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- [377,] 6.317127 6 7 1 28 6.5 1 0 0
- [378,] 7.014142 7 8 1 28 7.5 1 0 0
- [379,] 7.737952 7 8 1 28 7.5 1 0 0
- [380,] 5.865268 5 6 1 28 5.5 1 0 0
- [381,] 17.161105 17 18 1 28 17.5 1 0 0
- [382,] 23.337718 20 Inf 0 28 Inf 0 0 0
- [383,] 7.394839 7 8 1 28 7.5 1 0 0
- [384,] 15.465781 15 16 1 28 15.5 1 0 0
- [385,] 5.629261 5 6 1 28 5.5 1 0 0
- [386,] 5.156088 5 6 1 28 5.5 1 0 0
- [387,] 10.541514 10 11 1 28 10.5 1 0 0
- [388,] 16.317566 16 17 1 28 16.5 1 0 0
- [389,] 11.105543 11 12 1 28 11.5 1 0 0
- [390,] 9.083897 9 10 1 28 9.5 1 0 0
- [391,] 8.117842 8 9 1 28 8.5 1 0 0
- [392,] Inf 20 Inf 4 28 Inf 1 1 1
- [393,] 9.872182 9 10 1 28 9.5 1 0 0
- [394,] 10.422547 10 11 1 28 10.5 1 0 0
- [395,] 7.240097 7 8 1 28 7.5 1 0 0
- [396,] 7.047639 7 8 1 28 7.5 1 0 0
- [397,] 8.724312 8 9 1 28 8.5 1 0 0
- [398,] 9.106331 9 10 1 28 9.5 1 0 0
- [399,] 6.370770 6 7 1 28 6.5 1 0 0
- [400,] 4.604749 4 5 1 28 4.5 1 0 0
- [401,] 6.549813 6 7 1 34 6.5 1 0 0
- [402,] 7.860184 7 8 1 34 7.5 1 0 0
- [403,] 6.085295 6 7 1 34 6.5 1 0 0
- [404,] 8.126660 8 9 1 34 8.5 1 0 0
- [405,] 9.111647 9 10 1 34 9.5 1 0 0
- [406,] 5.746920 5 6 1 34 5.5 1 0 0
- [407,] 9.556906 9 10 1 34 9.5 1 0 0
- [408,] 7.643143 7 8 1 34 7.5 1 0 0
- [409,] 9.374217 9 10 1 34 9.5 1 0 0
- [410,] 10.023467 10 11 1 34 10.5 1 0 0
- [411,] 6.887709 6 7 1 34 6.5 1 0 0
- [412,] 6.858289 6 7 1 34 6.5 1 0 0
- [413,] 9.639591 9 10 1 34 9.5 1 0 0
- [414,] 4.491688 4 5 1 34 4.5 1 0 0
- [415,] 9.847773 9 10 1 34 9.5 1 0 0
- [416,] 6.736308 6 7 1 34 6.5 1 0 0
- [417,] 7.872998 7 8 1 34 7.5 1 0 0
- [418,] 7.151808 7 8 1 34 7.5 1 0 0
- [419,] 4.127054 4 5 1 34 4.5 1 0 0
- [420,] 7.341496 7 8 1 34 7.5 1 0 0
- [421,] 6.373835 6 7 1 34 6.5 1 0 0
- [422,] 6.556161 6 7 1 34 6.5 1 0 0
- [423,] 7.776034 7 8 1 34 7.5 1 0 0
- [424,] 2.491049 2 3 1 34 2.5 1 0 0
- [425,] 9.026777 9 10 1 34 9.5 1 0 0
- [426,] 7.111384 7 8 1 34 7.5 1 0 0
- [427,] 16.116972 16 17 1 34 16.5 1 0 0
- [428,] 9.030744 9 10 1 34 9.5 1 0 0
- [429,] 8.539362 8 9 1 34 8.5 1 0 0
- [430,] 6.382065 6 7 1 34 6.5 1 0 0
- [431,] 9.705796 9 10 1 34 9.5 1 0 0
- [432,] 7.408556 7 8 1 34 7.5 1 0 0
- [433,] 7.418209 7 8 1 34 7.5 1 0 0
- [434,] 7.148255 7 8 1 34 7.5 1 0 0
