Plexus Brachialis Routine PatientPos_HFS DockingMode_Front SRT.T-D0146.Spine Spine unpaired 60 false AWASW_MST_T30 30 false false 80 UseTable false

Cor Cor cor1 cor1 cor1 Cor SAG cor cor1

5.3.0.0 5.3 35.1 <_items href="#ref-35"/> <_size>0 <_version>0 <_items href="#ref-36"/> <_size>14 <_version>30

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<_items href="#ref-223"/> <_size>0 <_version>0 T1W_TSE CLEAR AGDEF_APPL_IMAGING false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false <_items href="#ref-223"/> <_size>0 <_version>0 3D_NerveVIEW AGDEF_APPL_IMAGING 7/15/2016 12:17:00 PM false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false <_items href="#ref-223"/> <_size>0 <_version>0 STIR HR SENSE zomin AGDEF_APPL_IMAGING false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false COR TSE 454 9.2 90 T1W_TSE AGDEF_APPL_IMAGING 2007-05-31 10:50:57.075 false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false T1 DIXON COR AGDEF_APPL_IMAGING false unpaired ASCENDING NONE 0 0 true false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false <_items href="#ref-223"/> <_size>0 <_version>0 MST T1TFE 9.3 5.4 20 SURVEY AGDEF_APPL_IMAGING 2011-06-01 06:53:51.409 false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false COR TSE 454 9.2 90 T2W_TSE AGDEF_APPL_IMAGING 2007-05-31 10:50:57.075 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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IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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Head and Neck Posterior Triangle Bilateral Coronal 3D_NerveVIEW.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_Neck Brach_Plex T1W_TSE_Cor.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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Spine Cervical SURVEY.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_Neck Brach_Plex T1W_TSE_Cor.Protocol

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IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

1805.6168856059096 3081.0275873700816 PEFycmF5T2ZSZXByZXNlbnRhdGlvbkRhdGEgeG1sbnM9Imh0dHA6Ly9zY2hlbWFzLmRhdGFjb250cmFjdC5vcmcvMjAwNC8wNy9QaGlsaXBzLlBtc01pcC5Qcml2YXRlLlZpZXdpbmcuVm9sdW1lLlNlZ21lbnRhdGlvbi5CYXNlIiB4bWxuczppPSJodHRwOi8vd3d3LnczLm9yZy8yMDAxL1hNTFNjaGVtYS1pbnN0YW5jZSI+PFJlcHJlc2VudGF0aW9uRGF0YSBpOm5pbD0idHJ1ZSIvPjwvQXJyYXlPZlJlcHJlc2VudGF0aW9uRGF0YT4= 1 690.32302128721483 1149.6354449505113 PEFycmF5T2ZSZXByZXNlbnRhdGlvbkRhdGEgeG1sbnM9Imh0dHA6Ly9zY2hlbWFzLmRhdGFjb250cmFjdC5vcmcvMjAwNC8wNy9QaGlsaXBzLlBtc01pcC5Qcml2YXRlLlZpZXdpbmcuVm9sdW1lLlNlZ21lbnRhdGlvbi5CYXNlIiB4bWxuczppPSJodHRwOi8vd3d3LnczLm9yZy8yMDAxL1hNTFNjaGVtYS1pbnN0YW5jZSI+PFJlcHJlc2VudGF0aW9uRGF0YSBpOm5pbD0idHJ1ZSIvPjwvQXJyYXlPZlJlcHJlc2VudGF0aW9uRGF0YT4= 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 false true false true false true false true false true false true false true false true false true false true false true false true false true false true Radial 1 20 576.747864 576.74786376953125 397.163116 397.163116 397.163116 0 0 0 2.38434268E-07 2.52789878E-09 -5.71808365E-11 AnteriorPosterior FeetHead 9

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 30 4 8 397.163116 124 397.163116 -0.101992607 -3.88227844 -0.214172363 2.38434268E-07 2.52789878E-09 -5.71808365E-11 AnteriorPosterior FeetHead 9

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

128

8192

1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

128

0 0 0 -1072693248 16 0 0 0 0 0 0 0 0 0 0 0

128

12288

1 0 0 36864 0 0 0 0 0 0 0 0 0 0 0 0

128

0 0 0 -1072693248 16 0 0 0 0 0 0 0 0 0 0 0

128

12288

1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

128

0 0 0 -1072693248 16 0 0 0 0 0 0 0 0 0 0 0

128

8192

1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

128

0 0 0 -1072693248 16 0 0 0 0 0 0 0 0 0 0 0

128

8192

1 536870912 0 0 0 0 0 0 0 0 0 0 0 0 0 0

128

0 0 0 -1072693248 16 0 0 0 0 0 0 0 0 0 0 0

128

12288

1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

128

0 0 0 -1072693248 16 0 0 0 0 0 0 0 0 0 0 0

128

8192

1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

128

0 0 0 -1072693248 16 0 0 0 0 0 0 0 0 0 0 0

AWPLAN_SMARTPLAN_TYPE_NONE -1 false false 0 true 4 0 2 0 0 0 true false false 0 false AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AWPLAN_SMARTPLAN_TYPE_NONE -1 false false 0 true 4 0 2 0 0 0 true false false 0 false AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AWPLAN_SMARTPLAN_TYPE_NONE -1 false false 0 true 4 0 2 0 0 0 true false false 0 false AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AWPLAN_SMARTPLAN_TYPE_NONE -1 false false 0 true 4 0 2 0 0 0 true false false 0 false AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AWPLAN_SMARTPLAN_TYPE_NONE -1 false false 0 true 4 0 2 0 0 0 true false false 0 false 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 AWPLAN_SMARTPLAN_TYPE_NONE -1 false false 0 true 4 0 2 0 0 0 true false false 0 false AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AWPLAN_SMARTPLAN_TYPE_NONE -1 false false 0 true 4 0 2 0 0 0 true false false 0 false AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 SRT.C-17800.Gadolinium SRT.G-D101.Intravenous route 0 0.5 1 AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1 AGDEF_SCANDELAY_MODE_SHORTEST 0 0 1

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PreScans PreScans CoilSurveyScan.Protocol

IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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PreScans PreScans SenseRefScan.Protocol

IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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PreScans PreScans SenseRefScan.Protocol

IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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PreScans PreScans CoilSurveyScan.Protocol

IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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PreScans PreScans SenseRefScan.Protocol

IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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PreScans PreScans CoilSurveyScan.Protocol

IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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PreScans PreScans SenseRefScan.Protocol

IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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

128

12288

1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

128

4 0 0 -1072693248 16 0 0 0 0 0 0 0 0 0 0 0

128

12288

1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

128

4 0 0 -1072693248 16 0 0 0 0 0 0 0 0 0 0 0

128

12288

1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

128

4 0 0 -1072693248 16 0 0 0 0 0 0 0 0 0 0 0

128

12288

1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

128

4 0 0 -1072693248 16 0 0 0 0 0 0 0 0 0 0 0

128

12288

1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

128

4 0 0 -1072693248 16 0 0 0 0 0 0 0 0 0 0 0

128

12288

1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

128

4 0 0 -1072693248 16 0 0 0 0 0 0 0 0 0 0 0

128

12288

1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

128

4 0 0 -1072693248 16 0 0 0 0 0 0 0 0 0 0 0