Brain Advanced imaging PatientPos_HFS DockingMode_Front SRT.T-A0100.Brain Head Mixed 60 false AWASW_MST_WA30 30 false false 80 UseTable false

S.Scan sag TRA TRA COR Perf MV 0K SAG

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0.72 200 107 0.72 139 107 NVC_HEAD dS Head false

true false true false MPR - SmartBrain 3D_FLAIR cor true true true false sT1W_3D_TFE sag 1mm nNIFE_EPI_Perfusion SENSE true false true false 3D_FLAIR sag true true true true false true true false true true false true false minMIP_6_Echo false FE_EPI_Perfusion SENSE true false true nT0FE_EPI_Perfusion SENSE true false true minMIP_6_Echo true false true dDWI true true true true false true false DWI nMTTFE_EPI_Perfusion SENSE true false true true false true nINDEXFE_EPI_Perfusion SENSE true false true false sT1W_3D_TFE cor 1mm true false true sT1W_3D_TFE sag 1mm true true true true true true true false true 3D_FLAIR sag true true true eDWI true true true sT1W_3D_TFE cor 1mm true true true nTTPFE_EPI_Perfusion SENSE true false true false DTI_medium_iso SENSE false 3D_FLAIR cor true false true Reg - DTI_medium_iso SENSE true true true true false true <_items href="#ref-258"/> <_size>1 <_version>1 <_items href="#ref-259"/> <_size>1 <_version>1 <_items href="#ref-260"/> <_size>1 <_version>1 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href="#ref-282"/> <_size>1 <_version>1 <_items href="#ref-283"/> <_size>1 <_version>1 <_items href="#ref-284"/> <_size>1 <_version>1 <_items href="#ref-285"/> <_size>1 <_version>1 <_items href="#ref-286"/> <_size>1 <_version>1 <_items href="#ref-287"/> <_size>1 <_version>1 <_items href="#ref-288"/> <_size>1 <_version>1 <_items href="#ref-289"/> <_size>1 <_version>1 <_items href="#ref-290"/> <_size>1 <_version>1 <_items href="#ref-291"/> <_size>1 <_version>1 <_items href="#ref-292"/> <_size>1 <_version>1 AWPLAN_SMARTPLAN_TYPE_BRAIN -1 false true 0 true 4 0 2 0 0 0 false true false 0 false AWPLAN_SMARTPLAN_TYPE_NONE -1 false false 0 true 4 0 2 0 0 0 false true false 0 false AWPLAN_SMARTPLAN_TYPE_BRAIN -1 false false 0 true 4 0 2 0 0 0 false true true 0 false AWPLAN_SMARTPLAN_TYPE_BRAIN -1 true true 0 true 4 0 2 0 0 0 false true false 0 false AWPLAN_SMARTPLAN_TYPE_NONE -1 false true 0 true 4 0 2 0 0 0 false true false 0 false AWPLAN_SMARTPLAN_TYPE_BRAIN -1 false true 0 true 4 0 2 0 0 0 false true false 0 false AWPLAN_SMARTPLAN_TYPE_NONE -1 false false 0 true 4 0 2 0 0 0 false true false 0 false AWPLAN_SMARTPLAN_TYPE_BRAIN -1 false true 0 true 4 0 2 0 0 0 false true false 0 false AWPLAN_SMARTPLAN_TYPE_BRAIN -1 false true 0 true 4 0 2 0 0 0 false true false 0 false AWPLAN_SMARTPLAN_TYPE_BRAIN -1 false true 0 true 4 0 2 0 0 0 false true false 0 false AWPLAN_SMARTPLAN_TYPE_NONE -1 false false 0 true 4 0 2 0 0 0 false true false 0 false AWPLAN_SMARTPLAN_TYPE_BRAIN -1 false true 0 true 4 0 2 0 0 0 false true false 0 false <_items href="#ref-350"/> <_size>1 <_version>1 <_items href="#ref-351"/> <_size>1 <_version>1 <_items href="#ref-352"/> <_size>1 <_version>1 <_items href="#ref-353"/> <_size>1 <_version>1 <_items href="#ref-354"/> <_size>1 <_version>1 <_items href="#ref-355"/> <_size>2 <_version>2 <_items href="#ref-356"/> <_size>1 <_version>1 <_items href="#ref-357"/> <_size>1 <_version>1 <_items href="#ref-358"/> <_size>1 <_version>1 <_items href="#ref-359"/> <_size>5 <_version>5 <_items href="#ref-360"/> <_size>1 <_version>1 <_items href="#ref-361"/> <_size>1 <_version>1 <_items href="#ref-362"/> <_size>1 <_version>1 <_items href="#ref-363"/> <_size>2 <_version>2 <_items href="#ref-364"/> <_size>1 <_version>1 <_items href="#ref-365"/> <_size>1 <_version>1 <_items href="#ref-366"/> <_size>1 <_version>1 <_items href="#ref-367"/> <_size>1 <_version>1 <_items href="#ref-368"/> <_size>1 <_version>1 <_items href="#ref-369"/> <_size>1 <_version>1 <_items href="#ref-370"/> <_size>1 <_version>1 <_items href="#ref-371"/> <_size>1 <_version>1 <_items href="#ref-372"/> <_size>1 <_version>1 <_items href="#ref-373"/> <_size>2 <_version>2 <_items href="#ref-374"/> <_size>1 <_version>1 <_items href="#ref-375"/> <_size>1 <_version>1 <_items href="#ref-376"/> <_size>1 <_version>1 <_items href="#ref-377"/> <_size>1 <_version>1 MipMprSeries 1 false false ASCENDING NONE 0 0 false false true false 0 0 false true false false false false false false Average Default VolumeProtocol false false 0 true false false 1 sT1W_3D_TFE sag 1mm ASCENDING NONE 0 0 false false true false 0 0 false true false false false false false false Average Default VolumeProtocol false false 0 true false false 1 3D_FLAIR sag ASCENDING NONE 0 0 ASCENDING NONE 0 0 ASCENDING NONE 0 0 false false true false 0 0 false true false false false false false false MinIP Default VolumeProtocol false false 0 true false false 1 minMIP_6_Echo 0 0 81 Y 0 0 true true 5 FE_EPI_Perfusion SENSE ASCENDING NONE 0 0 ASCENDING NONE 0 0 ASCENDING NONE 0 0 ASCENDING NONE 0 0 ASCENDING NONE 0 0 Y 14 Y 0 false true 2 ASCENDING NONE 0 0 ASCENDING NONE 0 0 ASCENDING NONE 0 0 false false true false 0 0 false true false false false false false false Average Default VolumeProtocol false false 0 true false false 1 sT1W_3D_TFE cor 1mm ASCENDING NONE 0 0 ASCENDING NONE 0 0 ASCENDING NONE 0 0 ASCENDING NONE 0 0 ASCENDING NONE 0 0 ASCENDING NONE 0 0 false true 1 DTI_medium_iso SENSE false false true false 0 0 false true false false false false false false Average Default VolumeProtocol false false 0 true false false 1 3D_FLAIR cor ASCENDING NONE 0 0

