> cordat <- readLowTriMat(file = "MatricesReduced.txt", no.var = 15, na.strings="NA") Read 1200 items > N <- c(5689,8597, 24396, 8870, 36435, 34687, 56308, 34299, 53760, 68427) > stage1fixed <- tssem1(Cov = cordat, n = N, method = "FEM") > summary(stage1fixed) Call: tssem1FEM(Cov = Cov, n = n, cor.analysis = cor.analysis, model.name = model.name, cluster = cluster, suppressWarnings = suppressWarnings, silent = silent, run = run) Coefficients: Estimate Std.Error z value Pr(>|z|) S[1,2] 0.1487044 0.0016990 87.5245 < 2.2e-16 *** S[1,3] 0.1657968 0.0016898 98.1159 < 2.2e-16 *** S[1,4] 0.0337964 0.0017433 19.3864 < 2.2e-16 *** S[1,5] -0.0213445 0.0017441 -12.2383 < 2.2e-16 *** S[1,6] 0.0765340 0.0017268 44.3216 < 2.2e-16 *** S[1,7] 0.0351387 0.0017493 20.0876 < 2.2e-16 *** S[1,8] 0.0055686 0.0017508 3.1806 0.0014699 ** S[1,9] 0.1210461 0.0017226 70.2679 < 2.2e-16 *** S[1,10] -0.0498120 0.0017330 -28.7438 < 2.2e-16 *** S[1,11] 0.0619829 0.0017319 35.7898 < 2.2e-16 *** S[1,12] -0.1418692 0.0017022 -83.3440 < 2.2e-16 *** S[1,13] -0.0832757 0.0017252 -48.2698 < 2.2e-16 *** S[1,14] 0.0290105 0.0017361 16.7100 < 2.2e-16 *** S[1,15] -0.0973191 0.0018600 -52.3224 < 2.2e-16 *** S[2,3] 0.3708723 0.0014982 247.5475 < 2.2e-16 *** S[2,4] 0.0562440 0.0017359 32.4010 < 2.2e-16 *** S[2,5] -0.0232668 0.0017434 -13.3459 < 2.2e-16 *** S[2,6] 0.0506283 0.0017331 29.2122 < 2.2e-16 *** S[2,7] 0.0283666 0.0017500 16.2098 < 2.2e-16 *** S[2,8] 0.0179166 0.0017605 10.1768 < 2.2e-16 *** S[2,9] 0.1473261 0.0017115 86.0792 < 2.2e-16 *** S[2,10] -0.1234562 0.0017105 -72.1750 < 2.2e-16 *** S[2,11] 0.0840976 0.0017251 48.7484 < 2.2e-16 *** S[2,12] -0.1266149 0.0017093 -74.0740 < 2.2e-16 *** S[2,13] -0.0730725 0.0017277 -42.2936 < 2.2e-16 *** S[2,14] 0.0153500 0.0017392 8.8259 < 2.2e-16 *** S[2,15] -0.0998187 0.0018606 -53.6494 < 2.2e-16 *** S[3,4] 0.0379707 0.0017420 21.7976 < 2.2e-16 *** S[3,5] -0.0263393 0.0017457 -15.0880 < 2.2e-16 *** S[3,6] 0.0609942 0.0017313 35.2300 < 2.2e-16 *** S[3,7] -0.0107146 0.0017671 -6.0635 1.332e-09 *** S[3,8] -0.0075332 0.0017781 -4.2366 2.270e-05 *** S[3,9] 0.2209349 0.0016655 132.6575 < 2.2e-16 *** S[3,10] -0.1420962 0.0017020 -83.4890 < 2.2e-16 *** S[3,11] 0.0688203 0.0017289 39.8050 < 2.2e-16 *** S[3,12] -0.1514710 0.0016975 -89.2315 < 2.2e-16 *** S[3,13] -0.0831208 0.0017251 -48.1841 < 2.2e-16 *** S[3,14] 0.0163651 0.0017409 9.4005 < 2.2e-16 *** S[3,15] -0.1011239 0.0018609 -54.3409 < 2.2e-16 *** S[4,5] 0.3892403 0.0014777 263.4064 < 2.2e-16 *** S[4,6] -0.0956791 0.0020494 -46.6861 < 2.2e-16 *** S[4,7] 0.3822793 0.0014920 256.2119 < 2.2e-16 *** S[4,8] 0.1694813 0.0016889 100.3521 < 2.2e-16 *** S[4,9] -0.0475376 0.0018103 -26.2593 < 2.2e-16 *** S[4,10] 0.0204535 0.0017373 11.7735 < 2.2e-16 *** S[4,11] 0.0312441 0.0017481 17.8729 < 2.2e-16 *** S[4,12] -0.0424213 0.0017489 -24.2564 < 2.2e-16 *** S[4,13] -0.0738155 0.0017321 -42.6162 < 2.2e-16 *** S[4,14] -0.0095674 0.0017413 -5.4946 3.917e-08 *** S[4,15] 0.0028771 0.0018757 1.5339 0.1250435 S[5,6] 0.2358173 0.0018977 124.2670 < 2.2e-16 *** S[5,7] 0.1617272 0.0016922 95.5715 < 2.2e-16 *** S[5,8] 0.3458441 0.0015326 225.6516 < 2.2e-16 *** S[5,9] 0.1379311 0.0017905 77.0365 < 2.2e-16 *** S[5,10] -0.0111914 0.0017377 -6.4405 1.191e-10 *** S[5,11] -0.0400831 0.0017402 -23.0336 < 2.2e-16 *** S[5,12] 0.0358732 0.0017473 20.5307 < 2.2e-16 *** S[5,13] 0.0377305 0.0017354 21.7417 < 2.2e-16 *** S[5,14] 0.0394327 0.0017368 22.7043 < 2.2e-16 *** S[5,15] 0.0072349 0.0018985 3.8109 0.0001385 *** S[6,7] 0.0227056 0.0017821 12.7407 < 2.2e-16 *** S[6,8] 0.1762277 0.0017312 101.7954 < 2.2e-16 *** S[6,9] 0.3546695 0.0015299 231.8240 < 2.2e-16 *** S[6,10] -0.0643758 0.0017314 -37.1822 < 2.2e-16 *** S[6,11] 0.0712214 0.0017296 41.1792 < 2.2e-16 *** S[6,12] -0.0881668 0.0017251 -51.1090 < 2.2e-16 *** S[6,13] 0.0744254 0.0017280 43.0708 < 2.2e-16 *** S[6,14] 0.0705016 0.0017292 40.7710 < 2.2e-16 *** S[6,15] -0.0235893 0.0018900 -12.4810 < 2.2e-16 *** S[7,8] 0.4464787 0.0013948 320.1020 < 2.2e-16 *** S[7,9] -0.1094905 0.0019894 -55.0382 < 2.2e-16 *** S[7,10] 0.0459819 0.0017494 26.2841 < 2.2e-16 *** S[7,11] 0.0292533 0.0017762 16.4692 < 2.2e-16 *** S[7,12] -0.0364631 0.0018006 -20.2509 < 2.2e-16 *** S[7,13] -0.0348825 0.0017518 -19.9129 < 2.2e-16 *** S[7,14] 0.0135360 0.0017396 7.7811 7.105e-15 *** S[7,15] 0.0263178 0.0018845 13.9656 < 2.2e-16 *** S[8,9] 0.1953338 0.0019170 101.8942 < 2.2e-16 *** S[8,10] -0.0174743 0.0017570 -9.9456 < 2.2e-16 *** S[8,11] 0.0177961 0.0017648 10.0839 < 2.2e-16 *** S[8,12] -0.0027369 0.0017959 -1.5240 0.1275070 S[8,13] 0.0420562 0.0017505 24.0258 < 2.2e-16 *** S[8,14] 0.0491293 0.0017354 28.3095 < 2.2e-16 *** S[8,15] 0.0027925 0.0019039 1.4667 0.1424531 S[9,10] -0.1384796 0.0017150 -80.7451 < 2.2e-16 *** S[9,11] 0.1174698 0.0017271 68.0150 < 2.2e-16 *** S[9,12] -0.2091391 0.0016731 -125.0001 < 2.2e-16 *** S[9,13] -0.0113401 0.0017510 -6.4762 9.403e-11 *** S[9,14] 0.0333709 0.0017500 19.0696 < 2.2e-16 *** S[9,15] -0.0764238 0.0018781 -40.6914 < 2.2e-16 *** S[10,11] -0.0287122 0.0017358 -16.5412 < 2.2e-16 *** S[10,12] 0.2025042 0.0016659 121.5555 < 2.2e-16 *** S[10,13] 0.2418370 0.0016358 147.8392 < 2.2e-16 *** S[10,14] 0.1369556 0.0017053 80.3111 < 2.2e-16 *** S[10,15] 0.0716845 0.0018682 38.3705 < 2.2e-16 *** S[11,12] -0.4059570 0.0014522 -279.5433 < 2.2e-16 *** S[11,13] -0.0740838 0.0017277 -42.8794 < 2.2e-16 *** S[11,14] -0.0420314 0.0017348 -24.2288 < 2.2e-16 *** S[11,15] -0.0516529 0.0018715 -27.5991 < 2.2e-16 *** S[12,13] 0.2736298 0.0016075 170.2221 < 2.2e-16 *** S[12,14] 0.1738582 0.0016864 103.0924 < 2.2e-16 *** S[12,15] 0.0820492 0.0018692 43.8946 < 2.2e-16 *** S[13,14] 0.3736009 0.0015012 248.8749 < 2.2e-16 *** S[13,15] 0.0731457 0.0018776 38.9578 < 2.2e-16 *** S[14,15] 0.0359752 0.0018823 19.1122 < 2.2e-16 *** --- Signif. codes: 0 ‘***’ 0.001 ‘**’ 0.01 ‘*’ 0.05 ‘.’ 