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Type 'q()' to quit R. > if (requireNamespace("tinytest", quietly = TRUE) && + utils::packageVersion("tinytest") >= "1.1.0") { + + ## Set a seed to make the test deterministic + set.seed(808) + + tinytest::test_package("reda", ncpu = NULL, + side_effects = TRUE) + } test_Recur.R.................. 0 tests test_Recur.R.................. 0 tests test_Recur.R.................. 0 tests test_Recur.R.................. 0 tests test_Recur.R.................. 0 tests test_Recur.R.................. 0 tests test_Recur.R.................. 1 tests OK test_Recur.R.................. 2 tests OK test_Recur.R.................. 3 tests OK test_Recur.R.................. 4 tests OK test_Recur.R.................. 5 tests OK test_Recur.R.................. 6 tests OK test_Recur.R.................. 7 tests OK test_Recur.R.................. 8 tests OK test_Recur.R.................. 9 tests OK test_Recur.R.................. 10 tests OK test_Recur.R.................. 11 tests OK test_Recur.R.................. 11 tests OK test_Recur.R.................. 12 tests OK test_Recur.R.................. 13 tests OK test_Recur.R.................. 14 tests OK test_Recur.R.................. 15 tests OK test_Recur.R.................. 16 tests OK test_Recur.R.................. 17 tests OK test_Recur.R.................. 18 tests OK test_Recur.R.................. 19 tests OK test_Recur.R.................. 20 tests OK test_Recur.R.................. 21 tests OK test_Recur.R.................. 22 tests OK test_Recur.R.................. 22 tests OK test_Recur.R.................. 22 tests OK test_Recur.R.................. 22 tests OK test_Recur.R.................. 22 tests OK test_Recur.R.................. 23 tests OK test_Recur.R.................. 24 tests OK test_Recur.R.................. 25 tests OK test_Recur.R.................. 26 tests OK test_Recur.R.................. 27 tests OK test_Recur.R.................. 28 tests OK test_Recur.R.................. 29 tests OK test_Recur.R.................. 30 tests OK test_Recur.R.................. 31 tests OK test_Recur.R.................. 32 tests OK test_Recur.R.................. 33 tests OK test_Recur.R.................. 33 tests OK test_Recur.R.................. 34 tests OK test_Recur.R.................. 34 tests OK test_Recur.R.................. 35 tests OK test_Recur.R.................. 36 tests OK test_Recur.R.................. 37 tests OK test_Recur.R.................. 38 tests OK test_Recur.R.................. 39 tests OK test_Recur.R.................. 40 tests OK test_Recur.R.................. 41 tests OK test_Recur.R.................. 42 tests OK test_Recur.R.................. 43 tests OK test_Recur.R.................. 44 tests OK test_Recur.R.................. 45 tests OK test_Recur.R.................. 45 tests OK test_Recur.R.................. 45 tests OK test_Recur.R.................. 46 tests OK test_Recur.R.................. 47 tests OK test_Recur.R.................. 48 tests OK test_Recur.R.................. 49 tests OK test_Recur.R.................. 50 tests OK test_Recur.R.................. 50 tests OK test_Recur.R.................. 51 tests OK test_Recur.R.................. 52 tests OK test_Recur.R.................. 53 tests OK test_Recur.R.................. 54 tests OK test_Recur.R.................. 55 tests OK test_Recur.R.................. 56 tests OK test_Recur.R.................. 57 tests OK test_Recur.R.................. 58 tests OK