geometryName href="#ref-347"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-378"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-379"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-181" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-325"/>
<scanProcedure href="#ref-380"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-381"/>
<geometryName href="#ref-34"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-382"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-383"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a10:SingleScan id="ref-182" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-350"/>
<scanProcedure href="#ref-384"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-385"/>
<geometryName href="#ref-23"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-386"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-387"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>false</isPreScan>
<isCandidateForTransfer>true</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a7:ArrayList id="ref-183" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-388"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-184" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-389"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-185" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-390"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-186" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-391"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-187" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-392"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-188" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-393"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-189" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-394"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-190" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-395"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-191" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-396"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-192" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-397"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-193" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-398"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-194" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-399"/>
<_size>1</_size>
<_version>3</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-195" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-400"/>
<_size>4</_size>
<_version>6</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-196" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-401"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-197" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-402"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-198" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-403"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-199" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-404"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-200" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-405"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-201" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-406"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-202" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-407"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-203" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-408"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-204" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-409"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-205" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-410"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-206" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-411"/>
<_size>1</_size>
<_version>3</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-207" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-412"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-208" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-413"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-209" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-414"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-210" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-415"/>
<_size>4</_size>
<_version>8</_version>
</a7:ArrayList>
<a10:ExecutionStepList id="ref-211" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-416"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-212" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-417"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-213" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-418"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-214" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-419"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-215" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-420"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-216" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-421"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-217" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-422"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-218" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-423"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-219" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-424"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-220" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-425"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-221" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-426"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-222" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-427"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-223" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-428"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-224" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-429"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-225" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-430"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-226" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-431"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-227" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-432"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-228" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-433"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-229" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-434"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-230" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-435"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-231" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-436"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-232" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-437"/>
</a10:ExecutionStepList>
<a10:ExecutionStepList id="ref-233" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<list href="#ref-438"/>
</a10:ExecutionStepList>
<a3:ViewingProcedure id="ref-235" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-439"/>
<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-237" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-440"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a11:ImageAlgebraPackageProtocol id="ref-239" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-441">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-442">1</sourceDV>
<viewAreas href="#ref-443"/>
<rangesLinked href="#ref-444"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-445"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-446">T1_Venoes</outputSeriesName>
<prefixes href="#ref-447"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-240" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-448"/>
<htmlDataBuffer href="#ref-448"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-243" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-449"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a11:ImageAlgebraPackageProtocol id="ref-244" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-450">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-451">1</sourceDV>
<viewAreas href="#ref-452"/>
<rangesLinked href="#ref-453"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-454"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-455">T1_Arteriell</outputSeriesName>
<prefixes href="#ref-456"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-245" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-457"/>
<htmlDataBuffer href="#ref-457"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-248" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-458"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a11:ImageAlgebraPackageProtocol id="ref-249" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-459">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-460">1</sourceDV>
<viewAreas href="#ref-461"/>