0.1 ‘ ’ 1 Goodness-of-fit indices: Value Sample size 3.3147e+05 Chi-square of target model 4.2762e+05 DF of target model 8.7600e+02 p value of target model 0.0000e+00 Chi-square of independence model 1.0631e+06 DF of independence model 9.8100e+02 RMSEA 1.2120e-01 RMSEA lower 95% CI NA RMSEA upper 95% CI NA SRMR 1.4080e-01 TLI 5.5010e-01 CFI 5.9820e-01 AIC 4.2587e+05 BIC 4.1648e+05 OpenMx status1: 0 ("0" or "1": The optimization is considered fine. Other values may indicate problems.) > stage1random <- tssem1(Cov = cordat, n = N, method = "REM", + RE.type = "Diag") > summary(stage1random) Call: meta(y = ES, v = acovR, RE.constraints = Diag(x = paste(RE.startvalues, "*Tau2_", 1:no.es, "_", 1:no.es, sep = "")), RE.lbound = RE.lbound, I2 = I2, model.name = model.name, suppressWarnings = TRUE, silent = silent, run = run) 95% confidence intervals: z statistic approximation Coefficients: Estimate Std.Error lbound ubound z value Intercept1 1.4464e-01 9.9744e-03 1.2509e-01 1.6419e-01 14.5009 Intercept2 1.7267e-01 9.2354e-03 1.5457e-01 1.9077e-01 18.6969 Intercept3 6.7165e-02 3.0869e-02 6.6625e-03 1.2767e-01 2.1758 Intercept4 8.4574e-03 3.7665e-02 -6.5365e-02 8.2280e-02 0.2245 Intercept5 8.0623e-02 1.0448e-02 6.0146e-02 1.0110e-01 7.7169 Intercept6 8.3031e-02 3.8869e-02 6.8496e-03 1.5921e-01 2.1362 Intercept7 3.6808e-02 6.7722e-02 -9.5925e-02 1.6954e-01 0.5435 Intercept8 1.2083e-01 1.0733e-02 9.9793e-02 1.4187e-01 11.2575 Intercept9 -5.3165e-02 1.0056e-02 -7.2874e-02 -3.3456e-02 -5.2870 Intercept10 6.9665e-02 1.8120e-02 3.4149e-02 1.0518e-01 3.8445 Intercept11 -1.3808e-01 1.0007e-02 -1.5770e-01 -1.1847e-01 -13.7990 Intercept12 -7.7103e-02 9.8296e-03 -9.6369e-02 -5.7838e-02 -7.8440 Intercept13 3.5598e-02 9.1123e-03 1.7738e-02 5.3458e-02 3.9066 Intercept14 -9.1852e-02 2.9372e-02 -1.4942e-01 -3.4284e-02 -3.1272 Intercept15 3.7345e-01 1.0220e-02 3.5342e-01 3.9348e-01 36.5413 Intercept16 7.5947e-02 2.2671e-02 3.1513e-02 1.2038e-01 3.3500 Intercept17 3.3741e-03 3.0959e-02 -5.7305e-02 6.4053e-02 0.1090 Intercept18 5.5406e-02 9.8060e-03 3.6186e-02 7.4625e-02 5.6502 Intercept19 7.8000e-02 4.0156e-02 -7.0351e-04 1.5670e-01 1.9424 Intercept20 5.7468e-02 4.9097e-02 -3.8760e-02 1.5370e-01 1.1705 Intercept21 1.4770e-01 1.0299e-02 1.2751e-01 1.6788e-01 14.3403 Intercept22 -1.2432e-01 1.0423e-02 -1.4475e-01 -1.0389e-01 -11.9272 Intercept23 7.7793e-02 9.4122e-03 5.9345e-02 9.6241e-02 8.2651 Intercept24 -1.2049e-01 1.0194e-02 -1.4047e-01 -1.0051e-01 -11.8194 Intercept25 -7.2189e-02 1.0432e-02 -9.2635e-02 -5.1743e-02 -6.9201 Intercept26 3.8936e-02 2.4241e-02 -8.5754e-03 8.6448e-02 1.6062 Intercept27 -8.6737e-02 3.4499e-02 -1.5435e-01 -1.9120e-02 -2.5142 Intercept28 6.8829e-02 3.9400e-02 -8.3928e-03 1.4605e-01 1.7469 Intercept29 -2.1491e-03 3.9073e-02 -7.8730e-02 7.4432e-02 -0.0550 Intercept30 7.1475e-02 1.0456e-02 5.0982e-02 9.1969e-02 6.8357 Intercept31 5.9313e-02 9.3305e-02 -1.2356e-01 2.4219e-01 0.6357 Intercept32 7.1061e-02 6.8784e-02 -6.3754e-02 2.0588e-01 1.0331 Intercept33 2.3268e-01 1.6853e-02 1.9965e-01 2.6571e-01 13.8062 Intercept34 -1.4340e-01 1.0222e-02 -1.6344e-01 -1.2337e-01 -14.0289 Intercept35 6.2795e-02 1.0115e-02 4.2969e-02 8.2621e-02 6.2079 Intercept36 -1.3881e-01 9.4464e-03 -1.5732e-01 -1.2029e-01 -14.6942 Intercept37 -8.5322e-02 1.0298e-02 -1.0551e-01 -6.5138e-02 -8.2851 Intercept38 4.7172e-02 3.5834e-02 -2.3061e-02 1.1741e-01 1.3164 Intercept39 -9.1175e-02 4.2975e-02 -1.7540e-01 -6.9455e-03 -2.1216 Intercept40 4.0906e-01 3.9481e-02 3.3167e-01 4.8644e-01 10.3608 Intercept41 2.3070e-01 2.3921e-01 -2.3814e-01 6.9953e-01 0.9644 Intercept42 4.1843e-01 5.7712e-02 3.0531e-01 5.3154e-01 7.2502 Intercept43 1.9334e-01 2.5872e-02 1.4263e-01 2.4405e-01 7.4731 Intercept44 -5.6313e-02 1.5948e-01 -3.6890e-01 2.5627e-01 -0.3531 Intercept45 5.8690e-03 1.4695e-02 -2.2932e-02 3.4670e-02 0.3994 Intercept46 9.5357e-02 4.7129e-02 2.9847e-03 1.8773e-01 2.0233 Intercept47 -1.0221e-01 4.0341e-02 -1.8127e-01 -2.3139e-02 -2.5335 Intercept48 -5.6914e-02 2.4921e-02 -1.0576e-01 -8.0686e-03 -2.2837 Intercept49 1.2503e-02 2.5165e-02 -3.6820e-02 6.1826e-02 0.4968 Intercept50 1.1425e-02 1.6008e-02 -1.9949e-02 4.2799e-02 0.7137 Intercept51 3.4764e-01 1.4726e-01 5.9005e-02 6.3627e-01 2.3606 Intercept52 1.7411e-01 1.2723e-02 1.4917e-01 1.9904e-01 13.6846 Intercept53 3.1363e-01 2.5203e-02 2.6423e-01 3.6303e-01 12.4443 Intercept54 2.2635e-01 9.3077e-02 4.3919e-02 4.0878e-01 2.4318 Intercept55 -2.0823e-02 1.0273e-02 -4.0957e-02 -6.8891e-04 -2.0270 Intercept56 -1.0740e-02 3.1122e-02 -7.1738e-02 5.0258e-02 -0.3451 Intercept57 -9.0256e-03 3.8577e-02 -8.4636e-02 6.6585e-02 -0.2340 Intercept58 3.6748e-02 1.1247e-02 1.4704e-02 5.8791e-02 3.2674 Intercept59 5.2880e-02 1.9794e-02 1.4084e-02 9.1677e-02 2.6715 Intercept60 1.5865e-02 2.3146e-02 -2.9501e-02 6.1231e-02 0.6854 Intercept61 1.1274e-01 7.2575e-02 -2.9504e-02 2.5499e-01 1.5534 Intercept62 2.4388e-01 7.3003e-02 1.0079e-01 3.8696e-01 3.3406 Intercept63 3.8450e-01 9.6558e-02 1.9525e-01 5.7375e-01 3.9820 Intercept64 -7.4049e-02 1.2285e-02 -9.8127e-02 -4.9971e-02 -6.0276 Intercept65 8.0671e-02 1.2890e-02 5.5407e-02 1.0594e-01 6.2584 Intercept66 -1.0486e-01 1.5366e-02 -1.3498e-01 -7.4744e-02 -6.8242 Intercept67 5.8210e-02 2.0210e-02 1.8599e-02 9.7820e-02 2.8802 Intercept68 7.5365e-02 1.3395e-02 4.9111e-02 1.0162e-01 5.6262 Intercept69 -2.1150e-02 1.7942e-02 -5.6315e-02 1.4014e-02 -1.1789 Intercept70 4.6972e-01 4.3952e-02 3.8357e-01 5.5586e-01 10.6871 Intercept71 3.9068e-02 1.6111e-01 -2.7669e-01 3.5483e-01 0.2425 Intercept72 7.4384e-03 4.0643e-02 -7.2221e-02 8.7098e-02 0.1830 Intercept73 1.0495e-01 6.2946e-02 -1.8426e-02 2.2832e-01 1.6672 Intercept74 -1.6582e-01 8.3987e-02 -3.3043e-01 -1.2109e-03 -1.9744 Intercept75 -9.0715e-02 4.2299e-02 -1.7362e-01 -7.8101e-03 -2.1446 Intercept76 -8.1687e-03 2.1496e-02 -5.0300e-02 3.3963e-02 -0.3800 Intercept77 3.2330e-02 4.6810e-02 -5.9416e-02 1.2408e-01 0.6907 Intercept78 3.5205e-01 1.5597e-01 4.6350e-02 6.5776e-01 2.2571 Intercept79 -7.0745e-02 5.0636e-02 -1.6999e-01 2.8500e-02 -1.3971 Intercept80 8.7378e-02 1.7500e-01 -2.5561e-01 4.3037e-01 0.4993 Intercept81 -4.6118e-02 1.3770e-01 -3.1600e-01 2.2377e-01 -0.3349 Intercept82 -1.1702e-02 5.7286e-02 -1.2398e-01 1.0058e-01 -0.2043 Intercept83 3.7997e-02 2.1758e-02 -4.6490e-03 8.0642e-02 1.7463 Intercept84 2.1284e-02 3.7139e-02 -5.1507e-02 9.4075e-02 0.5731 Intercept85 -1.3447e-01 1.0528e-02 -1.5510e-01 -1.1384e-01 -12.7730 Intercept86 1.1400e-01 1.7114e-02 8.0454e-02 1.4754e-01 6.6611 Intercept87 -2.0521e-01 1.2187e-02 -2.2909e-01 -1.8132e-01 -16.8380 Intercept88 -1.1161e-02 1.9688e-02 -4.9749e-02 2.7427e-02 -0.5669 Intercept89 6.7464e-02 2.7633e-02 1.3304e-02 1.2162e-01 2.4414 Intercept90 -7.6159e-02 3.2832e-02 -1.4051e-01 -1.1809e-02 -2.3196 Intercept91 -2.0647e-02 1.0939e-02 -4.2087e-02 7.9181e-04 -1.8876 Intercept92 1.9955e-01 1.0221e-02 1.7951e-01 2.1958e-01 19.5235 Intercept93 2.4077e-01 9.1647e-03 2.2281e-01 2.5873e-01 26.2712 Intercept94 1.3097e-01 1.0366e-02 1.1065e-01 1.5129e-01 12.6344 Intercept95 6.5539e-02 2.8522e-02 9.6370e-03 1.2144e-01 2.2978 Intercept96 -4.3781e-01 1.6748e-01 -7.6606e-01 -1.0956e-01 -2.6142 Intercept97 -7.5917e-02 9.9488e-03 -9.5417e-02 -5.6418e-02 -7.6308 Intercept98 -3.7999e-02 1.4327e-02 -6.6080e-02 -9.9171e-03 -2.6521 Intercept99 -4.5085e-02 2.1786e-02 -8.7785e-02 -2.3844e-03 -2.0694 Intercept100 2.8632e-01 1.2354e-02 2.6211e-01 3.1054e-01 23.1756 Intercept101 1.6428e-01 1.6125e-02 1.3268e-01 1.9589e-01 10.1884 Intercept102 7.2542e-02 2.8544e-02 1.6596e-02 1.2849e-01 2.5414 Intercept103 3.9558e-01 2.8592e-02 3.3954e-01 4.5162e-01 13.8352 Intercept104 5.9306e-02 3.1231e-02 -1.9045e-03 1.2052e-01 1.8990 Intercept105 2.8940e-02 1.9087e-02 -8.4700e-03 6.6351e-02 1.5162 Tau2_1_1 9.2605e-04 1.5571e-03 -2.1258e-03 3.9779e-03 0.5947 Tau2_2_2 