LEM: log-linear and event history analysis with missing data. Developed by Jeroen Vermunt (c), Tilburg University, The Netherlands. Version 1.0 (September 18, 1997). *** INPUT *** * Input: barshort.inp * Data: barshort.dat * Variables: * 01 C01: AMSTERDAM (1 = did not participate; 2 = did not enjoy; 3 = enjoyed) * 02 C02: ATHENS (1 = did not participate; 2 = did not enjoy; 3 = enjoyed) * 03 C03: BARCELONA (1 = did not participate; 2 = did not enjoy; 3 = enjoyed) * 04 C04: BERLIN (1 = did not participate; 2 = did not enjoy; 3 = enjoyed) * 05 C05: BUDAPEST (1 = did not participate; 2 = did not enjoy; 3 = enjoyed) * 06 C06: BRUSSELS (1 = did not participate; 2 = did not enjoy; 3 = enjoyed) * 07 C07: DUBLIN (1 = did not participate; 2 = did not enjoy; 3 = enjoyed) * 08 C08: EDINBURGH (1 = did not participate; 2 = did not enjoy; 3 = enjoyed) * 09 C09: FLORENCE (1 = did not participate; 2 = did not enjoy; 3 = enjoyed) * 10 C10: COPENHAGEN (1 = did not participate; 2 = did not enjoy; 3 = enjoyed) * 11 C11: LISBON (1 = did not participate; 2 = did not enjoy; 3 = enjoyed) * 12 C12: LONDON (1 = did not participate; 2 = did not enjoy; 3 = enjoyed) * 13 C13: MADRID (1 = did not participate; 2 = did not enjoy; 3 = enjoyed) * 14 C14: MUNICH (1 = did not participate; 2 = did not enjoy; 3 = enjoyed) * 15 C15: PARIS (1 = did not participate; 2 = did not enjoy; 3 = enjoyed) * 16 C16: PRAGUE (1 = did not participate; 2 = did not enjoy; 3 = enjoyed) * 17 C17: ROME (1 = did not participate; 2 = did not enjoy; 3 = enjoyed) * 18 C18: VENICE (1 = did not participate; 2 = did not enjoy; 3 = enjoyed) * 19 C19: VIENNA (1 = did not participate; 2 = did not enjoy; 3 = enjoyed) * T : Latent variable lat 1 man 19 dim 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 3 lab T C01 C02 C03 C04 C05 C06 C07 C08 C09 C10 C11 C12 C13 C14 C15 C16 C17 C18 C19 mod T C01|T C02|T C03|T C04|T C05|T C06|T C07|T C08|T C09|T C10|T C11|T C12|T C13|T C14|T C15|T C16|T C17|T C18|T C19|T rec 375 see 4 dat barshort.dat wfr xarshort.fre wla xarshort.lca *** STATISTICS *** Number of iterations = 163 Converge criterion = 0.0000008404 Seed random values = 4 X-squared = 283831105.8279 (1.0000) L-squared = 3018.8120 (1.0000) Cressie-Read = 1312495.8615 (1.0000) Dissimilarity index = 300.7929 Degrees of freedom = 1162261350 Log-likelihood = -3619.54991 Number of parameters = 116 (+1) Sample size = 375.0 BIC(L-squared) = -6888634025.4825 AIC(L-squared) = 1970447614.8120 BIC(log-likelihood) = 7926.6232 AIC(log-likelihood) = 7471.0998 Eigenvalues information matrix 520.2795 479.1116 471.5905 445.2000 405.1159 369.5466 348.4852 332.6160 287.3880 280.5627 259.4610 244.0699 231.5142 225.6349 214.8270 