<_items href="#ref-467"/> <_size>0 <_version>0 TRA TSE 2852 80 90 S.Scan sag AGDEF_APPL_IMAGING false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false <_items href="#ref-467"/> <_size>0 <_version>0 SmartBrain AGDEF_APPL_IMAGING 10/21/2013 3:01:37 AM false Unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_BRAIN false false <_items href="#ref-467"/> <_size>0 <_version>0 SWIp_6_Echo_NEU AGDEF_APPL_IMAGING false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false <_items href="#ref-467"/> <_size>0 <_version>0 COR FFE 251 4.6 80 T1_FFE_Cor_KM AGDEF_APPL_IMAGING 2010-11-29 05:23:14.904 false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false <_items href="#ref-467"/> <_size>0 <_version>0 SAG T1TFE 8.1 3.7 8 sT1W_3D_TFE AGDEF_APPL_IMAGING 2012-08-23 09:54:51.448 false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false 3D_FLAIR AGDEF_APPL_IMAGING false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false <_items href="#ref-467"/> <_size>0 <_version>0 TRA 2DSI 2000 144 90 s2D_PRESS_144 AGDEF_APPL_IMAGING 2011-03-22 08:31:07.855 false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false TRA DwiSE 3683 112 90 DWI AGDEF_APPL_IMAGING 2010-11-29 05:23:30.748 false unpaired ASCENDING NONE 4 4 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false TRA DwiSE 8573 87 90 DTI_opt_16_0_Kippung AGDEF_APPL_IMAGING false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false T2W_MV_XD sft AGDEF_APPL_IMAGING 8/12/2016 12:02:39 PM false Unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false <_items href="#ref-467"/> <_size>0 <_version>0 TRA FEEPI 1630 40 75 FE_EPI_Perfusion AGDEF_APPL_IMAGING 2010-11-29 05:23:33.294 false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false SAG T1TFE 8.1 3.7 8 sT1W_3D_TFE_KM AGDEF_APPL_IMAGING 2012-08-23 09:54:51.448 false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false

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IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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0.064274182304852767 0.59224159413990951 0.0041243372566679608 0.0092969306135352262 0.0095449258067232343

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0 0

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nINDEX nNI nMTT nTTP nT0

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SLICE_NUMBER IMAGE_TYPE ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