8.0035e-04 3.8358e-04 4.8543e-05 1.5522e-03 2.0865 Tau2_3_3 9.4744e-03 5.3632e-03 -1.0374e-03 1.9986e-02 1.7665 Tau2_4_4 1.4132e-02 1.5484e-02 -1.6216e-02 4.4479e-02 0.9127 Tau2_5_5 1.0435e-03 NA NA NA NA Tau2_6_6 1.4950e-02 7.4155e-03 4.1628e-04 2.9485e-02 2.0161 Tau2_7_7 4.5868e-02 NA NA NA NA Tau2_8_8 9.9547e-04 NA NA NA NA Tau2_9_9 9.5607e-04 NA NA NA NA Tau2_10_10 3.2270e-03 7.1378e-03 -1.0763e-02 1.7217e-02 0.4521 Tau2_11_11 9.5020e-04 NA NA NA NA Tau2_12_12 9.4951e-04 NA NA NA NA Tau2_13_13 7.7683e-04 3.8101e-04 3.0063e-05 1.5236e-03 2.0389 Tau2_14_14 5.1249e-03 3.5621e-03 -1.8566e-03 1.2107e-02 1.4387 Tau2_15_15 1.0045e-03 NA NA NA NA Tau2_16_16 5.0820e-03 2.9439e-03 -6.8793e-04 1.0852e-02 1.7263 Tau2_17_17 9.5268e-03 5.8458e-03 -1.9308e-03 2.0984e-02 1.6297 Tau2_18_18 9.0309e-04 9.2704e-04 -9.1388e-04 2.7201e-03 0.9742 Tau2_19_19 1.5990e-02 8.3510e-03 -3.7749e-04 3.2358e-02 1.9148 Tau2_20_20 2.4050e-02 1.1675e-02 1.1666e-03 4.6934e-02 2.0599 Tau2_21_21 9.1289e-04 4.4713e-04 3.6537e-05 1.7892e-03 2.0417 Tau2_22_22 1.0328e-03 NA NA NA NA Tau2_23_23 8.2486e-04 4.4594e-04 -4.9156e-05 1.6989e-03 1.8497 Tau2_24_24 9.8557e-04 NA NA NA NA Tau2_25_25 1.0339e-03 NA NA NA NA Tau2_26_26 5.8201e-03 5.4760e-03 -4.9128e-03 1.6553e-02 1.0628 Tau2_27_27 7.0966e-03 7.8169e-03 -8.2243e-03 2.2418e-02 0.9079 Tau2_28_28 1.4886e-02 8.3549e-02 -1.4887e-01 1.7864e-01 0.1782 Tau2_29_29 2.0422e-02 NA NA NA NA Tau2_30_30 1.0363e-03 5.1853e-04 1.9994e-05 2.0526e-03 1.9985 Tau2_31_31 8.7003e-02 NA NA NA NA Tau2_32_32 4.7022e-02 2.3523e-02 9.1742e-04 9.3128e-02 1.9990 Tau2_33_33 2.5169e-03 1.3937e-03 -2.1476e-04 5.2485e-03 1.8059 Tau2_34_34 9.9337e-04 NA NA NA NA Tau2_35_35 9.6723e-04 NA NA NA NA Tau2_36_36 8.3657e-04 5.2392e-04 -1.9031e-04 1.8634e-03 1.5967 Tau2_37_37 1.0067e-03 NA NA NA NA Tau2_38_38 1.2854e-02 NA NA NA NA Tau2_39_39 1.1059e-02 NA NA NA NA Tau2_40_40 1.5407e-02 1.9244e-02 -2.2310e-02 5.3125e-02 0.8006 Tau2_41_41 6.8606e-01 NA NA NA NA Tau2_42_42 3.3272e-02 NA NA NA NA Tau2_43_43 6.6674e-03 NA NA NA NA Tau2_44_44 1.0996e-01 1.3478e-01 -1.5420e-01 3.7411e-01 0.8159 Tau2_45_45 2.0934e-03 1.8904e-03 -1.6118e-03 5.7986e-03 1.1074 Tau2_46_46 2.0476e-02 1.7747e-02 -1.4308e-02 5.5260e-02 1.1538 Tau2_47_47 1.6208e-02 7.3323e-03 1.8368e-03 3.0579e-02 2.2105 Tau2_48_48 6.1503e-03 4.6862e-03 -3.0345e-03 1.5335e-02 1.3124 Tau2_49_49 6.2750e-03 4.1764e-03 -1.9107e-03 1.4461e-02 1.5025 Tau2_50_50 1.5148e-03 8.8863e-04 -2.2684e-04 3.2565e-03 1.7047 Tau2_51_51 2.1520e-01 9.6737e-02 2.5602e-02 4.0480e-01 2.2246 Tau2_52_52 1.5669e-03 9.2999e-04 -2.5590e-04 3.3896e-03 1.6848 Tau2_53_53 6.3013e-03 3.2967e-03 -1.6006e-04 1.2763e-02 1.9114 Tau2_54_54 7.7842e-02 3.6384e-02 6.5311e-03 1.4915e-01 2.1395 Tau2_55_55 9.9848e-04 4.6848e-04 8.0270e-05 1.9167e-03 2.1313 Tau2_56_56 9.6290e-03 6.1117e-03 -2.3497e-03 2.1608e-02 1.5755 Tau2_57_57 1.4826e-02 6.7974e-03 1.5035e-03 2.8149e-02 2.1812 Tau2_58_58 1.2107e-03 5.9962e-04 3.5422e-05 2.3859e-03 2.0190 Tau2_59_59 3.8625e-03 2.1850e-03 -4.1991e-04 8.1450e-03 1.7678 Tau2_60_60 3.1784e-03 4.0430e-03 -4.7457e-03 1.1102e-02 0.7862 Tau2_61_61 5.2601e-02 2.7877e-02 -2.0367e-03 1.0724e-01 1.8869 Tau2_62_62 5.2522e-02 2.9212e-02 -4.7314e-03 1.0978e-01 1.7980 Tau2_63_63 8.5243e-02 NA NA NA NA Tau2_64_64 1.4521e-03 6.6799e-04 1.4287e-04 2.7613e-03 2.1738 Tau2_65_65 1.5934e-03 9.3195e-04 -2.3324e-04 3.4199e-03 1.7097 Tau2_66_66 2.3021e-03 1.3794e-03 -4.0149e-04 5.0057e-03 1.6689 Tau2_67_67 4.0567e-03 NA NA NA NA Tau2_68_68 1.7313e-03 9.7083e-04 -1.7145e-04 3.6341e-03 1.7834 Tau2_69_69 1.9088e-03 1.4503e-03 -9.3375e-04 4.7513e-03 1.3161 Tau2_70_70 1.9295e-02 NA NA NA NA Tau2_71_71 2.3356e-01 1.0985e-01 1.8258e-02 4.4886e-01 2.1262 Tau2_72_72 1.6290e-02 7.6902e-03 1.2171e-03 3.1362e-02 2.1182 Tau2_73_73 3.9541e-02 1.7660e-02 4.9289e-03 7.4154e-02 2.2391 Tau2_74_74 6.9504e-02 3.1270e-02 8.2157e-03 1.3079e-01 2.2227 Tau2_75_75 1.7838e-02 8.1468e-03 1.8709e-03 3.3806e-02 2.1896 Tau2_76_76 4.5631e-03 3.7620e-03 -2.8104e-03 1.1936e-02 1.2129 Tau2_77_77 1.3130e-02 NA NA NA NA Tau2_78_78 2.1658e-01 1.0139e-01 1.7859e-02 4.1530e-01 2.1361 Tau2_79_79 2.5553e-02 1.4504e-02 -2.8747e-03 5.3981e-02 1.7618 Tau2_80_80 6.0145e-02 6.3111e-01 -1.1768e+00 1.2971e+00 0.0953 Tau2_81_81 1.9873e-01 NA NA NA NA Tau2_82_82 3.2558e-02 3.2212e-02 -3.0576e-02 9.5692e-02 1.0107 Tau2_83_83 4.6276e-03 3.7002e-03 -2.6247e-03 1.1880e-02 1.2506 Tau2_84_84 8.2145e-03 5.9647e-03 -3.4760e-03 1.9905e-02 1.3772 Tau2_85_85 9.5604e-04 NA NA NA NA Tau2_86_86 2.5902e-03 1.5235e-03 -3.9587e-04 5.5762e-03 1.7001 Tau2_87_87 1.2964e-03 NA NA NA NA Tau2_88_88 3.4440e-03 2.4530e-03 -1.3637e-03 8.2517e-03 1.4040 Tau2_89_89 6.7618e-03 4.3486e-03 -1.7613e-03 1.5285e-02 1.5549 Tau2_90_90 6.6830e-03 NA NA NA NA Tau2_91_91 9.1049e-04 6.5232e-03 -1.1875e-02 1.3696e-02 0.1396 Tau2_92_92 9.7519e-04 NA NA NA NA Tau2_93_93 7.9116e-04 4.0954e-04 -1.1527e-05 1.5938e-03 1.9318 Tau2_94_94 1.0203e-03 5.7698e-04 -1.1055e-04 2.1512e-03 1.7684 Tau2_95_95 4.8582e-03 3.3566e-03 -1.7206e-03 1.1437e-02 1.4474 Tau2_96_96 2.8166e-01 NA NA NA NA Tau2_97_97 9.4947e-04 NA NA NA NA Tau2_98_98 1.9741e-03 3.6334e-03 -5.1473e-03 9.0954e-03 0.5433 Tau2_99_99 2.7949e-03 6.1842e-03 -9.3260e-03 1.4916e-02 0.4519 Tau2_100_100 1.4705e-03 8.3327e-04 -1.6266e-04 3.1037e-03 1.7648 Tau2_101_101 2.5406e-03 1.7571e-03 -9.0328e-04 5.9844e-03 1.4459 Tau2_102_102 4.8639e-03 3.4110e-03 -1.8214e-03 1.1549e-02 1.4260 Tau2_103_103 8.1367e-03 4.2454e-03 -1.8409e-04 1.6458e-02 1.9166 Tau2_104_104 5.8295e-03 8.9367e-03 -1.1686e-02 2.3345e-02 0.6523 Tau2_105_105 2.1611e-03 1.4623e-03 -7.0490e-04 5.0271e-03 1.4779 Pr(>|z|) Intercept1 < 2.2e-16 *** Intercept2 < 2.2e-16 *** Intercept3 0.0295706 * Intercept4 0.8223358 Intercept5 1.199e-14 *** Intercept6 0.0326640 * Intercept7 0.5867744 Intercept8 < 2.2e-16 *** Intercept9 1.243e-07 *** Intercept10 0.0001208 *** Intercept11 < 2.2e-16 *** Intercept12 4.441e-15 *** Intercept13 9.360e-05 *** Intercept14 0.0017647 ** Intercept15 < 2.2e-16 *** Intercept16 0.0008082 *** Intercept17 0.9132148 Intercept18 1.603e-08 *** Intercept19 0.0520833 . Intercept20 0.2417960 Intercept21 < 2.2e-16 *** Intercept22 < 2.2e-16 *** Intercept23 2.220e-16 *** Intercept24 < 2.2e-16 *** Intercept25 4.514e-12 *** Intercept26 0.1082281 Intercept27 0.0119306 * Intercept28 0.0806465 . Intercept29 0.9561363 Intercept30 8.163e-12 *** Intercept31 0.5249772 Intercept32 0.3015585 Intercept33 < 2.2e-16 *** Intercept34 < 2.2e-16 *** Intercept35 5.371e-10 *** Intercept36 < 2.2e-16 *** Intercept37 2.220e-16 *** Intercept38 0.1880364 Intercept39 0.0338728 * Intercept40 < 2.2e-16 *** Intercept41 0.3348256 Intercept42 4.161e-13 *** Intercept43 7.838e-14 *** Intercept44 0.7240166 Intercept45 0.6895985 Intercept46 0.0430429 * Intercept47 0.0112917 * Intercept48 0.0223877 * Intercept49 0.6193072 