197.5512 195.8128 175.7695 168.6151 163.8909 160.1520 148.6288 130.1208 120.6806 114.5539 112.4936 107.3802 106.2328 100.2968 94.1875 89.2127 88.8895 83.4725 79.7274 78.3430 74.7492 73.0412 71.3827 68.8064 65.5499 63.5839 59.2341 57.3294 54.7895 53.0305 49.9519 48.0285 47.2418 45.7746 45.0127 43.8803 43.3003 41.7695 39.8099 36.6861 34.5088 31.4688 30.1099 29.0727 28.4271 27.3877 26.0585 23.6396 20.1779 19.7887 19.0486 18.2965 17.4888 17.3218 16.2711 15.4998 14.5699 13.2822 11.3612 10.5265 9.9406 9.7829 9.2658 8.5392 8.2129 7.2456 4.9077 4.8191 4.4045 3.5463 2.9586 2.3089 2.2152 2.0634 1.9864 1.0641 0.1307 0.0002 0.0002 0.0001 0.0001 0.0001 0.0001 0.0001 0.0000 0.0000 0.0000 0.0000 -0.0000 -0.0000 -0.0001 -0.0001 -0.0001 -0.0001 -0.0001 -0.0001 -0.0001 -0.0001 -0.0001 -0.0001 -0.0003 WARNING: 24 (nearly) boundary or non-identified (log-linear) parameters *** PSEUDO R-SQUARED MEASURES *** * P(C01|T) * baseline fitted R-squared entropy 0.8051 0.7024 0.1276 qualitative variance 0.2444 0.2185 0.1060 classification error 0.3493 0.3402 0.0262 -2/N*log-likelihood 1.6103 1.4049 0.1276/0.1704 likelihood^(-2/N) 5.0042 4.0750 0.1857/0.2321 * P(C02|T) * baseline fitted R-squared entropy 0.3098 0.2807 0.0941 qualitative variance 0.0805 0.0761 0.0540 classification error 0.0880 0.0880 0.0000 -2/N*log-likelihood 0.6197 0.5614 0.0941/0.0551 likelihood^(-2/N) 1.8583 1.7530 0.0566/0.1226 * P(C03|T) * baseline fitted R-squared entropy 0.8183 0.7827 0.0435 qualitative variance 0.2562 0.2491 0.0280 classification error 0.3973 0.3973 0.0000 -2/N*log-likelihood 1.6367 1.5655 0.0435/0.0665 likelihood^(-2/N) 5.1381 4.7849 0.0687/0.0854 * P(C04|T) * baseline fitted R-squared entropy 0.5963 0.5223 0.1241 qualitative variance 0.1578 0.1441 0.0870 classification error 0.1840 0.1840 0.0000 -2/N*log-likelihood 1.1926 1.0445 0.1241/0.1289 likelihood^(-2/N) 3.2955 2.8421 0.1376/0.1975 * P(C05|T) * baseline fitted R-squared entropy 0.4172 0.3708 0.1113 qualitative variance 0.1056 0.0982 0.0699 classification error 0.1173 0.1173 0.0000 -2/N*log-likelihood 0.8344 0.7415 0.1113/0.0850 likelihood^(-2/N) 2.3035 2.0992 0.0887/0.1567 * P(C06|T) * baseline fitted R-squared entropy 1.0651 0.8724 0.1809 qualitative variance 0.3217 0.2560 0.2042 classification error 0.5440 0.3547 0.3480 -2/N*log-likelihood 2.1301 1.7448 0.1809/0.2782 likelihood^(-2/N) 8.4159 5.7245 0.3198/0.3629 * P(C07|T) * baseline fitted R-squared entropy 0.1032 0.1026 0.0060 qualitative variance 0.0209 0.0209 0.0013 classification error 0.0213 0.0213 0.0000 -2/N*log-likelihood 0.2064 0.2051 0.0060/0.0012 likelihood^(-2/N) 1.2292 1.2277 0.0012/0.0067 * P(C08|T) * baseline fitted R-squared entropy 0.1506 0.1117 0.2580 