<rangesLinked href="#ref-462"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-463"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-464">DWI_b_600_nav</outputSeriesName>
<prefixes href="#ref-465"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-250" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-466"/>
<htmlDataBuffer href="#ref-466"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-253" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-467"/>
<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-255" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-468"/>
<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:DiffusionPackageProtocol id="ref-257" xmlns:a12="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.DiffusionProcessing/philips.pmsmr.viewingprocessing.diffusionprocessing.protocol_cs">
<brainMaskEnabled id="ref-469">Y</brainMaskEnabled>
<threshold>5</threshold>
<maskDefiningImage href="#ref-470"/>
<thresholdStatus id="ref-471">Y</thresholdStatus>
<outputTypes href="#ref-472"/>
<bValuesToUse href="#ref-473"/>
<seriesIds href="#ref-474"/>
<currentSeriesId id="ref-475">0</currentSeriesId>
<windowWidth href="#ref-476"/>
<windowCenter href="#ref-477"/>
<rescaleSlope href="#ref-478"/>
<rescaleIntercept href="#ref-479"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>true</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-480">ADC</outputSeriesName>
<prefixes href="#ref-481"/>
</a12:DiffusionPackageProtocol>
<a3:HtmlItemDescription id="ref-258" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-482"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-260" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-483"/>
<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-262" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-484"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-264" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-485"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a3:ViewingProcedure id="ref-266" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-486"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a11:ImageAlgebraPackageProtocol id="ref-267" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-487">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-488">1</sourceDV>
<viewAreas href="#ref-489"/>
<rangesLinked href="#ref-490"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-491"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-492">DWI_b_50_nav</outputSeriesName>
<prefixes href="#ref-493"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-268" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-494"/>
<htmlDataBuffer href="#ref-494"/>
</a3:HtmlItemDescription>
<a11:ImageAlgebraPackageProtocol id="ref-270" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-495">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-496">1</sourceDV>
<viewAreas href="#ref-497"/>
<rangesLinked href="#ref-498"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-499"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-500">T1_Nativ</outputSeriesName>
<prefixes href="#ref-501"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-271" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-502"/>
<htmlDataBuffer href="#ref-502"/>
</a3:HtmlItemDescription>
<a11:ImageAlgebraPackageProtocol id="ref-273" xmlns:a11="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-503">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-504">1</sourceDV>
<viewAreas href="#ref-505"/>
<rangesLinked href="#ref-506"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-507"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-508">T1_SUB_Arteriell-Nativ</outputSeriesName>
<prefixes href="#ref-509"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-274" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-510"/>
<htmlDataBuffer href="#ref-510"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-277" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-511"/>
<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-278" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-512"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a13:VolumeProtocol id="ref-280" 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-513"/>
<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">Average</renderMode>
<description id="ref-514">Default VolumeProtocol</description>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-515"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-516">T1_Venoes_COR</outputSeriesName>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a13:VolumeProtocol>
<a3:HtmlItemDescription id="ref-281" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-517"/>
<htmlDataBuffer href="#ref-517"/>
</a3:HtmlItemDescription>
<a11:ImageAlgebraPackageProtocol id="ref-283" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<operation>1</operation>
<weight>0</weight>
<thresholdLinked id="ref-518">N</thresholdLinked>
<cumulationTag>536940554</cumulationTag>
<sourceDV id="ref-519">1</sourceDV>
<viewAreas href="#ref-520"/>
<rangesLinked href="#ref-521"/>
<windowWidth xsi:type="xsd:anyType" xsi:null="1"/>
<windowCenter xsi:type="xsd:anyType" xsi:null="1"/>
<imageType href="#ref-522"/>
<preloadPS>true</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName id="ref-523">DWI_b_0_nav</outputSeriesName>
<prefixes href="#ref-524"/>
</a11:ImageAlgebraPackageProtocol>
<a3:HtmlItemDescription id="ref-284" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-525"/>
<htmlDataBuffer href="#ref-525"/>
</a3:HtmlItemDescription>
<a13:VolumeProtocol id="ref-286" 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-526"/>
<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">Average</renderMode>
<description id="ref-527">Default VolumeProtocol</description>
<reverseGenerationOrder>false</reverseGenerationOrder>
<fastReconstruction>false</fastReconstruction>
<currentStation>0</currentStation>
<volumeAngulations>true</volumeAngulations>
<stations href="#ref-528"/>
<preloadPS>false</preloadPS>
<saveDefaultPS>false</saveDefaultPS>
<actualOutputs>1</actualOutputs>
<outputSeriesName href="#ref-288"/>
<prefixes xsi:type="xsd:anyType" xsi:null="1"/>
</a13:VolumeProtocol>
<a3:HtmlItemDescription id="ref-287" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-529"/>
<htmlDataBuffer href="#ref-529"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-289" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-530"/>
<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-290" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-115"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-291" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-130"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-292" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-180"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-293" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-169"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-294" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-117"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-295" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-110"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-296" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-117"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-297" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-176"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-298" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-105"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-299" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-134"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-300" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-181"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-301" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-131"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-302" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-107"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-303" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-171"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-304" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-134"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-305" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-178"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-306" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-175"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-307" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-132"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-308" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-182"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-309" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-173"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-310" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-125"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-311" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-126"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-312" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-134"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-313" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-170"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-314" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-117"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-315" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-117"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-316" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-123"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-317" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-172"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-318" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-177"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-319" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-109"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-320" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-134"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-321" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-129"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-322" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-179"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-323" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-174"/>
