Mplus VERSION 2.1 MUTHEN & MUTHEN 06/25/2002 9:44 AM INPUT INSTRUCTIONS TITLE: Multilevel Model for Language on Sex; DATA: FILE IS 'C:\Documents and Settings\dbauer\My Documents\CSEM\Multilevel\file2.dat'; VARIABLE: NAMES ARE schoolid ma1-ma18 fe1-fe19 schoolsz; USEVAR = ma1-ma18 fe1-fe19; MISSING ARE .; ANALYSIS: TYPE = MEANSTRUCTURE MISSING; COVERAGE = 0; ESTIMATOR = ML; ITERATIONS = 1500; MODEL: ma1-ma18*60 (1); fe1-fe19*60 (2); ma1 WITH ma2-ma18*40 (3); ma2 WITH ma3-ma18*40 (3); ma3 WITH ma4-ma18*40 (3); ma4 WITH ma5-ma18*40 (3); ma5 WITH ma6-ma18*40 (3); ma6 WITH ma7-ma18*40 (3); ma7 WITH ma8-ma18*40 (3); ma8 WITH ma9-ma18*40 (3); ma9 WITH ma10-ma18*40 (3); ma10 WITH ma11-ma18*40 (3); ma11 WITH ma12-ma18*40 (3); ma12 WITH ma13-ma18*40 (3); ma13 WITH ma14-ma18*40 (3); ma14 WITH ma15-ma18*40 (3); ma15 WITH ma16-ma18*40 (3); ma16 WITH ma17-ma18*40 (3); ma17 WITH ma18*40 (3); fe1 WITH fe2-fe19*40 (4); fe2 WITH fe3-fe19*40 (4); fe3 WITH fe4-fe19*40 (4); fe4 WITH fe5-fe19*40 (4); fe5 WITH fe6-fe19*40 (4); fe6 WITH fe7-fe19*40 (4); fe7 WITH fe8-fe19*40 (4); fe8 WITH fe9-fe19*40 (4); fe9 WITH fe10-fe19*40 (4); fe10 WITH fe11-fe19*40 (4); fe11 WITH fe12-fe19*40 (4); fe12 WITH fe13-fe19*40 (4); fe13 WITH fe14-fe19*40 (4); fe14 WITH fe15-fe19*40 (4); fe15 WITH fe16-fe19*40 (4); fe16 WITH fe17-fe19*40 (4); fe17 WITH fe18-fe19*40 (4); fe18 WITH fe19*40 (4); ma1 WITH fe1-fe19*40 (5); ma2 WITH fe1-fe19*40 (5); ma3 WITH fe1-fe19*40 (5); ma4 WITH fe1-fe19*40 (5); ma5 WITH fe1-fe19*40 (5); ma6 WITH fe1-fe19*40 (5); ma7 WITH fe1-fe19*40 (5); ma8 WITH fe1-fe19*40 (5); ma9 WITH fe1-fe19*40 (5); ma10 WITH fe1-fe19*40 (5); ma11 WITH fe1-fe19*40 (5); ma12 WITH fe1-fe19*40 (5); ma13 WITH fe1-fe19*40 (5); ma14 WITH fe1-fe19*40 (5); ma15 WITH fe1-fe19*40 (5); ma16 WITH fe1-fe19*40 (5); ma17 WITH fe1-fe19*40 (5); ma18 WITH fe1-fe19*40 (5); [ma1-ma18*40] (6); [fe1-fe19*40] (7); OUTPUT: STANDARDIZED; *** WARNING in Model command All variables are assumed to be y-variables. Check that the covariances between these and other variables are as intended. 1 WARNING(S) FOUND IN THE INPUT INSTRUCTIONS Multilevel Model for Language on Sex; SUMMARY OF ANALYSIS Number of groups 1 Number of observations 131 Number of y-variables 37 Number of x-variables 0 Number of continuous latent variables 0 Observed variables in the analysis MA1 MA2 MA3 MA4 MA5 MA6 MA7 MA8 MA9 MA10 MA11 MA12 MA13 MA14 MA15 MA16 MA17 MA18 FE1 FE2 FE3 FE4 FE5 FE6 FE7 FE8 FE9 FE10 FE11 FE12 FE13 FE14 FE15 FE16 FE17 FE18 FE19 Estimator ML Maximum number of iterations 1500 Convergence criterion 0.500D-04 Maximum number of steepest descent iterations 20 Input data file(s) C:\Documents and Settings\dbauer\My Documents\CSEM\Multilevel\file2.dat Input data format FREE SUMMARY OF DATA Number of patterns 97 COVARIANCE COVERAGE OF DATA Minimum covariance coverage value 0.000 PROPORTION OF DATA PRESENT Covariance Coverage MA1 MA2 MA3 MA4 MA5 ________ ________ ________ ________ ________ MA1 1.000 MA2 1.000 1.000 MA3 0.969 0.969 0.969 MA4 0.908 0.908 0.908 0.908 MA5 0.863 0.863 0.863 0.863 0.863 MA6 0.802 0.802 0.802 0.802 0.802 MA7 0.687 0.687 0.687 0.687 0.687 MA8 0.618 0.618 0.618 0.618 0.618 MA9 0.588 0.588 0.588 0.588 0.588 MA10 0.481 0.481 0.481 0.481 0.481 MA11 0.374 0.374 0.374 0.374 0.374 MA12 0.260 0.260 0.260 0.260 0.260 MA13 0.198 0.198 0.198 0.198 0.198 MA14 0.137 0.137 0.137 0.137 0.137 MA15 0.107 0.107 0.107 0.107 0.107 MA16 0.076 0.076 0.076 0.076 0.076 MA17 0.031 0.031 0.031 0.031 0.031 MA18 0.015 0.015 0.015 0.015 0.015 FE1 0.992 0.992 0.962 0.901 0.863 FE2 0.969 0.969 0.939 0.885 0.847 FE3 0.916 0.916 0.885 0.832 0.809 FE4 0.855 0.855 0.832 0.779 0.771 FE5 0.786 0.786 0.763 0.718 0.710 FE6 0.695 0.695 0.679 0.641 0.634 FE7 0.649 0.649 0.634 0.595 0.588 FE8 0.527 0.527 0.527 0.496 0.489 FE9 0.458 0.458 0.458 0.435 0.427 FE10 0.389 0.389 0.389 0.366 0.366 FE11 0.321 0.321 0.321 0.298 0.298 FE12 0.260 0.260 0.260 0.237 0.237 FE13 0.198 0.198 0.198 0.191 0.191 FE14 0.145 0.145 0.145 0.145 0.145 FE15 0.069 0.069 0.069 0.069 0.069 FE16 0.038 0.038 0.038 0.038 0.038 FE17 0.038 0.038 0.038 0.038 0.038 FE18 0.023 0.023 0.023 0.023 0.023 FE19 0.015 0.015 0.015 0.015 0.015 Covariance Coverage MA6 MA7 MA8 MA9 MA10 ________ ________ ________ ________ ________ MA6 0.802 MA7 0.687 0.687 MA8 0.618 0.618 0.618 MA9 0.588 0.588 0.588 0.588 MA10 0.481 0.481 0.481 0.481 0.481 MA11 0.374 0.374 0.374 0.374 0.374 MA12 0.260 0.260 0.260 0.260 0.260 MA13 0.198 0.198 0.198 0.198 0.198 MA14 0.137 0.137 0.137 0.137 0.137 MA15 0.107 0.107 0.107 0.107 0.107 MA16 0.076 0.076 0.076 0.076 