Neoplasm PatientPos_HFS DockingMode_Front SRT.T-A0100.Brain.BRAIN Head unpaired 60 false AWASW_MST_WA30 30 false false 80 UseTable false SAG SAG AX AX AX SAG AX COR SAG 5.3.0.0 5.3 35.1 <_items href="#ref-35"/> <_size>0 <_version>0 <_items href="#ref-36"/> <_size>13 <_version>35 UEsDBAoAAAAAAGuGN0IAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACAAOjeK/Y2RgaRFhYGAwYIAAHyBmZAUzWUWBxFPGL2w7Nj4/rFQhuOsTM245RiYGBiagbmaQrIAEw39GeQaQGEitApBQALEFRCDijBBxIRxqFYFsAFVUDQAHCRUAUQkVAFEJFQBRUEsBAhcLCgAAAAAAa4Y3QgAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAcJFQBRUEsFBgAAAAABAAEASAAAAJYAAAAAAA== 0.72 150 107 0.72 110 107 T1MDIXPOSTCON_AX_MPR true false true false V3D_BrainVIEW_BB_Cor false V3D_BrainVIEW_BB_Tra false DWI AX SENSE BB MSDE_AX_MPR true false true true false true true false true false VSWIp AX SENSE true false true false Reg - DWI AX ADC true false true false T1MDIXPOSTCON_AX_MPR false T1MDIXPOSTCON2.5MM_AX_MPR false VSWIp AX phase VSWIp AX SENSE true false true T1W_AX_MPR true false true true false true true false true VSWIp AX phase true false true false T1W_AX_MPR V3D_BrainVIEW_BB_Sag true false true false Reg - DWI AX B1000 true false true T1MDIXPOSTCON2.5MM_AX_MPR true false true isoReg - DWI AX B1000 true false true true false true Reg - DWI AX SENSE true false true false BB MSDE_AX_MPR false V3D_BrainVIEW_BB_Sag V3D_BrainVIEW_BB_Tra true false true V3D_BrainVIEW_BB_Cor true false true true false true true false true dReg - DWI AX ADC true false true true false true false FLAIR_AX_MPR FLAIR_AX_MPR true false true <_items href="#ref-273"/> <_size>1 <_version>1 <_items href="#ref-274"/> <_size>1 <_version>1 <_items href="#ref-275"/> <_size>1 <_version>1 <_items href="#ref-276"/> <_size>1 <_version>1 <_items href="#ref-277"/> <_size>1 <_version>1 <_items href="#ref-278"/> <_size>1 <_version>1 <_items href="#ref-279"/> <_size>1 <_version>1 <_items href="#ref-280"/> <_size>1 <_version>1 <_items href="#ref-281"/> <_size>1 <_version>1 <_items href="#ref-282"/> <_size>1 <_version>1 <_items href="#ref-283"/> <_size>1 <_version>1 <_items href="#ref-284"/> <_size>1 <_version>1 <_items href="#ref-285"/> <_size>1 <_version>1 <_items href="#ref-286"/> <_size>1 <_version>1 <_items href="#ref-287"/> <_size>1 <_version>1 <_items href="#ref-288"/> <_size>1 <_version>1 <_items href="#ref-289"/> <_size>1 <_version>1 <_items href="#ref-290"/> <_size>1 <_version>1 <_items href="#ref-291"/> <_size>1 <_version>1 <_items href="#ref-292"/> <_size>1 <_version>1 <_items href="#ref-293"/> <_size>1 <_version>1 <_items href="#ref-294"/> <_size>1 <_version>1 <_items href="#ref-295"/> <_size>1 <_version>1 <_items href="#ref-296"/> <_size>1 <_version>1 <_items href="#ref-297"/> <_size>1 <_version>1 <_items href="#ref-298"/> <_size>1 <_version>1 <_items href="#ref-299"/> <_size>1 <_version>1 <_items href="#ref-300"/> <_size>1 <_version>1 <_items href="#ref-301"/> <_size>1 <_version>1 <_items href="#ref-302"/> <_size>1 <_version>1 <_items href="#ref-303"/> <_size>1 <_version>1 <_items href="#ref-304"/> <_size>1 <_version>1 <_items