Function to score responses with fixed item parameters from a previously calibrated LCDM.
Arguments
- calibration.model
the previously calibrated model; an object of class
gdina.- newdata
a required \(N \times I\) matrix. Binary item responses are in the columns.
- q.matrix
a required \(I \times A\) matrix indicating which items measure which attributes.
- attr.prob.fixed
optional argument for attribute profile proportions. Default is uniform distribution of profiles.
- progress
An optional logical indicating whether the function should print the progress of estimation.
Details
Obtain classifications for new responses to items that were previously calibrated. The calibrate-and-score approach is further detailed in Madison et al. (2023).
References
George, A. C., Robitzsch, A., Kiefer, T., Gross, J., & Ünlü , A. (2016). The R package CDM for cognitive diagnosis models. Journal of Statistical Software, 74(2), 1-24.
Henson, R., Templin, J., & Willse, J. (2009). Defining a family of cognitive diagnosis models using log linear models with latent variables. Psychometrika, 74, 191-21.
Madison, M.J., Chung, S., Kim, J., & Bradshaw, L. (2023). Approaches to estimating longitudinal diagnostic classification models. Behaviormetrika.
Examples
## Example 1: T = 2, A = 4
data(data.tdcm01, package = "TDCM")
dat1 <- data.tdcm01$data
qmat1 <- data.tdcm01$q.matrix
pre <- dat1[, 1:20]
post <- dat1[, 21:40]
# calibrate LCDM with post-test data
m1 <- CDM::gdina(data = pre, q.matrix = qmat1, linkfct = "logit", method = "ML")
#> -----------------------------------------------------------------
#> CDM 8.3-14 (2025-07-13 14:03:01)
#> GDINA Model
#> Link function: logit
#> ** 2025-10-25 23:39:43.134768
#> -----------------------------------------------------------------
#> ...........................................................
#> Iteration 1 2025-10-25 23:39:43.149445
#> Deviance = 20762.07
#> Maximum parameter change: 0.13422
#> ...........................................................
#> Iteration 2 2025-10-25 23:39:43.192897
#> Deviance = 20417.96 | Deviance change = 344.1115
#> Maximum parameter change: 0.096313
#> ...........................................................
#> Iteration 3 2025-10-25 23:39:43.220482
#> Deviance = 20323.3 | Deviance change = 94.65533
#> Maximum parameter change: 0.145515
#> ...........................................................
#> Iteration 4 2025-10-25 23:39:43.263213
#> Deviance = 20189.72 | Deviance change = 133.5794
#> Maximum parameter change: 0.047143
#> ...........................................................
#> Iteration 5 2025-10-25 23:39:43.287864
#> Deviance = 20174.5 | Deviance change = 15.22506
#> Maximum parameter change: 0.07731
#> ...........................................................
#> Iteration 6 2025-10-25 23:39:43.316811
#> Deviance = 20157.81 | Deviance change = 16.68566
#> Maximum parameter change: 0.057223
#> ...........................................................
#> Iteration 7 2025-10-25 23:39:43.339503
#> Deviance = 20155.97 | Deviance change = 1.846488
#> Maximum parameter change: 0.067062
#> ...........................................................
#> Iteration 8 2025-10-25 23:39:43.365839
#> Deviance = 20154.75 | Deviance change = 1.219438
#> Maximum parameter change: 0.01798
#> ...........................................................
#> Iteration 9 2025-10-25 23:39:43.38495
#> Deviance = 20154.56 | Deviance change = 0.1853676
#> Maximum parameter change: 0.047088
#> ...........................................................
#> Iteration 10 2025-10-25 23:39:43.412125
#> Deviance = 20154.45 | Deviance change = 0.1087729
#> Maximum parameter change: 0.00748
#> ...........................................................
#> Iteration 11 2025-10-25 23:39:43.435981
#> Deviance = 20154.41 | Deviance change = 0.0422554
#> Maximum parameter change: 0.003983
#> ...........................................................
#> Iteration 12 2025-10-25 23:39:43.457136
#> Deviance = 20154.39 | Deviance change = 0.0185635
#> Maximum parameter change: 0.002333
#> ...........................................................
#> Iteration 13 2025-10-25 23:39:43.475226
#> Deviance = 20154.38 | Deviance change = 0.0067005
#> Maximum parameter change: 0.002951
#> ...........................................................
#> Iteration 14 2025-10-25 23:39:43.49889
#> Deviance = 20154.38 | Deviance change = 0.0085245
#> Maximum parameter change: 0.000475
#> ...........................................................
#> Iteration 15 2025-10-25 23:39:43.517146
#> Deviance = 20154.37 | Deviance change = 0.0010603
#> Maximum parameter change: 0.00037
#> ...........................................................
#> Iteration 16 2025-10-25 23:39:43.53804
#> Deviance = 20154.37 | Deviance change = 0.000488
#> Maximum parameter change: 0.000289
#> ...........................................................
#> Iteration 17 2025-10-25 23:39:43.555832
#> Deviance = 20154.37 | Deviance change = 0.0001966
#> Maximum parameter change: 0.000225
#> ...........................................................
#> Iteration 18 2025-10-25 23:39:43.576324
#> Deviance = 20154.37 | Deviance change = 5.41e-05
#> Maximum parameter change: 0.000174
#> ...........................................................
#> Iteration 19 2025-10-25 23:39:43.593975
#> Deviance = 20154.37 | Deviance change = -1.07e-05
#> **** Deviances decreases! Check for nonconvergence. ****
#> Maximum parameter change: 0.000135
#> ...........................................................
#> Iteration 20 2025-10-25 23:39:43.615908
#> Deviance = 20154.37 | Deviance change = -3.59e-05
#> **** Deviances decreases! Check for nonconvergence. ****
#> Maximum parameter change: 0.000104
#> ...........................................................