0.076 MA17 0.031 0.031 0.031 0.031 0.031 MA18 0.015 0.015 0.015 0.015 0.015 FE1 0.802 0.687 0.618 0.588 0.481 FE2 0.786 0.679 0.618 0.588 0.481 FE3 0.748 0.664 0.611 0.580 0.473 FE4 0.725 0.649 0.595 0.565 0.466 FE5 0.672 0.618 0.580 0.550 0.450 FE6 0.611 0.573 0.550 0.527 0.435 FE7 0.565 0.534 0.519 0.496 0.412 FE8 0.481 0.466 0.458 0.435 0.366 FE9 0.420 0.412 0.412 0.389 0.336 FE10 0.359 0.351 0.351 0.344 0.290 FE11 0.298 0.290 0.290 0.290 0.237 FE12 0.237 0.237 0.237 0.237 0.206 FE13 0.191 0.191 0.191 0.191 0.176 FE14 0.145 0.145 0.145 0.145 0.130 FE15 0.069 0.069 0.069 0.069 0.069 FE16 0.038 0.038 0.038 0.038 0.038 FE17 0.038 0.038 0.038 0.038 0.038 FE18 0.023 0.023 0.023 0.023 0.023 FE19 0.015 0.015 0.015 0.015 0.015 Covariance Coverage MA11 MA12 MA13 MA14 MA15 ________ ________ ________ ________ ________ MA11 0.374 MA12 0.260 0.260 MA13 0.198 0.198 0.198 MA14 0.137 0.137 0.137 0.137 MA15 0.107 0.107 0.107 0.107 0.107 MA16 0.076 0.076 0.076 0.076 0.076 MA17 0.031 0.031 0.031 0.031 0.031 MA18 0.015 0.015 0.015 0.015 0.015 FE1 0.374 0.260 0.198 0.137 0.107 FE2 0.374 0.260 0.198 0.137 0.107 FE3 0.374 0.260 0.198 0.137 0.107 FE4 0.366 0.260 0.198 0.137 0.107 FE5 0.359 0.260 0.198 0.137 0.107 FE6 0.344 0.244 0.183 0.130 0.107 FE7 0.321 0.229 0.176 0.122 0.099 FE8 0.290 0.206 0.153 0.099 0.084 FE9 0.267 0.183 0.137 0.092 0.076 FE10 0.221 0.153 0.122 0.084 0.069 FE11 0.183 0.130 0.099 0.076 0.061 FE12 0.160 0.115 0.092 0.069 0.061 FE13 0.130 0.092 0.076 0.053 0.046 FE14 0.092 0.069 0.053 0.038 0.031 FE15 0.061 0.053 0.046 0.031 0.031 FE16 0.031 0.031 0.031 0.015 0.015 FE17 0.031 0.031 0.031 0.015 0.015 FE18 0.015 0.015 0.015 0.008 0.008 FE19 0.008 0.008 0.008 0.008 0.008 Covariance Coverage MA16 MA17 MA18 FE1 FE2 ________ ________ ________ ________ ________ MA16 0.076 MA17 0.031 0.031 MA18 0.015 0.015 0.015 FE1 0.076 0.031 0.015 0.992 FE2 0.076 0.031 0.015 0.969 0.969 FE3 0.076 0.031 0.015 0.916 0.916 FE4 0.076 0.031 0.015 0.855 0.855 FE5 0.076 0.031 0.015 0.786 0.786 FE6 0.076 0.031 0.015 0.695 0.695 FE7 0.076 0.031 0.015 0.649 0.649 FE8 0.069 0.023 0.015 0.527 0.527 FE9 0.061 0.023 0.015 0.458 0.458 FE10 0.061 0.023 0.015 0.389 0.389 FE11 0.061 0.023 0.015 0.321 0.321 FE12 0.061 0.023 0.015 0.260 0.260 FE13 0.046 0.015 0.008 0.198 0.198 FE14 0.031 0.000 0.000 0.145 0.145 FE15 0.031 0.000 0.000 0.069 0.069 FE16 0.015 0.000 0.000 0.038 0.038 FE17 0.015 0.000 0.000 0.038 0.038 FE18 0.008 0.000 0.000 0.023 0.023 FE19 0.008 0.000 0.000 0.015 0.015 Covariance Coverage FE3 FE4 FE5 FE6 FE7 ________ ________ ________ ________ ________ FE3 0.916 FE4 0.855 0.855 FE5 0.786 0.786 0.786 FE6 0.695 0.695 0.695 0.695 FE7 0.649 0.649 0.649 0.649 0.649 FE8 0.527 0.527 0.527 0.527 0.527 FE9 0.458 0.458 0.458 0.458 0.458 FE10 0.389 0.389 0.389 0.389 0.389 FE11 0.321 0.321 0.321 0.321 0.321 FE12 0.260 0.260 0.260 0.260 0.260 FE13 0.198 0.198 0.198 0.198 0.198 FE14 0.145 0.145 0.145 0.145 0.145 FE15 0.069 0.069 0.069 0.069 0.069 FE16 0.038 0.038 0.038 0.038 0.038 FE17 0.038 0.038 0.038 0.038 0.038 FE18 0.023 0.023 0.023 0.023 0.023 FE19 0.015 0.015 0.015 0.015 0.015 Covariance Coverage FE8 FE9 FE10 FE11 FE12 ________ ________ ________ ________ ________ FE8 0.527 FE9 0.458 0.458 FE10 0.389 0.389 0.389 FE11 0.321 0.321 0.321 0.321 FE12 0.260 0.260 0.260 0.260 0.260 FE13 0.198 0.198 0.198 0.198 0.198 FE14 0.145 0.145 0.145 0.145 0.145 FE15 0.069 0.069 0.069 0.069 0.069 FE16 0.038 0.038 0.038 0.038 0.038 FE17 0.038 0.038 0.038 0.038 0.038 FE18 0.023 0.023 0.023 0.023 0.023 FE19 0.015 0.015 0.015 0.015 0.015 Covariance Coverage FE13 FE14 FE15 FE16 FE17 ________ ________ ________ ________ ________ FE13 0.198 FE14 0.145 0.145 FE15 0.069 0.069 0.069 FE16 0.038 0.038 0.038 0.038 FE17 0.038 0.038 0.038 0.038 0.038 FE18 0.023 0.023 0.023 0.023 0.023 FE19 0.015 0.015 0.015 0.015 0.015 Covariance Coverage FE18 FE19 ________ ________ FE18 0.023 FE19 0.015 0.015 THE MODEL ESTIMATION TERMINATED NORMALLY TESTS OF MODEL FIT Degrees of Freedom 721 Loglikelihood H0 Value -8095.335 Information Criteria Number of Free Parameters 7 Akaike (AIC) 16204.671 Bayesian (BIC) 16224.797 Sample-Size Adjusted BIC 16202.657 (n* = (n + 2) / 24) MODEL RESULTS Estimates S.E. Est./S.E. Std StdYX MA1 WITH MA2 21.395 3.617 5.915 21.395 0.248 MA3 21.395 3.617 5.915 21.395 0.248 MA4 21.395 3.617 5.915 21.395 0.248 MA5 21.395 3.617 5.915 21.395 0.248 MA6 21.395 3.617 5.915 21.395 0.248 MA7 21.395 3.617 5.915 21.395 0.248 MA8 21.395 3.617 5.915 21.395 0.248 MA9 21.395 3.617 5.915 21.395 0.248 MA10 21.395 3.617 5.915 21.395 0.248 MA11 21.395 3.617 5.915 