href="#ref-305"/> <_size>1 <_version>1 <_items href="#ref-306"/> <_size>1 <_version>1 <_items href="#ref-307"/> <_size>1 <_version>1 <_items href="#ref-308"/> <_size>1 <_version>1 <_items href="#ref-309"/> <_size>1 <_version>1 AWPLAN_SMARTPLAN_TYPE_NONE -1 false false 0 true 4 0 2 0 0 0 false true false 0 false AWPLAN_SMARTPLAN_TYPE_NONE -1 false false 0 true 4 0 2 0 0 0 false true false 0 false AWPLAN_SMARTPLAN_TYPE_NONE -1 false false 0 true 4 0 2 0 0 0 false true false 0 false AWPLAN_SMARTPLAN_TYPE_NONE -1 false false 0 true 4 0 2 0 0 0 false true false 0 false AWPLAN_SMARTPLAN_TYPE_NONE -1 false false 0 true 4 0 2 0 0 0 false true false 0 false AWPLAN_SMARTPLAN_TYPE_NONE -1 true false 0 true 4 0 2 0 0 0 false true false 0 false AWPLAN_SMARTPLAN_TYPE_NONE -1 false false 0 true 4 0 2 0 0 0 false true false 0 false AWPLAN_SMARTPLAN_TYPE_NONE -1 false false 0 true 4 0 2 0 0 0 false true false 0 false AWPLAN_SMARTPLAN_TYPE_NONE -1 false false 0 true 4 0 2 0 0 0 false true false 0 false AWPLAN_SMARTPLAN_TYPE_NONE -1 false false 0 true 4 0 2 0 0 0 false true false 0 false AWPLAN_SMARTPLAN_TYPE_NONE -1 false false 0 true 4 0 2 0 0 0 false true false 0 false <_items href="#ref-360"/> <_size>1 <_version>1 <_items href="#ref-361"/> <_size>1 <_version>1 <_items href="#ref-362"/> <_size>1 <_version>1 <_items href="#ref-363"/> <_size>1 <_version>1 <_items href="#ref-364"/> <_size>1 <_version>1 <_items href="#ref-365"/> <_size>1 <_version>1 <_items href="#ref-366"/> <_size>1 <_version>1 <_items href="#ref-367"/> <_size>4 <_version>12 <_items href="#ref-368"/> <_size>1 <_version>5 <_items href="#ref-369"/> <_size>1 <_version>1 <_items href="#ref-370"/> <_size>1 <_version>1 <_items href="#ref-371"/> <_size>1 <_version>5 <_items href="#ref-372"/> <_size>1 <_version>1 <_items href="#ref-373"/> <_size>1 <_version>1 <_items href="#ref-374"/> <_size>1 <_version>1 <_items href="#ref-375"/> <_size>1 <_version>1 <_items href="#ref-376"/> <_size>1 <_version>1 <_items href="#ref-377"/> <_size>1 <_version>1 <_items href="#ref-378"/> <_size>1 <_version>1 <_items href="#ref-379"/> <_size>1 <_version>3 <_items href="#ref-380"/> <_size>1 <_version>1 <_items href="#ref-381"/> <_size>1 <_version>1 <_items href="#ref-382"/> <_size>1 <_version>1 <_items href="#ref-383"/> <_size>2 <_version>2 <_items href="#ref-384"/> <_size>1 <_version>1 <_items href="#ref-385"/> <_size>1 <_version>1 <_items href="#ref-386"/> <_size>1 <_version>1 <_items href="#ref-387"/> <_size>2 <_version>4 <_items href="#ref-388"/> <_size>2 <_version>6 <_items href="#ref-389"/> <_size>1 <_version>1 <_items href="#ref-390"/> <_size>1 <_version>1 ASCENDING NONE 0 0 false false true false 0 0 false true false false false false false false MinIP Default VolumeProtocol false false 0 true false false 1 V3D_BrainVIEW_BB_Cor false false true false 0 0 false true false false false false false false MinIP Default VolumeProtocol false false 0 true false false 1 V3D_BrainVIEW_BB_Tra false true 1 DWI AX SENSE ASCENDING NONE 0 0 ASCENDING NONE 0 0 false false true false 0 0 false true false false false false false