#> Iteration 21 2025-10-25 23:39:43.631557
#> Deviance = 20154.37 | Deviance change = -4.19e-05
#> **** Deviances decreases! Check for nonconvergence. ****
#> Maximum parameter change: 8e-05
#> -----------------------------------------------------------------
#> Time difference of 0.5646226 secs
# score pre-test responses
m2 <- TDCM::tdcm.score(m1, newdata = post, q.matrix = qmat1)
#> [1] Scoring responses with item parameters from previously calibrated model.
#> [1] Scoring complete. Check results with the CDM summary function.
summary(m2)
#> -----------------------------------------------------------------
#> CDM 8.3-14 (2025-07-13 14:03:01)
#>
#> Call:
#> CDM::gdina(data = newdata, q.matrix = q.matrix, linkfct = "logit",
#> delta.fixed = calibration.model$delta, attr.prob.fixed = dist,
#> progress = FALSE)
#>
#> Date of Analysis: 2025-10-25 23:39:43.884499
#> Time difference of 0.1268141 secs
#> Computation Time: 0.1268141
#>
#> Generalized DINA Model
#>
#> Number of iterations = 8
#> Iteration with minimal deviance = 8
#>
#> Estimation method: WLS
#> Optimizer: CDM
#> Monotonicity constraints: FALSE
#> Number of items at boundary monotonicity constraint: NA
#>
#> Parameter regularization: FALSE
#>
#> Deviance = 22908.45 | Log likelihood = -11454.23
#>
#> Number of persons = 1000
#> Number of groups = 1
#> Number of items = 20
#> Number of estimated parameters = 0
#> Number of estimated item parameters = 0
#> Number of estimated skill class parameters = 0 ( 16 latent skill classes)
#>
#> AIC = 22908 | penalty = 0 | AIC = -2*LL + 2*p
#> BIC = 22908 | penalty = 0 | BIC = -2*LL + log(n)*p
#> CAIC = 22908 | penalty = 0 | CAIC = -2*LL + [log(n)+1]*p (consistent AIC)
#>
#> -----------------------------------------------------------------
#> Used Q-matrix
#>
#> Att1 Att2 Att3 Att4
#> t2item1 1 0 0 0
#> t2item2 1 0 0 0
#> t2item3 1 0 0 0
#> t2item4 1 1 0 0
#> t2item5 1 0 1 0
#> t2item6 0 1 0 0
#> t2item7 0 1 0 0
#> t2item8 0 1 0 0
#> t2item9 0 1 1 0
#> t2item10 0 1 0 1
#> t2item11 0 0 1 0
#> t2item12 0 0 1 0
#> t2item13 0 0 1 0
#> t2item14 0 0 1 1
#> t2item15 1 0 1 0
#> t2item16 0 0 0 1
#> t2item17 0 0 0 1
#> t2item18 0 0 0 1
#> t2item19 1 0 0 1
#> t2item20 0 1 0 1
#>
#> -----------------------------------------------------------------
#>
#> Item Parameter Estimates
#>
#> link item itemno partype rule est se partype.attr
#> 1 logit t2item1 1 0 GDINA -1.9297 0
#> 2 logit t2item1 1 1 GDINA 2.6775 0 Att1
#> 3 logit t2item2 2 0 GDINA -2.0497 0
#> 4 logit t2item2 2 1 GDINA 2.5256 0 Att1
#> 5 logit t2item3 3 0 GDINA -1.9963 0
#> 6 logit t2item3 3 1 GDINA 2.5748 0 Att1
#> 7 logit t2item4 4 0 GDINA -2.0765 0
#> 8 logit t2item4 4 1 GDINA 1.7806 0 Att1
#> 9 logit t2item4 4 2 GDINA 1.7157 0 Att2
#> 10 logit t2item4 4 1-2 GDINA 0.1825 0 Att1-Att2
#> 11 logit t2item5 5 0 GDINA -2.1097 0
#> 12 logit t2item5 5 1 GDINA 1.6541 0 Att1
#> 13 logit t2item5 5 2 GDINA 1.6920 0 Att3
#> 14 logit t2item5 5 1-2 GDINA 1.0151 0 Att1-Att3
#> 15 logit t2item6 6 0 GDINA -1.8876 0
#> 16 logit t2item6 6 1 GDINA 2.3028 0 Att2
#> 17 logit t2item7 7 0 GDINA -1.8652 0
#> 18 logit t2item7 7 1 GDINA 2.3479 0 Att2
#> 19 logit t2item8 8 0 GDINA -1.9970 0
#> 20 logit t2item8 8 1 GDINA 2.5685 0 Att2
#> 21 logit t2item9 9 0 GDINA -2.3755 0
#> 22 logit t2item9 9 1 GDINA 1.8963 0 Att2
#> 23 logit t2item9 9 2 GDINA 1.9994 0 Att3
#> 24 logit t2item9 9 1-2 GDINA 0.7824 0 Att2-Att3
#> 25 logit t2item10 10 0 GDINA -2.0269 0
#> 26 logit t2item10 10 1 GDINA 1.7797 0 Att2
#> 27 logit t2item10 10 2 GDINA 1.3338 0 Att4
#> 28 logit t2item10 10 1-2 GDINA 0.9936 0 Att2-Att4
#> 29 logit t2item11 11 0 GDINA -1.9972 0
#> 30 logit t2item11 11 1 GDINA 2.5400 0 Att3
#> 31 logit t2item12 12 0 GDINA -2.1304 0
#> 32 logit t2item12 12 1 GDINA 2.7077 0 Att3
#> 33 logit t2item13 13 0 GDINA -1.9054 0
#> 34 logit t2item13 13 1 GDINA 2.3818 0 Att3
#> 35 logit t2item14 14 0 GDINA -1.9668 0
#> 36 logit t2item14 14 1 GDINA 1.6140 0 Att3
#> 37 logit t2item14 14 2 GDINA 1.9376 0 Att4