</SOAP-ENC:Array>
<a7:ArrayList id="ref-325" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-531"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a14:ScanProcedure id="ref-326" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-533"/>
<methodDescription href="#ref-347"/>
<name id="ref-534">3D_Free_Breathing_mDIXON</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-535"/>
<lastModifiedTimeUtc id="ref-536">8/5/2016 9:32:09 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-537">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-327" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-538"/>
<htmlDataBuffer href="#ref-538"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-328" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-539"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-329" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-540"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-541"/>
</a14:ScanProperties>
<a7:ArrayList id="ref-330" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-531"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a14:ScanProcedure id="ref-331" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-542"/>
<methodDescription href="#ref-347"/>
<name id="ref-543">T2_MVXD_HR_RT_tra</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-544"/>
<lastModifiedTimeUtc id="ref-545">2/6/2014 12:50:11 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-546">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-332" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-547"/>
<htmlDataBuffer href="#ref-547"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-333" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-548"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-334" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-549"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-550"/>
</a14:ScanProperties>
<a7:ArrayList id="ref-335" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-531"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a14:ScanProcedure id="ref-336" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-551"/>
<methodDescription href="#ref-347"/>
<name id="ref-552">T1_mDIXON_20min Spaet_Cor_BH</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-553"/>
<lastModifiedTimeUtc id="ref-554">1/15/2014 1:45:35 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-555">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-337" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-556"/>
<htmlDataBuffer href="#ref-556"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-338" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-557"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-339" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>false</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-558"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-559"/>
</a14:ScanProperties>
<a14:ScanProcedure id="ref-340" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-560"/>
<methodDescription href="#ref-347"/>
<name id="ref-561">T2_TSE_BH_cor</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-562"/>
<lastModifiedTimeUtc id="ref-563">1/15/2014 1:37:48 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-564">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-341" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-565"/>
<htmlDataBuffer href="#ref-565"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-342" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-566"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-343" xmlns:a14="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-567"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-568"/>
</a14:ScanProperties>
<a7:ArrayList id="ref-344" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-531"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a14:ScanProcedure id="ref-345" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-569"/>
<methodDescription href="#ref-347"/>
<name id="ref-570">SURVEY Einatmung</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-571"/>
<lastModifiedTimeUtc id="ref-572">1/15/2014 2:42:46 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-573">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-346" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-574"/>
<htmlDataBuffer href="#ref-574"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-348" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-575"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-349" xmlns:a14="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-576"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-577"/>
</a14:ScanProperties>
<a7:ArrayList id="ref-350" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-531"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a14:ScanProcedure id="ref-351" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-578"/>
<methodDescription href="#ref-347"/>
<name id="ref-579">DWI_b_0_50_600_nav</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-580"/>
<lastModifiedTimeUtc id="ref-581">1/15/2014 2:22:50 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-582">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-352" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-583"/>
<htmlDataBuffer href="#ref-583"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-353" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-584"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-354" xmlns:a14="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-585"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-586"/>
</a14:ScanProperties>
<a14:ScanProcedure id="ref-355" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-587"/>
<methodDescription href="#ref-347"/>
<name id="ref-588">T1_mDIXON-nat_art_ven_BH</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-589"/>
<lastModifiedTimeUtc id="ref-590">1/15/2014 2:17:29 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-591">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-356" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-592"/>
<htmlDataBuffer href="#ref-592"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-357" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-593"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-358" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-594"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>true</suspendableDynamic>
<requiredConfiguration href="#ref-595"/>
</a14:ScanProperties>
<a14:ScanProcedure id="ref-359" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-596"/>
<methodDescription href="#ref-347"/>
<name id="ref-597">T1_mDIXON_Venoes_Cor_BH</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-598"/>
<lastModifiedTimeUtc id="ref-599">1/15/2014 1:45:35 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-600">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-360" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-601"/>
<htmlDataBuffer href="#ref-601"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-361" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-602"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-362" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-603"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-604"/>
</a14:ScanProperties>
<a14:ScanProcedure id="ref-363" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-605"/>
<methodDescription href="#ref-347"/>
<name id="ref-606">T1_mDIXON_20min Spaet_BH_tra</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-607"/>
<lastModifiedTimeUtc id="ref-608">1/15/2014 2:16:03 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-609">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-364" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-610"/>