test_Recur.R.................. 59 tests OK test_Recur.R.................. 60 tests OK test_Recur.R.................. 61 tests OK test_Recur.R.................. 62 tests OK test_Recur.R.................. 63 tests OK test_Recur.R.................. 64 tests OK 0.5s test_Survr.R.................. 0 tests test_Survr.R.................. 0 tests test_Survr.R.................. 0 tests test_Survr.R.................. 0 tests test_Survr.R.................. 1 tests OK test_Survr.R.................. 2 tests OK test_Survr.R.................. 3 tests OK test_Survr.R.................. 3 tests OK test_Survr.R.................. 3 tests OK test_Survr.R.................. 4 tests OK test_Survr.R.................. 5 tests OK test_Survr.R.................. 6 tests OK test_Survr.R.................. 6 tests OK test_Survr.R.................. 6 tests OK test_Survr.R.................. 7 tests OK test_Survr.R.................. 7 tests OK test_Survr.R.................. 7 tests OK test_Survr.R.................. 8 tests OK test_Survr.R.................. 8 tests OK test_Survr.R.................. 8 tests OK test_Survr.R.................. 9 tests OK test_Survr.R.................. 9 tests OK test_Survr.R.................. 9 tests OK test_Survr.R.................. 10 tests OK test_Survr.R.................. 10 tests OK test_Survr.R.................. 10 tests OK test_Survr.R.................. 11 tests OK test_Survr.R.................. 11 tests OK test_Survr.R.................. 11 tests OK test_Survr.R.................. 12 tests OK test_Survr.R.................. 12 tests OK test_Survr.R.................. 12 tests OK test_Survr.R.................. 13 tests OK test_Survr.R.................. 13 tests OK test_Survr.R.................. 13 tests OK test_Survr.R.................. 14 tests OK 0.2s test_mcf.formula.R............ 0 tests test_mcf.formula.R............ 0 tests test_mcf.formula.R............ 0 tests test_mcf.formula.R............ 1 tests OK test_mcf.formula.R............ 1 tests OK test_mcf.formula.R............ 1 tests OK Observations with missing value in covariates are removed. Checking the new dataset again... Done! test_mcf.formula.R............ 1 tests OK test_mcf.formula.R............ 2 tests OK test_mcf.formula.R............ 2 tests OK test_mcf.formula.R............ 3 tests OK test_mcf.formula.R............ 4 tests OK test_mcf.formula.R............ 5 tests OK test_mcf.formula.R............ 6 tests OK test_mcf.formula.R............ 6 tests OK test_mcf.formula.R............ 6 tests OK test_mcf.formula.R............ 7 tests OK test_mcf.formula.R............ 8 tests OK test_mcf.formula.R............ 9 tests OK Formula: Recur(Days, ID, No.) ~ 1 MCF: time numRisk instRate MCF se lower upper 1 61 41 0.02439024 0.02439024 0.02409097 -0.022827181 0.07160767 2 76 41 0.02439024 0.04878049 0.03364120 -0.017155058 0.11471603 3 84 41 0.02439024 0.07317073 0.04067023 -0.006541457 0.15288292 4 87 41 0.02439024 0.09756098 0.04633990 0.006736445 0.18838551 5 92 41 0.02439024 0.12195122 0.05110466 0.021787935 0.22211450 6 98 41 0.02439024 0.14634146 0.05519934 0.038152751 0.25453018 7 120 41 0.02439024 0.17073171 0.05876418 0.055556027 0.28590739 8 139 41 0.04878049 0.21951220 0.07326981 0.075906003 0.36311839 9 165 41 0.02439024 0.24390244 0.07541665 0.096088517 0.39171636 10 166 41 0.02439024 0.26829268 0.07731661 0.116754905 0.41983046 11 202 41 0.02439024 0.29268293 0.07898751 0.137870245 0.44749561 12 206 41 0.02439024 0.31707317 0.08752683 0.145523746 0.48862260 13 249 