#> 38 logit t2item14 14 1-2 GDINA 0.9005 0 Att3-Att4
#> 39 logit t2item15 15 0 GDINA -1.9379 0
#> 40 logit t2item15 15 1 GDINA 0.7810 0 Att1
#> 41 logit t2item15 15 2 GDINA 1.4912 0 Att3
#> 42 logit t2item15 15 1-2 GDINA 1.8086 0 Att1-Att3
#> 43 logit t2item16 16 0 GDINA -2.0298 0
#> 44 logit t2item16 16 1 GDINA 2.6111 0 Att4
#> 45 logit t2item17 17 0 GDINA -2.0606 0
#> 46 logit t2item17 17 1 GDINA 2.5772 0 Att4
#> 47 logit t2item18 18 0 GDINA -2.0426 0
#> 48 logit t2item18 18 1 GDINA 2.4825 0 Att4
#> 49 logit t2item19 19 0 GDINA -2.1116 0
#> 50 logit t2item19 19 1 GDINA 2.4928 0 Att1
#> 51 logit t2item19 19 2 GDINA 1.4222 0 Att4
#> 52 logit t2item19 19 1-2 GDINA 0.4713 0 Att1-Att4
#> 53 logit t2item20 20 0 GDINA -2.1072 0
#> 54 logit t2item20 20 1 GDINA 1.7112 0 Att2
#> 55 logit t2item20 20 2 GDINA 1.7837 0 Att4
#> 56 logit t2item20 20 1-2 GDINA 0.7990 0 Att2-Att4
#>
#> RMSD (RMSEA) Item Fit Statistics
#> t2item1 t2item2 t2item3 t2item4 t2item5 t2item6 t2item7 t2item8
#> 0.043 0.046 0.043 0.072 0.041 0.050 0.036 0.048
#> t2item9 t2item10 t2item11 t2item12 t2item13 t2item14 t2item15 t2item16
#> 0.056 0.054 0.047 0.061 0.044 0.046 0.063 0.057
#> t2item17 t2item18 t2item19 t2item20
#> 0.057 0.033 0.046 0.070
#>
#> Mean of RMSEA item fit: 0.051
#> -----------------------------------------------------------------
#> Model Implied Conditional Item Probabilities
#>
#> item rule nessskill itemno skillcomb prob
#> 1 t2item1 GDINA Att1 1 A0 0.1268
#> 2 t2item1 GDINA Att1 1 A1 0.6787
#> 3 t2item2 GDINA Att1 2 A0 0.1141
#> 4 t2item2 GDINA Att1 2 A1 0.6168
#> 5 t2item3 GDINA Att1 3 A0 0.1196
#> 6 t2item3 GDINA Att1 3 A1 0.6407
#> 7 t2item4 GDINA Att1-Att2 4 A00 0.1114
#> 8 t2item4 GDINA Att1-Att2 4 A10 0.4266
#> 9 t2item4 GDINA Att1-Att2 4 A01 0.4108
#> 10 t2item4 GDINA Att1-Att2 4 A11 0.8323
#> 11 t2item5 GDINA Att1-Att3 5 A00 0.1082
#> 12 t2item5 GDINA Att1-Att3 5 A10 0.3880
#> 13 t2item5 GDINA Att1-Att3 5 A01 0.3970
#> 14 t2item5 GDINA Att1-Att3 5 A11 0.9048
#> 15 t2item6 GDINA Att2 6 A0 0.1315
#> 16 t2item6 GDINA Att2 6 A1 0.6023
#> 17 t2item7 GDINA Att2 7 A0 0.1341
#> 18 t2item7 GDINA Att2 7 A1 0.6184
#> 19 t2item8 GDINA Att2 8 A0 0.1195
#> 20 t2item8 GDINA Att2 8 A1 0.6391
#> 21 t2item9 GDINA Att2-Att3 9 A00 0.0851
#> 22 t2item9 GDINA Att2-Att3 9 A10 0.3824
#> 23 t2item9 GDINA Att2-Att3 9 A01 0.4071
#> 24 t2item9 GDINA Att2-Att3 9 A11 0.9091
#> 25 t2item10 GDINA Att2-Att4 10 A00 0.1164
#> 26 t2item10 GDINA Att2-Att4 10 A10 0.4385
#> 27 t2item10 GDINA Att2-Att4 10 A01 0.3334
#> 28 t2item10 GDINA Att2-Att4 10 A11 0.8890
#> 29 t2item11 GDINA Att3 11 A0 0.1195
#> 30 t2item11 GDINA Att3 11 A1 0.6325
#> 31 t2item12 GDINA Att3 12 A0 0.1062
#> 32 t2item12 GDINA Att3 12 A1 0.6404
#> 33 t2item13 GDINA Att3 13 A0 0.1295
#> 34 t2item13 GDINA Att3 13 A1 0.6169
#> 35 t2item14 GDINA Att3-Att4 14 A00 0.1227
#> 36 t2item14 GDINA Att3-Att4 14 A10 0.4127
#> 37 t2item14 GDINA Att3-Att4 14 A01 0.4927
#> 38 t2item14 GDINA Att3-Att4 14 A11 0.9231
#> 39 t2item15 GDINA Att1-Att3 15 A00 0.1259
#> 40 t2item15 GDINA Att1-Att3 15 A10 0.2392
#> 41 t2item15 GDINA Att1-Att3 15 A01 0.3901
#> 42 t2item15 GDINA Att1-Att3 15 A11 0.8950
#> 43 t2item16 GDINA Att4 16 A0 0.1161
#> 44 t2item16 GDINA Att4 16 A1 0.6414
#> 45 t2item17 GDINA Att4 17 A0 0.1130
#> 46 t2item17 GDINA Att4 17 A1 0.6264
#> 47 t2item18 GDINA Att4 18 A0 0.1148
#> 48 t2item18 GDINA Att4 18 A1 0.6082
#> 49 t2item19 GDINA Att1-Att4 19 A00 0.1080
#> 50 t2item19 GDINA Att1-Att4 19 A10 0.5942
#> 51 t2item19 GDINA Att1-Att4 19 A01 0.3342
#> 52 t2item19 GDINA Att1-Att4 19 A11 0.9068
#> 53 t2item20 GDINA Att2-Att4 20 A00 0.1084
#> 54 t2item20 GDINA Att2-Att4 20 A10 0.4023
#> 55 t2item20 GDINA Att2-Att4 20 A01 0.4198
#> 56 t2item20 GDINA Att2-Att4 20 A11 0.8991
#> -----------------------------------------------------------------
#>
#> Skill Probabilities
#>
#> skill.prob0 skill.prob1
#> Att1 0.6355 0.3645
#> Att2 0.5149 0.4851
#> Att3 0.4266 0.5734
#> Att4 0.3045 0.6955