<htmlDataBuffer href="#ref-610"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-365" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-611"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-366" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<pause>true</pause>
<scanAlign>false</scanAlign>
<approvedFeatures href="#ref-612"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-613"/>
</a14:ScanProperties>
<a14:ScanProcedure id="ref-367" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-614"/>
<methodDescription href="#ref-347"/>
<name id="ref-615">T2_SPIR_MVXD_HR_RT_tra</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-616"/>
<lastModifiedTimeUtc id="ref-617">2/6/2014 12:51:35 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-618">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-368" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-619"/>
<htmlDataBuffer href="#ref-619"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-369" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-620"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-370" xmlns:a14="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-621"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-622"/>
</a14:ScanProperties>
<a14:ScanProcedure id="ref-371" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-623"/>
<methodDescription href="#ref-347"/>
<name id="ref-624">mDIXON_no BH</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-625"/>
<lastModifiedTimeUtc id="ref-626">8/15/2016 9:15:29 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-627">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-372" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-628"/>
<htmlDataBuffer href="#ref-628"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-373" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-629"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-374" xmlns:a14="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-630"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-631"/>
</a14:ScanProperties>
<a7:ArrayList id="ref-375" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-531"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a14:ScanProcedure id="ref-376" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-632"/>
<methodDescription href="#ref-347"/>
<name id="ref-633">SURVEY Ausatmung</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-634"/>
<lastModifiedTimeUtc id="ref-635">1/15/2014 2:42:46 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-636">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-377" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-637"/>
<htmlDataBuffer href="#ref-637"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-378" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-638"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-379" xmlns:a14="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-639"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-640"/>
</a14:ScanProperties>
<a14:ScanProcedure id="ref-380" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-641"/>
<methodDescription href="#ref-347"/>
<name id="ref-642">3D_Free_Breathing gate_mDIXON</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-643"/>
<lastModifiedTimeUtc id="ref-644">8/5/2016 9:32:09 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-645">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-381" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-646"/>
<htmlDataBuffer href="#ref-646"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-382" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-647"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-383" xmlns:a14="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-648"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-649"/>
</a14:ScanProperties>
<a14:ScanProcedure id="ref-384" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-650"/>
<methodDescription href="#ref-347"/>
<name id="ref-651">IP/OP_FFE_BH_tra</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-652"/>
<lastModifiedTimeUtc id="ref-653">1/15/2014 2:04:31 PM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-654">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-385" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-655"/>
<htmlDataBuffer href="#ref-655"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-386" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-656"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-387" xmlns:a14="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-657"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-658"/>
</a14:ScanProperties>
<SOAP-ENC:Array id="ref-388" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-104"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-389" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-124"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-390" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-114"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-391" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-109"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-392" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-128"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-393" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-113"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-394" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-130"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-395" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-106"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-396" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-120"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-397" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-134"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-398" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-117"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-399" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-101"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-400" SOAP-ENC:arrayType="xsd:anyType[8]">
<item href="#ref-125"/>
<item href="#ref-107"/>
<item href="#ref-105"/>
<item href="#ref-126"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-401" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-108"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-402" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-129"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-403" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-127"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-404" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-116"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-405" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-133"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-406" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-103"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-407" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-111"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-408" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-121"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-409" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-122"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-410" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-119"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-411" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-132"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-412" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-102"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-413" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-112"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-414" SOAP-ENC:arrayType="xsd:anyType[4]">
<item href="#ref-118"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-415" SOAP-ENC:arrayType="xsd:anyType[8]">
<item href="#ref-131"/>
<item href="#ref-123"/>
<item href="#ref-110"/>
<item href="#ref-115"/>
</SOAP-ENC:Array>
<a7:ArrayList id="ref-416" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-659"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-417" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-660"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-418" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-661"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-419" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-662"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-420" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-663"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-421" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-664"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-422" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-665"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-423" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-666"/>
<_size>4</_size>