41 0.02439024 0.34146341 0.08867963 0.167654539 0.51527229 14 254 41 0.02439024 0.36585366 0.08965595 0.190131233 0.54157608 15 258 41 0.02439024 0.39024390 0.09046150 0.212942628 0.56754518 16 265 41 0.02439024 0.41463415 0.09110081 0.236079844 0.59318845 17 276 41 0.02439024 0.43902439 0.09785797 0.247226302 0.63082248 18 298 41 0.02439024 0.46341463 0.10960728 0.248588321 0.67824095 19 323 41 0.02439024 0.48780488 0.10973957 0.272719270 0.70289049 20 326 41 0.02439024 0.51219512 0.10973957 0.297109514 0.72728073 21 328 41 0.02439024 0.53658537 0.11490658 0.311372601 0.76179813 22 344 41 0.02439024 0.56097561 0.11465376 0.336258363 0.78569286 23 348 41 0.02439024 0.58536585 0.12424961 0.341841096 0.82889061 24 349 41 0.02439024 0.60975610 0.12378162 0.367148574 0.85236362 25 367 41 0.02439024 0.63414634 0.12319414 0.392690260 0.87560242 26 377 41 0.02439024 0.65853659 0.13184165 0.400131703 0.91694147 27 389 41 0.00000000 0.65853659 0.13184165 0.400131703 0.91694147 28 404 40 0.02500000 0.68353659 0.13593896 0.417101125 0.94997205 29 408 40 0.02500000 0.70853659 0.13980461 0.434524578 0.98254859 30 410 40 0.02500000 0.73353659 0.13914201 0.460823266 1.00624990 31 449 40 0.02500000 0.75853659 0.14270223 0.478845347 1.03822782 32 479 40 0.02500000 0.78353659 0.14606884 0.497246910 1.06982626 33 497 40 0.02500000 0.80853659 0.14925494 0.516002277 1.10107089 34 538 40 0.02500000 0.83353659 0.15227185 0.535089238 1.13198393 35 539 40 0.02500000 0.85853659 0.15512945 0.554488445 1.16258473 36 561 40 0.02500000 0.88353659 0.16174773 0.566516867 1.20055630 37 563 40 0.02500000 0.90853659 0.16425059 0.586611342 1.23046183 38 570 40 0.02500000 0.93353659 0.17033184 0.599692308 1.26738086 39 573 40 0.02500000 0.95853659 0.16895814 0.627384709 1.28968846 40 578 40 0.00000000 0.95853659 0.16895814 0.627384709 1.28968846 41 581 38 0.02631579 0.98485237 0.17120360 0.649299489 1.32040526 42 582 38 0.00000000 0.98485237 0.17120360 0.649299489 1.32040526 43 585 36 0.00000000 0.98485237 0.17120360 0.649299489 1.32040526 44 586 34 0.02941176 1.01426414 0.17384433 0.673535517 1.35499276 45 587 33 0.00000000 1.01426414 0.17384433 0.673535517 1.35499276 46 589 31 0.00000000 1.01426414 0.17384433 0.673535517 1.35499276 47 593 29 0.00000000 1.01426414 0.17384433 0.673535517 1.35499276 48 594 28 0.00000000 1.01426414 0.17384433 0.673535517 1.35499276 49 595 27 0.00000000 1.01426414 0.17384433 0.673535517 1.35499276 50 596 26 0.00000000 1.01426414 0.17384433 0.673535517 1.35499276 51 601 25 0.00000000 1.01426414 0.17384433 0.673535517 1.35499276 52 603 23 0.00000000 1.01426414 0.17384433 0.673535517 1.35499276 53 604 22 0.04545455 1.05971868 0.18506099 0.697005813 1.42243156 54 606 22 0.00000000 1.05971868 0.18506099 0.697005813 1.42243156 55 608 21 0.00000000 1.05971868 0.18506099 0.697005813 1.42243156 56 611 20 0.00000000 1.05971868 0.18506099 0.697005813 1.42243156 57 613 19 0.00000000 1.05971868 0.18506099 0.697005813 1.42243156 58 614 18 0.00000000 1.05971868 0.18506099 0.697005813 1.42243156 59 621 17 0.05882353 1.11854221 0.20750288 0.711844037 1.52524039 60 631 17 0.00000000 1.11854221 0.20750288 0.711844037 1.52524039 61 635 16 0.06250000 1.18104221 0.20690835 0.775509306 1.58657512 62 640 16 0.06250000 1.24354221 0.22632442 0.799954507 1.68712992 63 641 16 0.00000000 1.24354221 0.22632442 0.799954507 1.68712992 64 642 15 0.00000000 1.24354221 0.22632442 0.799954507 1.68712992 65 644 14 0.00000000 1.24354221 0.22632442 0.799954507 