false MinIP Default VolumeProtocol false false 0 true false false 1 VSWIp AX SENSE ASCENDING NONE 0 0 Y 50 Y 0 false true 1 Reg - DWI AX ADC ASCENDING NONE 0 0 false false true false 0 0 false true false false false false false false Average Default VolumeProtocol false false 0 true false false 1 T1MDIXPOSTCON_AX_MPR false false true false 0 0 false true false false false false false false Average Default VolumeProtocol false false 0 true false false 1 T1MDIXPOSTCON2.5MM_AX_MPR false false true false 0 0 false true false false false false false false MinIP Default VolumeProtocol false false 0 true false false 1 VSWIp AX phase ASCENDING NONE 0 0 ASCENDING NONE 0 0 ASCENDING NONE 0 0 ASCENDING NONE 0 0 false false true false 0 0 false true false false false false false false Average false false 0 true false false 1 T1W_AX_MPR ASCENDING NONE 0 0 0 Y 4 false true 1 Reg - DWI AX B1000 ASCENDING NONE 0 0 ASCENDING NONE 0 0 ASCENDING NONE 0 0 false false true false 0 0 false true false false false false false false Average false false 0 true false false 1 BB MSDE_AX_MPR false false true false 0 0 false true false false false false false false MinIP Default VolumeProtocol false false 0 true false false 1 V3D_BrainVIEW_BB_Sag ASCENDING NONE 0 0 ASCENDING NONE 0 0 ASCENDING NONE 0 0 ASCENDING NONE 0 0 ASCENDING NONE 0 0 false false true false 0 0 false true false false false false false false Average false false 0 true false false 1 FLAIR_AX_MPR ASCENDING NONE 0 0 <_items href="#ref-500"/> <_size>0 <_version>0 TRA FFE 250 2.3 75 T1W_FFE FS AX GAD AGDEF_APPL_IMAGING 2012-08-23 10:13:47.227 false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false <_items href="#ref-500"/> <_size>0 <_version>0 TRA SE 600 10 70 T1W_FS SAG GAD AGDEF_APPL_IMAGING false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false 3D_BrainVIEW_BB_MSDE AGDEF_APPL_IMAGING 8/5/2016 12:54:37 PM false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false SAG T1TFE 8.1 3.7 8 sT1W_3D_TFE SAG AGDEF_APPL_IMAGING 2012-11-09 09:01:49.550 false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false TRA DwiSE 3035 86 90 DWI AX AGDEF_APPL_IMAGING 2012-10-01 11:14:32.777 false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false TRA TSE 3000 80 90 T2W_FS AX GAD AGDEF_APPL_IMAGING false unpaired ASCENDING NONE 0 0 true false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false SAG TIR 4800 279 90 3D_FLAIR_SHC AGDEF_APPL_IMAGING 2012-11-06 09:40:32.452 false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false <_items href="#ref-500"/> <_size>0 <_version>0 MST T1TFE 15 5.2 20 Survey AGDEF_APPL_IMAGING 2007-06-18 15:20:23.546 false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false <_items href="#ref-500"/> <_size>0 <_version>0 TRA FFE 250 2.3 75 T1W_FFE FS COR GAD AGDEF_APPL_IMAGING 2012-08-23 10:13:47.227 false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false SWIp AX AGDEF_APPL_IMAGING 7/30/2013 9:44:21 AM false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false sT1W_3D_FFE DIXON AGDEF_APPL_IMAGING 6/17/2016 7:40:33 AM false unpaired