21.395 0.248 MA12 21.395 3.617 5.915 21.395 0.248 MA13 21.395 3.617 5.915 21.395 0.248 MA14 21.395 3.617 5.915 21.395 0.248 MA15 21.395 3.617 5.915 21.395 0.248 MA16 21.395 3.617 5.915 21.395 0.248 MA17 21.395 3.617 5.915 21.395 0.248 MA18 21.395 3.617 5.915 21.395 0.248 FE1 18.243 2.929 6.228 18.243 0.223 FE2 18.243 2.929 6.228 18.243 0.223 FE3 18.243 2.929 6.228 18.243 0.223 FE4 18.243 2.929 6.228 18.243 0.223 FE5 18.243 2.929 6.228 18.243 0.223 FE6 18.243 2.929 6.228 18.243 0.223 FE7 18.243 2.929 6.228 18.243 0.223 FE8 18.243 2.929 6.228 18.243 0.223 FE9 18.243 2.929 6.228 18.243 0.223 FE10 18.243 2.929 6.228 18.243 0.223 FE11 18.243 2.929 6.228 18.243 0.223 FE12 18.243 2.929 6.228 18.243 0.223 FE13 18.243 2.929 6.228 18.243 0.223 FE14 18.243 2.929 6.228 18.243 0.223 FE15 18.243 2.929 6.228 18.243 0.223 FE16 18.243 2.929 6.228 18.243 0.223 FE17 18.243 2.929 6.228 18.243 0.223 FE18 18.243 2.929 6.228 18.243 0.223 FE19 18.243 2.929 6.228 18.243 0.223 MA2 WITH MA3 21.395 3.617 5.915 21.395 0.248 MA4 21.395 3.617 5.915 21.395 0.248 MA5 21.395 3.617 5.915 21.395 0.248 MA6 21.395 3.617 5.915 21.395 0.248 MA7 21.395 3.617 5.915 21.395 0.248 MA8 21.395 3.617 5.915 21.395 0.248 MA9 21.395 3.617 5.915 21.395 0.248 MA10 21.395 3.617 5.915 21.395 0.248 MA11 21.395 3.617 5.915 21.395 0.248 MA12 21.395 3.617 5.915 21.395 0.248 MA13 21.395 3.617 5.915 21.395 0.248 MA14 21.395 3.617 5.915 21.395 0.248 MA15 21.395 3.617 5.915 21.395 0.248 MA16 21.395 3.617 5.915 21.395 0.248 MA17 21.395 3.617 5.915 21.395 0.248 MA18 21.395 3.617 5.915 21.395 0.248 FE1 18.243 2.929 6.228 18.243 0.223 FE2 18.243 2.929 6.228 18.243 0.223 FE3 18.243 2.929 6.228 18.243 0.223 FE4 18.243 2.929 6.228 18.243 0.223 FE5 18.243 2.929 6.228 18.243 0.223 FE6 18.243 2.929 6.228 18.243 0.223 FE7 18.243 2.929 6.228 18.243 0.223 FE8 18.243 2.929 6.228 18.243 0.223 FE9 18.243 2.929 6.228 18.243 0.223 FE10 18.243 2.929 6.228 18.243 0.223 FE11 18.243 2.929 6.228 18.243 0.223 FE12 18.243 2.929 6.228 18.243 0.223 FE13 18.243 2.929 6.228 18.243 0.223 FE14 18.243 2.929 6.228 18.243 0.223 FE15 18.243 2.929 6.228 18.243 0.223 FE16 18.243 2.929 6.228 18.243 0.223 FE17 18.243 2.929 6.228 18.243 0.223 FE18 18.243 2.929 6.228 18.243 0.223 FE19 18.243 2.929 6.228 18.243 0.223 MA3 WITH MA4 21.395 3.617 5.915 21.395 0.248 MA5 21.395 3.617 5.915 21.395 0.248 MA6 21.395 3.617 5.915 21.395 0.248 MA7 21.395 3.617 5.915 21.395 0.248 MA8 21.395 3.617 5.915 21.395 0.248 MA9 21.395 3.617 5.915 21.395 0.248 MA10 21.395 3.617 5.915 21.395 0.248 MA11 21.395 3.617 5.915 21.395 0.248 MA12 21.395 3.617 5.915 21.395 0.248 MA13 21.395 3.617 5.915 21.395 0.248 MA14 21.395 3.617 5.915 21.395 0.248 MA15 21.395 3.617 5.915 21.395 0.248 MA16 21.395 3.617 5.915 21.395 0.248 MA17 21.395 3.617 5.915 21.395 0.248 MA18 21.395 3.617 5.915 21.395 0.248 FE1 18.243 2.929 6.228 18.243 0.223 FE2 18.243 2.929 6.228 18.243 0.223 FE3 18.243 2.929 6.228 18.243 0.223 FE4 18.243 2.929 6.228 18.243 0.223 FE5 18.243 2.929 6.228 18.243 0.223 FE6 18.243 2.929 6.228 18.243 0.223 FE7 18.243 2.929 6.228 18.243 0.223 FE8 18.243 2.929 6.228 18.243 0.223 FE9 18.243 2.929 6.228 18.243 0.223 FE10 18.243 2.929 6.228 18.243 0.223 FE11 18.243 2.929 6.228 18.243 0.223 FE12 18.243 2.929 6.228 18.243 0.223 FE13 18.243 2.929 6.228 18.243 0.223 FE14 18.243 2.929 6.228 18.243 0.223 FE15 18.243 2.929 6.228 18.243 0.223 FE16 18.243 2.929 6.228 18.243 0.223 FE17 18.243 2.929 6.228 18.243 0.223 FE18 18.243 2.929 6.228 18.243 0.223 FE19 18.243 2.929 6.228 18.243 0.223 MA4 WITH MA5 21.395 3.617 5.915 21.395 0.248 MA6 21.395 3.617 5.915 21.395 0.248 MA7 21.395 3.617 5.915 21.395 0.248 MA8 21.395 3.617 5.915 21.395 0.248 MA9 21.395 3.617 5.915 21.395 0.248 MA10 21.395 3.617 5.915 21.395 0.248 MA11 21.395 3.617 5.915 21.395 0.248 MA12 21.395 3.617 5.915 21.395 0.248 MA13 21.395 3.617 5.915 21.395 0.248 MA14 21.395 3.617 5.915 21.395 0.248 MA15 21.395 3.617 5.915 21.395 0.248 MA16 21.395 3.617 5.915 21.395 0.248 MA17 21.395 3.617 5.915 21.395 0.248 MA18 21.395 3.617 5.915 21.395 0.248 FE1 18.243 2.929 6.228 18.243 0.223 FE2 18.243 2.929 6.228 18.243 0.223 FE3 18.243 2.929 6.228 18.243 0.223 FE4 18.243 2.929 6.228 18.243 0.223 FE5 18.243 2.929 6.228 18.243 0.223 FE6 18.243 2.929 6.228 18.243 0.223 FE7 18.243 2.929 6.228 18.243 0.223 FE8 18.243 2.929 6.228 18.243 0.223 FE9 18.243 2.929 6.228 18.243 0.223 FE10 18.243 2.929 6.228 18.243 0.223 FE11 18.243 2.929 6.228 18.243 0.223 FE12 18.243 2.929 6.228 18.243 0.223 FE13 18.243 2.929 6.228 18.243 0.223 FE14 18.243 2.929 6.228 18.243 0.223 FE15 18.243 2.929 6.228 18.243 0.223 FE16 