qualitative variance 0.0335 0.0298 0.1099 classification error 0.0347 0.0347 0.0000 -2/N*log-likelihood 0.3012 0.2235 0.2580/0.0721 likelihood^(-2/N) 1.3515 1.2504 0.0748/0.2875 * P(C09|T) * baseline fitted R-squared entropy 0.5335 0.4849 0.0911 qualitative variance 0.1515 0.1419 0.0635 classification error 0.1813 0.1813 0.0000 -2/N*log-likelihood 1.0670 0.9698 0.0911/0.0886 likelihood^(-2/N) 2.9068 2.6374 0.0927/0.1413 * P(C10|T) * baseline fitted R-squared entropy 0.4000 0.3605 0.0988 qualitative variance 0.0956 0.0896 0.0627 classification error 0.1040 0.1040 0.0000 -2/N*log-likelihood 0.8000 0.7210 0.0988/0.0732 likelihood^(-2/N) 2.2255 2.0564 0.0760/0.1379 * P(C11|T) * baseline fitted R-squared entropy 0.2890 0.2367 0.1811 qualitative variance 0.0675 0.0621 0.0799 classification error 0.0720 0.0720 0.0000 -2/N*log-likelihood 0.5780 0.4733 0.1811/0.0947 likelihood^(-2/N) 1.7824 1.6053 0.0994/0.2263 * P(C12|T) * baseline fitted R-squared entropy 0.8584 0.7658 0.1080 qualitative variance 0.2734 0.2401 0.1216 classification error 0.5200 0.3717 0.2852 -2/N*log-likelihood 1.7169 1.5315 0.1080/0.1564 likelihood^(-2/N) 5.5671 4.6252 0.1692/0.2063 * P(C13|T) * baseline fitted R-squared entropy 0.2511 0.1985 0.2096 qualitative variance 0.0557 0.0509 0.0859 classification error 0.0587 0.0587 0.0000 -2/N*log-likelihood 0.5022 0.3970 0.2096/0.0952 likelihood^(-2/N) 1.6523 1.4873 0.0999/0.2530 * P(C14|T) * baseline fitted R-squared entropy 0.4769 0.2795 0.4139 qualitative variance 0.1178 0.0910 0.2271 classification error 0.1307 0.1307 0.0000 -2/N*log-likelihood 0.9538 0.5590 0.4139/0.2830 likelihood^(-2/N) 2.5955 1.7489 0.3262/0.5306 * P(C15|T) * baseline fitted R-squared entropy 0.7984 0.6971 0.1269 qualitative variance 0.2378 0.2123 0.1072 classification error 0.3280 0.3280 -0.0000 -2/N*log-likelihood 1.5967 1.3941 0.1269/0.1684 likelihood^(-2/N) 4.9367 4.0315 0.1834/0.2299 * P(C16|T) * baseline fitted R-squared entropy 0.6576 0.6293 0.0431 qualitative variance 0.2001 0.1911 0.0449 classification error 0.2640 0.2640 0.0000 -2/N*log-likelihood 1.3152 1.2585 0.0431/0.0537 likelihood^(-2/N) 3.7257 3.5202 0.0551/0.0754 * P(C17|T) * baseline fitted R-squared entropy 0.6357 0.6037 0.0503 qualitative variance 0.2002 0.1894 0.0537 classification error 0.2693 0.2693 0.0000 -2/N*log-likelihood 1.2713 1.2074 0.0503/0.0601 likelihood^(-2/N) 3.5656 3.3447 0.0620/0.0861 * P(C18|T) * baseline fitted R-squared entropy 0.6812 0.6258 0.0812 qualitative variance 0.2064 0.1886 0.0863 classification error 0.2747 0.2618 0.0469 -2/N*log-likelihood 1.3623 1.2517 0.0812/0.0996 likelihood^(-2/N) 3.9053 3.4962 0.1048/0.1408 * P(C19|T) * baseline fitted R-squared entropy 0.3861 0.3131 