<_version>6</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-424" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-667"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-425" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-668"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-426" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-669"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-427" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-670"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-428" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-671"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-429" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-672"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-430" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-673"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-431" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-674"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-432" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-675"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-433" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-676"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-434" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-677"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-435" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-678"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-436" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-679"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-437" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-680"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<a7:ArrayList id="ref-438" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-681"/>
<_size>1</_size>
<_version>1</_version>
</a7:ArrayList>
<SOAP-ENC:Array id="ref-439" SOAP-ENC:arrayType="a3:SortAttributes[7]" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-440" SOAP-ENC:arrayType="a3:SortAttributes[7]" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-443" SOAP-ENC:arrayType="a11:ViewArea[2]" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<item href="#ref-682"/>
<item href="#ref-683"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-444" SOAP-ENC:arrayType="xsd:int[9]">
<item>1</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-445" SOAP-ENC:arrayType="xsd:string[5]">
<item id="ref-684">DERIVED</item>
<item id="ref-685">PRIMARY</item>
<item id="ref-686">W</item>
<item href="#ref-686"/>
<item id="ref-687">DERIVED</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-447" SOAP-ENC:arrayType="xsd:string[1]">
<item id="ref-688">s</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-448" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAAPBQE0cAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACADsJW20Y2RgaRFhYGAwYIAAHyBmZAUzWUWBxKTkydsXV5op9F9na/zCjFuOkYmBgQmomxkkKyDB8J9RngEkBlKrACQUQGwBEYg4I0RcCIdaRSAbAFVUDQAHRDnUVUQ51FVEOdRVUEsBAhcLCgAAAAAA8FATRwAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAdEOdRVUEsFBgAAAAABAAEASAAAAJYAAAAAAA==</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-449" SOAP-ENC:arrayType="a3:SortAttributes[7]" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-452" SOAP-ENC:arrayType="a11:ViewArea[2]" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<item href="#ref-689"/>
<item href="#ref-690"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-453" SOAP-ENC:arrayType="xsd:int[9]">
<item>1</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-454" SOAP-ENC:arrayType="xsd:string[5]">
<item id="ref-691">DERIVED</item>
<item id="ref-692">PRIMARY</item>
<item id="ref-693">W</item>
<item href="#ref-693"/>
<item id="ref-694">DERIVED</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-456" SOAP-ENC:arrayType="xsd:string[1]">
<item id="ref-695">s</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-457" xsi:type="SOAP-ENC:base64">UEsDBAoAAAAAALJtFUcAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACADsJW20Y2RgaRFhYGAwYIAAHyBmZAUzWUWBxKTkydsXV5op9F9na/zCjFuOkYmBgQmomxkkKyDB8J9RngEkBlKrACQUQGwBEYg4I0RcCIdaRSAbAFVUDQAHYA/XVWAP11VgD9dVUEsBAhcLCgAAAAAAsm0VRwAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAdgD9dVUEsFBgAAAAABAAEASAAAAJYAAAAAAA==</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-458" SOAP-ENC:arrayType="a3:SortAttributes[7]" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-461" SOAP-ENC:arrayType="a11:ViewArea[2]" xmlns:a11="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ViewingProcessing.Arithmetic/philips.pmsmr.viewingprocessing.arithmetic.protocol_cs">
<item href="#ref-696"/>
<item href="#ref-697"/>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-462" SOAP-ENC:arrayType="xsd:int[9]">
<item>1</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
<item>0</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-463" SOAP-ENC:arrayType="xsd:string[5]">
<item id="ref-698">ORIGINAL</item>
<item id="ref-699">PRIMARY</item>
<item id="ref-700">M_SE</item>
<item id="ref-701">M</item>
<item id="ref-702">SE</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-465" SOAP-ENC:arrayType="xsd:string[1]">
<item id="ref-703">s</item>
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<SOAP-ENC:Array id="ref-535" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-738">Abdomen</item>
<item id="ref-739">Liver</item>
<item id="ref-740">3D_Free_Breathing_mDIXON.Protocol</item>
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</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-544" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-746">Abdomen</item>
<item id="ref-747">Liver</item>
<item id="ref-748">multivane</item>
<item id="ref-749">T2_AX_MVXD_HR_RT.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-547" 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<SOAP-ENC:Array id="ref-553" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-755">Abdomen</item>
<item id="ref-756">Liver</item>
<item id="ref-757">Coronal</item>
<item id="ref-758">mDIXON-W_Cor_BH.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-556" 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<SOAP-ENC:Array id="ref-562" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-764">Abdomen</item>
<item id="ref-765">Liver</item>
<item id="ref-766">Coronal</item>
<item id="ref-767">T2W_TSE_Cor_BH.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-571" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-773">Abdomen</item>
<item id="ref-774">Liver</item>
<item id="ref-775">SURVEY.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-574" 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<SOAP-ENC:Array id="ref-580" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-781">Abdomen</item>
<item id="ref-782">Liver</item>
<item id="ref-783">DWI</item>
<item id="ref-784">DWI_3b_nav.Protocol</item>
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<SOAP-ENC:Array id="ref-589" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-790">Abdomen</item>
<item id="ref-791">Liver</item>
<item id="ref-792">Transverse_T1W</item>
<item id="ref-793">mDIXON-W_dyn_BH.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-592" 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<SOAP-ENC:Array id="ref-598" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-799">Abdomen</item>
<item id="ref-800">Liver</item>
<item id="ref-801">Coronal</item>
<item id="ref-802">mDIXON-W_Cor_BH.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-601" 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<SOAP-ENC:Array id="ref-607" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-808">Abdomen</item>
<item id="ref-809">Liver</item>
<item id="ref-810">Transverse_T1W</item>
<item id="ref-811">mDIXON-W_BH.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-610" 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<SOAP-ENC:Array id="ref-616" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-817">Abdomen</item>
<item id="ref-818">Liver</item>
<item id="ref-819">multivane</item>
<item id="ref-820">T2_SPIR_AX_MVXD_HR_RT.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-625" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-826">Abdomen</item>
<item id="ref-827">Liver</item>
<item id="ref-828">mDIXON_dyn_W.Protocol</item>
</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-634" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-834">Abdomen</item>
<item id="ref-835">Liver</item>
<item id="ref-836">SURVEY.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-637" 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<SOAP-ENC:Array id="ref-643" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-842">Abdomen</item>
<item id="ref-843">Liver</item>
<item id="ref-844">3D_Free_Breathing_mDIXON.Protocol</item>
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</SOAP-ENC:Array>
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<SOAP-ENC:Array id="ref-652" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-850">Abdomen</item>
<item id="ref-851">Liver</item>
<item id="ref-852">Transverse_T1W</item>
<item id="ref-853">dual_FFE_BH.Protocol</item>
</SOAP-ENC:Array>