18.243 2.929 6.228 18.243 0.223 FE17 18.243 2.929 6.228 18.243 0.223 FE18 18.243 2.929 6.228 18.243 0.223 FE19 18.243 2.929 6.228 18.243 0.223 MA5 WITH MA6 21.395 3.617 5.915 21.395 0.248 MA7 21.395 3.617 5.915 21.395 0.248 MA8 21.395 3.617 5.915 21.395 0.248 MA9 21.395 3.617 5.915 21.395 0.248 MA10 21.395 3.617 5.915 21.395 0.248 MA11 21.395 3.617 5.915 21.395 0.248 MA12 21.395 3.617 5.915 21.395 0.248 MA13 21.395 3.617 5.915 21.395 0.248 MA14 21.395 3.617 5.915 21.395 0.248 MA15 21.395 3.617 5.915 21.395 0.248 MA16 21.395 3.617 5.915 21.395 0.248 MA17 21.395 3.617 5.915 21.395 0.248 MA18 21.395 3.617 5.915 21.395 0.248 FE1 18.243 2.929 6.228 18.243 0.223 FE2 18.243 2.929 6.228 18.243 0.223 FE3 18.243 2.929 6.228 18.243 0.223 FE4 18.243 2.929 6.228 18.243 0.223 FE5 18.243 2.929 6.228 18.243 0.223 FE6 18.243 2.929 6.228 18.243 0.223 FE7 18.243 2.929 6.228 18.243 0.223 FE8 18.243 2.929 6.228 18.243 0.223 FE9 18.243 2.929 6.228 18.243 0.223 FE10 18.243 2.929 6.228 18.243 0.223 FE11 18.243 2.929 6.228 18.243 0.223 FE12 18.243 2.929 6.228 18.243 0.223 FE13 18.243 2.929 6.228 18.243 0.223 FE14 18.243 2.929 6.228 18.243 0.223 FE15 18.243 2.929 6.228 18.243 0.223 FE16 18.243 2.929 6.228 18.243 0.223 FE17 18.243 2.929 6.228 18.243 0.223 FE18 18.243 2.929 6.228 18.243 0.223 FE19 18.243 2.929 6.228 18.243 0.223 MA6 WITH MA7 21.395 3.617 5.915 21.395 0.248 MA8 21.395 3.617 5.915 21.395 0.248 MA9 21.395 3.617 5.915 21.395 0.248 MA10 21.395 3.617 5.915 21.395 0.248 MA11 21.395 3.617 5.915 21.395 0.248 MA12 21.395 3.617 5.915 21.395 0.248 MA13 21.395 3.617 5.915 21.395 0.248 MA14 21.395 3.617 5.915 21.395 0.248 MA15 21.395 3.617 5.915 21.395 0.248 MA16 21.395 3.617 5.915 21.395 0.248 MA17 21.395 3.617 5.915 21.395 0.248 MA18 21.395 3.617 5.915 21.395 0.248 FE1 18.243 2.929 6.228 18.243 0.223 FE2 18.243 2.929 6.228 18.243 0.223 FE3 18.243 2.929 6.228 18.243 0.223 FE4 18.243 2.929 6.228 18.243 0.223 FE5 18.243 2.929 6.228 18.243 0.223 FE6 18.243 2.929 6.228 18.243 0.223 FE7 18.243 2.929 6.228 18.243 0.223 FE8 18.243 2.929 6.228 18.243 0.223 FE9 18.243 2.929 6.228 18.243 0.223 FE10 18.243 2.929 6.228 18.243 0.223 FE11 18.243 2.929 6.228 18.243 0.223 FE12 18.243 2.929 6.228 18.243 0.223 FE13 18.243 2.929 6.228 18.243 0.223 FE14 18.243 2.929 6.228 18.243 0.223 FE15 18.243 2.929 6.228 18.243 0.223 FE16 18.243 2.929 6.228 18.243 0.223 FE17 18.243 2.929 6.228 18.243 0.223 FE18 18.243 2.929 6.228 18.243 0.223 FE19 18.243 2.929 6.228 18.243 0.223 MA7 WITH MA8 21.395 3.617 5.915 21.395 0.248 MA9 21.395 3.617 5.915 21.395 0.248 MA10 21.395 3.617 5.915 21.395 0.248 MA11 21.395 3.617 5.915 21.395 0.248 MA12 21.395 3.617 5.915 21.395 0.248 MA13 21.395 3.617 5.915 21.395 0.248 MA14 21.395 3.617 5.915 21.395 0.248 MA15 21.395 3.617 5.915 21.395 0.248 MA16 21.395 3.617 5.915 21.395 0.248 MA17 21.395 3.617 5.915 21.395 0.248 MA18 21.395 3.617 5.915 21.395 0.248 FE1 18.243 2.929 6.228 18.243 0.223 FE2 18.243 2.929 6.228 18.243 0.223 FE3 18.243 2.929 6.228 18.243 0.223 FE4 18.243 2.929 6.228 18.243 0.223 FE5 18.243 2.929 6.228 18.243 0.223 FE6 18.243 2.929 6.228 18.243 0.223 FE7 18.243 2.929 6.228 18.243 0.223 FE8 18.243 2.929 6.228 18.243 0.223 FE9 18.243 2.929 6.228 18.243 0.223 FE10 18.243 2.929 6.228 18.243 0.223 FE11 18.243 2.929 6.228 18.243 0.223 FE12 18.243 2.929 6.228 18.243 0.223 FE13 18.243 2.929 6.228 18.243 0.223 FE14 18.243 2.929 6.228 18.243 0.223 FE15 18.243 2.929 6.228 18.243 0.223 FE16 18.243 2.929 6.228 18.243 0.223 FE17 18.243 2.929 6.228 18.243 0.223 FE18 18.243 2.929 6.228 18.243 0.223 FE19 18.243 2.929 6.228 18.243 0.223 MA8 WITH MA9 21.395 3.617 5.915 21.395 0.248 MA10 21.395 3.617 5.915 21.395 0.248 MA11 21.395 3.617 5.915 21.395 0.248 MA12 21.395 3.617 5.915 21.395 0.248 MA13 21.395 3.617 5.915 21.395 0.248 MA14 21.395 3.617 5.915 21.395 0.248 MA15 21.395 3.617 5.915 21.395 0.248 MA16 21.395 3.617 5.915 21.395 0.248 MA17 21.395 3.617 5.915 21.395 0.248 MA18 21.395 3.617 5.915 21.395 0.248 FE1 18.243 2.929 6.228 18.243 0.223 FE2 18.243 2.929 6.228 18.243 0.223 FE3 18.243 2.929 6.228 18.243 0.223 FE4 18.243 2.929 6.228 18.243 0.223 FE5 18.243 2.929 6.228 18.243 0.223 FE6 18.243 2.929 6.228 18.243 0.223 FE7 18.243 2.929 6.228 18.243 0.223 FE8 18.243 2.929 6.228 18.243 0.223 FE9 18.243 2.929 6.228 18.243 0.223 FE10 18.243 2.929 6.228 18.243 0.223 FE11 18.243 2.929 6.228 18.243 0.223 FE12 18.243 2.929 6.228 18.243 0.223 FE13 18.243 2.929 6.228 18.243 0.223 FE14 18.243 2.929 6.228 18.243 0.223 FE15 18.243 2.929 6.228 18.243 0.223 FE16 18.243 2.929 6.228 18.243 0.223 FE17 18.243 2.929 6.228 18.243 0.223 FE18 