30 minute 23Na and Routine Brain PatientPos_HFS DockingMode_Front SRT.T-A0100.Brain Head unpaired OFF 60 false AWASW_MST_WA30 30 false false 80 UseTable false

tra sag tra

5.9.0.0 5.9 41.0 <_items href="#ref-30"/> <_size>0 <_version>0 <_items href="#ref-31"/> <_size>7 <_version>7

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

Head Brain Survey Survey.Protocol

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

Head MN_imaging_23Na 23Na_bFFE-UTE.Protocol

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Head Brain Fast T2W_TSE.Protocol

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Head Brain T1_weighted s3D_T1W_FFE_noIR_Tra.Protocol

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Head Brain Fast T2W_FLAIR.Protocol

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Head Brain Fast DW_SSh.Protocol

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

Head Brain T1_weighted s3D_T1W_FFE_noIR_Tra.Protocol

760.34308536496974 1486.0872802734375 PEFycmF5T2ZSZXByZXNlbnRhdGlvbkRhdGEgeG1sbnM9Imh0dHA6Ly9zY2hlbWFzLmRhdGFjb250cmFjdC5vcmcvMjAwNC8wNy9QaGlsaXBzLlBtc01pcC5Qcml2YXRlLlZpZXdpbmcuVm9sdW1lLlNlZ21lbnRhdGlvbi5CYXNlIiB4bWxuczppPSJodHRwOi8vd3d3LnczLm9yZy8yMDAxL1hNTFNjaGVtYS1pbnN0YW5jZSI+PFJlcHJlc2VudGF0aW9uRGF0YSBpOm5pbD0idHJ1ZSIvPjwvQXJyYXlPZlJlcHJlc2VudGF0aW9uRGF0YT4= 1 684.57083526278075 1335.3773193359375 PEFycmF5T2ZSZXByZXNlbnRhdGlvbkRhdGEgeG1sbnM9Imh0dHA6Ly9zY2hlbWFzLmRhdGFjb250cmFjdC5vcmcvMjAwNC8wNy9QaGlsaXBzLlBtc01pcC5Qcml2YXRlLlZpZXdpbmcuVm9sdW1lLlNlZ21lbnRhdGlvbi5CYXNlIiB4bWxuczppPSJodHRwOi8vd3d3LnczLm9yZy8yMDAxL1hNTFNjaGVtYS1pbnN0YW5jZSI+PFJlcHJlc2VudGF0aW9uRGF0YSBpOm5pbD0idHJ1ZSIvPjwvQXJyYXlPZlJlcHJlc2VudGF0aW9uRGF0YT4= 1 608.7736743527239 1155.7861328125 PEFycmF5T2ZSZXByZXNlbnRhdGlvbkRhdGEgeG1sbnM9Imh0dHA6Ly9zY2hlbWFzLmRhdGFjb250cmFjdC5vcmcvMjAwNC8wNy9QaGlsaXBzLlBtc01pcC5Qcml2YXRlLlZpZXdpbmcuVm9sdW1lLlNlZ21lbnRhdGlvbi5CYXNlIiB4bWxuczppPSJodHRwOi8vd3d3LnczLm9yZy8yMDAxL1hNTFNjaGVtYS1pbnN0YW5jZSI+PFJlcHJlc2VudGF0aW9uRGF0YSBpOm5pbD0idHJ1ZSIvPjwvQXJyYXlPZlJlcHJlc2VudGF0aW9uRGF0YT4= 1 760.34308536496974 1486.0872802734375 PEFycmF5T2ZSZXByZXNlbnRhdGlvbkRhdGEgeG1sbnM9Imh0dHA6Ly9zY2hlbWFzLmRhdGFjb250cmFjdC5vcmcvMjAwNC8wNy9QaGlsaXBzLlBtc01pcC5Qcml2YXRlLlZpZXdpbmcuVm9sdW1lLlNlZ21lbnRhdGlvbi5CYXNlIiB4bWxuczppPSJodHRwOi8vd3d3LnczLm9yZy8yMDAxL1hNTFNjaGVtYS1pbnN0YW5jZSI+PFJlcHJlc2VudGF0aW9uRGF0YSBpOm5pbD0idHJ1ZSIvPjwvQXJyYXlPZlJlcHJlc2VudGF0aW9uRGF0YT4= 1 775.46729233775841 1528.581298828125 PEFycmF5T2ZSZXByZXNlbnRhdGlvbkRhdGEgeG1sbnM9Imh0dHA6Ly9zY2hlbWFzLmRhdGFjb250cmFjdC5vcmcvMjAwNC8wNy9QaGlsaXBzLlBtc01pcC5Qcml2YXRlLlZpZXdpbmcuVm9sdW1lLlNlZ21lbnRhdGlvbi5CYXNlIiB4bWxuczppPSJodHRwOi8vd3d3LnczLm9yZy8yMDAxL1hNTFNjaGVtYS1pbnN0YW5jZSI+PFJlcHJlc2VudGF0aW9uRGF0YSBpOm5pbD0idHJ1ZSIvPjwvQXJyYXlPZlJlcHJlc2VudGF0aW9uRGF0YT4= 1 775.46729233775841 1528.581298828125 PEFycmF5T2ZSZXByZXNlbnRhdGlvbkRhdGEgeG1sbnM9Imh0dHA6Ly9zY2hlbWFzLmRhdGFjb250cmFjdC5vcmcvMjAwNC8wNy9QaGlsaXBzLlBtc01pcC5Qcml2YXRlLlZpZXdpbmcuVm9sdW1lLlNlZ21lbnRhdGlvbi5CYXNlIiB4bWxuczppPSJodHRwOi8vd3d3LnczLm9yZy8yMDAxL1hNTFNjaGVtYS1pbnN0YW5jZSI+PFJlcHJlc2VudGF0aW9uRGF0YSBpOm5pbD0idHJ1ZSIvPjwvQXJyYXlPZlJlcHJlc2VudGF0aW9uRGF0YT4= 1 684.57083526278075 1335.3773193359375 PEFycmF5T2ZSZXByZXNlbnRhdGlvbkRhdGEgeG1sbnM9Imh0dHA6Ly9zY2hlbWFzLmRhdGFjb250cmFjdC5vcmcvMjAwNC8wNy9QaGlsaXBzLlBtc01pcC5Qcml2YXRlLlZpZXdpbmcuVm9sdW1lLlNlZ21lbnRhdGlvbi5CYXNlIiB4bWxuczppPSJodHRwOi8vd3d3LnczLm9yZy8yMDAxL1hNTFNjaGVtYS1pbnN0YW5jZSI+PFJlcHJlc2VudGF0aW9uRGF0YSBpOm5pbD0idHJ1ZSIvPjwvQXJyYXlPZlJlcHJlc2VudGF0aW9uRGF0YT4= 