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<a10:SingleScan id="ref-1026" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
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<a14:DynamicStepProperties id="ref-1027" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
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<a10:SingleScan id="ref-1028" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
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<viewingProcedure href="#ref-1072"/>
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<useViewingProcedure>true</useViewingProcedure>
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<a14:DynamicStepProperties id="ref-1029" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
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<a14:DynamicStepProperties id="ref-1030" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
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<a14:DynamicStepProperties id="ref-1031" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
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<dynamicCount>0</dynamicCount>
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<a10:SingleScan id="ref-1032" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-1074"/>
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<stationNumber>-1</stationNumber>
<detail href="#ref-1076"/>
<geometryName href="#ref-347"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-1077"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-1078"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
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<iaPlanStarted>false</iaPlanStarted>
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<a14:DynamicStepProperties id="ref-1033" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
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<a10:SingleScan id="ref-1034" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-1079"/>
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<stationNumber>-1</stationNumber>
<detail href="#ref-1081"/>
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<viewingProcedure href="#ref-1082"/>
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<useViewingProcedure>true</useViewingProcedure>
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<iaPlanStarted>false</iaPlanStarted>
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<a14:DynamicStepProperties id="ref-1035" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
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<a14:DynamicStepProperties id="ref-1036" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
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</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1037" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
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<firstDynamic>1</firstDynamic>
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<a10:SingleScan id="ref-1038" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-1084"/>
<scanProcedure href="#ref-1085"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-1086"/>
<geometryName href="#ref-26"/>
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<viewingProcedure href="#ref-1087"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-1088"/>
<useViewingProcedure>true</useViewingProcedure>
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<iaPlanStarted>false</iaPlanStarted>
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<a14:DynamicStepProperties id="ref-1039" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="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>500</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1040" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
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<dynamicCount>1</dynamicCount>
<firstDynamic>2</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1041" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="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>1</dynamicCount>
<firstDynamic>3</firstDynamic>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1042" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="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>
</a14:DynamicStepProperties>
<a10:SingleScan id="ref-1043" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-1089"/>
<scanProcedure href="#ref-1090"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-1091"/>
<geometryName href="#ref-347"/>
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<viewingProcedure href="#ref-1092"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-1093"/>
<useViewingProcedure>true</useViewingProcedure>
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<isPreScan>true</isPreScan>
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</a10:SingleScan>
<a14:DynamicStepProperties id="ref-1044" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
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<a10:SingleScan id="ref-1045" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-1094"/>
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<stationNumber>-1</stationNumber>
<detail href="#ref-1096"/>
<geometryName href="#ref-347"/>
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<viewingProcedure href="#ref-1097"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-1098"/>
<useViewingProcedure>true</useViewingProcedure>
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<isPreScan>true</isPreScan>
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<iaPlanStarted>false</iaPlanStarted>
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<a14:DynamicStepProperties id="ref-1046" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
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</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1047" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
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</a14:DynamicStepProperties>
<a10:SingleScan id="ref-1048" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-1099"/>
<scanProcedure href="#ref-1100"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-1101"/>
<geometryName href="#ref-347"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-1102"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-1103"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
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<isPreScan>true</isPreScan>
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<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a14:DynamicStepProperties id="ref-1049" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
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</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1050" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
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</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1051" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Acquisition.AcqGlo/philips.pmsmr.acquisition.acqglo.shared_cli">AGDEF_SCANDELAY_MODE_SHORTEST</delayMode>
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</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1052" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="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>
</a14:DynamicStepProperties>
<a10:SingleScan id="ref-1053" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-1104"/>
<scanProcedure href="#ref-1105"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-1106"/>
<geometryName href="#ref-347"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-1107"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-1108"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a14:DynamicStepProperties id="ref-1054" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="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>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1055" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="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>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1056" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="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>
</a14:DynamicStepProperties>
<a10:SingleScan id="ref-1057" xmlns:a10="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanset_cs">
<smartGeoType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartGeoType>
<vertebraRanges href="#ref-1109"/>
<scanProcedure href="#ref-1110"/>
<stationNumber>-1</stationNumber>
<detail href="#ref-1111"/>
<geometryName href="#ref-347"/>
<reuseStackSizes>false</reuseStackSizes>
<viewingProcedure href="#ref-1112"/>
<pushToWorkStation>false</pushToWorkStation>
<geoLinkID>0</geoLinkID>
<scanProperties href="#ref-1113"/>
<useViewingProcedure>true</useViewingProcedure>
<traSliceOrder>4</traSliceOrder>
<sagSliceOrder>0</sagSliceOrder>
<corSliceOrder>2</corSliceOrder>
<traMirrorflipOrder>0</traMirrorflipOrder>
<sagMirrorflipOrder>0</sagMirrorflipOrder>
<corMirrorflipOrder>0</corMirrorflipOrder>
<isPreScan>true</isPreScan>