- [435,] 4.675595 4 5 1 34 4.5 1 0 0
- [436,] 9.224289 9 10 1 34 9.5 1 0 0
- [437,] 10.061683 10 11 1 34 10.5 1 0 0
- [438,] 8.617716 8 9 1 34 8.5 1 0 0
- [439,] 7.884432 7 8 1 34 7.5 1 0 0
- [440,] 8.934508 8 9 1 34 8.5 1 0 0
- [441,] 8.065788 8 9 1 34 8.5 1 0 0
- [442,] 10.035908 10 11 1 34 10.5 1 0 0
- [443,] 5.704395 5 6 1 34 5.5 1 0 0
- [444,] 9.102814 9 10 1 34 9.5 1 0 0
- [445,] 10.807350 10 11 1 34 10.5 1 0 0
- [446,] 11.567573 11 12 1 34 11.5 1 0 0
- [447,] 9.113225 9 10 1 34 9.5 1 0 0
- [448,] 6.097268 6 7 1 34 6.5 1 0 0
- [449,] 8.096316 8 9 1 34 8.5 1 0 0
- [450,] 6.595982 6 7 1 34 6.5 1 0 0
- [451,] 5.401778 5 6 1 34 5.5 1 0 0
- [452,] 6.872394 6 7 1 34 6.5 1 0 0
- [453,] 11.950272 11 12 1 34 11.5 1 0 0
- [454,] 16.442512 16 17 1 34 16.5 1 0 0
- [455,] 8.577863 8 9 1 34 8.5 1 0 0
- [456,] 9.256038 9 10 1 34 9.5 1 0 0
- [457,] 8.415426 8 9 1 34 8.5 1 0 0
- [458,] 13.485584 13 14 1 34 13.5 1 0 0
- [459,] 7.879570 7 8 1 34 7.5 1 0 0
- [460,] 11.175703 11 12 1 34 11.5 1 0 0
- [461,] 6.911161 6 7 1 34 6.5 1 0 0
- [462,] 3.476510 3 4 1 34 3.5 1 0 0
- [463,] 11.519535 11 12 1 34 11.5 1 0 0
- [464,] 12.331598 12 13 1 34 12.5 1 0 0
- [465,] 6.617014 6 7 1 34 6.5 1 0 0
- [466,] 5.870819 5 6 1 34 5.5 1 0 0
- [467,] 7.141848 7 8 1 34 7.5 1 0 0
- [468,] 9.153614 9 10 1 34 9.5 1 0 0
- [469,] 10.154457 10 11 1 34 10.5 1 0 0
- [470,] 11.195852 11 12 1 34 11.5 1 0 0
- [471,] 9.727621 9 10 1 34 9.5 1 0 0
- [472,] 12.743275 12 13 1 34 12.5 1 0 0
- [473,] 7.866086 7 8 1 34 7.5 1 0 0
- [474,] 14.330252 14 15 1 34 14.5 1 0 0
- [475,] 6.908482 6 7 1 34 6.5 1 0 0
- [476,] 7.609916 7 8 1 34 7.5 1 0 0
- [477,] 6.414164 6 7 1 34 6.5 1 0 0
- [478,] 8.496616 8 9 1 34 8.5 1 0 0
- [479,] 15.741623 15 16 1 34 15.5 1 0 0
- [480,] 7.710697 7 8 1 34 7.5 1 0 0
- [481,] 9.553337 9 10 1 34 9.5 1 0 0
- [482,] 6.303065 6 7 1 34 6.5 1 0 0
- [483,] 11.809882 11 12 1 34 11.5 1 0 0
- [484,] 12.001873 12 13 1 34 12.5 1 0 0
- [485,] 6.633480 6 7 1 34 6.5 1 0 0
- [486,] 7.353362 7 8 1 34 7.5 1 0 0
- [487,] 8.454048 8 9 1 34 8.5 1 0 0
- [488,] 5.787818 5 6 1 34 5.5 1 0 0
- [489,] 16.532061 16 17 1 34 16.5 1 0 0
- [490,] 7.391393 7 8 1 34 7.5 1 0 0
- [491,] 7.743772 7 8 1 34 7.5 1 0 0
- [492,] 12.126390 12 13 1 34 12.5 1 0 0