ASCENDING NONE 0 0 false false 30 AWPLAN_SMARTPLAN_TYPE_NONE true false <_items href="#ref-605"/> <_size>1 <_version>1 <_items href="#ref-606"/> <_size>1 <_version>1 <_items href="#ref-607"/> <_size>1 <_version>1 <_items href="#ref-608"/> <_size>1 <_version>1 <_items href="#ref-609"/> <_size>1 <_version>1 <_items href="#ref-610"/> <_size>1 <_version>1 <_items href="#ref-611"/> <_size>1 <_version>1 <_items href="#ref-612"/> <_size>1 <_version>1 <_items href="#ref-613"/> <_size>1 <_version>1 <_items href="#ref-614"/> <_size>1 <_version>1 <_items href="#ref-615"/> <_size>1 <_version>1 <_items href="#ref-616"/> <_size>1 <_version>1 <_items href="#ref-617"/> <_size>1 <_version>1 IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO 0 0 Reg - UEsDBAoAAAAAAKN0OEIAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACAAOjeK/Y2RgaRFhYGAwYIAAHyBmZAUzWUWBxFPGL2w7Nj4/rFQhuOsTM245RiYGBiagbmaQrIAEw39GeQaQGEitApBQALEFRCDijBBxIRxqFYFsAFVUDQAHEUcBURFHAVERRwFRUEsBAhcLCgAAAAAAo3Q4QgAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAcRRwFRUEsFBgAAAAABAAEASAAAAJYAAAAAAA== IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO 0 UEsDBAoAAAAAAFdzS0YAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACADKFSXlY2RgaRFhYGAwYIAAHyBmZAUzWUWBhOnfsqOV06U9v/BfXPWFGbccIxMDAxNQNzNIVkCC4T+jPANIDKRWAUgogNgCIhBxRoi4EA61ikA2AFVUDQAHBrvbVAa721QGu9tUUEsBAhcLCgAAAAAAV3NLRgAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAcGu9tUUEsFBgAAAAABAAEASAAAAJYAAAAAAA== IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO 15 0 0 0 1 0 0 0 0 0 0 1 1 0 2.4431230545043943 0.54 -1 -1 -1 -1 -1 1.2215615272521971 0.27 -0.5 -0.5 -0.5 -0.5 -0.5 0.00099410931579768658 0.000244140625 0 0 0 0 0 0 0 0 0 0 0 0 d UEsDBAoAAAAAACBtdkgAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACADKFSXlY2RgaRFhYGAwYIAAHyBmZAUzWUWBhOnfsqOV06U9v/BfXPWFGbccIxMDAxNQNzNIVkCC4T+jPANIDKRWAUgogNgCIhBxRoi4EA61ikA2AFVUDQAHu5HxVruR8Va7kfFWUEsBAhcLCgAAAAAAIG12SAAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAe7kfFWUEsFBgAAAAABAAEASAAAAJYAAAAAAA== IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO 0 UEsDBAoAAAAAABd7REkAAAAAAAAAAAAAAAAJAGsAaW5kZXguaHRtU0RWAIwAAAAACABk8srMY2RgaRFhYGBQYYAAByBmZAIzWRWAhAKQzcgK4YuC+BpiPtYzWWfUL5yeBVLHxODDwAySFZBg+M8oj6GXQUAEIs4IERfCoVYRyAYAVVQNAAeuu/NXrrvzV66781dQSwECFwsKAAAAAAAXe0RJAAAAAAAAAAAAAAAACQARAAAAAAAAACAAtoEAAAAAaW5kZXguaHRtU0QEAIwAAABVVAUAB66781dQSwUGAAAAAAEAAQBIAAAAkgAAAAAA 0 UEsDBAoAAAAAABZ7REkAAAAAAAAAAAAAAAAJAGsAaW5kZXguaHRtU0RWAIwAAAAACABk8srMY2RgaRFhYGBQYYAAByBmZAIzWRWAhAKQzcgK4YuC+BpiPtYzWWfUL5yeBVLHxODDwAySFZBg+M8oj6GXQUAEIs4IERfCoVYRyAYAVVQNAAeru/NXq7vzV6u781dQSwECFwsKAAAAAAAWe0RJAAAAAAAAAAAAAAAACQARAAAAAAAAACAAtoEAAAAAaW5kZXguaHRtU0QEAIwAAABVVAUAB6u781dQSwUGAAAAAAEAAQBIAAAAkgAAAAAA 1 UEsDBAoAAAAAAFeCS0YAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACADKFSXlY2RgaRFhYGAwYIAAHyBmZAUzWUWBhOnfsqOV06U9v/BfXPWFGbccIxMDAxNQNzNIVkCC4T+jPANIDKRWAUgogNgCIhBxRoi4EA61ikA2AFVUDQAHRdXbVEXV21RF1dtUUEsBAhcLCgAAAAAAV4JLRgAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAdF1dtUUEsFBgAAAAABAAEASAAAAJYAAAAAAA== IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO 0 UEsDBAoAAAAAAGR4REkAAAAAAAAAAAAAAAAJAGsAaW5kZXguaHRtU0RWAIwAAAAACABk8srMY2RgaRFhYGBQYYAAByBmZAIzWRWAhAKQzcgK4YuC+BpiPtYzWWfUL5yeBVLHxODDwAySFZBg+M8oj6GXQUAEIs4IERfCoVYRyAYAVVQNAAebtvNXm7bzV5u281dQSwECFwsKAAAAAABkeERJAAAAAAAAAAAAAAAACQARAAAAAAAAACAAtoEAAAAAaW5kZXguaHRtU0QEAIwAAABVVAUAB5u281dQSwUGAAAAAAEAAQBIAAAAkgAAAAAA IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN CHEMICAL_SHIFT DIFF_B_VALUE_NO 15 0 0 0 0 0 0 0 0 0 1 1 1 4 2.4431230545043943 0.54 -1 -1 -1 -1 -1 1.2215615272521971 0.27 -0.5 -0.5 -0.5 -0.5 -0.5 0.00099410931579768658 0.000244140625 0 0 0 0 0 0 0 0 0 0 0 0 iso UEsDBAoAAAAAACBtdkgAAAAAAAAAAAAAAAAJAG8AaW5kZXguaHRtU0RaAJgAAAAACADKFSXlY2RgaRFhYGAwYIAAHyBmZAUzWUWBhOnfsqOV06U9v/BfXPWFGbccIxMDAxNQNzNIVkCC4T+jPANIDKRWAUgogNgCIhBxRoi4EA61ikA2AFVUDQAHu5HxVruR8Va7kfFWUEsBAhcLCgAAAAAAIG12SAAAAAAAAAAAAAAAAAkAEQAAAAAAAAAgALaBAAAAAGluZGV4Lmh0bVNEBACYAAAAVVQFAAe7kfFWUEsFBgAAAAABAAEASAAAAJYAAAAAAA== IMAGE_TYPE SLICE_NUMBER ECHO_NUMBER PHASE_NUMBER DYNAMIC_SCAN 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Head Brain T1_weighted 3D_BrainVIEW_BB_MSDE.Protocol 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Head Brain Diffusion DWI.Protocol 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Head Brain Flair 3D_Brain_View_FLAIR_SHC.Protocol 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Head Brain Survey Survey.Protocol 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Head Brain Other_weightings SWIp.Protocol 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Head Brain T1_weighted sT1W_3D_FFE.Protocol 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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 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 Parallel 1 90 1 10 251.162781 99 251.162781 -1.09049618 40.5123672 3.07363415 0 3.9756934E-16 2.73328929E-16 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 90 1 10 251.162781 251.162781 99 -1.8236903 8.682728 11.0076551 -6.516652 -1.3004013E-08 -3.851238E-08 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 1 142 1 10 217.154938 217.154938 151 1.0024128 3.93716049 5.73024464 0 -5.001842E-09 3.69870615 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 70 2.19999981 1 240 240 152.799988 -0.992486835 2.20735741 17.0116272 3.30795836 -1.07281153E-07 -3.72733552E-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 64 2.5 2.5 240 240 160 -0.990633845 1.46042633 16.0583687 3.30795836 -1.07281153E-07 -3.72733552E-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 1 140 1 10 230 230 149 1.0024128 4.413788 1.74455643 0 0 3.9756934E-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 Parallel 1 72 2.19999981 1 240 240 157.199982 -1.6723851 -5.19313049 31.3140678 3.307115 0.07471348 1.29275632 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 77 2.19999981 1 251.162781 251.162781 168.199982 -0.709713 12.5560627 11.7780218 0.5085635 -5.567915E-08 -3.9450893E-07 FeetHead RightLeft 12 549.5 0 641.097729 0.34 803.155171 0.569998 972.258638 0.358705 1162.5 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