18.243 2.929 6.228 18.243 0.223 FE19 18.243 2.929 6.228 18.243 0.223 MA9 WITH MA10 21.395 3.617 5.915 21.395 0.248 MA11 21.395 3.617 5.915 21.395 0.248 MA12 21.395 3.617 5.915 21.395 0.248 MA13 21.395 3.617 5.915 21.395 0.248 MA14 21.395 3.617 5.915 21.395 0.248 MA15 21.395 3.617 5.915 21.395 0.248 MA16 21.395 3.617 5.915 21.395 0.248 MA17 21.395 3.617 5.915 21.395 0.248 MA18 21.395 3.617 5.915 21.395 0.248 FE1 18.243 2.929 6.228 18.243 0.223 FE2 18.243 2.929 6.228 18.243 0.223 FE3 18.243 2.929 6.228 18.243 0.223 FE4 18.243 2.929 6.228 18.243 0.223 FE5 18.243 2.929 6.228 18.243 0.223 FE6 18.243 2.929 6.228 18.243 0.223 FE7 18.243 2.929 6.228 18.243 0.223 FE8 18.243 2.929 6.228 18.243 0.223 FE9 18.243 2.929 6.228 18.243 0.223 FE10 18.243 2.929 6.228 18.243 0.223 FE11 18.243 2.929 6.228 18.243 0.223 FE12 18.243 2.929 6.228 18.243 0.223 FE13 18.243 2.929 6.228 18.243 0.223 FE14 18.243 2.929 6.228 18.243 0.223 FE15 18.243 2.929 6.228 18.243 0.223 FE16 18.243 2.929 6.228 18.243 0.223 FE17 18.243 2.929 6.228 18.243 0.223 FE18 18.243 2.929 6.228 18.243 0.223 FE19 18.243 2.929 6.228 18.243 0.223 MA10 WITH MA11 21.395 3.617 5.915 21.395 0.248 MA12 21.395 3.617 5.915 21.395 0.248 MA13 21.395 3.617 5.915 21.395 0.248 MA14 21.395 3.617 5.915 21.395 0.248 MA15 21.395 3.617 5.915 21.395 0.248 MA16 21.395 3.617 5.915 21.395 0.248 MA17 21.395 3.617 5.915 21.395 0.248 MA18 21.395 3.617 5.915 21.395 0.248 FE1 18.243 2.929 6.228 18.243 0.223 FE2 18.243 2.929 6.228 18.243 0.223 FE3 18.243 2.929 6.228 18.243 0.223 FE4 18.243 2.929 6.228 18.243 0.223 FE5 18.243 2.929 6.228 18.243 0.223 FE6 18.243 2.929 6.228 18.243 0.223 FE7 18.243 2.929 6.228 18.243 0.223 FE8 18.243 2.929 6.228 18.243 0.223 FE9 18.243 2.929 6.228 18.243 0.223 FE10 18.243 2.929 6.228 18.243 0.223 FE11 18.243 2.929 6.228 18.243 0.223 FE12 18.243 2.929 6.228 18.243 0.223 FE13 18.243 2.929 6.228 18.243 0.223 FE14 18.243 2.929 6.228 18.243 0.223 FE15 18.243 2.929 6.228 18.243 0.223 FE16 18.243 2.929 6.228 18.243 0.223 FE17 18.243 2.929 6.228 18.243 0.223 FE18 18.243 2.929 6.228 18.243 0.223 FE19 18.243 2.929 6.228 18.243 0.223 MA11 WITH MA12 21.395 3.617 5.915 21.395 0.248 MA13 21.395 3.617 5.915 21.395 0.248 MA14 21.395 3.617 5.915 21.395 0.248 MA15 21.395 3.617 5.915 21.395 0.248 MA16 21.395 3.617 5.915 21.395 0.248 MA17 21.395 3.617 5.915 21.395 0.248 MA18 21.395 3.617 5.915 21.395 0.248 FE1 18.243 2.929 6.228 18.243 0.223 FE2 18.243 2.929 6.228 18.243 0.223 FE3 18.243 2.929 6.228 18.243 0.223 FE4 18.243 2.929 6.228 18.243 0.223 FE5 18.243 2.929 6.228 18.243 0.223 FE6 18.243 2.929 6.228 18.243 0.223 FE7 18.243 2.929 6.228 18.243 0.223 FE8 18.243 2.929 6.228 18.243 0.223 FE9 18.243 2.929 6.228 18.243 0.223 FE10 18.243 2.929 6.228 18.243 0.223 FE11 18.243 2.929 6.228 18.243 0.223 FE12 18.243 2.929 6.228 18.243 0.223 FE13 18.243 2.929 6.228 18.243 0.223 FE14 18.243 2.929 6.228 18.243 0.223 FE15 18.243 2.929 6.228 18.243 0.223 FE16 18.243 2.929 6.228 18.243 0.223 FE17 18.243 2.929 6.228 18.243 0.223 FE18 18.243 2.929 6.228 18.243 0.223 FE19 18.243 2.929 6.228 18.243 0.223 MA12 WITH MA13 21.395 3.617 5.915 21.395 0.248 MA14 21.395 3.617 5.915 21.395 0.248 MA15 21.395 3.617 5.915 21.395 0.248 MA16 21.395 3.617 5.915 21.395 0.248 MA17 21.395 3.617 5.915 21.395 0.248 MA18 21.395 3.617 5.915 21.395 0.248 FE1 18.243 2.929 6.228 18.243 0.223 FE2 18.243 2.929 6.228 18.243 0.223 FE3 18.243 2.929 6.228 18.243 0.223 FE4 18.243 2.929 6.228 18.243 0.223 FE5 18.243 2.929 6.228 18.243 0.223 FE6 18.243 2.929 6.228 18.243 0.223 FE7 18.243 2.929 6.228 18.243 0.223 FE8 18.243 2.929 6.228 18.243 0.223 FE9 18.243 2.929 6.228 18.243 0.223 FE10 18.243 2.929 6.228 18.243 0.223 FE11 18.243 2.929 6.228 18.243 0.223 FE12 18.243 2.929 6.228 18.243 0.223 FE13 18.243 2.929 6.228 18.243 0.223 FE14 18.243 2.929 6.228 18.243 0.223 FE15 18.243 2.929 6.228 18.243 0.223 FE16 18.243 2.929 6.228 18.243 0.223 FE17 18.243 2.929 6.228 18.243 0.223 FE18 18.243 2.929 6.228 18.243 0.223 FE19 18.243 2.929 6.228 18.243 0.223 MA13 WITH MA14 21.395 3.617 5.915 21.395 0.248 MA15 21.395 3.617 5.915 21.395 0.248 MA16 21.395 3.617 5.915 21.395 0.248 MA17 21.395 3.617 5.915 21.395 0.248 MA18 21.395 3.617 5.915 21.395 0.248 FE1 18.243 2.929 6.228 18.243 0.223 FE2 18.243 2.929 6.228 18.243 0.223 FE3 18.243 2.929 6.228 18.243 0.223 FE4 18.243 2.929 6.228 18.243 0.223 FE5 18.243 2.929 6.228 18.243 0.223 FE6 18.243 2.929 6.228 18.243 0.223 FE7 18.243 2.929 6.228 18.243 0.223 FE8 18.243 2.929 6.228 18.243 0.223 FE9 18.243 2.929 6.228 18.243 0.223 FE10 18.243 2.929 6.228 18.243 0.223 FE11 18.243 2.929 6.228 