1.68712992 66 646 13 0.07692308 1.32046529 0.22850515 0.872603417 1.76832717 67 648 13 0.00000000 1.32046529 0.22850515 0.872603417 1.76832717 68 649 12 0.00000000 1.32046529 0.22850515 0.872603417 1.76832717 69 650 11 0.00000000 1.32046529 0.22850515 0.872603417 1.76832717 70 651 10 0.00000000 1.32046529 0.22850515 0.872603417 1.76832717 71 653 9 0.22222222 1.54268751 0.31165607 0.931852831 2.15352220 72 663 7 0.00000000 1.54268751 0.31165607 0.931852831 2.15352220 73 665 6 0.00000000 1.54268751 0.31165607 0.931852831 2.15352220 74 667 5 0.00000000 1.54268751 0.31165607 0.931852831 2.15352220 75 759 2 0.00000000 1.54268751 0.31165607 0.931852831 2.15352220 76 761 1 0.00000000 1.54268751 0.31165607 0.931852831 2.15352220 test_mcf.formula.R............ 10 tests OK 0.5s test_mcfDiff.R................ 0 tests test_mcfDiff.R................ 0 tests test_mcfDiff.R................ 0 tests test_mcfDiff.R................ 0 tests test_mcfDiff.R................ 0 tests test_mcfDiff.R................ 0 tests test_mcfDiff.R................ 0 tests test_mcfDiff.R................ 1 tests OK test_mcfDiff.R................ 2 tests OK test_mcfDiff.R................ 3 tests OK test_mcfDiff.R................ 4 tests OK test_mcfDiff.R................ 5 tests OK test_mcfDiff.R................ 6 tests OK test_mcfDiff.R................ 7 tests OK test_mcfDiff.R................ 8 tests OK test_mcfDiff.R................ 9 tests OK test_mcfDiff.R................ 10 tests OK test_mcfDiff.R................ 11 tests OK test_mcfDiff.R................ 12 tests OK test_mcfDiff.R................ 13 tests OK test_mcfDiff.R................ 13 tests OK test_mcfDiff.R................ 14 tests OK test_mcfDiff.R................ 14 tests OK test_mcfDiff.R................ 15 tests OK test_mcfDiff.R................ 16 tests OK Call: mcfDiff(mcf1 = mcf1, mcf2 = mcf2) Two-Sample Pseudo-Score Tests: Statistic Variance Chisq DF Pr(>Chisq) Constant Weight -0.3338763 13.7090222 0.0081314 1 0.9281 Linear Weight 1.1518140 2.8036059 0.4732033 1 0.4915 Variance Estimator: robust test_mcfDiff.R................ 17 tests OK test_mcfDiff.R................ 17 tests OK test_mcfDiff.R................ 17 tests OK test_mcfDiff.R................ 17 tests OK test_mcfDiff.R................ 18 tests OK test_mcfDiff.R................ 19 tests OK test_mcfDiff.R................ 20 tests OK test_mcfDiff.R................ 21 tests OK test_mcfDiff.R................ 22 tests OK test_mcfDiff.R................ 23 tests OK test_mcfDiff.R................ 24 tests OK test_mcfDiff.R................ 25 tests OK test_mcfDiff.R................ 26 tests OK test_mcfDiff.R................ 27 tests OK test_mcfDiff.R................ 28 tests OK test_mcfDiff.R................ 28 tests OK test_mcfDiff.R................ 29 tests OK test_mcfDiff.R................ 30 tests OK test_mcfDiff.R................ 30 tests OK test_mcfDiff.R................ 30 tests OK test_mcfDiff.R................ 31 tests OK Two-Sample Pseudo-Score Tests: Statistic Variance Chisq DF Pr(>Chisq) Constant Weight 0 0 NaN 1 NaN Linear Weight 0 0 NaN 1 NaN Variance Estimator: robust test_mcfDiff.R................ 32 tests OK 0.5s test_rateReg.R................ 0 tests test_rateReg.R................ 0 tests test_rateReg.R................ 0 tests test_rateReg.R................ 0 tests test_rateReg.R................ 1 tests OK test_rateReg.R................ 2 tests OK test_rateReg.R................ 3 tests OK test_rateReg.R................ 