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dali112金虫 (小有名气)
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[求助]
CsSnI3的JADE软件的标准谱图
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| 谁有JADE软件中CsSnI3的三种晶型结构的PDF卡片，或者是txt格式的标准谱图。谢谢！ |
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gyliu
铁杆木虫 (职业作家)
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【答案】应助回帖
★
感谢参与，应助指数 +1
linhua0402313: 金币+1, 感谢回帖交流，希望对楼主有帮助 2012-09-05 10:23:45
感谢参与，应助指数 +1
linhua0402313: 金币+1, 感谢回帖交流，希望对楼主有帮助 2012-09-05 10:23:45
|
PDF#80-2140: QM=Calculated(C); d=Calculated; I=Calculated Cesium Tin Iodide Cs Sn I3 Radiation=CuKa1 Lambda=1.54060 Filter= Calibration= 2T=14.230-88.959 I/Ic(RIR)=10.62 Ref: Calculated from ICSD using POWD-12++ (1997) Cubic - Profile Analysis, Pm-3m (221) Z=1 mp= CELL: 6.219 x 6.219 x 6.219 <90.0 x 90.0 x 90.0> P.S=cP5 ($GA) (?) Density(c)=4.364 Density(m)=4.74A Mwt=632.31 Vol=240.53 F(27)=999.9(.0000,27/0) Ref: Yamada, K., Funabiki, S., Horimoto, H., Matsui, T., Okuda, T., Ichiba, S. Chem. Lett., v1991 p801 (1991) Strong Lines: 3.11/X 3.59/8 2.20/7 1.88/3 6.22/2 1.39/2 1.80/2 4.40/2 1.27/2 2.78/1 FIZ=069997: REM TEM 173 C. Rietveld profile refinement applied At least one TF missing. Structural phase transitions of the polymorphs of CsSnI3 by meansof Rietveld analysis of the X-ray diffraction d b a (PM3-M) ABX3 2-Theta d(?) I(v) ( h k l ) Theta 1/(2d) 2pi/d n^2 14.230 6.2190 11.6 ( 1 0 0) 7.115 0.0804 1.0103 1 20.176 4.3975 14.7 ( 1 1 0) 10.088 0.1137 1.4288 2 24.776 3.5905 67.6 ( 1 1 1) 12.388 0.1393 1.7499 3 28.685 3.1095 100.0 ( 2 0 0) 14.343 0.1608 2.0206 4 32.157 2.7812 11.0 ( 2 1 0) 16.079 0.1798 2.2591 5 35.323 2.5389 10.0 ( 2 1 1) 17.661 0.1969 2.4748 6 41.015 2.1988 93.3 ( 2 2 0) 20.507 0.2274 2.8576 8 43.626 2.0730 7.1 ( 3 0 0) 21.813 0.2412 3.0310 9 46.118 1.9666 5.5 ( 3 1 0) 23.059 0.2542 3.1949 10 48.509 1.8751 47.3 ( 3 1 1) 24.255 0.2667 3.3509 11 50.816 1.7953 36.5 ( 2 2 2) 25.408 0.2785 3.4999 12 53.049 1.7248 3.4 ( 3 2 0) 26.525 0.2899 3.6428 13 55.218 1.6621 6.7 ( 3 2 1) 27.609 0.3008 3.7803 14 59.397 1.5547 18.0 ( 4 0 0) 29.699 0.3216 4.0413 16 61.419 1.5083 4.5 ( 4 1 0) 30.709 0.3315 4.1657 17 63.403 1.4658 3.4 ( 4 1 1) 31.701 0.3411 4.2864 18 65.352 1.4267 20.9 ( 3 3 1) 32.676 0.3504 4.4039 19 67.272 1.3906 49.9 ( 4 2 0) 33.636 0.3596 4.5183 20 69.165 1.3571 3.2 ( 4 2 1) 34.583 0.3684 4.6299 21 71.035 1.3259 1.6 ( 3 3 2) 35.517 0.3771 4.7388 22 74.714 1.2694 37.0 ( 4 2 2) 37.357 0.3939 4.9495 24 76.529 1.2438 1.5 ( 5 0 0) 38.265 0.4020 5.0516 25 78.330 1.2197 3.8 ( 5 1 0) 39.165 0.4100 5.1516 26 80.120 1.1968 15.8 ( 5 1 1) 40.060 0.4178 5.2498 27 83.672 1.1548 2.7 ( 5 2 0) 41.836 0.4330 5.4407 29 85.438 1.1354 1.9 ( 5 2 1) 42.719 0.4404 5.5338 30 88.959 1.0994 11.6 ( 4 4 0) 44.480 0.4548 5.7153 32 |