0.1890 qualitative variance 0.0912 0.0843 0.0747 classification error 0.0987 0.0987 0.0000 -2/N*log-likelihood 0.7722 0.6263 0.1890/0.1273 likelihood^(-2/N) 2.1646 1.8707 0.1358/0.2524 *** LOG-LINEAR PARAMETERS *** * TABLE T [or P(T)] * effect beta std err z-value exp(beta) Wald df prob T 1 0.6970 0.1203 5.792 2.0078 2 -0.5526 0.1419 -3.893 0.5755 3 -0.1445 0.8655 34.09 2 0.000 * TABLE T.C01 [or P(C01|T)] * effect beta std err z-value exp(beta) Wald df prob C01 1 -25.5971 0.4846 -52.824 7.64E-0012 2 0.9954 0.2605 3.821 2.7057 3 24.6017 4.83E+0010 32945.19 2 0.000 T.C01 1 1 24.5645 0.5233 46.943 4.66E+0010 1 2 -0.8960 0.2771 -3.233 0.4082 1 3 -23.6685 5.26E-0011 2 1 46.8525 ****** ***** 2.23E+0020 2 2 -46.6521 ****** ***** 5.49E-0021 2 3 -0.2004 0.8184 3 1 -71.4170 9.64E-0032 3 2 47.5481 4.47E+0020 3 3 23.8688 2.32E+0010 23438.52 4 0.000 * TABLE T.C02 [or P(C02|T)] * (WARNING: 1 fitted zero margins) effect beta std err z-value exp(beta) Wald df prob C02 1 28.2617 0.3429 82.421 1.88E+0012 2 -81.4480 0.6863 -118.676 4.24E-0036 3 26.0370 2.03E+0011 24666.59 2 0.000 T.C02 1 1 -25.3377 0.1851 -136.882 9.91E-0012 1 2 79.0227 ****** ***** 2.08E+0034 1 3 -26.5356 2.99E-0012 2 1 -27.5693 0.1529 -180.318 1.06E-0012 2 2 ****** ****** ***** 0.00E+0000 2 3 -26.7293 2.46E-0012 3 1 52.9071 9.49E+0022 3 2 -79.0227 4.80E-0035 3 3 53.2649 1.35E+0023 126645.73 4 0.000 * TABLE T.C03 [or P(C03|T)] * effect beta std err z-value exp(beta) Wald df prob C03 1 70.3531 0.1120 628.133 3.58E+0030 2 -140.2920 0.1781 -787.865 1.18E-0061 3 69.9389 2.37E+0030 620731.79 2 0.000 T.C03 1 1 -69.0065 0.1370 -503.722 1.07E-0030 1 2 138.3983 0.1918 721.706 1.27E+0060 1 3 -69.3918 7.30E-0031 2 1 138.9289 0.1171 1186.135 2.17E+0060 2 2 -277.8868 ****** ***** 2.07E-0121 2 3 138.9579 2.23E+0060 3 1 -69.9224 4.30E-0031 3 2 139.4885 3.79E+0060 3 3 -69.5661 6.14E-0031 2381811.96 4 0.000 * TABLE T.C04 [or P(C04|T)] * effect beta std err z-value exp(beta) Wald df prob C04 1 1.5005 0.1397 10.738 4.4840 2 -1.2799 0.2371 -5.398 0.2781 3 -0.2206 0.8021 135.34 2 0.000 T.C04 1 1 0.7610 0.2212 3.439 2.1403 1 2 -0.6879 0.3939 -1.746 0.5026 1 3 -0.0730 0.9296 2 1 -0.2931 0.2270 -1.291 0.7459 2 2 -0.3799 0.3949 -0.962 0.6839 2 3 0.6730 1.9602 3 1 -0.4678 0.6264 3 2 1.0678 2.9090 3 3 -0.6000 0.5488 32.58 4 0.000 * TABLE T.C05 [or P(C05|T)] * effect beta std err z-value exp(beta) Wald df prob C05 1 2.0768 0.4504 4.611 7.9787 2 -2.0288 0.8726 -2.325 0.1315 3 -0.0479 0.9532 102.45 2 0.000 T.C05 1 1 0.9346 1.0218 0.915 2.5463 1 2 -1.2414 2.0332 -0.611 0.2890 1 3 0.3068 1.3591 2 1 -0.6176 0.6054 -1.020 0.5393 2 2 0.0339 1.1928 0.028 1.0345 2 3 0.5836 1.7926 3 1 -0.3171 0.7283 3 2 1.2075 3.3452 3 3 -0.8905 