18.243 0.223 FE12 18.243 2.929 6.228 18.243 0.223 FE13 18.243 2.929 6.228 18.243 0.223 FE14 18.243 2.929 6.228 18.243 0.223 FE15 18.243 2.929 6.228 18.243 0.223 FE16 18.243 2.929 6.228 18.243 0.223 FE17 18.243 2.929 6.228 18.243 0.223 FE18 18.243 2.929 6.228 18.243 0.223 FE19 18.243 2.929 6.228 18.243 0.223 MA14 WITH MA15 21.395 3.617 5.915 21.395 0.248 MA16 21.395 3.617 5.915 21.395 0.248 MA17 21.395 3.617 5.915 21.395 0.248 MA18 21.395 3.617 5.915 21.395 0.248 FE1 18.243 2.929 6.228 18.243 0.223 FE2 18.243 2.929 6.228 18.243 0.223 FE3 18.243 2.929 6.228 18.243 0.223 FE4 18.243 2.929 6.228 18.243 0.223 FE5 18.243 2.929 6.228 18.243 0.223 FE6 18.243 2.929 6.228 18.243 0.223 FE7 18.243 2.929 6.228 18.243 0.223 FE8 18.243 2.929 6.228 18.243 0.223 FE9 18.243 2.929 6.228 18.243 0.223 FE10 18.243 2.929 6.228 18.243 0.223 FE11 18.243 2.929 6.228 18.243 0.223 FE12 18.243 2.929 6.228 18.243 0.223 FE13 18.243 2.929 6.228 18.243 0.223 FE14 18.243 2.929 6.228 18.243 0.223 FE15 18.243 2.929 6.228 18.243 0.223 FE16 18.243 2.929 6.228 18.243 0.223 FE17 18.243 2.929 6.228 18.243 0.223 FE18 18.243 2.929 6.228 18.243 0.223 FE19 18.243 2.929 6.228 18.243 0.223 MA15 WITH MA16 21.395 3.617 5.915 21.395 0.248 MA17 21.395 3.617 5.915 21.395 0.248 MA18 21.395 3.617 5.915 21.395 0.248 FE1 18.243 2.929 6.228 18.243 0.223 FE2 18.243 2.929 6.228 18.243 0.223 FE3 18.243 2.929 6.228 18.243 0.223 FE4 18.243 2.929 6.228 18.243 0.223 FE5 18.243 2.929 6.228 18.243 0.223 FE6 18.243 2.929 6.228 18.243 0.223 FE7 18.243 2.929 6.228 18.243 0.223 FE8 18.243 2.929 6.228 18.243 0.223 FE9 18.243 2.929 6.228 18.243 0.223 FE10 18.243 2.929 6.228 18.243 0.223 FE11 18.243 2.929 6.228 18.243 0.223 FE12 18.243 2.929 6.228 18.243 0.223 FE13 18.243 2.929 6.228 18.243 0.223 FE14 18.243 2.929 6.228 18.243 0.223 FE15 18.243 2.929 6.228 18.243 0.223 FE16 18.243 2.929 6.228 18.243 0.223 FE17 18.243 2.929 6.228 18.243 0.223 FE18 18.243 2.929 6.228 18.243 0.223 FE19 18.243 2.929 6.228 18.243 0.223 MA16 WITH MA17 21.395 3.617 5.915 21.395 0.248 MA18 21.395 3.617 5.915 21.395 0.248 FE1 18.243 2.929 6.228 18.243 0.223 FE2 18.243 2.929 6.228 18.243 0.223 FE3 18.243 2.929 6.228 18.243 0.223 FE4 18.243 2.929 6.228 18.243 0.223 FE5 18.243 2.929 6.228 18.243 0.223 FE6 18.243 2.929 6.228 18.243 0.223 FE7 18.243 2.929 6.228 18.243 0.223 FE8 18.243 2.929 6.228 18.243 0.223 FE9 18.243 2.929 6.228 18.243 0.223 FE10 18.243 2.929 6.228 18.243 0.223 FE11 18.243 2.929 6.228 18.243 0.223 FE12 18.243 2.929 6.228 18.243 0.223 FE13 18.243 2.929 6.228 18.243 0.223 FE14 18.243 2.929 6.228 18.243 0.223 FE15 18.243 2.929 6.228 18.243 0.223 FE16 18.243 2.929 6.228 18.243 0.223 FE17 18.243 2.929 6.228 18.243 0.223 FE18 18.243 2.929 6.228 18.243 0.223 FE19 18.243 2.929 6.228 18.243 0.223 MA17 WITH MA18 21.395 3.617 5.915 21.395 0.248 FE1 18.243 2.929 6.228 18.243 0.223 FE2 18.243 2.929 6.228 18.243 0.223 FE3 18.243 2.929 6.228 18.243 0.223 FE4 18.243 2.929 6.228 18.243 0.223 FE5 18.243 2.929 6.228 18.243 0.223 FE6 18.243 2.929 6.228 18.243 0.223 FE7 18.243 2.929 6.228 18.243 0.223 FE8 18.243 2.929 6.228 18.243 0.223 FE9 18.243 2.929 6.228 18.243 0.223 FE10 18.243 2.929 6.228 18.243 0.223 FE11 18.243 2.929 6.228 18.243 0.223 FE12 18.243 2.929 6.228 18.243 0.223 FE13 18.243 2.929 6.228 18.243 0.223 FE14 18.243 2.929 6.228 18.243 0.223 FE15 18.243 2.929 6.228 18.243 0.223 FE16 18.243 2.929 6.228 18.243 0.223 FE17 18.243 2.929 6.228 18.243 0.223 FE18 18.243 2.929 6.228 18.243 0.223 FE19 18.243 2.929 6.228 18.243 0.223 FE1 WITH FE2 18.517 3.268 5.666 18.517 0.239 FE3 18.517 3.268 5.666 18.517 0.239 FE4 18.517 3.268 5.666 18.517 0.239 FE5 18.517 3.268 5.666 18.517 0.239 FE6 18.517 3.268 5.666 18.517 0.239 FE7 18.517 3.268 5.666 18.517 0.239 FE8 18.517 3.268 5.666 18.517 0.239 FE9 18.517 3.268 5.666 18.517 0.239 FE10 18.517 3.268 5.666 18.517 0.239 FE11 18.517 3.268 5.666 18.517 0.239 FE12 18.517 3.268 5.666 18.517 0.239 FE13 18.517 3.268 5.666 18.517 0.239 FE14 18.517 3.268 5.666 18.517 0.239 FE15 18.517 3.268 5.666 18.517 0.239 FE16 18.517 3.268 5.666 18.517 0.239 FE17 18.517 3.268 5.666 18.517 0.239 FE18 18.517 3.268 5.666 18.517 0.239 FE19 18.517 3.268 5.666 18.517 0.239 FE2 WITH FE3 18.517 3.268 5.666 18.517 0.239 FE4 18.517 3.268 5.666 18.517 0.239 FE5 18.517 3.268 5.666 18.517 0.239 FE6 18.517 3.268 5.666 18.517 0.239 FE7 18.517 3.268 5.666 18.517 0.239 FE8 18.517 3.268 5.666 18.517 0.239 FE9 18.517 3.268 5.666 18.517 0.239 FE10 18.517 3.268 5.666 18.517 0.239 FE11 18.517 3.268 5.666 18.517 0.239 FE12 18.517 3.268 5.666 18.517 0.239 FE13 18.517 3.268 5.666 18.517 0.239 FE14 