2楼2012-09-05 09:00:06
gyliu
铁杆木虫 (职业作家)
- CMEI: 1
- 应助: 335 (大学生)
- 金币: 16537.7
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- 专业: 凝聚态物性I:结构、力学和
【答案】应助回帖
★
linhua0402313: 金币+1, 恩，感谢回帖交流，希望对楼主有帮助 2012-09-05 10:23:53
linhua0402313: 金币+1, 恩，感谢回帖交流，希望对楼主有帮助 2012-09-05 10:23:53
|
PDF#80-2138: QM=Calculated(C); d=Calculated; I=Calculated Cesium Tin Iodide Cs Sn I3 Radiation=CuKa1 Lambda=1.54060 Filter= Calibration= 2T=14.134-89.254 I/Ic(RIR)=5.38 Ref: Calculated from ICSD using POWD-12++ (1997) Tetragonal - Profile Analysis, P4/mbm (127) Z=2 mp= CELL: 8.772 x 8.772 x 6.261 <90.0 x 90.0 x 90.0> P.S=tP10 ($GB) (?) Density(c)=4.358 Density(m)=4.74A Mwt=632.31 Vol=481.77 F(30)=625.9(.0015,33/0) Ref: Yamada, K., Funabiki, S., Horimoto, H., Matsui, T., Okuda, T., Ichiba, S. Chem. Lett., v1991 p801 (1991) Strong Lines: 3.59/X 3.10/8 3.13/5 2.20/5 6.20/2 4.39/2 2.19/2 4.41/2 3.32/2 6.26/2 FIZ=069995: REM TEM 100 C. Rietveld profile refinement applied ITF Structural phase transitions of the polymorphs of CsSnI3 by means of Rietveld analysis of the X-ray diffraction h d b a (P4/MBM) ABX3 2-Theta d(?) I(v) ( h k l ) Theta 1/(2d) 2pi/d n^2 14.134 6.2610 9.5 ( 0 0 1) 7.067 0.0799 1.0035 14.267 6.2027 14.2 ( 1 1 0) 7.134 0.0806 1.0130 20.135 4.4064 15.2 ( 1 1 1) 10.067 0.1135 1.4259 20.230 4.3860 18.7 ( 2 0 0) 10.115 0.1140 1.4326 22.647 3.9230 14.0 ( 2 1 0) 11.324 0.1275 1.6016 24.764 3.5923 100.0 ( 2 0 1) 12.382 0.1392 1.7491 26.796 3.3243 19.5 ( 2 1 1) 13.398 0.1504 1.8901 28.489 3.1305 62.3 ( 0 0 2) 14.244 0.1597 2.0071 28.762 3.1014 98.1 ( 2 2 0) 14.381 0.1612 2.0259 31.998 2.7947 8.7 ( 1 1 2) 15.999 0.1789 2.2482 32.244 2.7740 18.5 ( 3 1 0) 16.122 0.1802 2.2651 35.192 2.5480 9.7 ( 2 0 2) 17.596 0.1962 2.4659 35.362 2.5362 17.4 ( 3 1 1) 17.681 0.1971 2.4774 36.697 2.4469 8.8 ( 2 1 2) 18.349 0.2043 2.5678 36.916 2.4329 3.0 ( 3 2 0) 18.458 0.2055 2.5826 39.714 2.2677 4.0 ( 3 2 1) 19.857 0.2205 2.7707 40.927 2.2032 77.4 ( 2 2 2) 20.464 0.2269 2.8518 41.127 2.1930 36.5 ( 4 0 0) 20.563 0.2280 2.8651 42.453 2.1275 8.6 ( 4 1 0) 21.226 0.2350 2.9533 43.318 2.0870 1.5 ( 0 0 3) 21.659 0.2396 3.0106 43.557 2.0761 18.2 ( 3 1 2) 21.778 0.2408 3.0264 43.699 2.0697 10.4 ( 4 0 1) 21.849 