Mikoto Motion Ver 2 Motion { name = "motion[00]" endframe = 120 loop = 0 Vector { name = "j_bone" class = "Locate" member = "pos" curve = "spline" 0 (0.000000 -28.901197 -2.570500) 20 (0.000000 -28.901197 -2.570500) 60 (0.000000 -28.901197 -2.570500) 70 (-3.101835 -28.901190 -2.625204) 74 (20.867138 -24.165928 -1.726147) 78 (4.844573 -32.676605 1.938730) 85 (1.286102 -30.335855 47.837662) 536870879 (0.000000 -28.901197 -2.570500) } Quaternion { name = "bone" class = "Coordinate" member = "rot" curve = "spline" 0 (0.000428 -0.691546 -0.722333 0.000220) 20 (0.137287 -0.677781 -0.708087 -0.142745) 60 (0.254405 -0.643050 -0.671924 -0.265110) 70 (0.137287 -0.677781 -0.708087 -0.142745) 74 (0.000428 -0.691546 -0.722333 0.000220) 78 (0.066165 -0.688373 -0.719083 -0.068446) 85 (0.066165 -0.688373 -0.719083 -0.068446) 536870879 (0.140603 -0.677101 -0.707380 -0.146209) } Quaternion { name = "kosi" class = "Coordinate" member = "rot" curve = "spline" 0 (-0.983944 -0.000053 -0.000478 -0.178476) 20 (-0.983944 -0.000053 -0.000478 -0.178476) 60 (-0.983944 -0.000053 -0.000478 -0.178476) 70 (-0.983944 -0.000053 -0.000478 -0.178476) 74 (-0.983890 -0.001676 -0.009855 -0.178494) 78 (-0.824023 -0.542145 0.036446 -0.160423) 85 (-0.706524 -0.688302 0.066149 -0.150626) 536870879 (-0.983944 -0.000053 -0.000478 -0.178476) } Quaternion { name = "momo[L]" class = "Coordinate" member = "rot" curve = "spline" 0 (0.297070 -0.099748 0.036990 0.948911) 20 (0.255253 -0.099544 0.035410 0.961084) 60 (0.248398 -0.099395 0.038708 0.962767) 70 (0.255249 -0.099542 0.035408 0.961086) 74 (0.297569 -0.075445 0.044734 0.950663) 78 (0.303928 0.055511 0.290074 0.905761) 85 (0.262253 0.056569 0.478976 0.835826) 536870879 (0.242364 -0.089356 0.036952 0.965355) } Quaternion { name = "hiza[L]" class = "Coordinate" member = "rot" curve = "spline" 0 (-0.008620 -0.007914 -0.013156 -0.999845) 20 (-0.005780 -0.008857 -0.013187 -0.999857) 60 (-0.030129 -0.039749 -0.035446 -0.998126) 70 (-0.005849 -0.008842 -0.013189 -0.999857) 74 (0.043161 -0.018721 -0.013828 -0.998797) 78 (0.061479 -0.019461 -0.014140 -0.997818) 85 (0.062294 -0.019511 -0.014151 -0.997767) 536870879 (-0.008620 -0.007914 -0.013156 -0.999845) } Quaternion { name = "sune[L]" class = "Coordinate" member = "rot" curve = "spline" 0 (-0.229571 0.022075 -0.073263 0.970280) 20 (-0.217516 0.000435 -0.221574 0.950574) 60 (-0.315760 -0.038301 -0.319213 0.892710) 70 (-0.217625 0.000448 -0.221573 0.950550) 74 (-0.171005 0.024441 -0.076862 0.981963) 78 (-0.069501 -0.004473 -0.166731 0.983540) 85 (-0.068436 -0.004428 -0.166743 0.983612) 536870879 (-0.214153 0.013189 -0.228208 0.949676) } Quaternion { name = "kurubusi[L]" class = "Coordinate" member = "rot" curve = "spline" 0 (-0.059207 -0.013370 -0.051668 -0.996818) 20 (-0.012111 -0.022207 -0.053148 -0.998266) 60 (-0.041819 -0.089949 -0.053714 -0.993617) 70 (-0.013248 -0.022028 -0.053341 -0.998245) 74 (-0.092467 0.040405 -0.047562 -0.993758) 78 (0.011407 0.018433 -0.046872 -0.998666) 85 (-0.054953 -0.001658 -0.047589 -0.997353) 536870879 (-0.059207 -0.013370 -0.051668 -0.996818) } Quaternion { name = "asi[L]" class = "Coordinate" member = "rot" curve = "spline" 0 (0.728700 -0.003536 -0.067921 0.681448) 20 (0.761042 -0.049270 -0.103501 0.638494) 60 (0.721362 -0.089441 -0.154644 0.669121) 70 (0.745220 -0.047791 -0.105870 0.656624) 74 (0.677752 -0.010400 -0.080711 0.730773) 78 (0.662005 0.159234 0.174427 0.711315) 85 (0.648558 0.167652 0.177988 0.720822) 536870879 (0.739531 -0.053495 -0.113638 0.661300) } Quaternion { name = "tumasaki[L]" class = "Coordinate" member = "rot" curve = "spline" 0 (0.043384 -0.029079 -0.175444 -0.983103) 20 (0.026757 -0.013787 -0.171945 -0.984647) 60 (-0.082320 0.030198 -0.172188 -0.981154) 70 (0.001199 -0.004178 -0.176198 -0.984345) 74 (-0.000059 -0.024913 -0.175049 -0.984244) 78 (-0.020715 -0.072616 -0.105113 -0.991589) 85 (-0.052466 0.014517 -0.118379 -0.991475) 536870879 (-0.043139 -0.010935 -0.170690 -0.984319) } Quaternion { name = "momo[R]" class = "Coordinate" member = "rot" curve = "spline" 0 (0.301219 0.100020 -0.037051 0.947571) 20 (0.324049 0.073532 -0.050891 0.941804) 60 (0.350376 0.029094 -0.069301 0.933589) 70 (0.324049 0.073532 -0.050891 0.941804) 74 (0.301219 0.100020 -0.037051 0.947571) 78 (0.178486 0.285002 0.011252 0.941695) 85 (0.068670 0.297691 -0.053501 0.950685) 536870879 (0.320502 0.052221 -0.058070 0.944023) } Quaternion { name = "hiza[R]" class = "Coordinate" member = "rot" curve = "spline" 0 (0.053501 0.010787 0.014761 -0.998400) 20 (0.084942 0.007698 0.015220 -0.996240) 60 (0.053501 0.010787 0.014761 -0.998400) 70 (0.084942 0.007698 0.015220 -0.996240) 74 (0.053532 0.010809 0.014760 -0.998399) 78 (0.014846 0.085751 0.029294 -0.995775) 85 (0.014846 0.085751 0.029294 -0.995775) 536870879 (0.053501 0.010787 0.014761 -0.998400) } Quaternion { name = "sune[R]" class = "Coordinate" member = "rot" curve = "spline" 0 (-0.167251 -0.030304 0.077291 0.982413) 20 (-0.095845 -0.008904 -0.076613 0.992404) 60 (-0.123418 0.029214 -0.213711 0.968629) 70 (-0.095845 -0.008904 -0.076613 0.992404) 74 (-0.165432 -0.020311 0.075900 0.983086) 78 (-0.301907 -0.090463 0.135706 0.939283) 85 (-0.301907 -0.090463 0.135706 0.939283) 536870879 (-0.154681 -0.000673 -0.080716 0.984661) } Quaternion { name = "kurubusi[R]" class = "Coordinate" member = "rot" curve = "spline" 0 (-0.059207 0.013370 0.051668 -0.996818) 20 (-0.116456 0.044271 0.054281 -0.990723) 60 (-0.028882 0.038904 0.054406 -0.997342) 70 (-0.116456 0.044271 0.054281 -0.990723) 74 (-0.059207 0.013370 0.051668 -0.996818) 78 (0.015857 0.020263 0.053231 -0.998251) 85 (0.015857 0.020263 0.053231 -0.998251) 536870879 (-0.059207 0.013370 0.051668 -0.996818) } Quaternion { name = "asi[R]" class = "Coordinate" member = "rot" curve = "spline" 0 (0.715135 0.000948 0.066866 0.695780) 20 (0.653259 -0.006926 0.066862 0.754145) 60 (0.689918 -0.020401 0.050494 0.721836) 70 (0.653259 -0.006926 0.066862 0.754145) 74 (0.686788 0.001081 0.069884 0.723489) 78 (0.748299 0.048922 0.126935 0.649264) 85 (0.748299 0.048922 0.126935 0.649264) 536870879 (0.705253 0.004095 0.071170 