#> -----------------------------------------------------------------
#>
#> Polychoric Correlations
#>
#> Group 1
#> Att1 Att2 Att3 Att4
#> Att1 1.000 0.665 0.737 0.806
#> Att2 0.665 1.000 0.772 0.804
#> Att3 0.737 0.772 1.000 0.736
#> Att4 0.806 0.804 0.736 1.000
#>
#> -----------------------------------------------------------------
#>
#> Skill Pattern Probabilities
#>
#> 0000 1000 0100 1100 0010 1010 0110 1110 0001 1001 0101
#> 0.2285 0.0039 0.0115 0.0004 0.0425 0.0034 0.0121 0.0022 0.1044 0.0192 0.0416
#> 1101 0011 1011 0111 1111
#> 0.0171 0.0600 0.0530 0.1349 0.2653
m2$pattern
#> pattern mle.est mle.post map.est map.post post.attr1 post.attr2
#> 1 P1000001 1011 0.5800233 1011 0.9273102 9.975238e-01 0.0036526732
#> 2 P1000002 0001 0.8830593 0001 0.9513603 1.206853e-02 0.0068327385
#> 3 P1000003 0110 0.6113058 0110 0.8077001 9.931883e-02 0.9227574667
#> 4 P1000004 0111 0.8307196 0111 0.8953984 3.447166e-02 0.9276782326
#> 5 P1000005 0111 0.9764246 0111 0.9725434 2.433694e-02 0.9995328435
#> 6 P1000006 0011 0.9861910 0011 0.9843224 1.872445e-03 0.0079644997
#> 7 P1000007 0111 0.7090145 0111 0.6798221 2.787507e-01 0.9431493176
#> 8 P1000008 1111 0.8589816 1111 0.9822490 9.893411e-01 0.9952414937
#> 9 P1000009 1111 0.9356803 1111 0.9985154 9.998854e-01 0.9992534874
#> 10 P1000010 0000 0.7037961 0000 0.8874160 2.222992e-04 0.0007618127
#> 11 P1000011 1111 0.6150994 1111 0.7839747 7.850799e-01 0.9992247177
#> 12 P1000012 1111 0.5589054 1111 0.8637309 9.985388e-01 0.8651136650
#> 13 P1000013 1000 0.8224664 1000 0.4519331 5.196445e-01 0.0048621003
#> 14 P1000014 1111 0.6936189 1111 0.9648678 9.984795e-01 0.9896481104
#> 15 P1000015 0001 0.3874386 0001 0.6427624 1.147412e-01 0.0055818639
#> 16 P1000016 0111 0.9489852 0111 0.9609396 2.572259e-02 0.9938881627
#> 17 P1000017 0000 0.7071272 0000 0.9646168 2.784396e-03 0.0053638483
#> 18 P1000018 0001 0.6698376 0001 0.5482484 4.373968e-04 0.0005881116
#> 19 P1000019 0100 0.8206429 0000 0.6534609 2.616721e-03 0.3143019128
#> 20 P1000020 1000 0.5948350 1001 0.4202860 6.776710e-01 0.0044593231
#> 21 P1000021 0111 0.4928693 0111 0.7326863 2.807835e-02 0.8741515731
#> 22 P1000022 1101 0.2067289 1111 0.6479788 7.871933e-01 0.8806594958
#> 23 P1000023 0110 0.3881405 0111 0.6964324 1.961771e-04 0.9120673462
#> 24 P1000024 1001 0.5369052 1011 0.6375783 9.819577e-01 0.0495753235
#> 25 P1000025 1111 0.9207766 1111 0.9721640 9.795930e-01 0.9925652002
#> 26 P1000026 1001 0.3090640 0001 0.2805732 2.392343e-01 0.2708967595
#> 27 P1000027 1010 0.3917038 1011 0.5501199 9.977642e-01 0.3857754799
#> 28 P1000028 0000 0.7404750 0000 0.9795192 2.426153e-03 0.0081115730
#> 29 P1000029 0000 0.3871319 0000 0.6932451 1.130656e-02 0.0067814479
#> 30 P1000030 1011 0.9045111 1011 0.9631613 9.991291e-01 0.0005318727
#> 31 P1000031 0101 0.6705921 0001 0.5148790 6.237095e-04 0.4694990084
#> 32 P1000032 1111 0.9095533 1111 0.9689922 9.785792e-01 0.9903223556
#> 33 P1000033 1001 0.5201583 1011 0.5164562 7.966929e-01 0.0051280617
#> 34 P1000034 0001 0.8197198 0001 0.9086545 1.394680e-03 0.0667124181
#> 35 P1000035 0101 0.7974242 0101 0.5855905 4.773887e-04 0.8818464532
#> 36 P1000036 0001 0.4550669 0001 0.6456211 3.421182e-03 0.1971825046
#> 37 P1000037 1011 0.8462188 1011 0.7795130 8.824431e-01 0.1109052005
#> 38 P1000038 1111 0.5194904 1111 0.9821907 9.984517e-01 0.9906337179
#> 39 P1000039 0111 0.8791683 0111 0.9582230 2.030428e-03 0.9936038529
#> 40 P1000040 0000 0.5341212 0000 0.8120172 3.766749e-03 0.0045005734
#> 41 P1000041 1111 0.9558343 1111 0.9795070 9.796252e-01 0.9999284483
#> 42 P1000042 0111 0.9867752 0111 0.9929308 1.988840e-03 0.9951579130
#> 43 P1000043 0001 0.6123087 0001 0.7390355 9.926198e-03 0.0004642245
#> 44 P1000044 1111 0.9880389 1111 0.9977029 9.985005e-01 0.9992542417
#> 45 P1000045 0100 0.6139029 0000 0.8254823 2.304299e-04 0.0893444327
#> 46 P1000046 0111 0.5609798 0111 0.7811489 2.218865e-04 0.9248613625
#> 47 P1000047 0000 0.7564130 0000 0.9631910 2.538522e-03 0.0046865228
