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Head Brain T1_weighted 3D_BrainVIEW_BB.Protocol 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PEFycmF5T2ZSZXByZXNlbnRhdGlvbkRhdGEgeG1sbnM9Imh0dHA6Ly9zY2hlbWFzLmRhdGFjb250cmFjdC5vcmcvMjAwNC8wNy9QaGlsaXBzLlBtc01pcC5Qcml2YXRlLlZpZXdpbmcuVm9sdW1lLlNlZ21lbnRhdGlvbi5CYXNlIiB4bWxuczppPSJodHRwOi8vd3d3LnczLm9yZy8yMDAxL1hNTFNjaGVtYS1pbnN0YW5jZSI+PFJlcHJlc2VudGF0aW9uRGF0YSBpOm5pbD0idHJ1ZSIvPjwvQXJyYXlPZlJlcHJlc2VudGF0aW9uRGF0YT4= 1 2838.7260583333336 5129.3032277777784 1 1070 1860 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 false true false true false true false true false true false true Parallel 1 170 1 1 250 170 250 -0.6804278 5.71187 6.73543167 3.18055472E-15 0 2.98177E-16 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 1 180 0.9 0.89999997615814209 256 256 162 -1.47113132 -4.51065445 25.9265022 -1.98731756 -1.5237633E-07 -9.114881E-08 FeetHead RightLeft 12 0 1 682 1 1365 1 2047 1 Parallel 1 200 0.9 0.89999997615814209 256 180 256 -1.41249442 5.09450531 26.5794754 -1.59027736E-15 0 0 AnteriorPosterior RightLeft 12 0 1 682 1 1365 1 2047 1 Parallel 1 180 0.9 0.89999997615814209 256 256 162 -1.47113132 -4.51065445 25.9265022 -1.98731756 -1.5237633E-07 -9.114881E-08 FeetHead RightLeft 12 0 1 682 1 1365 1 2047 1 Parallel 1 220 1 1 250 250 220 -1.099493 1.37118959 1.82183075 3.18055472E-15 0 2.98177E-16 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 Radial 1 36 307.4 307.39999389648438 200 200 200 0 0 0 0 -9.9392335E-17 0 AnteriorPosterior RightLeft 5 Parallel 1 200 0.9 0.89999997615814209 256 180 256 -1.41249442 5.09450531 26.5794754 -1.59027736E-15 0 0 AnteriorPosterior RightLeft 12 0 1 682 1 1365 1 2047 1 128 12288 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 128 0 0 0 0 -1073741824 0 0 0 0 0 0 0 0 0 0 0 128 12288 9 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 128 0 0 0 0 -1073741824 0 0 0 0 0 0 0 0 0 0 0 128 8192 4194305 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 128 0 0 0 0 -1073741824 0 0 0 0 0 0 0 0 0 0 0 128 8192 16385 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 128 0 0 0 0 -1073741824 0 0 0 0 0 0 0 0 0 0 0 128 12288 1 0 0 32768 0 0 0 0 0 0 0 0 0 0 0 0 128 0 0 0 0 48 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 0 -1073741824 0 0 0 0 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 0.57870370149612427 0.57870370149612427 0.40000000596046448 0.40000000596046448 0.40000000596046448 0.40000000596046448 0.40000000596046448 0.40000000596046448 0.57870370149612427 0.57870370149612427 0.390625 0.390625 0.40000000596046448 0.40000000596046448