0.705362) } Quaternion { name = "tumasaki[R]" class = "Coordinate" member = "rot" curve = "spline" 0 (-0.001376 0.016206 0.172003 -0.984962) 20 (0.040798 -0.003984 0.170479 -0.984508) 60 (0.028594 0.011480 0.174321 -0.984207) 70 (0.040798 -0.003984 0.170479 -0.984508) 74 (-0.001376 0.016206 0.172003 -0.984962) 78 (-0.001376 0.016206 0.172003 -0.984962) 85 (-0.001376 0.016206 0.172003 -0.984962) 536870879 (-0.043139 0.010935 0.170690 -0.984319) } Quaternion { name = "hara" class = "Coordinate" member = "rot" curve = "spline" 0 (0.000303 -0.175129 -0.984546 0.000080) 20 (0.034958 -0.171605 -0.965086 -0.194778) 60 (0.064607 -0.162776 -0.915757 -0.361551) 70 (0.034958 -0.171605 -0.965086 -0.194778) 74 (0.000303 -0.175129 -0.984546 0.000080) 78 (-0.032847 -0.172021 -0.966737 0.186414) 85 (-0.079983 -0.155798 -0.875052 0.451236) 536870879 (0.035797 -0.171432 -0.964121 -0.199500) } Quaternion { name = "mune" class = "Coordinate" member = "rot" curve = "spline" 0 (0.005654 0.000011 0.000010 0.999984) 20 (0.001799 0.002850 -0.099480 0.995034) 60 (-0.001639 0.005347 -0.187009 0.982342) 70 (0.001799 0.002850 -0.099480 0.995034) 74 (0.005654 0.000011 0.000010 0.999984) 78 (0.005554 -0.001059 0.189267 0.981909) 85 (0.005030 -0.002581 0.458248 0.888806) 536870879 (0.001704 0.002919 -0.101916 0.994787) } Quaternion { name = "kubi" class = "Coordinate" member = "rot" curve = "spline" 0 (0.162618 0.000000 0.000000 0.986689) 20 (0.103346 -0.024853 0.342095 0.933634) 60 (0.075762 -0.019265 0.614052 0.785384) 70 (0.103346 -0.024853 0.342095 0.933634) 74 (0.162618 0.000000 0.000000 0.986689) 78 (0.150969 0.060442 -0.366732 0.916004) 85 (0.150969 0.060442 -0.366732 0.916004) 536870879 (0.102206 -0.025079 0.350166 0.930757) } Quaternion { name = "atama" class = "Coordinate" member = "rot" curve = "spline" 0 (0.099300 0.000000 0.000000 0.995058) 20 (0.076155 -0.001078 -0.000121 0.997095) 60 (0.098533 -0.000036 -0.000004 0.995134) 70 (0.076155 -0.001078 -0.000121 0.997095) 74 (0.099300 0.000000 0.000000 0.995058) 78 (0.095277 -0.027977 0.280353 0.954747) 85 (0.095277 -0.027977 0.280353 0.954747) 536870879 (0.076188 -0.001076 -0.000121 0.997093) } Quaternion { name = "twinte[L]" class = "Coordinate" member = "rot" curve = "spline" 0 (-0.037076 -0.956541 0.248668 -0.147713) 20 (-0.037076 -0.956541 0.248668 -0.147713) 60 (-0.037076 -0.956541 0.248668 -0.147713) 70 (-0.037076 -0.956541 0.248668 -0.147713) 74 (-0.037076 -0.956541 0.248668 -0.147713) 78 (-0.029231 -0.984603 0.129185 -0.114075) 85 (-0.036401 -0.992513 0.029671 -0.112752) 536870879 (-0.037076 -0.956541 0.248668 -0.147713) } Quaternion { name = "twinte2[L]" class = "Coordinate" member = "rot" curve = "spline" 0 (-0.037287 -0.051858 0.011007 -0.997897) 20 (-0.037287 -0.051858 0.011007 -0.997897) 60 (-0.037287 -0.051858 0.011007 -0.997897) 70 (-0.037287 -0.051858 0.011007 -0.997897) 74 (-0.037287 -0.051858 0.011007 -0.997897) 78 (-0.037287 -0.051858 0.011007 -0.997897) 85 (-0.037287 -0.051858 0.011007 -0.997897) 536870879 (-0.037287 -0.051858 0.011007 -0.997897) } Quaternion { name = "twinte3[L]" class = "Coordinate" member = "rot" curve = "spline" 0 (0.049115 0.051312 -0.116433 0.990655) 20 (0.049115 0.051312 -0.116433 0.990655) 60 (0.049115 0.051312 -0.116433 0.990655) 70 (0.049115 0.051312 -0.116433 0.990655) 74 (0.049115 0.051312 -0.116433 0.990655) 78 (0.049115 0.051312 -0.116433 0.990655) 85 (0.049115 0.051312 -0.116433 0.990655) 536870879 (0.049115 0.051312 -0.116433 0.990655) } Quaternion { name = "twinte[R]" class = "Coordinate" member = "rot" curve = "spline" 0 (0.039355 -0.953684 0.259328 0.147264) 20 (-0.265743 -0.925533 0.226781 0.146083) 60 (-0.042517 -0.993652 -0.099876 -0.029520) 70 (-0.265743 -0.925533 0.226781 0.146083) 74 (0.039355 -0.953684 0.259328 0.147264) 78 (0.026659 -0.926164 0.176016 0.332458) 85 (-0.014821 -0.946155 0.054175 0.318803) 536870879 (0.177207 0.948067 -0.207050 -0.164000) } Quaternion { name = "twinte2[R]" class = "Coordinate" member = "rot" curve = "spline" 0 (-0.037345 0.051777 -0.009454 -0.997915) 20 (-0.037925 0.051707 -0.009489 -0.997896) 60 (-0.272648 0.021857 -0.023419 -0.961580) 70 (-0.037925 0.051707 -0.009489 -0.997896) 74 (-0.037345 0.051777 -0.009454 -0.997915) 78 (-0.037345 0.051777 -0.009454 -0.997915) 85 (-0.037345 0.051777 -0.009454 -0.997915) 536870879 (-0.041348 0.051295 -0.009695 -0.997780) } Quaternion { name = "twinte3[R]" class = "Coordinate" member = "rot" curve = "spline" 0 (0.049115 -0.051312 0.116433 0.990655) 20 (0.049115 -0.051312 0.116433 0.990655) 60 (0.049115 -0.051312 0.116433 0.990655) 70 (0.049115 -0.051312 0.116433 0.990655) 74 (0.049115 -0.051312 0.116433 0.990655) 78 (0.056298 -0.053376 0.116404 0.990167) 85 (0.056298 -0.053376 0.116404 0.990167) 536870879 (0.049115 -0.051312 0.116433 0.990655) } Quaternion { name = "kata[L]" class = "Coordinate" member = "rot" curve = "spline" 0 (-0.117880 0.618560 0.015438 0.776691) 20 (-0.043035 0.628608 -0.039439 0.775528) 60 (0.053824 0.704729 -0.088107 0.701924) 70 (-0.043035 0.628608 -0.039439 0.775528) 74 (-0.117880 0.618560 0.015438 0.776691) 78 (-0.171731 0.450140 0.091240 0.871526) 85 (-0.054180 0.698022 -0.042641 0.712749) 536870879 (-0.043439 0.582326 -0.038508 0.810879) } Quaternion { name = "ninoude[L]" class = "Coordinate" member = "rot" curve = "spline" 0 (-0.201469 -0.708206 -0.052603 -0.674601) 20 (0.231181 0.537621 -0.071335 0.807731) 60 (0.564417 0.603893 -0.449740 0.338352) 70 (0.241662 0.545791 -0.075120 0.798792) 74 (-0.201469 -0.708206 -0.052603 -0.674601) 78 (-0.276625 -0.816743 0.009737 -0.506275) 85 (-0.018355 -0.393909 0.380729 -0.836387) 536870879 (0.369666 0.735747 -0.163747 0.543332) } Quaternion { name = "ude[L]" class = "Coordinate" member = "rot" curve = "spline" 0 (0.235449 0.212473 -0.083454 0.944698) 20 (0.379230 0.267331 0.115105 0.878334) 60 (0.406091 0.140322 0.789673 0.437969) 70 (0.352769 0.259139 0.121257 0.890897) 74 (0.235449 0.212473 -0.083454 0.944698) 78 (0.145618 0.078153 -0.102580 0.980900) 85 (0.636315 -0.251662 -0.110185 0.720853) 536870879 (-0.156792 -0.003393 -0.107128 -0.981799) } Quaternion { name = "te[L]" class = "Coordinate" member = "rot" curve = "spline" 0 (-0.005079 -0.084663 -0.122730 -0.988809) 20 (0.054486 -0.112660 -0.127704 -0.983885) 60 (-0.056441 0.050914 -0.127469 -0.988926) 70 (0.054486 -0.112660 -0.127704 -0.983885) 74 (-0.005079 -0.084663 -0.122730 -0.988809) 78 (0.000851 -0.091084 0.067570 -0.993548) 85 (0.030607 -0.077836 0.344483 -0.935059) 536870879 (0.015462 0.013539 0.132635 0.990952) } Quaternion { name = "yubi3[L]" class = "Coordinate" member = "rot" curve = "spline" 0 (0.192795 0.150835 0.403505 0.881625) 20 (0.192795 0.150835 0.403505 0.881625) 60 (0.192795 0.150835 0.403505 0.881625) 70 (0.192795 0.150835 0.403505 0.881625) 74 (0.192795 0.150835 0.403505 0.881625) 78 (0.192795 0.150835 0.403505 0.881625) 85 (0.192795 0.150835 0.403505 0.881625) 536870879 (0.192795 0.150835 0.403505 0.881625) } Quaternion { name = "yubi2[L]" class = "Coordinate" member = "rot" curve = "spline" 0 (-0.000681 -0.012413 0.455543 0.890127) 20 (-0.000681 -0.012413 0.455543 0.890127) 60 (-0.000681 -0.012413 0.455543 0.890127) 70 (-0.000681 -0.012413 0.455543 0.890127) 74 (-0.000681 -0.012413 0.455543 0.890127) 78 (-0.000681 -0.012413 0.455543 0.890127) 85 (0.220231 0.033884 0.445806 0.866953) 536870879 (-0.000681 -0.012413 0.455543 0.890127) } Quaternion { name = "yubi1[L]" class = "Coordinate" member = "rot" curve = "spline" 0 (-0.140996 0.070261 -0.793030 -0.588462) 20 (-0.165504 0.080008 -0.789688 -0.585320) 60 (-0.140136 0.069919 -0.793137 -0.588564) 70 (-0.165504 0.080008 -0.789688 -0.585320) 74 (-0.140996 0.070261 -0.793030 -0.588462) 78 (-0.140996 0.070261 -0.793030 -0.588462) 85 (-0.140996 0.070261 -0.793030 -0.588462) 536870879 (-0.140996 0.070261 -0.793030 -0.588462) } Quaternion { name = "kata[R]" class = "Coordinate" member = "rot" curve = "spline" 0 (-0.044277 -0.726434 0.052986 0.683759) 20 (-0.061580 -0.746746 0.033691 0.661395) 60 (-0.077117 -0.764066 0.016227 0.640306) 70 (-0.061580 -0.746746 0.033691 0.661395) 74 (-0.044277 -0.726434 0.052986 0.683759) 78 (0.028745 -0.822356 0.129923 0.553194) 85 (0.249494 -0.645921 0.322671 0.645308) 536870879 (-0.062008 -0.747235 0.033212 0.660827) } Quaternion { name = "ninoude[R]" class = "Coordinate" member = "rot" curve = "spline" 0 (-0.284191 0.684395 -0.041574 -0.670157) 20 (-0.267496 0.653328 -0.081574 -0.703530) 60 (-0.122384 0.565479 -0.279871 -0.766112) 70 (-0.287276 0.667628 -0.091698 -0.680688) 74 (-0.284191 0.684395 -0.041574 -0.670157) 78 (-0.372758 0.615960 -0.027084 -0.693477) 85 (-0.769517 -0.025019 -0.065426 -0.634773) 536870879 (-0.288367 0.664937 -0.095585 -0.682324) } Quaternion { name = "ude[R]" class = "Coordinate" member = "rot" curve = "spline" 0 (-0.081380 0.069930 -0.083136 -0.990745) 20 (-0.192847 0.203505 -0.057300 -0.958182) 60 (-0.819993 0.201600 -0.383318 -0.374214) 70 (-0.139753 0.150619 -0.057868 -0.976952) 74 (-0.081380 0.069930 -0.083136 -0.990745) 78 (-0.022918 -0.021441 0.102287 -0.994260) 85 (-0.126380 -0.038908 0.019215 -0.991032) 536870879 (-0.308956 0.034036 -0.098950 -0.945303) } Quaternion { name = "te[R]" class = "Coordinate" member = "rot" curve = "spline" 0 (0.015462 -0.013539 -0.132635 0.990952) 20 (0.015462 -0.013539 -0.132635 0.990952) 60 (0.015462 -0.013539 -0.132635 0.990952) 70 (0.015462 -0.013539 -0.132635 0.990952) 74 (0.015462 -0.013539 -0.132635 0.990952) 78 (0.017745 -0.010368 -0.317786 0.947940) 85 (0.015462 -0.013541 -0.132635 0.990952) 536870879 (0.015462 -0.013539 -0.132635 0.990952) } Quaternion { name = "yubi3[R]" class = "Coordinate" member = "rot" curve = "spline" 0 (0.150274 -0.131302 -0.410277 0.889860) 20 (0.150274 -0.131302 -0.410277 0.889860) 60 (0.150274 -0.131302 -0.410277 0.889860) 70 (0.150274 -0.131302 -0.410277 0.889860) 74 (0.150274 -0.131302 -0.410277 0.889860) 78 (0.150274 -0.131302 -0.410277 0.889860) 85 (0.150274 -0.131302 -0.410277 0.889860) 536870879 (0.150274 -0.131302 -0.410277 0.889860) } Quaternion { name = "yubi2[R]" class = "Coordinate" member = "rot" curve = "spline" 0 (-0.000681 0.012413 -0.455543 0.890127) 20 (-0.000681 0.012413 -0.455543 0.890127) 60 (-0.000681 0.012413 -0.455543 0.890127) 70 (-0.000681 0.012413 -0.455543 0.890127) 74 (-0.000681 0.012413 -0.455543 0.890127) 78 (-0.000681 0.012413 -0.455543 0.890127) 85 (-0.000681 0.012413 -0.455543 0.890127) 536870879 (-0.000681 0.012413 -0.455543 0.890127) } Quaternion { name = "negi" class = "Coordinate" member = "rot" curve = "spline" 0 (-0.181815 -0.159438 -0.950914 -0.193092) 20 (-0.225837 -0.428167 -0.868433 -0.107213) 60 (-0.702211 -0.224288 -0.545548 -0.398712) 70 (-0.163414 -0.400155 -0.897465 -0.087912) 74 (-0.181815 -0.159438 -0.950914 -0.193092) 78 (-0.329159 0.024071 -0.916563 -0.225801) 85 (-0.635095 -0.066306 -0.749007 -0.176765) 536870879 (-0.162244 -0.281860 -0.939019 -0.111691) } Quaternion { name = "yubi1[R]" class = "Coordinate" member = "rot" curve = "spline" 0 (-0.174882 -0.097681 0.501656 -0.841556) 20 (-0.174882 -0.097681 0.501656 -0.841556) 60 (-0.174882 -0.097681 0.501656 -0.841556) 70 (-0.174882 -0.097681 0.501656 -0.841556) 74 (-0.174882 -0.097681 0.501656 -0.841556) 78 (-0.174882 -0.097681 0.501656 -0.841556) 85 (-0.174882 -0.097681 0.501656 -0.841556) 536870879 (-0.174882 -0.097681 0.501656 -0.841556) } Quaternion { name = "nekutai1" class = "Coordinate" member = "rot" curve = "spline" 0 (0.986169 0.000000 0.000000 0.165740) 20 (0.986169 0.000000 0.000000 0.165740) 60 (0.986169 0.000000 0.000000 0.165740) 70 (0.986169 0.000000 0.000000 0.165740) 74 (0.986169 0.000000 0.000000 0.165740) 78 (0.986169 0.000000 0.000000 0.165740) 85 (0.986169 -0.000000 0.000000 0.165740) 536870879 (0.986169 0.000000 0.000000 0.165740) } Quaternion { name = "nekutai2" class = "Coordinate" member = "rot" curve = "spline" 0 (0.270420 0.000000 0.000000 0.962742) 20 (0.270420 0.000000 0.000000 0.962742) 60 (0.270420 0.000000 0.000000 0.962742) 70 (0.270420 0.000000 0.000000 0.962742) 74 (0.270420 0.000000 0.000000 0.962742) 78 (0.270420 0.000000 0.000000 0.962742) 85 (0.270420 0.000000 0.000000 0.962742) 536870879 (0.270420 0.000000 0.000000 0.962742) } } Eof