4 tests OK test_rateReg.R................ 5 tests OK test_rateReg.R................ 6 tests OK test_rateReg.R................ 7 tests OK test_rateReg.R................ 8 tests OK test_rateReg.R................ 9 tests OK test_rateReg.R................ 10 tests OK test_rateReg.R................ 11 tests OK test_rateReg.R................ 11 tests OK test_rateReg.R................ 11 tests OK Observations with missing value in covariates are removed. Checking the new dataset again... Done! test_rateReg.R................ 12 tests OK test_rateReg.R................ 13 tests OK test_rateReg.R................ 14 tests OK test_rateReg.R................ 14 tests OK test_rateReg.R................ 14 tests OK test_rateReg.R................ 14 tests OK test_rateReg.R................ 14 tests OK test_rateReg.R................ 15 tests OK test_rateReg.R................ 16 tests OK test_rateReg.R................ 17 tests OK test_rateReg.R................ 18 tests OK test_rateReg.R................ 19 tests OK test_rateReg.R................ 20 tests OK test_rateReg.R................ 21 tests OK test_rateReg.R................ 22 tests OK test_rateReg.R................ 23 tests OK test_rateReg.R................ 23 tests OK test_rateReg.R................ 24 tests OK test_rateReg.R................ 25 tests OK test_rateReg.R................ 26 tests OK test_rateReg.R................ 26 tests OK test_rateReg.R................ 26 tests OK test_rateReg.R................ 26 tests OK test_rateReg.R................ 27 tests OK test_rateReg.R................ 28 tests OK test_rateReg.R................ 29 tests OK test_rateReg.R................ 30 tests OK test_rateReg.R................ 31 tests OK test_rateReg.R................ 32 tests OK test_rateReg.R................ 33 tests OK test_rateReg.R................ 34 tests OK Call: rateReg(formula = Recur(time, ID, event) ~ x1 + group + gender, data = testDat, knots = seq.int(28, 140, 28)) Coefficients of covariates: x1 groupTreat gendermale 0.2876191 -0.8955805 0.3465096 Frailty parameter: 0.6983293 Internal knots: 28, 56, 84, 112, 140 Boundary knots: 0, 168 Coefficients of pieces: M-spline1 M-spline2 M-spline3 M-spline4 M-spline5 M-spline6 0.8951422 0.8951428 0.6103266 1.0042103 1.0276077 1.5064373 test_rateReg.R................ 35 tests OK Call: rateReg(formula = Recur(time, ID, event) ~ x1 + group + gender, data = testDat, knots = c(60, 90, 120), degree = 3, spline = "mSplines") Coefficients of covariates: x1 groupTreat gendermale 0.2834071 -0.8953501 0.3545572 Frailty parameter: 0.700646 Internal knots: 60, 90, 120 Boundary knots: 0, 168 Coefficients of spline bases: M-spline1 M-spline2 M-spline3 M-spline4 M-spline5 M-spline6 M-spline7 0.3357607 1.2053217 0.3099513 1.5969252 0.2864276 1.8674454 0.2948529 test_rateReg.R................ 36 tests OK Call: rateReg(formula = Recur(time, ID, event) ~ x1 + group + gender, data = testDat, knots = seq.int(28, 140, 28)) Coefficients of covariates: coef exp(coef) se(coef) z Pr(>|z|) x1 0.28762 1.33325 0.24006 1.1981 0.23087 groupTreat -0.89558 0.40837 0.39915 -2.2437 0.02485 * gendermale 0.34651 1.41412 0.39299 0.8817 0.37792 --- Signif. codes: 0 '***' 0.001 '**' 0.01 '*' 0.05 '.' 