Intercept50 0.4753912 Intercept51 0.0182434 * Intercept52 < 2.2e-16 *** Intercept53 < 2.2e-16 *** Intercept54 0.0150231 * Intercept55 0.0426597 * Intercept56 0.7300213 Intercept57 0.8150147 Intercept58 0.0010855 ** Intercept59 0.0075517 ** Intercept60 0.4930679 Intercept61 0.1203184 Intercept62 0.0008359 *** Intercept63 6.833e-05 *** Intercept64 1.664e-09 *** Intercept65 3.889e-10 *** Intercept66 8.842e-12 *** Intercept67 0.0039737 ** Intercept68 1.842e-08 *** Intercept69 0.2384573 Intercept70 < 2.2e-16 *** Intercept71 0.8083942 Intercept72 0.8547854 Intercept73 0.0954660 . Intercept74 0.0483383 * Intercept75 0.0319846 * Intercept76 0.7039380 Intercept77 0.4897769 Intercept78 0.0240003 * Intercept79 0.1623748 Intercept80 0.6175629 Intercept81 0.7376895 Intercept82 0.8381399 Intercept83 0.0807591 . Intercept84 0.5665873 Intercept85 < 2.2e-16 *** Intercept86 2.717e-11 *** Intercept87 < 2.2e-16 *** Intercept88 0.5708003 Intercept89 0.0146291 * Intercept90 0.0203604 * Intercept91 0.0590828 . Intercept92 < 2.2e-16 *** Intercept93 < 2.2e-16 *** Intercept94 < 2.2e-16 *** Intercept95 0.0215708 * Intercept96 0.0089445 ** Intercept97 2.331e-14 *** Intercept98 0.0079983 ** Intercept99 0.0385075 * Intercept100 < 2.2e-16 *** Intercept101 < 2.2e-16 *** Intercept102 0.0110412 * Intercept103 < 2.2e-16 *** Intercept104 0.0575668 . Intercept105 0.1294661 Tau2_1_1 0.5520223 Tau2_2_2 0.0369319 * Tau2_3_3 0.0773048 . Tau2_4_4 0.3614155 Tau2_5_5 NA Tau2_6_6 0.0437895 * Tau2_7_7 NA Tau2_8_8 NA Tau2_9_9 NA Tau2_10_10 0.6511990 Tau2_11_11 NA Tau2_12_12 NA Tau2_13_13 0.0414632 * Tau2_14_14 0.1502240 Tau2_15_15 NA Tau2_16_16 0.0842965 . Tau2_17_17 0.1031683 Tau2_18_18 0.3299756 Tau2_19_19 0.0555230 . Tau2_20_20 0.0394100 * Tau2_21_21 0.0411833 * Tau2_22_22 NA Tau2_23_23 0.0643521 . Tau2_24_24 NA Tau2_25_25 NA Tau2_26_26 0.2878606 Tau2_27_27 0.3639568 Tau2_28_28 0.8585879 Tau2_29_29 NA Tau2_30_30 0.0456599 * Tau2_31_31 NA Tau2_32_32 0.0456122 * Tau2_33_33 0.0709377 . Tau2_34_34 NA Tau2_35_35 NA Tau2_36_36 0.1103261 Tau2_37_37 NA Tau2_38_38 NA Tau2_39_39 NA Tau2_40_40 0.4233408 Tau2_41_41 NA Tau2_42_42 NA Tau2_43_43 NA Tau2_44_44 0.4145817 Tau2_45_45 0.2681306 Tau2_46_46 0.2486013 Tau2_47_47 0.0270721 * Tau2_48_48 0.1893753 Tau2_49_49 0.1329779 Tau2_50_50 0.0882522 . Tau2_51_51 0.0261071 * Tau2_52_52 0.0920265 . Tau2_53_53 0.0559516 . Tau2_54_54 0.0323977 * Tau2_55_55 0.0330642 * Tau2_56_56 0.1151388 Tau2_57_57 0.0291720 * Tau2_58_58 0.0434833 * Tau2_59_59 0.0770977 . Tau2_60_60 0.4317776 Tau2_61_61 0.0591736 . Tau2_62_62 0.0721777 . Tau2_63_63 NA Tau2_64_64 0.0297167 * Tau2_65_65 0.0873232 . Tau2_66_66 0.0951361 . Tau2_67_67 NA Tau2_68_68 0.0745275 . Tau2_69_69 0.1881324 Tau2_70_70 NA Tau2_71_71 0.0334886 * Tau2_72_72 0.0341553 * Tau2_73_73 0.0251515 * Tau2_74_74 0.0262361 * Tau2_75_75 0.0285527 * Tau2_76_76 0.2251575 Tau2_77_77 NA Tau2_78_78 0.0326710 * Tau2_79_79 0.0781089 . Tau2_80_80 0.9240767 Tau2_81_81 NA Tau2_82_82 0.3121423 Tau2_83_83 0.2110728 Tau2_84_84 0.1684495 Tau2_85_85 NA Tau2_86_86 0.0891077 . Tau2_87_87 NA Tau2_88_88 0.1603110 Tau2_89_89 0.1199619 Tau2_90_90 NA Tau2_91_91 0.8889944 Tau2_92_92 NA Tau2_93_93 0.0533819 . Tau2_94_94 0.0770006 . Tau2_95_95 0.1477981 Tau2_96_96 NA Tau2_97_97 NA Tau2_98_98 0.5869163 Tau2_99_99 0.6513101 Tau2_100_100 0.0776048 . Tau2_101_101 0.1482088 Tau2_102_102 0.1538776 Tau2_103_103 0.0552887 . Tau2_104_104 0.5141966 Tau2_105_105 0.1394333 --- Signif. codes: 0 ‘***’ 0.001 ‘**’ 0.01 ‘*’ 0.05 ‘.’ 0.1 ‘ ’ 1 Q statistic on the homogeneity of effect sizes: 686427 Degrees of freedom of the Q statistic: 876 P value of the Q statistic: 0 Heterogeneity indices (based on the estimated Tau2): Estimate Intercept1: I2 (Q statistic) 0.9685 Intercept2: I2 (Q statistic) 0.9642 Intercept3: I2 (Q statistic) 0.9968 Intercept4: I2 (Q statistic) 0.9978 Intercept5: I2 (Q statistic) 0.9710 Intercept6: I2 (Q statistic) 0.9980 Intercept7: I2 (Q statistic) 0.9993 Intercept8: I2 (Q statistic) 0.9702 Intercept9: I2 (Q statistic) 0.9683 Intercept10: I2 (Q statistic) 0.9904 Intercept11: I2 (Q statistic) 0.9692 Intercept12: I2 (Q statistic) 0.9683 Intercept13: I2 (Q statistic) 0.9611 Intercept14: I2 (Q statistic) 0.9940 Intercept15: I2 (Q statistic) 0.9772 Intercept16: I2 (Q statistic) 0.9939 Intercept17: I2 (Q statistic) 0.9968 Intercept18: I2 (Q statistic) 0.9665 Intercept19: I2 (Q statistic) 0.9981 Intercept20: I2 (Q statistic) 0.9988 Intercept21: I2 (Q statistic) 0.9681 Intercept22: I2 (Q statistic) 0.9713 Intercept23: I2 (Q statistic) 0.9637 Intercept24: I2 (Q statistic) 0.9700 Intercept25: I2 (Q statistic) 0.9707 Intercept26: I2 (Q statistic) 0.9947 Intercept27: I2 (Q statistic) 0.9957 Intercept28: I2 (Q statistic) 0.9979 Intercept29: I2 (Q statistic) 0.9985 Intercept30: I2 (Q statistic) 0.9708 Intercept31: I2 (Q statistic) 0.9997 Intercept32: I2 (Q statistic) 0.9994 Intercept33: I2 (Q statistic) 0.9889 Intercept34: I2 (Q statistic) 0.9705 Intercept35: I2 (Q statistic) 0.9687 Intercept36: I2 (Q statistic) 0.9653 Intercept37: I2 (Q statistic) 0.9701 Intercept38: I2 (Q statistic) 0.9976 Intercept39: I2 (Q statistic) 0.9972 Intercept40: I2 (Q statistic) 0.9986 Intercept41: I2 (Q statistic) 1.0000 Intercept42: I2 (Q statistic) 0.9993 Intercept43: I2 (Q statistic) 0.9956 Intercept44: I2 (Q statistic) 0.9998 Intercept45: I2 (Q statistic) 0.9852 Intercept46: I2 (Q statistic) 0.9985 Intercept47: I2 (Q statistic) 0.9981 Intercept48: I2 (Q statistic) 0.9950 Intercept49: I2 (Q statistic) 0.9951 Intercept50: I2 (Q statistic) 0.9797 Intercept51: I2 (Q statistic) 0.9999 Intercept52: I2 (Q statistic) 0.9813 Intercept53: I2 (Q statistic) 0.9962 Intercept54: I2 (Q statistic) 0.9997 Intercept55: I2 (Q statistic) 0.9695 Intercept56: I2 (Q statistic) 0.9968 Intercept57: I2 (Q statistic) 0.9979 Intercept58: I2 (Q statistic) 0.9748 Intercept59: I2 (Q statistic) 0.9920 Intercept60: I2 (Q statistic) 0.9902 Intercept61: I2 (Q statistic) 0.9995 Intercept62: I2 (Q statistic) 0.9995 Intercept63: I2 (Q statistic) 0.9997 Intercept64: I2 (Q statistic) 0.9790 Intercept65: I2 (Q statistic) 0.9809 Intercept66: I2 (Q statistic) 0.9868 Intercept67: I2 (Q statistic) 0.9924 Intercept68: I2 (Q statistic) 0.9823 Intercept69: I2 (Q statistic) 0.9838 Intercept70: I2 (Q statistic) 0.9990 Intercept71: I2 (Q statistic) 0.9999 Intercept72: I2 (Q statistic) 0.9981 Intercept73: I2 (Q statistic) 0.9993 Intercept74: I2 (Q statistic) 0.9996 Intercept75: I2 (Q statistic) 0.9983 Intercept76: I2 (Q statistic) 0.9932 Intercept77: I2 (Q statistic) 0.9976 Intercept78: I2 (Q statistic) 0.9999 Intercept79: I2 (Q statistic) 0.9988 Intercept80: I2 (Q statistic) 0.9995 Intercept81: I2 (Q statistic) 0.9999 Intercept82: I2 (Q statistic) 0.9991 Intercept83: I2 (Q statistic) 0.9933 Intercept84: I2 (Q statistic) 0.9962 Intercept85: I2 (Q statistic) 0.9692 Intercept86: I2 (Q statistic) 0.9884 Intercept87: I2 (Q statistic) 0.9782 Intercept88: I2 (Q statistic) 0.9910 Intercept89: I2 (Q statistic) 0.9954 Intercept90: I2 (Q statistic) 0.9954 Intercept91: I2 (Q statistic) 0.9666 Intercept92: I2 (Q statistic) 0.9711 Intercept93: I2 (Q statistic) 0.9659 Intercept94: I2 (Q statistic) 0.9712 Intercept95: I2 (Q statistic) 0.9936 Intercept96: I2 (Q statistic) 0.9999 Intercept97: I2 (Q statistic) 0.9682 Intercept98: I2 (Q statistic) 0.9844 Intercept99: I2 (Q statistic) 0.9889 Intercept100: I2 (Q statistic) 0.9821 Intercept101: I2 (Q statistic) 0.9885 Intercept102: I2 (Q statistic) 0.9937 Intercept103: I2 (Q statistic) 0.9972 Intercept104: I2 (Q statistic) 0.9947 Intercept105: I2 (Q statistic) 0.9857 Number of studies (or clusters): 10 Number of observed statistics: 981 Number of estimated parameters: 210 Degrees of freedom: 771 -2 log likelihood: -2562.685 OpenMx status1: 6 ("0" or "1": The optimization is considered fine. Other values may indicate problems.) Begin fit attempt 1 of at maximum 11 tries > firstRun <- rerun(stage1random) Begin fit attempt 1 of at maximum 11 tries Lowest minimum so far: -2580.38778539737 OpenMx status code 6 not in list of acceptable status codes, 0 OpenMx status code 6 not in list of acceptable status codes, 1 Not all eigenvalues of Hessian are greater than 0: 15691360.9139049, 14782370.3153881, 13064383.6082354, 12446430.5299016, 9360178.22394617, 9124723.79399754, 9112999.88829756, 7581275.64279396, 6928247.21580799, 4425589.7795709, 4317841.50016393, 3644264.62964842, 3162960.19672731, 2965785.49964179, 2934028.07412789, 2672886.18292595, 2200705.08426564, 1386366.70680808, 1360637.97017635, 1319616.52611617, 1236744.00717737, 1201929.29488758, 1113954.73521654, 868648.646114402, 795861.663743787, 539365.935168728, 507801.704662046, 445313.980691196, 325151.879795797, 301374.173221403, 238230.171769337, 229195.513363998, 222233.781030264, 206194.13407006, 204071.776718401, 198736.0606822, 186377.337167786, 153680.495509728, 143018.961710379, 138646.913668947, 126875.716088801, 111784.605061322, 108110.870052433, 98832.860080052, 90471.6665430625, 77319.3730945212, 73271.2876977777, 71070.0916853932, 47214.104587516, 47206.9791040167, 46525.1278045315, 41918.2657349153, 41720.5835156579, 37858.8520158542, 36941.7273406377, 32559.1826914607, 25260.8792596845, 24762.4560215223, 24185.4986624953, 23750.5329625894, 23309.3848275317, 21860.7382450848, 21558.5580326512, 21257.1276235983, 21215.0874785334, 20887.3481013836, 20682.9327327092, 20357.288694963, 20297.4447235049, 20070.293665652, 19923.1154634693, 19790.8004771349, 19696.6610268069, 19528.8863337009, 19473.1176200327, 19343.565738641, 19176.7195417444, 19048.0343584303, 18772.0100708308, 18739.0983622297, 18606.4723064374, 18239.8119049092, 17787.6067233175, 16751.2212558482, 15529.8513497336, 14102.3126260257, 13930.9754749597, 13280.7937488482, 13214.3774538524, 13060.0019838229, 12814.205437198, 12411.3027347622, 11850.4754600813, 10400.9778997612, 9790.49558091493, 9328.48811613433, 9207.65108260937, 8959.7345594602, 8157.04266677443, 7544.73669333473, 7465.5962571504, 7243.72325222625, 6584.73687531993, 6452.25035960938, 6359.55962190296, 5827.80289290826, 5473.6565010832, 5414.19529345769, 5188.8257857107, 4634.08328146394, 4601.9322953097, 4515.82856733848, 4513.68222717349, 4127.90370126953, 3946.57802843037, 3609.06594188251, 3422.44297788627, 3408.88376173209, 3348.38391973342, 3343.02531857333, 3325.01804804028, 3156.4456888475, 3079.01492240894, 2953.39325116911, 2806.57338782477, 2610.79428635363, 2604.85551523581, 2596.46204194702, 2470.54753439011, 2227.58172808454, 2214.42937497484, 2191.39090360592, 2175.93888218379, 2091.16295875608, 1919.69073082725, 1789.05698939338, 1644.54102123573, 1551.63156596367, 1496.27100389385, 1490.40399228422, 1444.69970218247, 1420.6927274382, 1414.82091935527, 1375.1759680316, 1373.8674532944, 1323.11063088224, 1292.33332673221, 1289.01879996478, 1235.97388082815, 1149.41215710307, 1139.97677984219, 1098.42906969994, 1037.50747559734, 1033.76988101156, 968.193310942719, 880.790614523528, 829.068929920221, 650.545710967346, 637.42077895731, 577.046836360332, 504.197565118932, 462.370056287184, 450.982443619931, 403.229917209146, 400.581144331601, 377.164860581019, 289.228852752679, 249.711151873218, 243.888963509747, 228.578531550715, 224.194576520233, 219.181589303665, 189.134217353293, 183.371538059564, 183.054183123339, 173.516532830464, 164.306486941162, 109.48770754833, 93.1020407695016, 82.5174629678494, 76.8907862805492, 75.3951174376294, 30.9820409868974, -2.77522713406289, -89.2759205676626, -139.957468590235, -394.471566212506, -1383.48156032907, -1933.56441536985, -5361.08545753667, -18450.237795615, -20107.2466772502, -75699.9786259225, -112225.388138205, -969950.651420213, -1028057.0320544, -1525806.50132925, -1652325.04609754, -2061171.52902615, -2785193.57061552, -3428743.33654159, -4202899.96672782, -4262239.24030695, -5553068.96066389, -5587869.06828993, -5739404.26243932, -6394033.81704664, -6839721.54359715, -7085553.76078264, -7705718.05167354 Begin fit attempt 2 of at maximum 11 tries Lowest minimum so far: -2584.76515722363 OpenMx status code 6 not in list of acceptable status codes, 0 OpenMx status code 6 not in list of acceptable status codes, 1 Not all eigenvalues of Hessian are greater than 0: 13267001.0008697, 11621216.7157306, 11427032.7817224, 11135433.9434902, 9769040.58172734, 9358184.16012614, 8136354.74162367, 6650335.91392987, 5252662.13889784, 4647677.61709617, 4527355.7301441, 3922408.53015031, 3453989.74451026, 3196158.40020127, 3161329.53500561, 2864451.33477076, 2359028.30397539, 1577177.29285714, 1466146.7974644, 1419854.85510899, 1337606.65112202, 1291899.6230464, 1204975.1843487, 945797.16136357, 894655.981717416, 652295.988760868, 581099.952044653, 484396.450390806, 386753.698606923, 325458.973859031, 255633.177701577, 246793.520125508, 239385.954649366, 226363.228065745, 223284.775573925, 218538.638286315, 217678.963978148, 167240.812345337, 153894.248156907, 150188.151876015, 139128.519070286, 133510.615241028, 132648.602205426, 110163.767281931, 97730.0991221907, 83846.7524628251, 79060.0285297345, 77162.9255804671, 52193.9583755414, 49971.2112850107, 47763.330032521, 47145.931686059, 41637.0476068402, 39760.665399014, 38175.4859379795, 31982.6754929536, 24576.1967433889, 24005.4839968175, 23530.205468672, 23243.210334263, 22659.0781931837, 22110.1343068225, 21769.7557183813, 21339.9284163605, 21220.0732753943, 21056.9292474709, 20940.8250149985, 20511.3264552711, 20464.7864973767, 20267.3639918402, 20133.8093484744, 20102.9101373131, 19988.1898917934, 19864.6016931325, 19748.6903467448, 19648.1627596032, 19381.1274268182, 19229.8765052085, 18944.0196059521, 18906.1162530125, 18427.0979057484, 