- [493,] 7.977514 7 8 1 34 7.5 1 0 0
- [494,] 5.328089 5 6 1 34 5.5 1 0 0
- [495,] 8.569077 8 9 1 34 8.5 1 0 0
- [496,] 11.060017 11 12 1 34 11.5 1 0 0
- [497,] 9.491594 9 10 1 34 9.5 1 0 0
- [498,] 9.077118 9 10 1 34 9.5 1 0 0
- [499,] 6.794690 6 7 1 34 6.5 1 0 0
- [500,] 6.266385 6 7 1 34 6.5 1 0 0
- [501,] 12.987033 12 13 1 40 12.5 1 0 0
- [502,] 6.054144 6 7 1 40 6.5 1 0 0
- [503,] 11.475105 11 12 1 40 11.5 1 0 0
- [504,] 4.194293 4 5 1 40 4.5 1 0 0
- [505,] 7.944985 7 8 1 40 7.5 1 0 0
- [506,] 7.255217 7 8 1 40 7.5 1 0 0
- [507,] 8.583124 8 9 1 40 8.5 1 0 0
- [508,] 10.605268 10 11 1 40 10.5 1 0 0
- [509,] 6.787162 6 7 1 40 6.5 1 0 0
- [510,] 9.687704 9 10 1 40 9.5 1 0 0
- [511,] 9.179143 9 10 1 40 9.5 1 0 0
- [512,] 11.771337 11 12 1 40 11.5 1 0 0
- [513,] 4.453884 4 5 1 40 4.5 1 0 0
- [514,] 10.849831 10 11 1 40 10.5 1 0 0
- [515,] Inf 20 Inf 4 40 Inf 1 1 1
- [516,] 11.101905 11 12 1 40 11.5 1 0 0
- [517,] 33.712255 20 Inf 0 40 Inf 0 0 0
- [518,] 10.560698 10 11 1 40 10.5 1 0 0
- [519,] 15.415141 15 16 1 40 15.5 1 0 0
- [520,] 8.197609 8 9 1 40 8.5 1 0 0
- [521,] 10.690315 10 11 1 40 10.5 1 0 0
- [522,] 12.014170 12 13 1 40 12.5 1 0 0
- [523,] 5.753047 5 6 1 40 5.5 1 0 0
- [524,] 5.420546 5 6 1 40 5.5 1 0 0
- [525,] 6.907859 6 7 1 40 6.5 1 0 0
- [526,] 5.835598 5 6 1 40 5.5 1 0 0
- [527,] 11.272657 11 12 1 40 11.5 1 0 0
- [528,] 11.356514 11 12 1 40 11.5 1 0 0
- [529,] 7.121054 7 8 1 40 7.5 1 0 0
- [530,] 14.528457 14 15 1 40 14.5 1 0 0
- [531,] 9.047189 9 10 1 40 9.5 1 0 0
- [532,] 8.688519 8 9 1 40 8.5 1 0 0
- [533,] 9.073385 9 10 1 40 9.5 1 0 0
- [534,] 9.357596 9 10 1 40 9.5 1 0 0
- [535,] 12.289935 12 13 1 40 12.5 1 0 0
- [536,] 7.814769 7 8 1 40 7.5 1 0 0
- [537,] 7.684712 7 8 1 40 7.5 1 0 0
- [538,] 6.983333 6 7 1 40 6.5 1 0 0
- [539,] 7.689051 7 8 1 40 7.5 1 0 0
- [540,] 5.495959 5 6 1 40 5.5 1 0 0
- [541,] 7.977015 7 8 1 40 7.5 1 0 0
- [542,] 6.853223 6 7 1 40 6.5 1 0 0
- [543,] 8.545010 8 9 1 40 8.5 1 0 0
- [544,] 9.499681 9 10 1 40 9.5 1 0 0
- [545,] 9.040816 9 10 1 40 9.5 1 0 0
- [546,] 8.958644 8 9 1 40 8.5 1 0 0
- [547,] 9.497221 9 10 1 40 9.5 1 0 0
- [548,] 15.423675 15 16 1 40 15.5 1 0 0
- [549,] 8.196930 8 9 1 40 8.5 1 0 0
- [550,] 7.056398 7 8 1 40 7.5 1 0 0