18.517 3.268 5.666 18.517 0.239 FE15 18.517 3.268 5.666 18.517 0.239 FE16 18.517 3.268 5.666 18.517 0.239 FE17 18.517 3.268 5.666 18.517 0.239 FE18 18.517 3.268 5.666 18.517 0.239 FE19 18.517 3.268 5.666 18.517 0.239 FE3 WITH FE4 18.517 3.268 5.666 18.517 0.239 FE5 18.517 3.268 5.666 18.517 0.239 FE6 18.517 3.268 5.666 18.517 0.239 FE7 18.517 3.268 5.666 18.517 0.239 FE8 18.517 3.268 5.666 18.517 0.239 FE9 18.517 3.268 5.666 18.517 0.239 FE10 18.517 3.268 5.666 18.517 0.239 FE11 18.517 3.268 5.666 18.517 0.239 FE12 18.517 3.268 5.666 18.517 0.239 FE13 18.517 3.268 5.666 18.517 0.239 FE14 18.517 3.268 5.666 18.517 0.239 FE15 18.517 3.268 5.666 18.517 0.239 FE16 18.517 3.268 5.666 18.517 0.239 FE17 18.517 3.268 5.666 18.517 0.239 FE18 18.517 3.268 5.666 18.517 0.239 FE19 18.517 3.268 5.666 18.517 0.239 FE4 WITH FE5 18.517 3.268 5.666 18.517 0.239 FE6 18.517 3.268 5.666 18.517 0.239 FE7 18.517 3.268 5.666 18.517 0.239 FE8 18.517 3.268 5.666 18.517 0.239 FE9 18.517 3.268 5.666 18.517 0.239 FE10 18.517 3.268 5.666 18.517 0.239 FE11 18.517 3.268 5.666 18.517 0.239 FE12 18.517 3.268 5.666 18.517 0.239 FE13 18.517 3.268 5.666 18.517 0.239 FE14 18.517 3.268 5.666 18.517 0.239 FE15 18.517 3.268 5.666 18.517 0.239 FE16 18.517 3.268 5.666 18.517 0.239 FE17 18.517 3.268 5.666 18.517 0.239 FE18 18.517 3.268 5.666 18.517 0.239 FE19 18.517 3.268 5.666 18.517 0.239 FE5 WITH FE6 18.517 3.268 5.666 18.517 0.239 FE7 18.517 3.268 5.666 18.517 0.239 FE8 18.517 3.268 5.666 18.517 0.239 FE9 18.517 3.268 5.666 18.517 0.239 FE10 18.517 3.268 5.666 18.517 0.239 FE11 18.517 3.268 5.666 18.517 0.239 FE12 18.517 3.268 5.666 18.517 0.239 FE13 18.517 3.268 5.666 18.517 0.239 FE14 18.517 3.268 5.666 18.517 0.239 FE15 18.517 3.268 5.666 18.517 0.239 FE16 18.517 3.268 5.666 18.517 0.239 FE17 18.517 3.268 5.666 18.517 0.239 FE18 18.517 3.268 5.666 18.517 0.239 FE19 18.517 3.268 5.666 18.517 0.239 FE6 WITH FE7 18.517 3.268 5.666 18.517 0.239 FE8 18.517 3.268 5.666 18.517 0.239 FE9 18.517 3.268 5.666 18.517 0.239 FE10 18.517 3.268 5.666 18.517 0.239 FE11 18.517 3.268 5.666 18.517 0.239 FE12 18.517 3.268 5.666 18.517 0.239 FE13 18.517 3.268 5.666 18.517 0.239 FE14 18.517 3.268 5.666 18.517 0.239 FE15 18.517 3.268 5.666 18.517 0.239 FE16 18.517 3.268 5.666 18.517 0.239 FE17 18.517 3.268 5.666 18.517 0.239 FE18 18.517 3.268 5.666 18.517 0.239 FE19 18.517 3.268 5.666 18.517 0.239 FE7 WITH FE8 18.517 3.268 5.666 18.517 0.239 FE9 18.517 3.268 5.666 18.517 0.239 FE10 18.517 3.268 5.666 18.517 0.239 FE11 18.517 3.268 5.666 18.517 0.239 FE12 18.517 3.268 5.666 18.517 0.239 FE13 18.517 3.268 5.666 18.517 0.239 FE14 18.517 3.268 5.666 18.517 0.239 FE15 18.517 3.268 5.666 18.517 0.239 FE16 18.517 3.268 5.666 18.517 0.239 FE17 18.517 3.268 5.666 18.517 0.239 FE18 18.517 3.268 5.666 18.517 0.239 FE19 18.517 3.268 5.666 18.517 0.239 FE8 WITH FE9 18.517 3.268 5.666 18.517 0.239 FE10 18.517 3.268 5.666 18.517 0.239 FE11 18.517 3.268 5.666 18.517 0.239 FE12 18.517 3.268 5.666 18.517 0.239 FE13 18.517 3.268 5.666 18.517 0.239 FE14 18.517 3.268 5.666 18.517 0.239 FE15 18.517 3.268 5.666 18.517 0.239 FE16 18.517 3.268 5.666 18.517 0.239 FE17 18.517 3.268 5.666 18.517 0.239 FE18 18.517 3.268 5.666 18.517 0.239 FE19 18.517 3.268 5.666 18.517 0.239 FE9 WITH FE10 18.517 3.268 5.666 18.517 0.239 FE11 18.517 3.268 5.666 18.517 0.239 FE12 18.517 3.268 5.666 18.517 0.239 FE13 18.517 3.268 5.666 18.517 0.239 FE14 18.517 3.268 5.666 18.517 0.239 FE15 18.517 3.268 5.666 18.517 0.239 FE16 18.517 3.268 5.666 18.517 0.239 FE17 18.517 3.268 5.666 18.517 0.239 FE18 18.517 3.268 5.666 18.517 0.239 FE19 18.517 3.268 5.666 18.517 0.239 FE10 WITH FE11 18.517 3.268 5.666 18.517 0.239 FE12 18.517 3.268 5.666 18.517 0.239 FE13 18.517 3.268 5.666 18.517 0.239 FE14 18.517 3.268 5.666 18.517 0.239 FE15 18.517 3.268 5.666 18.517 0.239 FE16 18.517 3.268 5.666 18.517 0.239 FE17 18.517 3.268 5.666 18.517 0.239 FE18 18.517 3.268 5.666 18.517 0.239 FE19 18.517 3.268 5.666 18.517 0.239 FE11 WITH FE12 18.517 3.268 5.666 18.517 0.239 FE13 18.517 3.268 5.666 18.517 0.239 FE14 18.517 3.268 5.666 18.517 0.239 FE15 18.517 3.268 5.666 18.517 0.239 FE16 18.517 3.268 5.666 18.517 0.239 FE17 18.517 3.268 5.666 18.517 0.239 FE18 18.517 3.268 5.666 18.517 0.239 FE19 18.517 3.268 5.666 18.517 0.239 FE12 WITH FE13 18.517 3.268 5.666 18.517 0.239 FE14 18.517 3.268 5.666 18.517 0.239 FE15 18.517 3.268 5.666 18.517 0.239 FE16 18.517 3.268 5.666 18.517 0.239 FE17 18.517 3.268 5.666 18.517 0.239 FE18 18.517 3.268 5.666 18.517 0.239 FE19 18.517 3.268 5.666 18.517 0.239 FE13 WITH FE14 18.517 3.268 5.666 