0.2416 3.0358 44.963 2.0144 14.1 ( 4 1 1) 22.482 0.2482 3.1191 45.836 1.9780 1.3 ( 1 1 3) 22.918 0.2528 3.1765 46.246 1.9615 11.0 ( 4 2 0) 23.123 0.2549 3.2033 46.246 1.9615 11.0 ( 3 3 1) 23.123 0.2549 3.2033 47.279 1.9210 2.2 ( 3 2 2) 23.639 0.2603 3.2708 48.251 1.8845 13.3 ( 2 0 3) 24.126 0.2653 3.3341 48.601 1.8718 11.9 ( 4 2 1) 24.301 0.2671 3.3568 49.425 1.8425 3.3 ( 2 1 3) 24.712 0.2714 3.4102 50.790 1.7961 29.8 ( 4 0 2) 25.395 0.2784 3.4982 51.921 1.7596 8.6 ( 4 1 2) 25.961 0.2842 3.5708 52.087 1.7544 6.3 ( 4 3 0) 26.044 0.2850 3.5814 52.830 1.7315 1.0 ( 2 2 3) 26.415 0.2888 3.6288 53.035 1.7253 1.0 ( 3 3 2) 26.518 0.2898 3.6419 53.199 1.7203 2.3 ( 5 1 0) 26.599 0.2906 3.6523 54.254 1.6893 4.0 ( 4 3 1) 27.127 0.2960 3.7193 55.017 1.6677 3.4 ( 3 1 3) 27.508 0.2998 3.7676 55.216 1.6622 12.5 ( 4 2 2) 27.608 0.3008 3.7801 55.336 1.6588 6.5 ( 5 1 1) 27.668 0.3014 3.7877 56.443 1.6289 0.2 ( 5 2 0) 28.221 0.3070 3.8573 58.192 1.5840 0.9 ( 3 2 3) 29.096 0.3156 3.9666 58.500 1.5764 0.2 ( 5 2 1) 29.250 0.3172 3.9857 58.959 1.5653 6.2 ( 0 0 4) 29.480 0.3194 4.0142 59.568 1.5507 6.3 ( 4 4 0) 29.784 0.3224 4.0519 60.438 1.5304 2.6 ( 4 3 2) 30.219 0.3267 4.1055 61.000 1.5177 2.4 ( 1 1 4) 30.500 0.3295 4.1400 61.449 1.5077 3.6 ( 5 1 2) 30.724 0.3316 4.1675 61.597 1.5044 9.1 ( 5 3 0) 30.799 0.3324 4.1766 61.597 1.5044 9.1 ( 4 4 1) 30.799 0.3324 4.1766 62.265 1.4899 4.1 ( 4 1 3) 31.132 0.3356 4.2173 63.002 1.4742 1.5 ( 2 0 4) 31.501 0.3392 4.2621 63.552 1.4627 7.6 ( 5 3 1) 31.776 0.3418 4.2955 63.552 1.4627 7.6 ( 6 0 0) 31.776 0.3418 4.2955 63.989 1.4538 1.2 ( 2 1 4) 31.995 0.3439 4.3219 64.570 1.4421 2.5 ( 6 1 0) 32.285 0.3467 4.3569 65.221 1.4293 2.8 ( 4 2 3) 32.610 0.3498 4.3960 66.476 1.4053 4.3 ( 6 1 1) 33.238 0.3558 4.4710 66.904 1.3974 12.1 ( 2 2 4) 33.452 0.3578 4.4964 67.330 1.3895 8.0 ( 4 4 2) 33.665 0.3598 4.5217 67.472 1.3870 8.0 ( 6 2 0) 33.736 0.3605 4.5302 68.425 1.3700 0.3 ( 5 4 0) 34.213 0.3650 4.5864 68.812 1.3632 5.3 ( 3 1 4) 34.406 0.3668 4.6091 69.233 1.3559 10.1 ( 5 3 2) 34.616 0.3687 4.6338 70.001 1.3429 1.3 ( 4 3 3) 35.000 0.3723 4.6787 71.111 1.3247 3.8 ( 6 0 2) 35.556 0.3775 4.7432 71.629 1.3163 0.5 ( 3 2 4) 35.815 0.3798 4.7732 72.042 1.3098 2.7 ( 6 1 2) 36.021 0.3817 4.7970 72.180 1.3076 1.6 ( 6 3 0) 36.090 0.3824 4.8049 73.720 1.2841 0.3 ( 5 2 3) 36.860 0.3894 4.8931 73.993 1.2800 1.4 ( 6 3 1) 36.997 0.3906 4.9086 74.401 1.2740 6.2 ( 4 0 4) 37.200 0.3925 4.9318 74.808 1.2681 7.4 ( 6 2 2) 37.404 0.3943 4.9548 75.316 1.2608 1.7 ( 4 