- [551,] 7.961067 7 8 1 40 7.5 1 0 0
- [552,] 7.041180 7 8 1 40 7.5 1 0 0
- [553,] 8.345739 8 9 1 40 8.5 1 0 0
- [554,] 8.581739 8 9 1 40 8.5 1 0 0
- [555,] 5.513382 5 6 1 40 5.5 1 0 0
- [556,] 6.698217 6 7 1 40 6.5 1 0 0
- [557,] 10.136664 10 11 1 40 10.5 1 0 0
- [558,] 8.256147 8 9 1 40 8.5 1 0 0
- [559,] 8.279530 8 9 1 40 8.5 1 0 0
- [560,] 9.377031 9 10 1 40 9.5 1 0 0
- [561,] 16.521578 16 17 1 40 16.5 1 0 0
- [562,] 4.140380 4 5 1 40 4.5 1 0 0
- [563,] 10.616523 10 11 1 40 10.5 1 0 0
- [564,] 8.771350 8 9 1 40 8.5 1 0 0
- [565,] 9.530842 9 10 1 40 9.5 1 0 0
- [566,] 16.077019 16 17 1 40 16.5 1 0 0
- [567,] 7.904441 7 8 1 40 7.5 1 0 0
- [568,] 11.821594 11 12 1 40 11.5 1 0 0
- [569,] 11.941088 11 12 1 40 11.5 1 0 0
- [570,] 7.551238 7 8 1 40 7.5 1 0 0
- [571,] 12.295611 12 13 1 40 12.5 1 0 0
- [572,] 17.647661 17 18 1 40 17.5 1 0 0
- [573,] 10.633264 10 11 1 40 10.5 1 0 0
- [574,] 9.961331 9 10 1 40 9.5 1 0 0
- [575,] 8.181827 8 9 1 40 8.5 1 0 0
- [576,] 11.708566 11 12 1 40 11.5 1 0 0
- [577,] 13.540586 13 14 1 40 13.5 1 0 0
- [578,] 6.905248 6 7 1 40 6.5 1 0 0
- [579,] 6.700547 6 7 1 40 6.5 1 0 0
- [580,] 11.802450 11 12 1 40 11.5 1 0 0
- [581,] 6.463862 6 7 1 40 6.5 1 0 0
- [582,] 12.968042 12 13 1 40 12.5 1 0 0
- [583,] 10.824650 10 11 1 40 10.5 1 0 0
- [584,] 5.683918 5 6 1 40 5.5 1 0 0
- [585,] 11.037860 11 12 1 40 11.5 1 0 0
- [586,] 11.517858 11 12 1 40 11.5 1 0 0
- [587,] 12.175384 12 13 1 40 12.5 1 0 0
- [588,] 10.922636 10 11 1 40 10.5 1 0 0
- [589,] 12.280783 12 13 1 40 12.5 1 0 0
- [590,] 7.543429 7 8 1 40 7.5 1 0 0
- [591,] 8.239809 8 9 1 40 8.5 1 0 0
- [592,] 8.863839 8 9 1 40 8.5 1 0 0
- [593,] 8.628840 8 9 1 40 8.5 1 0 0
- [594,] 7.729944 7 8 1 40 7.5 1 0 0
- [595,] 7.745967 7 8 1 40 7.5 1 0 0
- [596,] 11.981864 11 12 1 40 11.5 1 0 0
- [597,] 11.237916 11 12 1 40 11.5 1 0 0
- [598,] 7.157350 7 8 1 40 7.5 1 0 0
- [599,] 9.510956 9 10 1 40 9.5 1 0 0
- [600,] 8.782894 8 9 1 40 8.5 1 0 0
- G<-matrix(1/0,nrow = 120, ncol = 3)
- for(k in 1:6){
- S<-T[T[,5]==(k*6+4),]
- G[(1+20*(k-1)):(20*k),3]<-rep((4+6*k),20)
- G[(1+20*(k-1)):(20*k),1]<-0.5+c(0:19)
- for(i in 1:20){
- G[20*(k-1)+i,2]<-sum(S[,6]<i)/nrow(S)
- }
- }
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