17965.5162217314, 16784.2533381674, 16461.7878759854, 15777.2751233735, 15040.0603309043, 14290.617059448, 14167.368164447, 13432.3043418238, 13289.2874867538, 13223.5568283156, 13025.1362341737, 12057.3352349578, 10698.8440720229, 10573.2946474161, 10198.9785408709, 9989.3987889246, 9134.98853286726, 8295.74874879302, 7997.94831142203, 7669.80458613913, 7595.33330377012, 7332.92828744796, 6687.82519862585, 6505.15403699636, 6398.83772102687, 5929.96340654181, 5568.40036697452, 5508.88416994413, 5239.45799180719, 4979.97160677535, 4682.59494951151, 4594.39910296075, 4592.04042513265, 4555.57102569718, 4200.00495697961, 3837.6543556538, 3672.72716732399, 3584.15639700513, 3482.14590228933, 3407.31689523137, 3401.67446850211, 3387.01531339074, 3346.25133730952, 3213.30772713193, 2856.11724032691, 2657.07051449999, 2650.87312591563, 2642.55074941544, 2473.86618973299, 2398.47334866163, 2266.28412427203, 2252.66776241695, 2230.21238812964, 2214.42659434742, 2102.91555297567, 1820.75654805831, 1706.14035216437, 1573.36344264745, 1522.7942734637, 1511.43456042533, 1466.37937671022, 1440.05122306127, 1436.73457145362, 1399.28244789943, 1373.62129164185, 1346.52580822458, 1288.04717207614, 1238.58123481196, 1169.94084091415, 1134.91532319493, 1120.75270502217, 1117.90186005283, 1052.441375538, 1052.00937013477, 1046.83599982565, 985.431361765205, 896.471662017772, 843.848610992278, 655.026333344758, 648.912272580324, 504.9475974772, 470.619862929719, 459.028452139814, 430.352140369794, 410.215270934458, 400.07951198048, 289.626565311149, 248.244712343419, 229.442214250343, 228.091509508293, 220.829498321797, 218.121343610924, 208.695879948545, 189.19445373177, 176.831480858282, 164.211933097912, 108.722563652044, 93.4067815419743, 82.5232799122612, 76.8800424299996, 76.7152028991577, 31.4984875692532, -2.48803060139837, -91.187550899003, -144.977199242021, -388.509820222163, -1433.75329285759, -1939.98630297692, -5463.75534853194, -18744.070730487, -20639.5875642251, -75052.0741031474, -107489.170222042, -894300.043558379, -938589.096260113, -1470398.7840667, -1647271.14904543, -2018063.96941794, -2772426.15021554, -3429568.31081916, -4247973.58457156, -4292119.37407656, -5623182.35202836, -5660647.61456687, -5814223.56978219, -6495546.49656737, -6950440.29086522, -7202141.31774133, -7830456.62353944 Begin fit attempt 3 of at maximum 11 tries Lowest minimum so far: -2600.31583767629 OpenMx status code 6 not in list of acceptable status codes, 0 OpenMx status code 6 not in list of acceptable status codes, 1 Not all eigenvalues of Hessian are greater than 0: 14447299.1507664, 13917999.0320044, 13634221.0711946, 12159853.0401915, 12087664.076204, 10359607.2548584, 9533347.38033427, 6950935.20253808, 6622364.74687267, 5969425.12156627, 4957472.09713835, 4742470.28952436, 4546270.53341151, 4104533.6120466, 4011583.75910935, 3602872.35409006, 2481884.3791853, 1895684.17991303, 1730132.31951299, 1677030.17088918, 1643394.36623329, 1536960.29462377, 1460971.08464606, 1243952.75313741, 1235685.81853594, 740429.224935064, 643744.664070882, 635539.386304903, 447433.796072723, 419734.462851336, 314785.043738431, 305595.09878842, 305449.861764958, 296681.279564654, 293321.559808195, 278378.07217386, 231619.472978733, 219184.609381795, 216367.132272852, 206103.758010454, 195980.005051017, 194037.502771044, 187324.220388831, 154094.683636354, 125609.78964898, 108853.111926744, 101525.649781859, 100837.718174362, 71827.3698537955, 71098.5148564504, 52534.5888231767, 50753.6275425757, 45231.5710284714, 38218.0435031882, 37397.1848422377, 32061.1932470573, 30281.5129181664, 25360.7746148388, 24819.8103315241, 24788.9973140836, 24490.2018824172, 22977.4497591355, 22922.2872112511, 22388.2845519142, 22166.9158661882, 22036.6497496798, 21998.8379596979, 21971.080375935, 21656.1918549213, 21537.0776882191, 21125.9591468143, 21008.0841386795, 20906.394110414, 20769.6244051719, 20589.0909965411, 20475.7275115567, 20438.5333322497, 20087.675348186, 19845.9438052009, 19772.4170298251, 19403.9323944595, 19205.495420925, 18717.6787938883, 17673.8392856511, 17285.9415318072, 16806.8432867947, 16668.5064209447, 16138.328793017, 15889.72959494, 15316.1587077188, 15006.3069098898, 14166.5009508339, 13977.0743331374, 13687.0572093906, 13296.7577062673, 12729.0314682114, 11056.4285030107, 10438.4522987959, 9629.18046955781, 9194.96082339043, 8790.11796999685, 7787.59865662266, 7098.7606968555, 7084.04350094587, 6938.34419016892, 6760.03614593235, 6552.11446221729, 6370.15046635742, 6290.29936991548, 5912.59809667278, 5896.98160109337, 5841.0695917845, 5598.35771396511, 5425.09216565165, 4967.18949942792, 4871.584703012, 4869.31631492514, 4711.84707503347, 4574.77730359826, 4456.7456351475, 4277.70734963452, 4239.00042305508, 3896.16273425939, 3695.0172812044, 3615.14257699304, 3408.22009832123, 3241.68196357288, 3220.75798400784, 3030.69413980289, 2820.21642244119, 2813.48811161415, 2804.55542066695, 2656.60249868527, 2405.56169817207, 2391.22808066441, 2366.74930582702, 2350.03894842553, 2094.00245952095, 2019.34809249583, 1932.49267953414, 1775.84580853525, 1670.43385504752, 1616.12902367615, 1503.4318544917, 1485.27721967946, 1458.355077571, 1428.16728912619, 1404.05431679158, 1358.11792515569, 1257.90325405189, 1241.82357740384, 1231.96659992362, 1186.73208038232, 1135.98871734109, 1119.78516339608, 1117.0293580628, 1046.28712403927, 900.490352020977, 895.705924577611, 703.36272256035, 688.716687152617, 539.945192814135, 504.438379399048, 499.561061275047, 468.920170630164, 436.368754808739, 435.666988948885, 380.666511614998, 309.727951234217, 289.348152196919, 263.547687074695, 242.160752479596, 226.989907036526, 218.160522430382, 189.317361090683, 187.722435007339, 164.306981243192, 115.425550750868, 93.4041404761929, 82.5407027333196, 81.4611511186002, 76.9031857835504, 33.4478742303543, -1.24778006647781, -88.6571758159729, -163.263985902486, -357.896056921455, -1615.04408360201, -1937.89795892588, -5807.08124989333, -19623.2438866729, -22528.9408902781, -72371.6187501107, -84796.042887073, -313155.275880035, -547304.076576845, -1176562.10755128, -1575532.35084001, -1728962.65620912, -2675664.17549614, -3478459.26996945, -4356888.70005018, -4389634.71737191, -5930772.15888818, -5972911.29346413, -6150503.70865855, -6967993.88715289, -7459817.30288417, -7744411.3957349, -8485127.64162368 Begin fit attempt 4 of at maximum 11 tries Fit attempt worse than current best: -2555.56932036292 vs -2600.31583767629 Begin fit attempt 5 of at maximum 11 tries Fit attempt worse than current best: -1707.5728885123 vs -2600.31583767629 Begin fit attempt 6 of at maximum 11 tries Fit attempt worse than current best: -2373.89387831458 vs -2600.31583767629 Begin fit attempt 7 of at maximum 11 tries Fit attempt worse than current best: -2220.19453957893 vs -2600.31583767629 Begin fit attempt 8 of at maximum 11 tries Fit attempt worse than current best: -2440.07346443812 vs -2600.31583767629 Begin fit attempt 9 of at maximum 11 tries Fit attempt worse than current best: -2509.56064627967 vs -2600.31583767629 Begin fit attempt 10 of at maximum 11 tries Fit attempt worse than current best: -2267.14311670139 vs -2600.31583767629 Begin fit attempt 11 of at maximum 11 tries Fit attempt worse than current best: -1037.24520788687 vs -2600.31583767629 Retry limit reached > secondRun <- rerun(firstRun) Begin fit attempt 1 of at maximum 11 tries Lowest minimum so far: -2607.66473873891 OpenMx status code 6 not in list of acceptable status codes, 0 OpenMx status code 6 not in list of acceptable status codes, 1 Not all eigenvalues of Hessian are greater than 0: 14871684.6528988, 13872460.5353797, 13848618.0611022, 13522727.6537981, 11582277.9958841, 9439392.30094584, 7444696.35147064, 6767265.74598243, 6750096.36782312, 6410917.56137746, 5581190.46410805, 5330086.80649596, 4609695.61359156, 4467794.03521341, 3507797.29506956, 2801305.49595034, 2509197.05701455, 2132674.0590337, 1953226.96788485, 1896657.71243604, 1747888.18772307, 1728690.31444422, 1421011.6437283, 1402566.28021368, 1007182.46417689, 838162.755817626, 785115.276492988, 726032.859982925, 522424.7034593, 475162.610026104, 353930.489120985, 345264.059604165, 344433.567070003, 343971.651970825, 337353.964250801, 313171.445634787, 291872.54840974, 267243.092369242, 250888.228868658, 234864.3929213, 220494.612283536, 216551.235452251, 182893.051542567, 180763.084584026, 142456.012698952, 123586.050415735, 114990.817463549, 114668.234262624, 85557.3878203472, 83644.7085708547, 54159.4534442284, 50884.6530369536, 42885.9378439635, 37828.8564978163, 35242.6020896509, 32555.9246051239, 26221.5268852489, 26051.0295583481, 25140.6331838124, 24945.993811916, 24814.814564909, 24736.5362869675, 23745.3651093202, 23467.9022993768, 23156.6278920518, 22786.5342953144, 22596.9817300994, 22464.5340018959, 22151.5382927777, 21985.3365784071, 21783.2460368672, 21433.0979930139, 21419.2327054241, 21234.9917405181, 21129.9505575232, 20943.4101581201, 20473.838553747, 20243.5244539355, 20208.9370177093, 20188.7795687119, 19709.9576724624, 19585.7213692613, 19504.8659160052, 19464.2804238471, 19365.4764478609, 18954.1582326845, 18153.5782721729, 17151.2153622847, 16730.5564301447, 16487.333200094, 15499.759201094, 15462.9320542362, 14471.6650238886, 14182.850849515, 12719.1252964502, 11805.6288634657, 11594.7836171952, 11510.4816475221, 10854.1490885664, 9963.15018761148, 9717.88076001634, 9465.46802037177, 9053.30589846793, 8052.03880960054, 7322.70816596658, 7300.14096243194, 7158.33332139277, 6328.24751599646, 6095.69516268282, 6081.49852073419, 6020.17645182282, 5923.52567914813, 5592.05402188696, 5570.77284604221, 5558.30873441752, 5118.07456231389, 5017.94340101751, 5012.88190433003, 4945.55415896579, 4800.29556579715, 4593.30437168979, 4571.41728885857, 4420.79309090916, 4015.01690038296, 3808.94665858386, 3725.56044323975, 3514.98688575338, 3322.72873798025, 3124.11313996226, 2902.34197393034, 2868.12064066617, 2756.8536166017, 2748.36934382858, 2480.17533432257, 2465.36419836676, 2439.68492956187, 2422.42262141843, 2099.43718315931, 2094.81344044282, 1992.15290995687, 1830.53415943669, 1722.1837468227, 1666.07408946678, 1581.6866743508, 1531.2211157325, 1469.42173009347, 1461.21165838953, 1431.07799712633, 1343.0621426337, 1280.24580420963, 1236.3053390315, 1235.71579910706, 1223.42381553424, 1154.5416816795, 1151.53047526736, 1140.34288884246, 1078.65266816541, 923.517268612892, 897.826249062049, 725.180504239437, 710.059927783681, 708.549977999887, 515.046537669579, 503.702941469761, 471.776052667619, 449.962499232059, 444.399774959087, 392.933930430597, 371.492427992198, 289.39245381382, 271.710156171359, 249.65353093286, 229.28787609184, 218.072904114269, 193.549133257985, 189.221379052914, 164.26935837028, 118.996679852811, 93.393787385515, 83.9825589727426, 82.5319656653838, 76.8840701304111, 34.4745503244826, -0.45764783390014, -86.2353067878392, -173.443171754711, -335.087093308164, -1716.49989860155, -1917.26390317101, -5971.9300771669, -20013.6845596135, -23532.0455337927, -68179.7582857598, -69849.4823762805, -191192.691322304, -336251.621425926, -1023966.51423453, -1560757.70873433, -1593439.16823307, -2584203.15875599, -3447485.69741223, -4390067.35897096, -4446523.18884249, -6070777.43105456, -6117215.17174248, -6294836.26964925, -7188880.80247644, -7685695.43972973, -7985935.44926848, -8763400.48484375 Begin fit attempt 2 of at maximum 11 tries Lowest minimum so far: -2609.76490161149 OpenMx status code 6 not in list of acceptable status codes, 0 OpenMx status code 6 not in list of acceptable status codes, 1 Not all eigenvalues of Hessian are greater than 0: 15516004.912296, 14415133.6399809, 14348753.4543212, 13877476.2294109, 12070600.2233431, 9867872.75408115, 7741456.73691568, 7050798.36354497, 7041306.87623965, 6682784.16143888, 5818670.14371771, 5551086.04296848, 4837334.64592381, 4669450.054817, 3679434.6384328, 2952597.03354915, 2623229.09623082, 2226806.06231454, 2041135.54632917, 1982363.95371127, 1841384.79236057, 1806029.82000882, 1488612.2578261, 1470591.54721056, 1054462.69407781, 873858.997754377, 844370.66800102, 760361.806069959, 550596.160842049, 496726.476731309, 372442.991164257, 364060.198629305, 362627.591615489, 314689.39065377, 289988.086063652, 284239.405413695, 262674.649673791, 258210.849912915, 245751.560708226, 230519.873976194, 227853.030285496, 223683.908242683, 191093.409952356, 191003.102597019, 149005.19983829, 129369.282795207, 120278.999589449, 120206.492887379, 91131.2412053142, 88290.9124035262, 51745.1794940986, 51049.3155888273, 44810.2944873081, 42411.9888871454, 37636.1742333432, 36794.2340318824, 31743.0395460437, 27896.1822261738, 26445.510318358, 26421.3422651672, 25204.3343699699, 25045.6222255694, 24933.5802664994, 23905.2855163114, 23668.8948692676, 23276.2110169742, 22822.1665466247, 22774.8783103744, 22269.6054110319, 22099.6849240356, 21971.0352652672, 21573.5036787427, 21537.5574779119, 21349.1070556769, 21248.1863746391, 21051.8682791259, 20759.3596958806, 20607.54445274, 20514.6341706402, 20322.3054307418, 20286.1738522174, 20087.4077665781, 19814.207835897, 19664.4334350061, 19506.1197620339, 19060.871088642, 18337.6887212243, 17420.6044898097, 17319.4361527891, 16912.9852116119, 15631.9104670709, 15612.471963097, 14593.0423669899, 14260.8228685561, 12914.3501864885, 12762.4403059578, 11708.5817677534, 11581.0154056893, 10960.9814320819, 10941.3376998661, 10560.6726910783, 10073.0755033296, 9148.38056436561, 8138.47329910956, 7401.64229449974, 7378.26054836346, 7238.29823817891, 6362.23545829384, 6161.20399808646, 