0.4105 18.73 4 0.001 * TABLE T.C06 [or P(C06|T)] * effect beta std err z-value exp(beta) Wald df prob C06 1 0.1789 0.1157 1.547 1.1959 2 -0.2481 0.1412 -1.757 0.7802 3 0.0692 1.0717 3.60 2 0.165 T.C06 1 1 0.6923 0.1617 4.280 1.9983 1 2 -0.5986 0.1839 -3.255 0.5496 1 3 -0.0937 0.9105 2 1 -0.2510 0.2015 -1.246 0.7780 2 2 -0.6169 0.2442 -2.526 0.5396 2 3 0.8680 2.3821 3 1 -0.4413 0.6432 3 2 1.2155 3.3720 3 3 -0.7742 0.4611 79.14 4 0.000 * TABLE T.C07 [or P(C07|T)] * (WARNING: 3 fitted zero margins) effect beta std err z-value exp(beta) Wald df prob C07 1 1.8640 0.1884 9.896 6.4492 2 ****** ****** ***** 0.00E+0000 3 -1.8640 0.1551 97.93 2 0.000 T.C07 1 1 0.1478 0.2543 0.581 1.1593 1 2 ****** ****** ***** 0.00E+0000 1 3 -0.1478 0.8626 2 1 -0.1601 0.2869 -0.558 0.8521 2 2 ****** ****** ***** 0.00E+0000 2 3 0.1601 1.1736 3 1 0.0123 1.0124 3 2 ****** 0.00E+0000 3 3 -0.0123 0.9878 0.45 4 0.978 * TABLE T.C08 [or P(C08|T)] * (WARNING: 3 fitted zero margins) effect beta std err z-value exp(beta) Wald df prob C08 1 1.8713 0.2922 6.404 6.4965 2 ****** ****** ***** 0.00E+0000 3 -1.8713 0.1539 41.02 2 0.000 T.C08 1 1 0.8937 0.7157 1.249 2.4441 1 2 ****** ****** ***** 0.00E+0000 1 3 -0.8937 0.4092 2 1 -1.0773 0.3199 -3.368 0.3405 2 2 ****** ****** ***** 0.00E+0000 2 3 1.0773 2.9369 3 1 0.1837 1.2016 3 2 ****** 0.00E+0000 3 3 -0.1837 0.8322 13.37 4 0.010 * TABLE T.C09 [or P(C09|T)] * effect beta std err z-value exp(beta) Wald df prob C09 1 13.7860 0.4235 32.553 9.71E+0005 2 -26.1727 0.8335 -31.401 4.30E-0012 3 12.3867 2.40E+0005 1069.95 2 0.000 T.C09 1 1 24.8296 0.4685 52.996 6.07E+0010 1 2 -48.7815 0.9056 -53.869 6.52E-0022 1 3 23.9519 2.52E+0010 2 1 -12.2200 0.1281 -95.380 4.93E-0006 2 2 23.8145 ****** ***** 2.20E+0010 2 3 -11.5945 9.22E-0006 3 1 -12.6096 3.34E-0006 3 2 24.9671 6.97E+0010 3 3 -12.3575 4.30E-0006 14503.99 4 0.000 * TABLE T.C10 [or P(C10|T)] * effect beta std err z-value exp(beta) Wald df prob C10 1 1.9575 0.1655 11.827 7.0819 2 -1.4091 0.2777 -5.074 0.2444 3 -0.5484 0.5779 159.90 2 0.000 T.C10 1 1 0.7426 0.2932 2.532 2.1013 1 2 -0.5781 0.5125 -1.128 0.5610 1 3 -0.1645 0.8483 2 1 0.0121 0.2605 0.047 1.0122 2 2 0.0062 0.4311 0.014 1.0062 2 3 -0.0183 0.9819 3 1 -0.7547 0.4701 3 2 0.5719 1.7717 3 3 0.1828 1.2006 15.46 4 0.004 * TABLE T.C11 [or P(C11|T)] * (WARNING: 1 fitted zero margins) effect beta std err z-value exp(beta) Wald df prob C11 1 26.6537 0.2313 115.243 3.76E+0011 2 -75.8979 0.3648 -208.029 1.09E-0033 3 23.9449 2.51E+0010 47229.70 2 0.000 T.C11 1 1 50.8178 0.2966 171.325 1.17E+0022 1 2 -74.6783 ****** ***** 3.70E-0033 1 3 49.1598 2.24E+0021 2 1 -25.9719 0.1898 -136.850 5.25E-0012 2 2 ****** ****** ***** 0.00E+0000 2 3 -24.6267 2.02E-0011 