1 608.7736743527239 1155.7861328125 PEFycmF5T2ZSZXByZXNlbnRhdGlvbkRhdGEgeG1sbnM9Imh0dHA6Ly9zY2hlbWFzLmRhdGFjb250cmFjdC5vcmcvMjAwNC8wNy9QaGlsaXBzLlBtc01pcC5Qcml2YXRlLlZpZXdpbmcuVm9sdW1lLlNlZ21lbnRhdGlvbi5CYXNlIiB4bWxuczppPSJodHRwOi8vd3d3LnczLm9yZy8yMDAxL1hNTFNjaGVtYS1pbnN0YW5jZSI+PFJlcHJlc2VudGF0aW9uRGF0YSBpOm5pbD0idHJ1ZSIvPjwvQXJyYXlPZlJlcHJlc2VudGF0aW9uRGF0YT4= 1 8 <_version>8 20 <_version>20 512 <_version>512 10 <_version>10 512 <_version>512 8 <_version>8 20 <_version>20 512 <_version>512 10 <_version>10 512 <_version>512 8 <_version>8 20 <_version>20 512 <_version>512 10 <_version>10 512 <_version>512 8 <_version>8 20 <_version>20 512 <_version>512 10 <_version>10 512 <_version>512 8 <_version>8 20 <_version>20 512 <_version>512 10 <_version>10 512 <_version>512 8 <_version>8 20 <_version>20 512 <_version>512 10 <_version>10 512 <_version>512 8 <_version>8 20 <_version>20 512 <_version>512 10 <_version>10 512 <_version>512 false false true 31.394880294799805 false false true 48.4392204284668 false false true 132 false false true 38.228195190429688 false false true 280.40109252929688 false false true 0 false false true 280.40109252929688 Parallel 1 180 1 1 230 180 230 -7.277453 -1.48922729 -8.878067 2.69285965 0.13823545 2.936478 AnteriorPosterior FeetHead 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 58 2 1 214.394379 214.394379 115 0 0 0 0 -3.9756934E-16 0 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 40 4 4 256 160 256 0.520792961 -3.53704071 -6.90877342 2.471577 -4.69301149E-08 2.12496554E-09 AnteriorPosterior 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 1 140 1 1 140 230 230 -1.06237411 -5.20479965 -10.7194824 0 -3.9756934E-16 2.23911023 RightLeft FeetHead 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 1 230 180 230 -6.479499 -3.90883636 -6.79036236 3.16573715 0.267711043 4.82880735 AnteriorPosterior FeetHead 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 1 140 1 1 140 230 230 -1.06237411 -5.20479965 -10.7194824 0 -3.9756934E-16 3.9305315 RightLeft FeetHead 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 87 2 1 189.425354 173 189.425354 0 0 0 0 -3.9756934E-16 0 AnteriorPosterior FeetHead 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 30 4 4 256 256 120 -0.114375114 -3.200757 4.02900648 -5.156965 -0.146107063 1.61848569 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

128

557056

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

0 0 0 0 0 0 0 0 256 0 0 0 0 0 0 0

128

557056

1 0 0 0 -2147483648 2 0 0 0 0 0 0 0 0 0 0

0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

128

557056

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

0 0 0 0 0 0 0 0 256 0 0 0 0 0 0 0

128

557056

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

0 0 0 0 0 0 0 0 256 0 0 0 0 0 0 0

128

557056

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

0 0 0 0 0 0 0 0 256 0 0 0 0 0 0 0

128

557056

4194305 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

0 0 0 0 0 0 0 0 256 0 0 0 0 0 0 0

128

557056

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

0 0 0 0 0 0 0 0 256 0 0 0 0 0 0 0

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

0.57499998807907 0.57499998807907

0.574999988079071 0.574999988079071

2.66666674613952 2.66666674613952

0.57499998807907 0.57499998807907

0.574999988079071 0.574999988079071

2.66666674613952 2.66666674613952