0.1 ' ' 1 Parameter of frailty: parameter se Frailty 0.6983293 0.1768623 Internal knots: 28, 56, 84, 112, 140 Boundary knots: 0, 168 Degree of spline bases: 0 Coefficients of spline bases: coef se(coef) M-spline1 0.89514 0.2760 M-spline2 0.89514 0.2760 M-spline3 0.61033 0.1984 M-spline4 1.00421 0.3109 M-spline5 1.02761 0.3216 M-spline6 1.50644 0.4863 Loglikelihood: -988.9471 test_rateReg.R................ 37 tests OK Formula: Recur(time, ID, event) ~ x1 + group + gender New data: x1 groupTreat gendermale 1 0 0 0 Confidence level: 95% MCF: time MCF lower upper 1 0.0000000 0.000000000 0.000000000 0.000000000 2 0.1681682 0.005440165 0.002490306 0.008390025 3 0.3363363 0.010880331 0.004980611 0.016780051 4 0.5045045 0.016320496 0.007470917 0.025170076 5 0.6726727 0.021760662 0.009961223 0.033560101 6 0.8408408 0.027200827 0.012451528 0.041950126 7 1.0090090 0.032640993 0.014941834 0.050340152 8 1.1771772 0.038081158 0.017432140 0.058730177 9 1.3453453 0.043521324 0.019922446 0.067120202 10 1.5135135 0.048961489 0.022412751 0.075510227 11 1.6816817 0.054401655 0.024903057 0.083900253 12 1.8498498 0.059841820 0.027393363 0.092290278 13 2.0180180 0.065281986 0.029883668 0.100680303 14 2.1861862 0.070722151 0.032373974 0.109070329 15 2.3543544 0.076162317 0.034864280 0.117460354 16 2.5225225 0.081602482 0.037354585 0.125850379 17 2.6906907 0.087042648 0.039844891 0.134240404 18 2.8588589 0.092482813 0.042335197 0.142630430 19 3.0270270 0.097922979 0.044825502 0.151020455 20 3.1951952 0.103363144 0.047315808 0.159410480 21 3.3633634 0.108803310 0.049806114 0.167800505 22 3.5315315 0.114243475 0.052296420 0.176190531 23 3.6996997 0.119683641 0.054786725 0.184580556 24 3.8678679 0.125123806 0.057277031 0.192970581 25 4.0360360 0.130563972 0.059767337 0.201360607 26 4.2042042 0.136004137 0.062257642 0.209750632 27 4.3723724 0.141444303 0.064747948 0.218140657 28 4.5405405 0.146884468 0.067238254 0.226530682 29 4.7087087 0.152324634 0.069728559 0.234920708 30 4.8768769 0.157764799 0.072218865 0.243310733 31 5.0450450 0.163204964 0.074709171 0.251700758 32 5.2132132 0.168645130 0.077199476 0.260090783 33 5.3813814 0.174085295 0.079689782 0.268480809 34 5.5495495 0.179525461 0.082180088 0.276870834 35 5.7177177 0.184965626 0.084670394 0.285260859 36 5.8858859 0.190405792 0.087160699 0.293650885 37 6.0540541 0.195845957 0.089651005 0.302040910 38 6.2222222 0.201286123 0.092141311 0.310430935 39 6.3903904 0.206726288 0.094631616 0.318820960 40 6.5585586 0.212166454 0.097121922 0.327210986 41 6.7267267 0.217606619 0.099612228 0.335601011 42 6.8948949 0.223046785 0.102102533 0.343991036 43 7.0630631 0.228486950 0.104592839 0.352381061 44 7.2312312 0.233927116 0.107083145 0.360771087 45 7.3993994 0.239367281 0.109573450 0.369161112 46 7.5675676 0.244807447 0.112063756 0.377551137 47 7.7357357 0.250247612 0.114554062 0.385941163 48 7.9039039 0.255687778 0.117044368 0.394331188 49 8.0720721 0.261127943 0.119534673 0.402721213 50 8.2402402 0.266568109 0.122024979 0.411111238 51 8.4084084 0.272008274 0.124515285 0.419501264 52 8.5765766 0.277448440 0.127005590 0.427891289 53 8.7447447 0.282888605 0.129495896 0.436281314 54 8.9129129 0.288328771 0.131986202 0.444671339 55 9.0810811 0.293768936 0.134476507 0.453061365 56 9.2492492 0.299209102 0.136966813 0.461451390 57 9.4174174 0.304649267 0.139457119 0.469841415 58 9.5855856 0.310089433 0.141947424 0.478231441 59 9.7537538 0.315529598 0.144437730 0.486621466 60 9.9219219 0.320969763 0.146928036 0.495011491 61 10.0900901 0.326409929 0.149418342 0.503401516 62 10.2582583 0.331850094 0.151908647 0.511791542 63 10.4264264 0.337290260 0.154398953 0.520181567 64 10.5945946 0.342730425 0.156889259 0.528571592 65 10.7627628 0.348170591 0.159379564 0.536961617 66 10.9309309 