#> 48 P1000048 1111 0.8787881 1111 0.9866510 9.998847e-01 0.9886800546
#> 49 P1000049 0011 0.5686638 0011 0.6250558 3.339451e-01 0.0005435631
#> 50 P1000050 0111 0.9079805 0111 0.8574363 1.405981e-01 0.9989306440
#> 51 P1000051 0000 0.6455779 0000 0.8854350 2.230088e-04 0.0079031985
#> 52 P1000052 1011 0.9696934 1011 0.9779193 9.895581e-01 0.0085073295
#> 53 P1000053 1010 0.7086789 1010 0.3313809 4.493923e-01 0.0116166825
#> 54 P1000054 0000 0.7076834 0000 0.9494582 2.473703e-03 0.0007892748
#> 55 P1000055 1101 0.6860033 1111 0.6556152 9.974786e-01 0.8951631328
#> 56 P1000056 0100 0.5996766 0000 0.8633862 1.881717e-04 0.0934481560
#> 57 P1000057 0000 0.7196887 0000 0.9649956 2.392756e-03 0.0053639686
#> 58 P1000058 1111 0.9107245 1111 0.9955140 9.984903e-01 0.9992841135
#> 59 P1000059 1101 0.6964412 1101 0.5026880 5.136198e-01 0.9850834279
#> 60 P1000060 1111 0.9626305 1111 0.9977491 9.998850e-01 0.9999284378
#> 61 P1000061 1111 0.9383276 1111 0.9992793 9.998854e-01 0.9999286189
#> 62 P1000062 0111 0.6566488 0111 0.8613462 2.972672e-03 0.9994209778
#> 63 P1000063 1000 0.7511365 0000 0.7284580 1.602550e-01 0.0059316614
#> 64 P1000064 0100 0.4997518 0000 0.9357214 1.163621e-03 0.0536702654
#> 65 P1000065 0110 0.5622125 0111 0.7261246 1.273175e-03 0.9981951694
#> 66 P1000066 0011 0.6850907 0011 0.5932037 3.193076e-02 0.0079820312
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#> 71 P1000071 0101 0.9197252 0101 0.9266947 7.528226e-03 0.9832617596
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#> 74 P1000074 0011 0.2930205 0001 0.4757700 1.656108e-01 0.0005075857
#> 75 P1000075 0010 0.8531769 0010 0.9500260 8.692797e-03 0.0141811405
#> 76 P1000076 0000 0.8251566 0000 0.9511244 2.102665e-04 0.0043608353
#> 77 P1000077 1011 0.9411103 1011 0.9773236 9.883909e-01 0.0077713839
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#> 79 P1000079 0111 0.7797602 0111 0.8106947 1.588003e-01 0.9884462418
#> 80 P1000080 1101 0.5118664 0101 0.4598907 4.343189e-01 0.8642551148
#> 81 P1000081 0000 0.8086928 0000 0.9576152 1.897796e-04 0.0007880088
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#> 92 P1000092 0100 0.6139029 0000 0.8254823 2.304299e-04 0.0893444327
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#> 144 P1000144 0000 0.5339164 0000 0.8379403 5.097154e-04 0.0057581848
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#> 554 P1000554 1110 0.3014376 1111 0.8620699 9.980793e-01 0.8994175144
#> 555 P1000555 1111 0.9579235 1111 0.9813504 9.815736e-01 0.9999284577
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#> 560 P1000560 0100 0.4193631 0000 0.8425886 4.378058e-04 0.0725580512
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#> 573 P1000573 0101 0.5327101 0111 0.6957845 1.651417e-02 0.9864529492
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#> 600 P1000600 0000 0.7071272 0000 0.9646168 2.784396e-03 0.0053638483
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#> 608 P1000608 0101 0.6269405 0101 0.7638725 5.545666e-04 0.9004419363
#> 609 P1000609 1111 0.6378888 1111 0.9093125 9.984737e-01 0.9111681110
#> 610 P1000610 0101 0.4970286 0101 0.3950325 5.260206e-04 0.4634412026
#> 611 P1000611 0010 0.6509641 0000 0.6274126 1.898212e-03 0.0084309029
#> 612 P1000612 0000 0.6440100 0000 0.9484322 2.753351e-03 0.0078251216
#> 613 P1000613 1000 0.5657210 0000 0.9230067 3.662328e-02 0.0099664663
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#> 616 P1000616 0010 0.7585071 0010 0.7597567 1.392052e-02 0.0123950526
#> 617 P1000617 1101 0.9790423 1101 0.8920439 9.990213e-01 0.9865303926
#> 618 P1000618 1011 0.8513302 1011 0.7811553 8.828969e-01 0.1110430557
#> 619 P1000619 1000 0.8984732 0000 0.4735194 5.025358e-01 0.0045359327
#> 620 P1000620 0110 0.4575722 0111 0.6996002 1.799642e-04 0.9250790052
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#> 624 P1000624 0001 0.4146795 0001 0.6961053 1.232766e-01 0.0364194473
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#> 738 P1000738 0000 0.7997533 0000 0.9797485 1.945456e-04 0.0100944287