3 1 -24.8458 1.62E-0011 3 2 74.6783 2.71E+0032 3 3 -24.5332 2.22E-0011 29979.31 4 0.000 * TABLE T.C12 [or P(C12|T)] * effect beta std err z-value exp(beta) Wald df prob C12 1 30.4213 0.1215 250.279 1.63E+0013 2 -61.3694 0.1752 -350.257 2.23E-0027 3 30.9481 2.76E+0013 122689.22 2 0.000 T.C12 1 1 -29.2333 0.1539 -189.965 2.01E-0013 1 2 59.5312 0.2049 290.475 7.15E+0025 1 3 -30.2979 6.95E-0014 2 1 59.4668 0.1596 372.637 6.70E+0025 2 2 -120.1259 ****** ***** 6.76E-0053 2 3 60.6591 2.21E+0026 3 1 -30.2335 7.41E-0014 3 2 60.5947 2.07E+0026 3 3 -30.3612 6.52E-0014 328285.21 4 0.000 * TABLE T.C13 [or P(C13|T)] * (WARNING: 1 fitted zero margins) effect beta std err z-value exp(beta) Wald df prob C13 1 78.9198 0.2340 337.225 1.88E+0034 2 -232.1399 0.3862 -601.153 1.52E-0101 3 75.8401 8.65E+0032 374340.61 2 0.000 T.C13 1 1 155.0686 0.3193 485.665 2.22E+0067 1 2 -231.1319 ****** ***** 4.18E-0101 1 3 153.4433 4.36E+0066 2 1 -78.2123 0.2033 -384.732 1.07E-0034 2 2 ****** ****** ***** 0.00E+0000 2 3 -76.5476 5.70E-0034 3 1 -76.8563 4.19E-0034 3 2 231.1319 2.40E+0100 3 3 -76.8957 4.02E-0034 250511.04 4 0.000 * TABLE T.C14 [or P(C14|T)] * effect beta std err z-value exp(beta) Wald df prob C14 1 45.3924 0.3277 138.527 5.17E+0019 2 22.5447 0.5699 39.556 6.18E+0009 3 -67.9371 3.13E-0030 109899.53 2 0.000 T.C14 1 1 20.3603 0.9272 21.959 6.96E+0008 1 2 -21.6902 ****** ***** 3.80E-0010 1 3 1.3298 3.7805 2 1 -44.3075 ****** ***** 5.72E-0020 2 2 -24.1004 ****** ***** 3.41E-0011 2 3 68.4079 5.12E+0029 3 1 23.9471 2.51E+0010 3 2 45.7906 7.70E+0019 3 3 -69.7377 5.17E-0031 482.22 4 0.000 * TABLE T.C15 [or P(C15|T)] * effect beta std err z-value exp(beta) Wald df prob C15 1 -0.3014 0.2506 -1.203 0.7398 2 -1.2721 0.3573 -3.560 0.2802 3 1.5735 4.8237 73.42 2 0.000 T.C15 1 1 0.9131 0.2766 3.301 2.4921 1 2 -0.2697 0.4037 -0.668 0.7636 1 3 -0.6434 0.5255 2 1 0.4499 0.4263 1.055 1.5682 2 2 -0.9856 0.7053 -1.397 0.3732 2 3 0.5356 1.7085 3 1 -1.3631 0.2559 3 2 1.2553 3.5088 3 3 0.1078 1.1138 32.65 4 0.000 * TABLE T.C16 [or P(C16|T)] * effect beta std err z-value exp(beta) Wald df prob C16 1 72.5193 0.1339 541.392 3.12E+0031 2 -144.1225 0.2407 -598.780 2.56E-0063 3 71.6032 1.25E+0031 361847.48 2 0.000 T.C16 1 1 -70.8721 0.1550 -457.383 1.66E-0031 1 2 142.3746 0.2525 563.846 6.80E+0061 1 3 -71.5025 8.85E-0032 2 1 142.0534 0.1168 1216.164 4.93E+0061 2 2 -284.7869 ****** ***** 2.08E-0124 2 3 142.7335 9.74E+0061 3 1 -71.1814 1.22E-0031 3 2 142.4123 7.06E+0061 3 3 -71.2310 1.16E-0031 2144105.56 4 0.000 * TABLE T.C17 [or P(C17|T)] * effect beta std err z-value exp(beta) Wald df prob C17 1 65.9486 0.1727 381.788 4.38E+0028 2 -131.0583 0.3238 -404.717 1.20E-0057 3 65.1097 1.89E+0028 