0.353610756 0.161869870 0.545351643 67 11.0990991 0.359050922 0.164360176 0.553741668 68 11.2672673 0.364491087 0.166850481 0.562131693 69 11.4354354 0.369931253 0.169340787 0.570521719 70 11.6036036 0.375371418 0.171831093 0.578911744 71 11.7717718 0.380811584 0.174321398 0.587301769 72 11.9399399 0.386251749 0.176811704 0.595691794 73 12.1081081 0.391691915 0.179302010 0.604081820 74 12.2762763 0.397132080 0.181792316 0.612471845 75 12.4444444 0.402572246 0.184282621 0.620861870 76 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4.945110424 2.263687875 7.626532973 911 153.0330330 4.950550589 2.266178180 7.634922998 912 153.2012012 4.955990755 2.268668486 7.643313024 913 153.3693694 4.961430920 2.271158792 7.651703049 914 153.5375375 4.966871086 2.273649097 7.660093074 915 153.7057057 4.972311251 2.276139403 7.668483099 916 153.8738739 4.977751417 2.278629709 7.676873125 917 154.0420420 4.983191582 2.281120014 7.685263150 918 154.2102102 4.988631748 2.283610320 7.693653175 919 154.3783784 4.994071913 2.286100626 7.702043200 920 154.5465465 4.999512079 2.288590932 7.710433226 921 154.7147147 5.004952244 2.291081237 7.718823251 922 154.8828829 5.010392410 2.293571543 7.727213276 923 155.0510511 5.015832575 2.296061849 7.735603302 924 155.2192192 5.021272741 2.298552154 7.743993327 925 155.3873874 5.026712906 2.301042460 7.752383352 926 155.5555556 5.032153072 2.303532766 7.760773377 927 155.7237237 5.037593237 2.306023071 7.769163403 928 155.8918919 5.043033402 2.308513377 7.777553428 929 156.0600601 5.048473568 2.311003683 7.785943453 930 156.2282282 5.053913733 2.313493988 7.794333478 931 156.3963964 5.059353899 2.315984294 7.802723504 932 156.5645646 5.064794064 2.318474600 7.811113529 933 156.7327327 5.070234230 2.320964906 7.819503554 934 156.9009009 5.075674395 2.323455211 7.827893580 935 157.0690691 5.081114561 2.325945517 7.836283605 936 157.2372372 5.086554726 2.328435823 7.844673630 937 157.4054054 5.091994892 2.330926128 7.853063655 938 157.5735736 5.097435057 2.333416434 7.861453681 939 157.7417417 5.102875223 2.335906740 7.869843706 940 157.9099099 5.108315388 2.338397045 7.878233731 941 158.0780781 5.113755554 2.340887351 7.886623756 942 158.2462462 5.119195719 2.343377657 7.895013782 943 158.4144144 5.124635885 2.345867962 7.903403807 944 158.5825826 5.130076050 2.348358268 7.911793832 945 158.7507508 5.135516216 2.350848574 7.920183858 946 158.9189189 5.140956381 2.353338880 7.928573883 947 159.0870871 5.146396547 2.355829185 7.936963908 948 159.2552553 5.151836712 2.358319491 7.945353933 949 159.4234234 5.157276878 2.360809797 7.953743959 950 159.5915916 5.162717043 2.363300102 7.962133984 951 159.7597598 5.168157209 2.365790408 7.970524009 952 159.9279279 5.173597374 2.368280714 7.978914034 953 160.0960961 5.179037540 2.370771019 7.987304060 954 160.2642643 5.184477705 2.373261325 7.995694085 955 160.4324324 5.189917871 2.375751631 8.004084110 956 160.6006006 5.195358036 2.378241936 8.012474136 957 160.7687688 5.200798201 2.380732242 8.020864161 958 160.9369369 5.206238367 2.383222548 8.029254186 959 161.1051051 5.211678532 2.385712854 8.037644211 960 161.2732733 5.217118698 2.388203159 8.046034237 961 161.4414414 5.222558863 2.390693465 8.054424262 962 161.6096096 5.227999029 2.393183771 8.062814287 963 161.7777778 5.233439194 2.395674076 8.071204312 964 161.9459459 5.238879360 2.398164382 8.079594338 965 162.1141141 5.244319525 2.400654688 8.087984363 966 162.2822823 5.249759691 2.403144993 