#> 739 P1000739 0000 0.4832517 0000 0.8361423 4.642831e-04 0.0048591486
#> 740 P1000740 1111 0.8818486 1111 0.9663488 9.713672e-01 0.9992449428
#> 741 P1000741 0000 0.3407627 0000 0.6840111 3.892226e-03 0.0348636636
#> 742 P1000742 0111 0.9058422 0111 0.9688907 2.017468e-03 0.9951663295
#> 743 P1000743 1101 0.8995108 1111 0.5484177 9.836881e-01 0.9879124284
#> 744 P1000744 0101 0.2533640 0111 0.4613777 1.774289e-02 0.8811743786
#> 745 P1000745 1111 0.9551977 1111 0.9787715 9.796202e-01 0.9992517313
#> 746 P1000746 1111 0.9618737 1111 0.9960184 9.985656e-01 0.9992518827
#> 747 P1000747 0111 0.6022053 0111 0.8139899 2.098571e-04 0.9427638343
#> 748 P1000748 1111 0.4712581 1111 0.7415849 7.586036e-01 0.9999223430
#> 749 P1000749 0000 0.6789796 0000 0.9426692 1.887895e-04 0.0102012447
#> 750 P1000750 0111 0.9567683 0111 0.9545763 3.722300e-02 0.9939396933
#> 751 P1000751 0001 0.5604411 0001 0.6978544 5.223680e-04 0.0822557914
#> 752 P1000752 1011 0.8492193 1011 0.8764739 8.823067e-01 0.0005391820
#> 753 P1000753 1101 0.9474749 1101 0.7994273 9.954302e-01 0.9835561080
#> 754 P1000754 0000 0.4009371 0000 0.7059502 9.988588e-03 0.0052437742
#> 755 P1000755 1111 0.6662108 1111 0.9426270 9.714371e-01 0.9922367070
#> 756 P1000756 0111 0.8709555 0111 0.9800164 1.975376e-03 0.9950195743
#> 757 P1000757 0110 0.4658425 0111 0.7652951 1.314137e-01 0.9867129517
#> 758 P1000758 0111 0.6315644 0111 0.8512062 1.772620e-02 0.9989125697
#> 759 P1000759 0011 0.6771032 0011 0.5324341 1.464582e-01 0.3811076005
#> 760 P1000760 0111 0.7651393 0111 0.6544158 3.387461e-01 0.9952998210
#> 761 P1000761 0000 0.5324469 0000 0.7512131 2.938176e-04 0.0045560555
#> 762 P1000762 0100 0.7740848 0100 0.5049412 5.313362e-03 0.8646967805
#> 763 P1000763 1111 0.3504642 1111 0.8385629 8.676502e-01 0.9949585456
#> 764 P1000764 0000 0.5357018 0000 0.7438935 3.047839e-04 0.0051734085
#> 765 P1000765 1111 0.7180025 1111 0.9704785 9.998787e-01 0.9923031303
#> 766 P1000766 0001 0.6653491 0001 0.8286682 3.819695e-02 0.0053846934
#> 767 P1000767 1111 0.3525018 1111 0.6571665 7.797029e-01 0.8396052461
#> 768 P1000768 0110 0.5856483 0111 0.8134228 1.807809e-03 0.9399259309
#> 769 P1000769 0000 0.9446598 0000 0.9889664 1.946025e-04 0.0007810027
#> 770 P1000770 0100 0.6688491 0000 0.7468179 6.524206e-03 0.2158301960
#> 771 P1000771 0001 0.6118516 0001 0.7054795 6.261745e-03 0.0048615333
#> 772 P1000772 1111 0.6346485 1111 0.7959340 8.002296e-01 0.9990316066
#> 773 P1000773 0011 0.9679544 0011 0.9687187 1.855821e-03 0.0086585276
#> 774 P1000774 1111 0.9353228 1111 0.9790631 9.814945e-01 0.9992827314
#> 775 P1000775 0111 0.9822446 0111 0.9792537 1.875499e-02 0.9991650853
#> 776 P1000776 1111 0.5009627 1111 0.6928559 7.009721e-01 0.9902339178
#> 777 P1000777 0000 0.6414402 0000 0.8957931 1.184527e-03 0.0097934185
#> 778 P1000778 0000 0.9446598 0000 0.9889664 1.946025e-04 0.0007810027
#> 779 P1000779 1000 0.5482769 0000 0.9299614 3.162820e-02 0.0076610493
#> 780 P1000780 1111 0.8827202 1111 0.9866775 9.985663e-01 0.9886746200
#> 781 P1000781 0000 0.6347137 0000 0.8996075 3.351203e-03 0.0074712966
#> 782 P1000782 1111 0.7404994 1111 0.9293792 9.899336e-01 0.9389987706
#> 783 P1000783 0000 0.7997533 0000 0.9797485 1.945456e-04 0.0100944287
#> 784 P1000784 0000 0.8269521 0000 0.9817105 1.945577e-04 0.0081121367
#> 785 P1000785 0000 0.4780106 0000 0.8497546 4.448025e-04 0.0080493584
#> 786 P1000786 0110 0.5376798 0111 0.3618330 2.714506e-02 0.5754153261
#> 787 P1000787 1111 0.5437830 1111 0.9922308 9.998823e-01 0.9991202495
#> 788 P1000788 0011 0.5266626 0111 0.5822953 2.232271e-02 0.6043014689
#> 789 P1000789 1001 0.7960723 0001 0.5012489 4.817245e-01 0.0307376296
#> 790 P1000790 0011 0.5862163 0111 0.4994035 2.020831e-03 0.5221505546
#> 791 P1000791 0011 0.4910958 0001 0.4829893 1.524323e-03 0.0533353283
#> 792 P1000792 0000 0.8276129 0000 0.9624613 1.905251e-04 0.0007869258