164713.21 2 0.000 T.C17 1 1 -63.9299 0.2080 -307.384 1.72E-0028 1 2 128.4627 0.3738 343.701 6.17E+0055 1 3 -64.5328 9.41E-0029 2 1 128.5448 0.1180 1089.757 6.70E+0055 2 2 -257.8443 ****** ***** 1.05E-0112 2 3 129.2995 1.42E+0056 3 1 -64.6149 8.67E-0029 3 2 129.3816 1.54E+0056 3 3 -64.7668 7.45E-0029 1665215.21 4 0.000 * TABLE T.C18 [or P(C18|T)] * effect beta std err z-value exp(beta) Wald df prob C18 1 1.3741 0.1629 8.435 3.9514 2 -1.9102 0.2876 -6.641 0.1480 3 0.5361 1.7094 74.31 2 0.000 T.C18 1 1 0.6142 0.2277 2.698 1.8482 1 2 -0.4993 0.4108 -1.215 0.6069 1 3 -0.1149 0.8915 2 1 -0.3144 0.2776 -1.133 0.7302 2 2 -0.3664 0.4886 -0.750 0.6932 2 3 0.6809 1.9756 3 1 -0.2998 0.7410 3 2 0.8658 2.3768 3 3 -0.5660 0.5678 27.14 4 0.000 * TABLE T.C19 [or P(C19|T)] * effect beta std err z-value exp(beta) Wald df prob C19 1 79.2395 0.1392 569.359 2.59E+0034 2 -155.9434 0.2611 -597.241 1.88E-0068 3 76.7038 2.05E+0033 425552.93 2 0.000 T.C19 1 1 37.5492 0.1889 198.815 2.03E+0016 1 2 -74.2012 ****** ***** 5.95E-0033 1 3 36.6520 8.28E+0015 2 1 40.1736 0.1680 239.059 2.80E+0017 2 2 -81.4882 ****** ***** 4.07E-0036 2 3 41.3146 8.76E+0017 3 1 -77.7228 1.76E-0034 3 2 155.6895 4.12E+0067 3 3 -77.9666 1.37E-0034 140408.58 4 0.000 *** (CONDITIONAL) PROBABILITIES *** * P(T) * 1 0.5822 (0.0433) 2 0.1669 (0.0300) 3 0.2510 (0.0345) * P(C01|T) * 1 | 1 0.0889 (0.0201) 2 | 1 0.2759 (0.0337) 3 | 1 0.6352 (0.0362) 1 | 2 0.0413 (0.0285) 2 | 2 0.0000 (0.0000) * 3 | 2 0.9587 (0.0285) 1 | 3 0.0000 (0.0000) * 2 | 3 0.5182 (0.0617) 3 | 3 0.4818 (0.0617) * P(C02|T) * 1 | 1 0.9640 (0.0149) 2 | 1 0.0046 (0.0046) 3 | 1 0.0315 (0.0142) 1 | 2 0.7997 (0.0566) 2 | 2 0.0000 (0.0000) * 3 | 2 0.2003 (0.0566) 1 | 3 0.8661 (0.0387) 2 | 3 0.0000 (0.0000) * 3 | 3 0.1339 (0.0387) * P(C03|T) * 1 | 1 0.6717 (0.0347) 2 | 1 0.0263 (0.0114) 3 | 1 0.3020 (0.0337) 1 | 2 0.5951 (0.0740) 2 | 2 0.0000 (0.0000) * 3 | 2 0.4049 (0.0740) 1 | 3 0.4475 (0.0641) 2 | 3 0.1303 (0.0377) 3 | 3 0.4223 (0.0594) * P(C04|T) * 1 | 1 0.9155 (0.0222) 2 | 1 0.0133 (0.0098) 3 | 1 0.0711 (0.0200) 1 | 2 0.6549 (0.0685) 2 | 2 0.0372 (0.0276) 3 | 2 0.3078 (0.0662) 1 | 3 0.6922 (0.0542) 2 | 3 0.1993 (0.0454) 3 | 3 0.1085 (0.0355) * P(C05|T) * 1 | 1 0.9384 (0.0199) 2 | 1 0.0018 (0.0075) 3 | 1 0.0598 (0.0182) 1 | 2 0.6999 (0.0662) 2 | 2 0.0221 (0.0223) 3 | 2 0.2780 (0.0651) 1 | 3 0.8749 (0.0385) 2 | 3 0.0662 (0.0276) 3 | 3 0.0589 (0.0288) * P(C06|T) * 1 | 1 0.6298 (0.0440) 2 | 1 0.1130 (0.0285) 3 | 1 0.2572 (0.0368) 1 | 2 0.2383 (0.0627) 2 | 2 0.1078 (0.0478) 3 | 2 0.6539 (0.0709) 1 | 3 0.1975 (0.0517) 2 | 3 0.6756 (0.0625) 3 | 3 0.1269 (0.0488) * P(C07|T) * 1 | 1 0.9824 (0.0092) 2 | 1 0.0000 (0.0000) * 3 | 1 0.0176 (0.0092) 1 | 2 