8.096374388 967 162.4504505 5.255199856 2.405635299 8.104764414 968 162.6186186 5.260640022 2.408125605 8.113154439 969 162.7867868 5.266080187 2.410615910 8.121544464 970 162.9549550 5.271520353 2.413106216 8.129934489 971 163.1231231 5.276960518 2.415596522 8.138324515 972 163.2912913 5.282400684 2.418086828 8.146714540 973 163.4594595 5.287840849 2.420577133 8.155104565 974 163.6276276 5.293281015 2.423067439 8.163494590 975 163.7957958 5.298721180 2.425557745 8.171884616 976 163.9639640 5.304161346 2.428048050 8.180274641 977 164.1321321 5.309601511 2.430538356 8.188664666 978 164.3003003 5.315041677 2.433028662 8.197054692 979 164.4684685 5.320481842 2.435518967 8.205444717 980 164.6366366 5.325922008 2.438009273 8.213834742 981 164.8048048 5.331362173 2.440499579 8.222224767 982 164.9729730 5.336802339 2.442989884 8.230614793 983 165.1411411 5.342242504 2.445480190 8.239004818 984 165.3093093 5.347682670 2.447970496 8.247394843 985 165.4774775 5.353122835 2.450460802 8.255784868 986 165.6456456 5.358563000 2.452951107 8.264174894 987 165.8138138 5.364003166 2.455441413 8.272564919 988 165.9819820 5.369443331 2.457931719 8.280954944 989 166.1501502 5.374883497 2.460422024 8.289344970 990 166.3183183 5.380323662 2.462912330 8.297734995 991 166.4864865 5.385763828 2.465402636 8.306125020 992 166.6546547 5.391203993 2.467892941 8.314515045 993 166.8228228 5.396644159 2.470383247 8.322905071 994 166.9909910 5.402084324 2.472873553 8.331295096 995 167.1591592 5.407524490 2.475363858 8.339685121 996 167.3273273 5.412964655 2.477854164 8.348075146 997 167.4954955 5.418404821 2.480344470 8.356465172 998 167.6636637 5.423844986 2.482834776 8.364855197 999 167.8318318 5.429285152 2.485325081 8.373245222 1000 168.0000000 5.434725317 2.487815387 8.381635248 test_rateReg.R................ 38 tests OK 0.9s test_simEvent.R............... 1 tests OK test_simEvent.R............... 2 tests OK test_simEvent.R............... 3 tests OK test_simEvent.R............... 4 tests OK test_simEvent.R............... 5 tests OK test_simEvent.R............... 6 tests OK test_simEvent.R............... 7 tests OK test_simEvent.R............... 8 tests OK test_simEvent.R............... 9 tests OK test_simEvent.R............... 10 tests OK test_simEvent.R............... 11 tests OK test_simEvent.R............... 12 tests OK test_simEvent.R............... 13 tests OK test_simEvent.R............... 14 tests OK test_simEvent.R............... 15 tests OK test_simEvent.R............... 16 tests OK test_simEvent.R............... 17 tests OK test_simEvent.R............... 18 tests OK test_simEvent.R............... 19 tests OK test_simEvent.R............... 19 tests OK 'simEvent' S4 class object: [1] 0.2668173 0.3422368 0.9858833 test_simEvent.R............... 20 tests OK test_simEvent.R............... 21 tests OK test_simEvent.R............... 22 tests OK test_simEvent.R............... 23 tests OK test_simEvent.R............... 24 tests OK test_simEvent.R............... 25 tests OK test_simEvent.R............... 26 tests OK test_simEvent.R............... 27 tests OK test_simEvent.R............... 28 tests OK test_simEvent.R............... 29 tests OK test_simEvent.R............... 30 tests OK test_simEvent.R............... 31 tests OK test_simEvent.R............... 32 tests OK test_simEvent.R............... 33 tests OK 0.3s All ok, 191 results (2.9s) There were 15 warnings (use warnings() to see them) > > proc.time() user system elapsed 3.46 0.75 4.42