1 4) 37.658 0.3966 4.9835 75.722 1.2550 0.3 ( 5 4 2) 37.861 0.3984 5.0064 75.924 1.2522 0.3 ( 0 0 5) 37.962 0.3993 5.0177 76.228 1.2480 0.6 ( 3 3 4) 38.114 0.4007 5.0347 76.463 1.2447 0.3 ( 4 4 3) 38.232 0.4017 5.0479 76.766 1.2406 2.0 ( 7 1 0) 38.383 0.4030 5.0648 77.739 1.2274 0.3 ( 1 1 5) 38.870 0.4074 5.1189 78.041 1.2234 2.9 ( 4 2 4) 39.020 0.4087 5.1356 78.275 1.2204 3.5 ( 5 3 3) 39.137 0.4097 5.1485 78.575 1.2165 3.8 ( 6 4 0) 39.288 0.4110 5.1651 78.575 1.2165 3.8 ( 5 5 1) 39.288 0.4110 5.1651 79.343 1.2066 0.9 ( 6 3 2) 39.671 0.4144 5.2073 79.542 1.2041 1.5 ( 2 0 5) 39.771 0.4153 5.2182 80.074 1.1974 0.3 ( 6 0 3) 40.037 0.4176 5.2473 80.439 1.1929 0.3 ( 2 1 5) 40.220 0.4191 5.2672 80.970 1.1864 1.5 ( 6 1 3) 40.485 0.4214 5.2959 81.235 1.1832 0.9 ( 7 2 1) 40.618 0.4226 5.3103 82.524 1.1680 0.6 ( 4 3 4) 41.262 0.4281 5.3796 83.118 1.1611 0.3 ( 2 2 5) 41.559 0.4306 5.4113 83.415 1.1578 1.6 ( 5 1 4) 41.707 0.4319 5.4271 83.645 1.1552 0.9 ( 6 2 3) 41.822 0.4328 5.4393 83.810 1.1533 3.1 ( 7 1 2) 41.905 0.4335 5.4481 84.533 1.1453 0.3 ( 5 4 3) 42.267 0.4366 5.4863 84.895 1.1413 0.3 ( 3 1 5) 42.448 0.4381 5.5053 85.585 1.1339 3.5 ( 6 4 2) 42.792 0.4410 5.5414 86.470 1.1245 0.3 ( 7 2 2) 43.235 0.4446 5.5875 86.601 1.1231 0.3 ( 6 5 0) 43.301 0.4452 5.5943 87.552 1.1134 0.3 ( 3 2 5) 43.776 0.4491 5.6433 88.076 1.1081 0.6 ( 6 3 3) 44.038 0.4512 5.6702 88.338 1.1055 0.3 ( 6 5 1) 44.169 0.4523 5.6836 88.731 1.1016 2.3 ( 4 4 4) 44.365 0.4539 5.7036 89.254 1.0965 0.7 ( 8 0 0) 44.627 0.4560 5.7302 |
3楼2012-09-05 09:00:38
gyliu
铁杆木虫 (职业作家)
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- 应助: 335 (大学生)
- 金币: 16537.7
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- 专业: 凝聚态物性I:结构、力学和
★
linhua0402313: 金币+1, 恩，感谢回帖交流 2012-09-05 10:24:12
linhua0402313: 金币+1, 恩，感谢回帖交流 2012-09-05 10:24:12
|
PDF#80-2139: QM=Calculated(C); d=Calculated; I=Calculated Cesium Tin Iodide Cs Sn I3 Radiation=CuKa1 Lambda=1.54060 Filter= Calibration= 2T=12.481-71.934 I/Ic(RIR)=4.85 Ref: Calculated from ICSD using POWD-12++ (1997) Orthorhombic - Profile Analysis, Pnam (62) Z=4 mp= CELL: 8.688 x 8.643 x 12.378 <90.0 x 90.0 x 90.0> P.S=oP20 ($GG) (?) Density(c)=4.518 Density(m)=4.74A Mwt=632.31 Vol=929.47 F(30)=93.7(.0080,40/0) Ref: Yamada, K., Funabiki, S., Horimoto, H., Matsui, T., Okuda, T., Ichiba, S. Chem. Lett., v1991 p801 (1991) Strong Lines: 3.06/X 3.54/9 3.56/7 3.09/7 2.18/6 2.17/4 4.35/3 6.13/3 3.28/2 3.87/2 FIZ=069996: REM TEM 27 C. Rietveld profile refinement applied ITF