#> 793 P1000793 1111 0.4499237 1111 0.7545506 7.856517e-01 0.9992141675
#> 794 P1000794 0010 0.6558408 0000 0.4680748 1.134821e-02 0.0008661507
#> 795 P1000795 0000 0.6543815 0000 0.8907334 1.201945e-03 0.0074992015
#> 796 P1000796 0100 0.8063317 0000 0.7241480 1.304271e-03 0.2411738966
#> 797 P1000797 1111 0.5695463 1111 0.9528360 9.985058e-01 0.9999228106
#> 798 P1000798 0111 0.8555195 0111 0.9566035 2.564640e-02 0.9938081423
#> 799 P1000799 1111 0.9030635 1111 0.9801427 9.815320e-01 0.9992509737
#> 800 P1000800 1111 0.9274565 1111 0.9850072 9.985686e-01 0.9866269117
#> 801 P1000801 0111 0.6277519 0111 0.7469060 1.556073e-01 0.8975369065
#> 802 P1000802 1000 0.4022614 0000 0.4920853 1.167752e-01 0.0048145631
#> 803 P1000803 1011 0.9484962 1011 0.9859642 9.895312e-01 0.0005373601
#> 804 P1000804 1111 0.9529415 1111 0.9902330 9.998855e-01 0.9903601856
#> 805 P1000805 0001 0.4814769 0001 0.8068290 1.486157e-01 0.0004378121
#> 806 P1000806 0000 0.4278814 0000 0.7811112 5.264569e-04 0.0077530332
#> 807 P1000807 1111 0.4608982 1111 0.8474696 8.611536e-01 0.9924090619
#> 808 P1000808 1111 0.9271813 1111 0.9787153 9.814771e-01 0.9992822548
#> 809 P1000809 0110 0.5050508 0111 0.6401028 1.300395e-03 0.8759753535
#> 810 P1000810 1111 0.9488718 1111 0.9905075 9.998854e-01 0.9907792577
#> 811 P1000811 0011 0.6746139 0011 0.7185044 1.316314e-04 0.0968311114
#> 812 P1000812 0011 0.8222439 0011 0.8130295 2.329501e-02 0.0005669644
#> 813 P1000813 0000 0.8231523 0000 0.9863656 2.823893e-03 0.0007809383
#> 814 P1000814 0001 0.5632100 0001 0.6846332 5.456830e-02 0.0028955316
#> 815 P1000815 0010 0.5463689 0010 0.4343925 1.325449e-03 0.0542750659
#> 816 P1000816 0111 0.9473104 0111 0.9851404 1.022749e-03 0.9991446921
#> 817 P1000817 0000 0.8395005 0000 0.9867585 2.426710e-03 0.0007809481
#> 818 P1000818 0000 0.4947190 0000 0.7191589 6.863327e-04 0.0052245883
#> 819 P1000819 0010 0.8766488 0010 0.8291919 6.473034e-04 0.0122563651
#> 820 P1000820 0000 0.8269521 0000 0.9817105 1.945577e-04 0.0081121367
#> 821 P1000821 0111 0.6577050 0111 0.6182655 3.385601e-01 0.9418113647
#> 822 P1000822 1111 0.2937675 1111 0.6491406 6.778648e-01 0.9988751444
#> 823 P1000823 0000 0.4193581 0000 0.8952641 1.930603e-02 0.0041905503
#> 824 P1000824 0000 0.4466065 0000 0.9353217 2.549281e-03 0.0436290558
#> 825 P1000825 0011 0.5579805 0011 0.5530322 3.186720e-01 0.1073396564
#> 826 P1000826 1001 0.7869179 1001 0.5847665 9.919951e-01 0.0544737464
#> 827 P1000827 1111 0.9869352 1111 0.9971562 9.983383e-01 0.9988593832
#> 828 P1000828 0101 0.8446592 0101 0.7911168 2.117720e-02 0.9977921081
#> 829 P1000829 1000 0.6319317 1001 0.5492004 9.213616e-01 0.0036139739
#> 830 P1000830 1111 0.9145500 1111 0.9693974 9.785814e-01 0.9907456626
#> 831 P1000831 1111 0.3894031 1111 0.8634299 9.982709e-01 0.8701434934
#> 832 P1000832 0111 0.8983945 0111 0.8393215 1.588539e-01 0.9991444747
#> 833 P1000833 0001 0.9394004 0001 0.9666887 6.325227e-04 0.0068446330
#> 834 P1000834 1111 0.2836384 1111 0.8364249 9.790524e-01 0.8850392336
#> 835 P1000835 1001 0.8210735 1001 0.6298240 6.874983e-01 0.0764639274
#> 836 P1000836 0101 0.6611816 0001 0.5259469 6.240336e-04 0.4583524257
#> 837 P1000837 0111 0.7811834 0111 0.6570848 3.396815e-01 0.9951210680
#> 838 P1000838 1111 0.6470826 1111 0.9477604 9.783659e-01 0.9904940928
#> 839 P1000839 0010 0.8613429 0010 0.7793821 6.366236e-04 0.0126758887
#> 840 P1000840 0011 0.9334517 0011 0.8993508 2.621293e-02 0.0658489198
#> 841 P1000841 0111 0.9691901 0111 0.9896308 1.834111e-03 0.9951258738
#> 842 P1000842 1111 0.9082797 1111 0.9956414 9.985634e-01 0.9991204085
#> 843 P1000843 0101 0.5271917 0101 0.8115519 4.839711e-02 0.9749276580
#> 844 P1000844 1111 0.8772669 1111 0.9873850 9.983455e-01 0.9912674977
#> 845 P1000845 1111 0.4988941 1111 0.9726857 9.809776e-01 0.9991168839
#> 846 P1000846 0000 0.7032041 0000 0.9341762 2.543256e-03 0.0007799310
#> 847 P1000847 1111 0.5529233 1111 0.8697017 9.998828e-01 0.8703117417
#> 848 P1000848 0000 0.8888034 0000 0.9792855 4.274857e-04 0.0007831099