6146.46246224513, 6087.46342120152, 5898.83681517629, 5781.19064073422, 5652.06204478247, 5577.67114796946, 5173.77352401235, 5103.18543128658, 5071.49511922942, 5068.77435596033, 5016.64940463327, 4939.74340585036, 4642.88570858668, 4468.18995894164, 4058.92957377032, 3850.26851209962, 3765.7774597473, 3557.49855102485, 3359.20891416159, 3157.81309844798, 2786.91734904561, 2772.16956207941, 2686.32467217691, 2531.199516639, 2507.19075297678, 2492.21799568212, 2466.2556049203, 2448.69616802161, 2094.90284253693, 2058.65438289662, 2013.81173942829, 1850.46062505646, 1740.91272108516, 1684.17640385606, 1598.90368577658, 1547.95419945734, 1454.21941515236, 1452.69947432486, 1432.2147054672, 1357.82016792051, 1294.22607368617, 1250.2071051984, 1236.81955609107, 1234.71267673346, 1167.12609443648, 1164.25780865171, 1133.37506238938, 1090.44772606047, 933.620790125737, 896.428912618034, 776.001750598921, 733.132503950427, 717.833668647981, 520.691571607245, 504.355789968464, 472.181043853205, 454.896200669139, 444.281913055149, 397.240421909874, 395.457805300928, 289.398788481523, 274.690301554954, 252.395464733204, 229.023158562441, 218.145641255895, 195.677155903787, 189.225789264959, 164.238101812168, 120.31204744619, 93.4080525321288, 84.9015232419518, 82.5365200000677, 76.8928594915123, 34.8612351986172, -0.120983433627727, -85.107300495247, -177.231093198849, -325.281860572263, -1754.15683166039, -1905.39357016762, -6029.19120067388, -20131.7843242843, -23895.3538687484, -61092.6526466922, -68734.887650702, -72937.9498722247, -265831.185010314, -1012158.73627259, -1549986.27942898, -1552471.29253208, -2578331.09245034, -3422760.545749, -4397879.66308056, -4447011.3162203, -6096920.40781342, -6142653.94546322, -6326168.92408935, -7234356.64681407, -7725061.44051036, -8036056.21633318, -8807968.84256522 Begin fit attempt 3 of at maximum 11 tries Lowest minimum so far: -2626.92114756033 OpenMx status code 6 not in list of acceptable status codes, 0 OpenMx status code 6 not in list of acceptable status codes, 1 Not all eigenvalues of Hessian are greater than 0: 19003170.5769487, 15258659.484988, 9739353.0666267, 9231503.17509676, 9164883.43730506, 8633795.5845503, 8026121.94262796, 6009949.72418881, 5599271.36036217, 5592420.99485196, 5282869.72702357, 4921005.50952729, 4726022.80258774, 4593263.03999474, 3672228.85646127, 3251015.22085986, 3203818.58505315, 3174887.04452744, 2695148.00020208, 2140271.54686174, 2105510.51820496, 1891617.64333742, 1675430.18329821, 1476274.07521356, 1364320.33214243, 1311557.57729333, 1074965.08870981, 947811.535103038, 808270.691908502, 623653.683614222, 593418.577588095, 545012.42317486, 539227.426448207, 538222.563141953, 528788.292924705, 525525.167677353, 467931.299236328, 371112.293911987, 349099.517373168, 343653.42422187, 328335.293731312, 321202.678625968, 311747.542601983, 293130.251990842, 283824.114724502, 188154.183242534, 180552.200907105, 168059.550501255, 156364.249355014, 141075.947683693, 129449.447112926, 99528.729438256, 53690.223548841, 51610.261752203, 51326.8091706846, 47183.9932628665, 42555.5246547633, 37949.429642668, 32471.9929410648, 32132.9071178941, 30609.369799762, 28327.3348602149, 25592.3677279019, 25140.5419194842, 25124.4702008492, 25094.1395683993, 24765.3850140742, 24540.7111947817, 23983.4510861238, 23752.4301910529, 23437.0758514278, 23219.5614049814, 23107.9637662158, 22847.6776011925, 22821.917588898, 22714.9070964591, 22519.1134571846, 22407.6537602819, 22161.7214303595, 21827.2104882898, 21698.2039843015, 21515.0288499088, 21274.4769730935, 21242.6656379292, 20724.535349779, 20393.9087281037, 20277.1153151947, 20175.2312926395, 20138.5574187773, 19968.5596263134, 18899.68086756, 18703.1756296707, 18534.4438781362, 17167.3072602655, 16695.617761459, 15588.0963476248, 14851.181608108, 14662.8237155342, 13554.7973253952, 12687.7771632067, 12521.1600437276, 12459.6981802414, 11852.9986585823, 10586.6067609365, 9905.37359746509, 9894.26604158783, 8887.22779869205, 7845.43769710253, 7535.94246115075, 7284.81455052002, 7078.3075518728, 6674.72963352416, 6657.76916981877, 6403.88181632822, 6374.60752249166, 6216.39164999753, 6127.39752245045, 5609.4143379807, 5559.02592580443, 5494.35975233288, 5490.03222145029, 5333.23330223708, 4912.5313880663, 4842.97871468139, 4735.7935762989, 4399.40381820119, 4211.76583238158, 4095.07361556672, 3848.57727941119, 3503.41771984834, 3425.17161936572, 2912.76303330147, 2882.1600812132, 2775.89185544724, 2746.052630531, 2703.44250449908, 2674.96707579166, 2655.93871215417, 2538.8455296861, 2315.18027909192, 2184.02103378722, 2082.66707974077, 2007.18215277751, 1827.37352102595, 1734.97584120408, 1679.59874282836, 1663.62684485563, 1466.75556174763, 1436.4291214599, 1432.07177506122, 1404.28573429597, 1384.03772824625, 1377.16004166418, 1342.02682580368, 1266.1305593012, 1263.34220066731, 1259.99907709579, 1183.17665548057, 1174.63671492104, 1137.7652633952, 931.524570766218, 897.35516133323, 795.847583366174, 779.073839695412, 611.813418090339, 565.413756744277, 504.71701381853, 471.816203930378, 461.718247420674, 443.83894798998, 431.081395737159, 298.11733385428, 289.011411194852, 273.92579081546, 228.165150090744, 218.097272965899, 212.37068400095, 189.199571359771, 164.039084370931, 130.570822619351, 93.4082328196305, 92.1419000194989, 82.5353317483241, 76.838491382876, 37.5780841850625, 2.28675394623803, -72.5742511236406, -208.493321790058, -226.755156375694, -1756.93518681703, -2064.58554539086, -2235.51897194064, -6412.15837471096, -20777.8037261768, -26699.438262185, -56842.2025842989, -447579.864443142, -1012503.4863264, -1370701.04700539, -2297056.15298421, -3371409.19868531, -4437917.11832795, -4523968.84770658, -6474448.71085088, -6569300.56196216, -6696919.11699715, -7853985.9266544, -8387746.98216906, -8747267.34969491, -9688845.06388935 Begin fit attempt 4 of at maximum 11 tries Fit attempt worse than current best: -2508.01381861448 vs -2626.92114756033 Begin fit attempt 5 of at maximum 11 tries Fit attempt worse than current best: -2364.36160181402 vs -2626.92114756033 Begin fit attempt 6 of at maximum 11 tries Fit attempt worse than current best: -2347.45498051436 vs -2626.92114756033 Begin fit attempt 7 of at maximum 11 tries Fit attempt worse than current best: 955076.085580251 vs -2626.92114756033 Begin fit attempt 8 of at maximum 11 tries Fit attempt worse than current best: -2575.98404094808 vs -2626.92114756033 Begin fit attempt 9 of at maximum 11 tries Fit attempt worse than current best: -2264.20659685849 vs -2626.92114756033 Begin fit attempt 10 of at maximum 11 tries Fit attempt worse than current best: 839848.781319853 vs -2626.92114756033 Begin fit attempt 11 of at maximum 11 tries Fit attempt worse than current best: -2332.11476506739 vs -2626.92114756033 Retry limit reached