See PDF 00-043-1162. Structural phase transitions of the polymorphs of CsSnI3 by means of Rietveld analysis of the X-ray diffraction d c2 b (PNAM) ABX3 2-Theta d(?) I(v) ( h k l ) Theta 1/(2d) 2pi/d n^2 12.481 7.0864 <1 ( 0 1 1) 6.240 0.0706 0.8867 14.299 6.1890 8.3 ( 0 0 2) 7.150 0.0808 1.0152 14.444 6.1274 12.7 ( 1 1 0) 7.222 0.0816 1.0254 16.127 5.4914 2.1 ( 1 1 1) 8.064 0.0911 1.1442 20.378 4.3543 19.1 ( 2 0 0) 10.189 0.1148 1.4430 20.378 4.3543 19.1 ( 1 1 2) 10.189 0.1148 1.4430 20.535 4.3215 9.6 ( 0 2 0) 10.267 0.1157 1.4539 21.663 4.0989 0.1 ( 2 0 1) 10.832 0.1220 1.5329 22.966 3.8693 14.1 ( 1 2 0) 11.483 0.1292 1.6239 22.966 3.8693 14.1 ( 2 1 0) 11.483 0.1292 1.6239 23.878 3.7235 7.6 ( 0 1 3) 11.939 0.1343 1.6874 24.009 3.7035 5.0 ( 2 1 1) 12.004 0.1350 1.6965 24.078 3.6930 5.8 ( 1 2 1) 12.039 0.1354 1.7014 25.023 3.5556 60.8 ( 2 0 2) 12.512 0.1406 1.7671 25.112 3.5432 73.7 ( 0 2 2) 12.556 0.1411 1.7733 27.157 3.2809 22.0 ( 1 2 2) 13.579 0.1524 1.9151 27.157 3.2809 22.0 ( 2 1 2) 13.579 0.1524 1.9151 28.827 3.0945 65.4 ( 0 0 4) 14.414 0.1616 2.0304 29.123 3.0637 100.0 ( 2 2 0) 14.562 0.1632 2.0509 29.841 2.9916 2.3 ( 2 0 3) 14.921 0.1671 2.1003 30.023 2.9739 1.5 ( 2 2 1) 15.011 0.1681 2.1127 31.676 2.8224 4.0 ( 1 2 3) 15.838 0.1772 2.2262 31.676 2.8224 4.0 ( 2 1 3) 15.838 0.1772 2.2262 31.866 2.8060 3.7 ( 0 3 1) 15.933 0.1782 2.2392 32.385 2.7622 6.1 ( 1 1 4) 16.192 0.1810 2.2747 32.582 2.7459 10.5 ( 2 2 2) 16.291 0.1821 2.2882 32.582 2.7459 10.5 ( 3 1 0) 16.291 0.1821 2.2882 32.721 2.7346 13.0 ( 1 3 0) 16.361 0.1828 2.2977 33.397 2.6808 2.1 ( 3 1 1) 16.698 0.1865 2.3438 33.533 2.6702 1.3 ( 1 3 1) 16.767 0.1873 2.3531 35.743 2.5100 20.4 ( 3 1 2) 17.872 0.1992 2.5033 35.872 2.5013 15.3 ( 1 3 2) 17.936 0.1999 2.5120 36.499 2.4597 0.2 ( 2 2 3) 18.249 0.2033 2.5544 37.173 2.4167 8.5 ( 1 2 4) 18.586 0.2069 2.5999 37.173 2.4167 8.5 ( 2 1 4) 18.586 0.2069 2.5999 37.348 2.4058 3.2 ( 3 2 0) 18.674 0.2078 2.6117 37.425 2.4010 3.3 ( 2 3 0) 18.713 0.2083 2.6169 37.769 2.3799 2.4 ( 0 1 5) 18.884 0.2101 2.6401 38.073 2.3616 2.7 ( 3 2 1) 19.037 0.2117 2.6606 38.073 2.3616 2.7 ( 0 3 3) 19.037 0.2117 2.6606 38.149 2.3570 3.1 ( 2 3 1) 19.075 0.2121 2.6657 39.216 2.2953 1.6 ( 1 1 5) 19.608 0.2178 2.7374 39.383 2.2860 2.9 ( 3 1 3) 19.692 0.2187 2.7486 39.502 2.2794 4.0 ( 1 3 3) 19.751 0.2194 2.7565 40.183 2.2423 2.9 ( 3 2 2) 20.092 0.2230 2.8021 40.256 2.2384 3.4 ( 2 3 2) 20.128 0.2234 2.8070 41.440 2.1772 84.4 ( 2 2 4) 20.720 0.2297 2.8859 41.543 2.1720 63.3 ( 4 0 