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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_SE.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_SE.Protocol

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_SE.Protocol

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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Head Brain Flair FLAIR_longTR.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 Flair FLAIR_longTR.Protocol

IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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Head Brain Fast SSh_FLAIR.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 T1W_SE.Protocol

IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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Head Brain T2_weighted T2W_TSE.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 Survey 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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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_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 T1W_SE.Protocol

IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

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Head Brain Diffusion DWI_og.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 T2_weighted T2W_TSE.Protocol

IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO

1070 1860 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 1 1070 1860 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 1 1070 1860 PEFycmF5T2ZSZXByZXNlbnRhdGlvbkRhdGEgeG1sbnM9Imh0dHA6Ly9zY2hlbWFzLmRhdGFjb250cmFjdC5vcmcvMjAwNC8wNy9QaGlsaXBzLlBtc01pcC5Qcml2YXRlLlZpZXdpbmcuVm9sdW1lLlNlZ21lbnRhdGlvbi5CYXNlIiB4bWxuczppPSJodHRwOi8vd3d3LnczLm9yZy8yMDAxL1hNTFNjaGVtYS1pbnN0YW5jZSI+PFJlcHJlc2VudGF0aW9uRGF0YT48ZGF0YSB4bWxuczphPSJodHRwOi8vc2NoZW1hcy5taWNyb3NvZnQuY29tLzIwMDMvMTAvU2VyaWFsaXphdGlvbi9BcnJheXMiPjxhOktleVZhbHVlT2ZzdHJpbmdhbnlUeXBlPjxhOktleT5wb2x5Z29uczwvYTpLZXk+PGE6VmFsdWUgaTp0eXBlPSJiOkFycmF5T2ZFeHRydWRlZFBvbHlnb24iIHhtbG5zOmI9Imh0dHA6Ly9zY2hlbWFzLmRhdGFjb250cmFjdC5vcmcvMjAwNC8wNy9QaGlsaXBzLlBtc01pcC5Qcml2YXRlLlZpZXdpbmcuVm9sdW1lLlNlZ21lbnRhdGlvbi5SZXByZXNlbnRhdGlvbiIvPjwvYTpLZXlWYWx1ZU9mc3RyaW5nYW55VHlwZT48L2RhdGE+PGZyYW1lT2ZSZWZlcmVuY2UvPjxnZW9tZXRyeSB4bWxuczphPSJodHRwOi8vc2NoZW1hcy5kYXRhY29udHJhY3Qub3JnLzIwMDQvMDcvUGhpbGlwcy5QbXNNaXAuUHVibGljLlZpZXdpbmcuRm91bmRhdGlvbi5UeXBlcy5HZW9tZXRyaWMiPjxhOkJyaWNrPjxhOkNlbnRlcj48YTpYPjA8L2E6WD48YTpZPjA8L2E6WT48YTpaPjA8L2E6Wj48L2E6Q2VudGVyPjxhOlNpemU+PGE6WD4wPC9hOlg+PGE6WT4wPC9hOlk+PGE6Wj4wPC9hOlo+PC9hOlNpemU+PGE6WEF4aXM+PGE6WD4xPC9hOlg+PGE6WT4wPC9hOlk+PGE6Wj4wPC9hOlo+PC9hOlhBeGlzPjxhOllBeGlzPjxhOlg+MDwvYTpYPjxhOlk+MTwvYTpZPjxhOlo+MDwvYTpaPjwvYTpZQXhpcz48L2E6QnJpY2s+PGE6TnVtYmVyT2ZWb3hlbHM+PGE6WD4wPC9hOlg+PGE6WT4wPC9hOlk+PGE6Wj4wPC9hOlo+PC9hOk51bWJlck9mVm94ZWxzPjwvZ2VvbWV0cnk+PHJlZ2lvbiBpOm5pbD0idHJ1ZSIgeG1sbnM6YT0iaHR0cDovL3NjaGVtYXMuZGF0YWNvbnRyYWN0Lm9yZy8yMDA0LzA3L1BoaWxpcHMuUG1zTWlwLlB1YmxpYy5WaWV3aW5nLkZvdW5kYXRpb24uVHlwZXMuR2VvbWV0cmljIi8+PHJvaUlkLz48dHlwZU5hbWU+RXh0cnVkZWRQb2x5Z29uc1JlcHJlc2VudGF0aW9uPC90eXBlTmFtZT48L1JlcHJlc2VudGF0aW9uRGF0YT48L0FycmF5T2ZSZXByZXNlbnRhdGlvbkRhdGE+ 1 8 <_version>0 20 <_version>0 512 <_version>0 10 <_version>0 512 <_version>0 8 <_version>0 20 <_version>0 512 <_version>0 10 <_version>0 512 <_version>0 8 <_version>0 20 <_version>0 512 <_version>0 10 <_version>0 512 <_version>0 8 <_version>0 20 <_version>0 512 <_version>0 10 <_version>0 512 <_version>0 8 <_version>0 20 <_version>0 512 <_version>0 10 <_version>0 512 <_version>0 8 <_version>0 20 <_version>0 512 <_version>0 10 <_version>0 512 <_version>0 8 <_version>0 20 <_version>0 512 <_version>0 10 <_version>0 512 <_version>0 8 <_version>0 20 <_version>0 512 <_version>0 10 <_version>0 512 <_version>0 8 <_version>0 20 <_version>0 512 <_version>0 10 <_version>0 512 <_version>0 8 <_version>0 20 <_version>0 512 <_version>0 10 <_version>0 512 <_version>0 1070 1860 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-1.24240419E-17 FeetHead FeetHead 12 Parallel 1 95 2.00000548 2 240 190.000519 240 5.00001335 3.55271368E-15 -2.220446E-16 -1.47918053E-10 5.960446E-08 -1.24240419E-17 AnteriorPosterior FeetHead 12 Parallel 1 180 1.00000536 1 240 240 180.000977 5.00001335 -25.70408 -2.220446E-16 -1.47918053E-10 5.960446E-08 -1.24240419E-17 FeetHead FeetHead 12

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557056

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557056

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Parallel 1 75 2.00000262 2 240 240 150.0002 8.00001049 -29.0000362 -1.110223E-16 0 -9.9392335E-17 1.55300526E-15 FeetHead FeetHead 12

128

524288

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557056

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Parallel 1 165 1.0000025 1 240 240 165.000427 8.00001049 -30.5000381 2.220446E-16 0 -9.9392335E-17 1.55300526E-15 FeetHead FeetHead 12 Parallel 1 90 2.00000262 2 240 180.000229 240 8.00001049 -3.28731176E-09 0 0 -9.9392335E-17 1.55300526E-15 AnteriorPosterior FeetHead 12

128

557056

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524288

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128

557056

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