18.517 0.239 FE15 18.517 3.268 5.666 18.517 0.239 FE16 18.517 3.268 5.666 18.517 0.239 FE17 18.517 3.268 5.666 18.517 0.239 FE18 18.517 3.268 5.666 18.517 0.239 FE19 18.517 3.268 5.666 18.517 0.239 FE14 WITH FE15 18.517 3.268 5.666 18.517 0.239 FE16 18.517 3.268 5.666 18.517 0.239 FE17 18.517 3.268 5.666 18.517 0.239 FE18 18.517 3.268 5.666 18.517 0.239 FE19 18.517 3.268 5.666 18.517 0.239 FE15 WITH FE16 18.517 3.268 5.666 18.517 0.239 FE17 18.517 3.268 5.666 18.517 0.239 FE18 18.517 3.268 5.666 18.517 0.239 FE19 18.517 3.268 5.666 18.517 0.239 FE16 WITH FE17 18.517 3.268 5.666 18.517 0.239 FE18 18.517 3.268 5.666 18.517 0.239 FE19 18.517 3.268 5.666 18.517 0.239 FE17 WITH FE18 18.517 3.268 5.666 18.517 0.239 FE19 18.517 3.268 5.666 18.517 0.239 FE18 WITH FE19 18.517 3.268 5.666 18.517 0.239 MA18 WITH FE1 18.243 2.929 6.228 18.243 0.223 FE2 18.243 2.929 6.228 18.243 0.223 FE3 18.243 2.929 6.228 18.243 0.223 FE4 18.243 2.929 6.228 18.243 0.223 FE5 18.243 2.929 6.228 18.243 0.223 FE6 18.243 2.929 6.228 18.243 0.223 FE7 18.243 2.929 6.228 18.243 0.223 FE8 18.243 2.929 6.228 18.243 0.223 FE9 18.243 2.929 6.228 18.243 0.223 FE10 18.243 2.929 6.228 18.243 0.223 FE11 18.243 2.929 6.228 18.243 0.223 FE12 18.243 2.929 6.228 18.243 0.223 FE13 18.243 2.929 6.228 18.243 0.223 FE14 18.243 2.929 6.228 18.243 0.223 FE15 18.243 2.929 6.228 18.243 0.223 FE16 18.243 2.929 6.228 18.243 0.223 FE17 18.243 2.929 6.228 18.243 0.223 FE18 18.243 2.929 6.228 18.243 0.223 FE19 18.243 2.929 6.228 18.243 0.223 Means MA1 39.127 0.474 82.563 39.127 4.209 MA2 39.127 0.474 82.563 39.127 4.209 MA3 39.127 0.474 82.563 39.127 4.209 MA4 39.127 0.474 82.563 39.127 4.209 MA5 39.127 0.474 82.563 39.127 4.209 MA6 39.127 0.474 82.563 39.127 4.209 MA7 39.127 0.474 82.563 39.127 4.209 MA8 39.127 0.474 82.563 39.127 4.209 MA9 39.127 0.474 82.563 39.127 4.209 MA10 39.127 0.474 82.563 39.127 4.209 MA11 39.127 0.474 82.563 39.127 4.209 MA12 39.127 0.474 82.563 39.127 4.209 MA13 39.127 0.474 82.563 39.127 4.209 MA14 39.127 0.474 82.563 39.127 4.209 MA15 39.127 0.474 82.563 39.127 4.209 MA16 39.127 0.474 82.563 39.127 4.209 MA17 39.127 0.474 82.563 39.127 4.209 MA18 39.127 0.474 82.563 39.127 4.209 FE1 41.737 0.452 92.361 41.737 4.742 FE2 41.737 0.452 92.361 41.737 4.742 FE3 41.737 0.452 92.361 41.737 4.742 FE4 41.737 0.452 92.361 41.737 4.742 FE5 41.737 0.452 92.361 41.737 4.742 FE6 41.737 0.452 92.361 41.737 4.742 FE7 41.737 0.452 92.361 41.737 4.742 FE8 41.737 0.452 92.361 41.737 4.742 FE9 41.737 0.452 92.361 41.737 4.742 FE10 41.737 0.452 92.361 41.737 4.742 FE11 41.737 0.452 92.361 41.737 4.742 FE12 41.737 0.452 92.361 41.737 4.742 FE13 41.737 0.452 92.361 41.737 4.742 FE14 41.737 0.452 92.361 41.737 4.742 FE15 41.737 0.452 92.361 41.737 4.742 FE16 41.737 0.452 92.361 41.737 4.742 FE17 41.737 0.452 92.361 41.737 4.742 FE18 41.737 0.452 92.361 41.737 4.742 FE19 41.737 0.452 92.361 41.737 4.742 Variances MA1 86.405 4.387 19.697 86.405 1.000 MA2 86.405 4.387 19.697 86.405 1.000 MA3 86.405 4.387 19.697 86.405 1.000 MA4 86.405 4.387 19.697 86.405 1.000 MA5 86.405 4.387 19.697 86.405 1.000 MA6 86.405 4.387 19.697 86.405 1.000 MA7 86.405 4.387 19.697 86.405 1.000 MA8 86.405 4.387 19.697 86.405 1.000 MA9 86.405 4.387 19.697 86.405 1.000 MA10 86.405 4.387 19.697 86.405 1.000 MA11 86.405 4.387 19.697 86.405 1.000 MA12 86.405 4.387 19.697 86.405 1.000 MA13 86.405 4.387 19.697 86.405 1.000 MA14 86.405 4.387 19.697 86.405 1.000 MA15 86.405 4.387 19.697 86.405 1.000 MA16 86.405 4.387 19.697 86.405 1.000 MA17 86.405 4.387 19.697 86.405 1.000 MA18 86.405 4.387 19.697 86.405 1.000 FE1 77.478 4.021 19.271 77.478 1.000 FE2 77.478 4.021 19.271 77.478 1.000 FE3 77.478 4.021 19.271 77.478 1.000 FE4 77.478 4.021 19.271 77.478 1.000 FE5 77.478 4.021 19.271 77.478 1.000 FE6 77.478 4.021 19.271 77.478 1.000 FE7 77.478 4.021 19.271 77.478 1.000 FE8 77.478 4.021 19.271 77.478 1.000 FE9 77.478 4.021 19.271 77.478 1.000 FE10 77.478 4.021 19.271 77.478 1.000 FE11 77.478 4.021 19.271 77.478 1.000 FE12 77.478 4.021 19.271 77.478 1.000 FE13 77.478 4.021 19.271 77.478 1.000 FE14 77.478 4.021 19.271 77.478 1.000 FE15 77.478 4.021 19.271 77.478 1.000 FE16 77.478 4.021 19.271 77.478 1.000 FE17 77.478 4.021 19.271 77.478 1.000 FE18 77.478 4.021 19.271 77.478 1.000 FE19 77.478 4.021 19.271 77.478 1.000 R-SQUARE Beginning Time: 09:44:34 Ending Time: 09:44:54 Elapsed Time: 00:00:20 MUTHEN & MUTHEN 11965 Venice Blvd., Suite 407 Los Angeles, CA 90066 Tel: (310) 391-9971 Fax: (310) 391-8971 Web: www.StatModel.com Support: Support@StatModel.com Copyright (c) 1998-2002 Muthen & Muthen