0) 20.771 0.2302 2.8928 41.769 2.1607 16.3 ( 0 4 0) 20.885 0.2314 2.9079 42.208 2.1393 1.4 ( 4 0 1) 21.104 0.2337 2.9370 42.897 2.1065 7.7 ( 4 1 0) 21.449 0.2374 2.9828 43.104 2.0969 8.2 ( 1 4 0) 21.552 0.2385 2.9965 43.314 2.0872 7.3 ( 1 2 5) 21.657 0.2396 3.0104 43.314 2.0872 7.3 ( 2 1 5) 21.657 0.2396 3.0104 43.578 2.0752 6.1 ( 2 3 3) 21.789 0.2409 3.0278 43.578 2.0752 6.1 ( 4 1 1) 21.789 0.2409 3.0278 43.750 2.0674 5.0 ( 1 4 1) 21.875 0.2418 3.0391 43.848 2.0630 3.0 ( 0 0 6) 21.924 0.2424 3.0457 44.053 2.0539 7.6 ( 3 1 4) 22.026 0.2434 3.0591 44.161 2.0491 13.6 ( 1 3 4) 22.080 0.2440 3.0663 44.161 2.0491 13.6 ( 4 0 2) 22.080 0.2440 3.0663 44.312 2.0425 6.2 ( 3 3 0) 22.156 0.2448 3.0763 44.944 2.0152 1.8 ( 3 3 1) 22.472 0.2481 3.1179 45.445 1.9942 11.2 ( 4 1 2) 22.722 0.2507 3.1508 45.643 1.9860 12.5 ( 1 4 2) 22.821 0.2518 3.1638 46.404 1.9552 3.0 ( 1 1 6) 23.202 0.2557 3.2136 46.771 1.9407 6.6 ( 3 3 2) 23.385 0.2576 3.2376 46.771 1.9407 6.6 ( 4 2 0) 23.385 0.2576 3.2376 46.926 1.9346 7.6 ( 2 4 0) 23.463 0.2584 3.2477 47.161 1.9255 2.4 ( 2 2 5) 23.580 0.2597 3.2631 47.254 1.9220 1.3 ( 4 0 3) 23.627 0.2602 3.2692 47.530 1.9114 0.3 ( 2 4 1) 23.765 0.2616 3.2872 47.852 1.8993 2.3 ( 3 2 4) 23.926 0.2633 3.3081 47.916 1.8969 2.4 ( 2 3 4) 23.958 0.2636 3.3123 48.440 1.8776 4.2 ( 0 3 5) 24.220 0.2663 3.3463 48.440 1.8776 4.2 ( 4 1 3) 24.220 0.2663 3.3463 48.669 1.8693 2.6 ( 1 4 3) 24.335 0.2675 3.3612 48.830 1.8635 12.7 ( 0 2 6) 24.415 0.2683 3.3717 48.830 1.8635 12.7 ( 2 0 6) 24.415 0.2683 3.3717 49.161 1.8518 7.6 ( 4 2 2) 24.580 0.2700 3.3931 49.310 1.8465 8.1 ( 2 4 2) 24.655 0.2708 3.4027 49.633 1.8353 1.8 ( 1 3 5) 24.816 0.2724 3.4236 49.772 1.8305 1.0 ( 3 3 3) 24.886 0.2732 3.4326 50.065 1.8204 3.5 ( 1 2 6) 25.033 0.2747 3.4515 50.065 1.8204 3.5 ( 2 1 6) 25.033 0.2747 3.4515 51.352 1.7778 18.1 ( 4 0 4) 25.676 0.2812 3.5343 51.544 1.7716 18.2 ( 0 4 4) 25.772 0.2822 3.5466 52.033 1.7561 2.8 ( 4 2 3) 26.016 0.2847 3.5779 52.176 1.7516 2.1 ( 2 4 3) 26.088 0.2854 3.5870 52.508 1.7413 7.4 ( 4 1 4) 26.254 0.2871 3.6082 52.686 1.7359 10.2 ( 4 3 0) 26.343 0.2880 3.6196 52.686 1.7359 10.2 ( 1 4 4) 26.343 0.2880 3.6196 52.800 1.7324 9.5 ( 0 1 7) 26.400 0.2886 3.6269 52.800 1.7324 9.5 ( 3 4 0) 26.400 0.2886 3.6269 53.034 1.7253 3.2 ( 2 3 5) 26.517 0.2898 3.6418 53.034 1.7253 3.2 ( 3 2 5) 26.517 0.2898 3.6418 53.291 1.7176 2.0 ( 4 3 1) 26.646 0.2911 3.6582 53.373 1.7151 2.0 ( 3 4 1) 26.687 0.2915 3.6634 53.479 1.7120 2.1 ( 0 5 1) 26.739 0.2921 3.6701 53.479 1.7120 