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Head Brain_Stem T1W_SE.Protocol 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Head Brain T2_weighted T2W_TSE.Protocol 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Head Brain_Stem T1W_SE.Protocol 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Head Brain_Stem T1W_SE.Protocol 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Head Brain_Stem T1W_SE.Protocol 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Head Brain_Stem T1W_SE.Protocol 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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 false true false true false true Parallel 1 34 3.33479 2.3347899913787842 112.382858 159.628189 159.628189 -2.94512033 5.324361 -0.157747269 -0.08611622 1.81318212 2.70887756 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 40 2.83479 2.3347899913787842 180 180 112.8916 1.06703091 3.02575922 14.5349674 -3.44118285 4.49049828E-08 -5.926722E-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 45 2.83479 2.3347899913787842 159.628189 127.065552 159.628189 0.7459154 3.4470005 -2.24511337 6.869281 1.12275821E-07 2.276765E-07 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 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 65535 0 0 0 65535 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 65535 0 0 0 0 0 0 0 0 Parallel 1 45 2.83479 2.3347899913787842 159.628189 127.065552 159.628189 0.7459154 3.4470005 -2.24511337 6.869281 1.12275821E-07 2.276765E-07 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 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 65535 0 0 0 65535 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 65535 0 0 0 0 0 0 0 0 Parallel 1 40 2.83479 2.3347899913787842 180 180 112.8916 1.06703091 3.02575922 14.5349674 -3.44118285 4.49049828E-08 -5.926722E-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 40 2.83479 2.3347899913787842 159.628189 159.628189 112.8916 1.81186962 -5.658638 5.01664734 3.19116235 1.378037 -0.07682414 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 34 3.33479 2.3347899913787842 112.382858 159.628189 159.628189 -2.94512033 5.324361 -0.157747269 -0.08611622 1.81318212 2.70887756 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 40 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