0.9679 (0.0229) 2 | 2 0.0000 (0.0000) * 3 | 2 0.0321 (0.0229) 1 | 3 0.9771 (0.0162) 2 | 3 0.0000 (0.0000) * 3 | 3 0.0229 (0.0162) * P(C08|T) * 1 | 1 0.9960 (0.0074) 2 | 1 0.0000 (0.0000) * 3 | 1 0.0040 (0.0074) 1 | 2 0.8303 (0.0525) 2 | 2 0.0000 (0.0000) * 3 | 2 0.1697 (0.0525) 1 | 3 0.9839 (0.0163) 2 | 3 0.0000 (0.0000) * 3 | 3 0.0161 (0.0163) * P(C09|T) * 1 | 1 0.9069 (0.0226) 2 | 1 0.0000 (0.0000) * 3 | 1 0.0931 (0.0226) 1 | 2 0.6752 (0.0703) 2 | 2 0.0133 (0.0165) 3 | 2 0.3115 (0.0692) 1 | 3 0.7093 (0.0543) 2 | 3 0.0655 (0.0268) 3 | 3 0.2252 (0.0493) * P(C10|T) * 1 | 1 0.9596 (0.0173) 2 | 1 0.0088 (0.0087) 3 | 1 0.0316 (0.0145) 1 | 2 0.8981 (0.0424) 2 | 2 0.0308 (0.0229) 3 | 2 0.0711 (0.0368) 1 | 3 0.7472 (0.0498) 2 | 3 0.0972 (0.0331) 3 | 3 0.1557 (0.0409) * P(C11|T) * 1 | 1 0.9875 (0.0101) 2 | 1 0.0000 (0.0000) * 3 | 1 0.0125 (0.0101) 1 | 2 0.7963 (0.0572) 2 | 2 0.0000 (0.0000) * 3 | 2 0.2037 (0.0572) 1 | 3 0.8776 (0.0364) 2 | 3 0.0425 (0.0213) 3 | 3 0.0799 (0.0304) * P(C12|T) * 1 | 1 0.6125 (0.0431) 2 | 1 0.0297 (0.0134) 3 | 1 0.3578 (0.0418) 1 | 2 0.1520 (0.0575) 2 | 2 0.0000 (0.0000) * 3 | 2 0.8480 (0.0575) 1 | 3 0.3481 (0.0567) 2 | 3 0.1330 (0.0383) 3 | 3 0.5189 (0.0604) * P(C13|T) * 1 | 1 0.9910 (0.0076) 2 | 1 0.0000 (0.0000) * 3 | 1 0.0090 (0.0076) 1 | 2 0.8046 (0.0562) 2 | 2 0.0000 (0.0000) * 3 | 2 0.1954 (0.0562) 1 | 3 0.9170 (0.0302) 2 | 3 0.0425 (0.0213) 3 | 3 0.0405 (0.0220) * P(C14|T) * 1 | 1 1.0000 (0.0000) * 2 | 1 0.0000 (0.0000) * 3 | 1 0.0000 (0.0000) * 1 | 2 0.6202 (0.0789) 2 | 2 0.0442 (0.0361) 3 | 2 0.3356 (0.0755) 1 | 3 0.7319 (0.0532) 2 | 3 0.2681 (0.0532) 3 | 3 0.0000 (0.0000) * * P(C15|T) * 1 | 1 0.4014 (0.0405) 2 | 1 0.0466 (0.0157) 3 | 1 0.5520 (0.0423) 1 | 2 0.1220 (0.0460) 2 | 2 0.0110 (0.0167) 3 | 2 0.8670 (0.0481) 1 | 3 0.0289 (0.0202) 2 | 3 0.1502 (0.0414) 3 | 3 0.8208 (0.0453) * P(C16|T) * 1 | 1 0.8022 (0.0302) 2 | 1 0.0269 (0.0112) 3 | 1 0.1709 (0.0290) 1 | 2 0.5587 (0.0742) 2 | 2 0.0000 (0.0000) * 3 | 2 0.4413 (0.0742) 1 | 3 0.7002 (0.0545) 2 | 3 0.0332 (0.0192) 3 | 3 0.2666 (0.0528) * P(C17|T) * 1 | 1 0.8023 (0.0295) 2 | 1 0.0080 (0.0067) 3 | 1 0.1898 (0.0290) 1 | 2 0.5210 (0.0767) 2 | 2 0.0000 (0.0000) * 3 | 2 0.4790 (0.0767) 1 | 3 0.7039 (0.0540) 2 | 3 0.0347 (0.0203) 3 | 3 0.2614 (0.0517) * P(C18|T) * 1 | 1 0.8190 (0.0293) 2 | 1 0.0101 (0.0073) 3 | 1 0.1709 (0.0288) 1 | 2 0.4533 (0.0806) 2 | 2 0.0161 (0.0161) 3 | 2 0.5306 (0.0798) 1 | 3 0.6889 (0.0559) 2 | 3 0.0828 (0.0299) 3 | 3 0.2284 (0.0502) * P(C19|T) * 1 | 1 0.9687 (0.0129) 2 | 1 0.0000 (0.0000) * 3 | 1 0.0313 (0.0129) 1 | 2 0.8014 (0.0573) 2 | 2 0.0000 (0.0000) * 3 | 2 0.1986 (0.0573) 1 | 3 0.8115 (0.0454) 2 | 3 0.1381 (0.0384) 3 | 3 0.0504 (0.0257)