<isCandidateForTransfer>false</isCandidateForTransfer>
<isFromPatientDB>false</isFromPatientDB>
<attainedSED>0</attainedSED>
<iaPlanStarted>false</iaPlanStarted>
</a10:SingleScan>
<a14:DynamicStepProperties id="ref-1058" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="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>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1059" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="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>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1060" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="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>
</a14:DynamicStepProperties>
<a14:DynamicStepProperties id="ref-1061" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<delayMode xsi:type="a15:DynamicScanDelayMode" xmlns:a15="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>4</dynamicCount>
<firstDynamic>1</firstDynamic>
</a14:DynamicStepProperties>
<SOAP-ENC:Array id="ref-1062" SOAP-ENC:arrayType="xsd:double[2]">
<item>1</item>
<item>1</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1063" SOAP-ENC:arrayType="xsd:double[2]">
<item>1</item>
<item>1</item>
</SOAP-ENC:Array>
<a7:ArrayList id="ref-1064" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-531"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a14:ScanProcedure id="ref-1065" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1114"/>
<methodDescription href="#ref-347"/>
<name id="ref-1115">CoilSurveyScan</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1116"/>
<lastModifiedTimeUtc id="ref-1117">2/21/2016 6:13:01 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1118">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-1066" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1119"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-1067" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1120"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-1068" xmlns:a14="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-1121"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-1122"/>
</a14:ScanProperties>
<a7:ArrayList id="ref-1069" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-531"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a14:ScanProcedure id="ref-1070" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1123"/>
<methodDescription href="#ref-347"/>
<name id="ref-1124">SenseRefScan</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1125"/>
<lastModifiedTimeUtc id="ref-1126">2/21/2016 6:13:01 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1127">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-1071" 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-1072" 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>
<a14:ScanProperties id="ref-1073" xmlns:a14="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-1130"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-1131"/>
</a14:ScanProperties>
<a7:ArrayList id="ref-1074" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-531"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a14:ScanProcedure id="ref-1075" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1132"/>
<methodDescription href="#ref-347"/>
<name id="ref-1133">CoilSurveyScan</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1134"/>
<lastModifiedTimeUtc id="ref-1135">2/21/2016 6:13:01 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1136">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-1076" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1137"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-1077" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1138"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-1078" xmlns:a14="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-1139"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-1140"/>
</a14:ScanProperties>
<a7:ArrayList id="ref-1079" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-531"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a14:ScanProcedure id="ref-1080" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1141"/>
<methodDescription href="#ref-347"/>
<name id="ref-1142">SenseRefScan</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1143"/>
<lastModifiedTimeUtc id="ref-1144">2/21/2016 6:13:01 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1145">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-1081" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1146"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-1082" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1147"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-1083" xmlns:a14="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-1148"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-1149"/>
</a14:ScanProperties>
<a7:ArrayList id="ref-1084" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-531"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a14:ScanProcedure id="ref-1085" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1150"/>
<methodDescription href="#ref-347"/>
<name id="ref-1151">2D_BOLUSTRAK</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1152"/>
<lastModifiedTimeUtc id="ref-1153">5/31/2013 5:48:59 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1154">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-1086" 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-1087" 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>
<a14:ScanProperties id="ref-1088" xmlns:a14="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-1157"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-1158"/>
</a14:ScanProperties>
<a7:ArrayList id="ref-1089" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-531"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a14:ScanProcedure id="ref-1090" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1159"/>
<methodDescription href="#ref-347"/>
<name id="ref-1160">CoilSurveyScan</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1161"/>
<lastModifiedTimeUtc id="ref-1162">2/21/2016 6:13:01 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1163">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-1091" 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>
<a3:ViewingProcedure id="ref-1092" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1165"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-1093" xmlns:a14="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-1166"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-1167"/>
</a14:ScanProperties>
<a7:ArrayList id="ref-1094" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-531"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a14:ScanProcedure id="ref-1095" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1168"/>
<methodDescription href="#ref-347"/>
<name id="ref-1169">SenseRefScan</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1170"/>
<lastModifiedTimeUtc id="ref-1171">2/21/2016 6:13:01 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1172">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-1096" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1173"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-1097" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1174"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-1098" xmlns:a14="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-1175"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-1176"/>
</a14:ScanProperties>
<a7:ArrayList id="ref-1099" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-531"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a14:ScanProcedure id="ref-1100" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1177"/>
<methodDescription href="#ref-347"/>
<name id="ref-1178">SenseRefScan</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1179"/>
<lastModifiedTimeUtc id="ref-1180">2/21/2016 6:13:01 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1181">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-1101" 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>
<a3:ViewingProcedure id="ref-1102" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1183"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-1103" xmlns:a14="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-1184"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-1185"/>
</a14:ScanProperties>
<a7:ArrayList id="ref-1104" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-531"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a14:ScanProcedure id="ref-1105" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1186"/>
<methodDescription href="#ref-347"/>
<name id="ref-1187">SenseRefScan</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1188"/>
<lastModifiedTimeUtc id="ref-1189">2/21/2016 6:13:01 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1190">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-1106" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1191"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-1107" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1192"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-1108" xmlns:a14="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-1193"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-1194"/>