15 0 0 0

1 1 0 0 0 0 0

1 1

0 1

2.8666213512420651 0.474 -1 -1 -1 -1 -1

1.4333106756210325 0.237 -0.5 -0.5 -0.5 -0.5 -0.5

0.0012364995200186968 0.000244140625 0 0 0 0 0

0 0 0 0 0 0 0

d e

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IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

Reg -

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IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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SmartSurveys Brain SmartBrain.Protocol

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IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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Head Brain T1_weighted T1W_FFE.Protocol

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IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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Head Brain T1_weighted sT1W_3D_TFE.Protocol

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IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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Head Spectroscopy_1H Brain s2D_PRESS_144.Protocol

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IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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Head Brain Diffusion DWI.Protocol

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DYNAMIC_SCAN SLICE_NUMBER IMAGE_TYPE ECHO_NUMBER PHASE_NUMBER CHEMICAL_SHIFT DIFF_B_VALUE_NO

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IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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Head Brain Motion_controlled T2W_MV_XD.Protocol

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IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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Head Brain Perfusion FE_EPI.Protocol

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IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

Head Brain T1_weighted sT1W_3D_TFE.Protocol

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IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

1531.2213178195407 2630.4052949098837 1 1738.8374545163422 4078.7811143220674 1 1307.6931138724087 2186.7506991165947 PEFycmF5T2ZSZXByZXNlbnRhdGlvbkRhdGEgeG1sbnM9Imh0dHA6Ly9zY2hlbWFzLmRhdGFjb250cmFjdC5vcmcvMjAwNC8wNy9QaGlsaXBzLlBtc01pcC5Qcml2YXRlLlZpZXdpbmcuVm9sdW1lLlNlZ21lbnRhdGlvbi5CYXNlIiB4bWxuczppPSJodHRwOi8vd3d3LnczLm9yZy8yMDAxL1hNTFNjaGVtYS1pbnN0YW5jZSI+PFJlcHJlc2VudGF0aW9uRGF0YSBpOm5pbD0idHJ1ZSIvPjwvQXJyYXlPZlJlcHJlc2VudGF0aW9uRGF0YT4= 1 1299.6583212614053 2263.44510298302 1 1506.9422798695844 3130.1937480710749 1 8 <_version>8 16 <_version>16 512 <_version>512 9 <_version>9 512 <_version>512 8 <_version>8 16 <_version>16 512 <_version>512 9 <_version>9 512 <_version>512 8 <_version>8 16 <_version>16 512 <_version>512 9 <_version>9 512 <_version>512 8 <_version>8 16 <_version>16 512 <_version>512 9 <_version>9 512 <_version>512 8 <_version>8 16 <_version>16 512 <_version>512 9 <_version>9 512 <_version>512 8 <_version>8 16 <_version>16 512 <_version>512 9 <_version>9 512 <_version>512 8 <_version>8 16 <_version>16 512 <_version>512 9 <_version>9 512 <_version>512 8 <_version>8 16 <_version>16 512 <_version>512 9 <_version>9 512 <_version>512 8 <_version>8 16 <_version>16 512 <_version>512 9 <_version>9 512 <_version>512 8 <_version>8 16 <_version>16 512 <_version>512 9 <_version>9 512 <_version>512 8 <_version>8 16 <_version>16 512 <_version>512 9 <_version>9 512 <_version>512 8 <_version>8 16 <_version>16 512 <_version>512 9 <_version>9 512 <_version>512 false true false true false true false true false true false true false true false true false true false true false true false true Parallel 1 160 1 1 160 240 240 0.448681355 5.64002228 -8.95137 0 0 -7.951387E-16 RightLeft FeetHead 12

0 1 682 1 1365 1 2047 1

Parallel 1 60 2.31400442 2 138.52626 230 230 0.147438049 5.23119068 -0.6395798 0 4.96961675E-17 -1.9878467E-16 RightLeft FeetHead 12

0 1 682 1 1365 1 2047 1

Parallel 1 130 1 10 230 230 139 0 0 0 9.9392335E-17 0 2.38418579E-07 FeetHead RightLeft 12

549.5 0 641.097729 0.34 803.155171 0.569998 972.258638 0.358705 1162.5 0.339988

825 1 0.35 0.35 1085.728969 1 0.89 0.64 1156.196265 0.96 1 0.98 3087 1 0.96 0.96

Parallel 1 180 1 1 240 180 240 0.748719454 9.523327 -8.98863 19.6293049 7.34486E-08 -1.51651136E-07 AnteriorPosterior FeetHead 12

0 1 682 1 1365 1 2047 1

Parallel 1 60 2.44804358 2 230 146.43457 230 0.147438049 5.23119068 -0.6395798 24.2688541 5.76638737E-09 -2.82245036E-08 AnteriorPosterior FeetHead 12

0 1 682 1 1365 1 2047 1

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AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AGDEF_SCANDELAY_MODE_SHORTEST 0 40 1 AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1

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0.9375 0.9375

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