2.1 ( 2 2 6) 26.739 0.2921 3.6701 54.045 1.6954 1.4 ( 1 5 0) 27.023 0.2949 3.7061 54.314 1.6876 1.8 ( 5 1 1) 27.157 0.2963 3.7231 54.592 1.6797 0.5 ( 1 5 1) 27.296 0.2977 3.7407 54.935 1.6700 4.6 ( 4 3 2) 27.467 0.2994 3.7624 55.015 1.6678 5.1 ( 3 4 2) 27.508 0.2998 3.7674 55.681 1.6494 5.0 ( 3 1 6) 27.841 0.3031 3.8094 55.875 1.6441 10.6 ( 5 1 2) 27.938 0.3041 3.8216 55.875 1.6441 10.6 ( 4 2 4) 27.938 0.3041 3.8216 56.011 1.6404 11.2 ( 2 4 4) 28.006 0.3048 3.8302 56.209 1.6351 4.7 ( 1 5 2) 28.105 0.3058 3.8426 56.301 1.6327 3.0 ( 4 0 5) 28.150 0.3062 3.8484 57.199 1.6092 2.9 ( 2 1 7) 28.600 0.3107 3.9046 57.199 1.6092 2.9 ( 1 2 7) 28.600 0.3107 3.9046 57.388 1.6043 1.9 ( 4 1 5) 28.694 0.3117 3.9164 57.388 1.6043 1.9 ( 2 5 0) 28.694 0.3117 3.9164 57.555 1.6000 3.4 ( 5 2 1) 28.778 0.3125 3.9269 57.555 1.6000 3.4 ( 1 4 5) 28.778 0.3125 3.9269 57.681 1.5969 5.0 ( 3 4 3) 28.840 0.3131 3.9347 57.843 1.5928 4.4 ( 0 5 3) 28.922 0.3139 3.9448 57.843 1.5928 4.4 ( 2 5 1) 28.922 0.3139 3.9448 58.539 1.5755 3.1 ( 5 1 3) 29.270 0.3174 3.9881 58.539 1.5755 3.1 ( 3 3 5) 29.270 0.3174 3.9881 58.839 1.5682 0.8 ( 1 5 3) 29.420 0.3188 4.0068 58.926 1.5661 1.0 ( 3 2 6) 29.463 0.3193 4.0121 58.926 1.5661 1.0 ( 2 3 6) 29.463 0.3193 4.0121 59.173 1.5601 0.6 ( 5 2 2) 29.587 0.3205 4.0274 59.403 1.5546 0.2 ( 2 5 2) 29.701 0.3216 4.0416 59.714 1.5473 7.3 ( 0 0 8) 29.857 0.3232 4.0609 60.377 1.5318 6.4 ( 2 2 7) 30.188 0.3264 4.1017 60.377 1.5318 6.4 ( 4 4 0) 30.188 0.3264 4.1017 60.574 1.5273 3.6 ( 4 2 5) 30.287 0.3274 4.1139 60.886 1.5202 0.6 ( 4 4 1) 30.443 0.3289 4.1330 61.212 1.5129 2.0 ( 4 3 4) 30.606 0.3305 4.1530 61.287 1.5113 2.2 ( 3 4 4) 30.643 0.3308 4.1576 61.476 1.5071 1.4 ( 0 3 7) 30.738 0.3318 4.1692 61.724 1.5016 1.6 ( 5 2 3) 30.862 0.3330 4.1843 61.790 1.5002 1.6 ( 1 1 8) 30.895 0.3333 4.1883 61.948 1.4967 2.0 ( 2 5 3) 30.974 0.3341 4.1980 61.948 1.4967 2.0 ( 4 0 6) 30.974 0.3341 4.1980 62.150 1.4923 1.0 ( 0 4 6) 31.075 0.3350 4.2103 62.150 1.4923 1.0 ( 5 1 4) 31.075 0.3350 4.2103 62.354 1.4879 6.4 ( 3 1 7) 31.177 0.3360 4.2228 62.354 1.4879 6.4 ( 5 3 0) 31.177 0.3360 4.2228 62.524 1.4843 12.0 ( 1 3 7) 31.262 0.3369 4.2331 62.524 1.4843 12.0 ( 3 5 0) 31.262 0.3369 4.2331 62.854 1.4773 1.5 ( 5 3 1) 31.427 0.3385 4.2532 63.015 1.4739 3.5 ( 3 5 1) 31.508 0.3392 4.2630 63.015 1.4739 3.5 ( 4 1 6) 31.508 0.3392 4.2630 63.174 1.4706 4.2 ( 1 4 6) 31.587 0.3400 4.2726 63.805 1.4576 3.8 ( 2 0 8) 31.903 0.3430 4.3108 63.805 1.4576 3.8 ( 0 2 8) 31.903 0.3430 4.3108 64.341 