</a14:ScanProperties>
<a7:ArrayList id="ref-1109" xmlns:a7="http://schemas.microsoft.com/clr/ns/System.Collections">
<_items href="#ref-531"/>
<_size>0</_size>
<_version>0</_version>
</a7:ArrayList>
<a14:ScanProcedure id="ref-1110" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<parameterData href="#ref-1195"/>
<methodDescription href="#ref-347"/>
<name id="ref-1196">SenseRefScan</name>
<anatomicRegion href="#ref-347"/>
<anatomicalRegion href="#ref-347"/>
<AnatomyChanged xsi:null="1"/>
<AnatomicalRegionChanged xsi:null="1"/>
<anatomy xsi:null="1"/>
<applicationMode>AGDEF_APPL_IMAGING</applicationMode>
<linkToOriginalProtocol href="#ref-1197"/>
<lastModifiedTimeUtc id="ref-1198">2/21/2016 6:13:01 AM</lastModifiedTimeUtc>
<linkState>false</linkState>
<laterality id="ref-1199">unpaired</laterality>
<NameChanged xsi:null="1"/>
<Modified xsi:null="1"/>
<LateralityChanged xsi:null="1"/>
<Disposing xsi:null="1"/>
</a14:ScanProcedure>
<a3:HtmlItemDescription id="ref-1111" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<dataBuffer href="#ref-1200"/>
<htmlDataBuffer xsi:type="xsd:anyType" xsi:null="1"/>
</a3:HtmlItemDescription>
<a3:ViewingProcedure id="ref-1112" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<sortAttributes href="#ref-1201"/>
<sliceOrder xsi:type="a3:SortOrder" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">ASCENDING</sliceOrder>
<insetPlanScan xsi:type="a3:InsetPlanScan" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">NONE</insetPlanScan>
<mrDisplayLayoutColumnCount>0</mrDisplayLayoutColumnCount>
<mrDisplayLayoutRowsCount>0</mrDisplayLayoutRowsCount>
</a3:ViewingProcedure>
<a14:ScanProperties id="ref-1113" xmlns:a14="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-1202"/>
<scanAlignOverlap>30</scanAlignOverlap>
<smartScoutType xsi:type="a6:SmartPlanType" xmlns:a6="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.Aswglo/philips.pmsmr.platform.aswglo_cli">AWPLAN_SMARTPLAN_TYPE_NONE</smartScoutType>
<madeByPhilips>true</madeByPhilips>
<suspendableDynamic>false</suspendableDynamic>
<requiredConfiguration href="#ref-1203"/>
</a14:ScanProperties>
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<SOAP-ENC:Array id="ref-1116" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1204">PreScans</item>
<item id="ref-1205">PreScans</item>
<item id="ref-1206">CoilSurveyScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1119" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1120" SOAP-ENC:arrayType="a3:SortAttributes[7]" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1121" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
<a14:ScanProcedureConfig id="ref-1122" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-1207"/>
<allowedGradientChains href="#ref-1208"/>
<swOptions href="#ref-1209"/>
<hwOptions href="#ref-1210"/>
<coilOptions href="#ref-1211"/>
</a14:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-1125" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1212">PreScans</item>
<item id="ref-1213">PreScans</item>
<item id="ref-1214">SenseRefScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1128" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1129" SOAP-ENC:arrayType="a3:SortAttributes[7]" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1130" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
<a14:ScanProcedureConfig id="ref-1131" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-1215"/>
<allowedGradientChains href="#ref-1216"/>
<swOptions href="#ref-1217"/>
<hwOptions href="#ref-1218"/>
<coilOptions href="#ref-1219"/>
</a14:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-1134" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1220">PreScans</item>
<item id="ref-1221">PreScans</item>
<item id="ref-1222">CoilSurveyScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1137" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1138" SOAP-ENC:arrayType="a3:SortAttributes[7]" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1139" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
<a14:ScanProcedureConfig id="ref-1140" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-1223"/>
<allowedGradientChains href="#ref-1224"/>
<swOptions href="#ref-1225"/>
<hwOptions href="#ref-1226"/>
<coilOptions href="#ref-1227"/>
</a14:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-1143" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1228">PreScans</item>
<item id="ref-1229">PreScans</item>
<item id="ref-1230">SenseRefScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1146" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1147" SOAP-ENC:arrayType="a3:SortAttributes[7]" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1148" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
<a14:ScanProcedureConfig id="ref-1149" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-1231"/>
<allowedGradientChains href="#ref-1232"/>
<swOptions href="#ref-1233"/>
<hwOptions href="#ref-1234"/>
<coilOptions href="#ref-1235"/>
</a14:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-1152" SOAP-ENC:arrayType="xsd:string[4]">
<item id="ref-1236">Abdomen</item>
<item id="ref-1237">Angio</item>
<item id="ref-1238">CE_Angio</item>
<item id="ref-1239">2D_BOLUSTRAK.Protocol</item>
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<SOAP-ENC:Array id="ref-1156" SOAP-ENC:arrayType="a3:SortAttributes[7]" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
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<SOAP-ENC:Array id="ref-1161" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1245">PreScans</item>
<item id="ref-1246">PreScans</item>
<item id="ref-1247">CoilSurveyScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1164" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1165" SOAP-ENC:arrayType="a3:SortAttributes[7]" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1166" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
<a14:ScanProcedureConfig id="ref-1167" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-1248"/>
<allowedGradientChains href="#ref-1249"/>
<swOptions href="#ref-1250"/>
<hwOptions href="#ref-1251"/>
<coilOptions href="#ref-1252"/>
</a14:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-1170" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1253">PreScans</item>
<item id="ref-1254">PreScans</item>
<item id="ref-1255">SenseRefScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1173" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1174" SOAP-ENC:arrayType="a3:SortAttributes[7]" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1175" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
<a14:ScanProcedureConfig id="ref-1176" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-1256"/>
<allowedGradientChains href="#ref-1257"/>
<swOptions href="#ref-1258"/>
<hwOptions href="#ref-1259"/>
<coilOptions href="#ref-1260"/>
</a14:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-1179" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1261">PreScans</item>
<item id="ref-1262">PreScans</item>
<item id="ref-1263">SenseRefScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1182" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1183" SOAP-ENC:arrayType="a3:SortAttributes[7]" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1184" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
<a14:ScanProcedureConfig id="ref-1185" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-1264"/>
<allowedGradientChains href="#ref-1265"/>
<swOptions href="#ref-1266"/>
<hwOptions href="#ref-1267"/>
<coilOptions href="#ref-1268"/>
</a14:ScanProcedureConfig>
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<SOAP-ENC:Array id="ref-1188" SOAP-ENC:arrayType="xsd:string[3]">
<item id="ref-1269">PreScans</item>
<item id="ref-1270">PreScans</item>
<item id="ref-1271">SenseRefScan.Protocol</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1191" xsi:type="SOAP-ENC:base64"></SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1192" SOAP-ENC:arrayType="a3:SortAttributes[7]" xmlns:a3="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.Platform.ECPlatform/philips.pmsmr.platform.ecplatform_cs">
<item>IMAGE_TYPE</item>
<item>SLICE_NUMBER</item>
<item>ECHO_NUMBER</item>
<item>PHASE_NUMBER</item>
<item>DYNAMIC_SCAN</item>
<item>CHEMICAL_SHIFT</item>
<item>DIFF_B_VALUE_NO</item>
</SOAP-ENC:Array>
<SOAP-ENC:Array id="ref-1193" SOAP-ENC:arrayType="xsd:string[0]">
</SOAP-ENC:Array>
<a14:ScanProcedureConfig id="ref-1194" xmlns:a14="http://schemas.microsoft.com/clr/nsassem/Philips.PmsMR.ExamCards.Model/philips.pmsmr.examcards.model.scanproperties_cs">
<allowedMainSystemTypes href="#ref-1272"/>
<allowedGradientChains href="#ref-1273"/>
<swOptions href="#ref-1274"/>
<hwOptions href="#ref-1275"/>
<coilOptions href="#ref-1276"/>
</a14:ScanProcedureConfig>
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