1.4467 9.7 ( 5 3 2) 32.170 0.3456 4.3431 64.341 1.4467 9.7 ( 6 0 0) 32.170 0.3456 4.3431 64.508 1.4434 10.0 ( 3 5 2) 32.254 0.3464 4.3532 64.651 1.4405 4.3 ( 0 6 0) 32.326 0.3471 4.3618 64.846 1.4366 2.1 ( 1 2 8) 32.423 0.3480 4.3735 64.846 1.4366 2.1 ( 4 4 3) 32.423 0.3480 4.3735 65.282 1.4281 2.8 ( 6 1 0) 32.641 0.3501 4.3997 65.503 1.4238 4.3 ( 2 3 7) 32.752 0.3512 4.4129 65.503 1.4238 4.3 ( 3 2 7) 32.752 0.3512 4.4129 65.644 1.4211 5.0 ( 4 3 5) 32.822 0.3518 4.4214 65.644 1.4211 5.0 ( 1 6 0) 32.822 0.3518 4.4214 65.843 1.4173 2.6 ( 0 5 5) 32.921 0.3528 4.4332 66.040 1.4135 2.8 ( 4 2 6) 33.020 0.3537 4.4450 66.164 1.4112 2.8 ( 2 4 6) 33.082 0.3543 4.4524 66.164 1.4112 2.8 ( 1 6 1) 33.082 0.3543 4.4524 66.581 1.4034 1.3 ( 0 6 2) 33.290 0.3563 4.4772 66.581 1.4034 1.3 ( 5 1 5) 33.290 0.3563 4.4772 66.826 1.3988 2.8 ( 5 3 3) 33.413 0.3574 4.4918 66.826 1.3988 2.8 ( 1 5 5) 33.413 0.3574 4.4918 66.942 1.3967 2.2 ( 3 5 3) 33.471 0.3580 4.4987 67.222 1.3915 5.3 ( 6 1 2) 33.611 0.3593 4.5153 67.578 1.3851 5.3 ( 1 6 2) 33.789 0.3610 4.5364 67.797 1.3811 16.9 ( 2 2 8) 33.899 0.3620 4.5494 68.261 1.3728 10.7 ( 6 2 0) 34.131 0.3642 4.5767 68.261 1.3728 10.7 ( 4 4 4) 34.131 0.3642 4.5767 68.578 1.3673 2.9 ( 6 0 3) 34.289 0.3657 4.5954 68.578 1.3673 2.9 ( 2 6 0) 34.289 0.3657 4.5954 68.731 1.3646 1.6 ( 6 2 1) 34.365 0.3664 4.6044 69.099 1.3582 1.6 ( 0 1 9) 34.549 0.3681 4.6260 69.099 1.3582 1.6 ( 2 6 1) 34.549 0.3681 4.6260 69.325 1.3544 1.8 ( 4 1 7) 34.662 0.3692 4.6392 69.325 1.3544 1.8 ( 5 4 0) 34.662 0.3692 4.6392 69.476 1.3518 1.1 ( 5 2 5) 34.738 0.3699 4.6480 69.476 1.3518 1.1 ( 1 4 7) 34.738 0.3699 4.6480 69.780 1.3466 4.1 ( 5 4 1) 34.890 0.3713 4.6658 69.780 1.3466 4.1 ( 1 3 8) 34.890 0.3713 4.6658 69.958 1.3436 4.6 ( 4 5 1) 34.979 0.3721 4.6762 69.958 1.3436 4.6 ( 1 6 3) 34.979 0.3721 4.6762 70.119 1.3410 7.5 ( 6 2 2) 35.059 0.3729 4.6856 70.119 1.3410 7.5 ( 5 3 4) 35.059 0.3729 4.6856 70.279 1.3383 10.5 ( 3 5 4) 35.139 0.3736 4.6949 70.473 1.3351 4.8 ( 2 6 2) 35.236 0.3745 4.7062 70.934 1.3275 1.6 ( 4 3 6) 35.467 0.3766 4.7330 71.003 1.3264 1.6 ( 3 4 6) 35.502 0.3770 4.7370 71.227 1.3228 0.9 ( 5 4 2) 35.614 0.3780 4.7499 71.805 1.3136 0.9 ( 5 1 6) 35.902 0.3806 4.7833 71.934 1.3115 3.7 ( 2 0 9) 35.967 0.3812 4.7908 71.934 1.3115 3.7 ( 6 0 4) 35.967 0.3812 4.7908 |
4楼2012-09-05 09:00:55
gyliu
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5楼2012-09-05 09:01:18
phydongchen
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6楼2016-12-09 20:07:48