#> 849 P1000849 0010 0.5237571 0011 0.5364109 1.380874e-03 0.0109041159
#> 850 P1000850 1110 0.8691320 1111 0.5731479 9.520404e-01 0.8852615624
#> 851 P1000851 0000 0.8231523 0000 0.9863656 2.823893e-03 0.0007809383
#> 852 P1000852 0000 0.9446598 0000 0.9889664 1.946025e-04 0.0007810027
#> 853 P1000853 1111 0.9363649 1111 0.9984382 9.998854e-01 0.9990695594
#> 854 P1000854 0001 0.8986842 0001 0.9619453 1.211604e-02 0.0004312135
#> 855 P1000855 0001 0.3269368 0001 0.5747900 1.169767e-01 0.0300692957
#> 856 P1000856 0100 0.4598995 0000 0.6317359 1.489057e-02 0.2558688066
#> 857 P1000857 0000 0.7424936 0000 0.9627898 2.953950e-03 0.0046865285
#> 858 P1000858 0010 0.6392009 0000 0.5134787 6.905359e-03 0.0085025513
#> 859 P1000859 1000 0.3530318 0001 0.4729393 1.540880e-01 0.0032338618
#> 860 P1000860 0110 0.5627343 0010 0.5507247 1.095257e-02 0.3715254813
#> 861 P1000861 1100 0.7299721 1101 0.7982804 9.545587e-01 0.9039759367
#> 862 P1000862 1111 0.9125148 1111 0.9703569 9.795853e-01 0.9907464340
#> 863 P1000863 1111 0.6372511 1111 0.7846972 7.868162e-01 0.9990332557
#> 864 P1000864 1111 0.6165625 1111 0.7844937 7.850889e-01 0.9999258489
#> 865 P1000865 0001 0.8991014 0001 0.8632523 1.290210e-03 0.0051384785
#> 866 P1000866 0000 0.8320125 0000 0.9820622 1.945599e-04 0.0077567864
#> 867 P1000867 1111 0.9908551 1111 0.9976150 9.985002e-01 0.9992541371
#> 868 P1000868 1011 0.9813293 1011 0.9828966 9.901269e-01 0.0065570623
#> 869 P1000869 1000 0.6722732 0000 0.7756646 1.619771e-01 0.0045492184
#> 870 P1000870 0001 0.6436823 0001 0.7731413 1.031771e-02 0.0071828708
#> 871 P1000871 0001 0.8861858 0001 0.9364322 1.185540e-02 0.0004406237
#> 872 P1000872 0000 0.4388972 0000 0.9108337 3.049830e-03 0.0438208130
#> 873 P1000873 0010 0.6476717 0010 0.8492978 5.972487e-04 0.1258462411
#> 874 P1000874 0000 0.7548798 0000 0.8998126 5.074484e-04 0.0007543529
#> 875 P1000875 0110 0.4138651 0111 0.3637572 1.404474e-01 0.9819766362
#> 876 P1000876 0101 0.6244404 0101 0.5535787 9.712184e-02 0.9899482708
#> 877 P1000877 0101 0.5970667 0101 0.3992684 7.544303e-03 0.5379115502
#> 878 P1000878 0001 0.7353965 0001 0.7802285 5.694125e-04 0.0609239941
#> 879 P1000879 0100 0.7561701 0000 0.4842299 3.144936e-04 0.3524278345
#> 880 P1000880 0011 0.6053797 0011 0.5961614 3.442721e-01 0.0888994361
#> 881 P1000881 0001 0.4055425 0001 0.6236476 1.106187e-01 0.0005208387
#> 882 P1000882 1111 0.6838402 1111 0.9275784 9.991852e-01 0.9289831702
#> 883 P1000883 0000 0.7921430 0000 0.9057893 2.324542e-04 0.0007513097
#> 884 P1000884 0101 0.6225497 0101 0.5867597 1.116803e-01 0.9208958252
#> 885 P1000885 0110 0.5262870 0111 0.4456567 2.706150e-01 0.9212253012
#> 886 P1000886 0000 0.2983921 0000 0.6831103 3.889349e-03 0.0498641885
#> 887 P1000887 0010 0.6580120 0000 0.5168523 8.033474e-03 0.0008566100
#> 888 P1000888 0000 0.9446598 0000 0.9889664 1.946025e-04 0.0007810027
#> 889 P1000889 1111 0.9634618 1111 0.9838549 9.844600e-01 0.9995244258
#> 890 P1000890 0010 0.9138734 0010 0.8409592 7.535143e-04 0.0009506892
#> 891 P1000891 0001 0.7778367 0001 0.8926988 1.200446e-02 0.0639663002
#> 892 P1000892 0001 0.3650036 0000 0.5993858 7.831455e-04 0.0448100432
#> 893 P1000893 0011 0.6779385 0011 0.5434466 1.445305e-01 0.3562693304
#> 894 P1000894 0001 0.8927069 0001 0.8759657 5.900400e-04 0.0048480850
#> 895 P1000895 1011 0.8823725 1011 0.9432296 9.890712e-01 0.0052876301
#> 896 P1000896 0000 0.5910019 0000 0.9316057 1.252042e-03 0.0237814850
#> 897 P1000897 0111 0.9805505 0111 0.9841311 1.398201e-02 0.9991260188
#> 898 P1000898 1111 0.5206991 1111 0.9883158 9.983013e-01 0.9992727281
#> 899 P1000899 0001 0.7718359 0001 0.9021772 1.224681e-02 0.0773887853
#> 900 P1000900 1111 0.9154300 1111 0.9719367 9.730256e-01 0.9992504187
#> 901 P1000901 1111 0.8948953 1111 0.9741485 9.785560e-01 0.9999278799
#> 902 P1000902 0010 0.5316298 0011 0.5280828 1.368832e-03 0.0109587686
#> 903 P1000903 0010 0.5465499 0011 0.4795274 1.066040e-04 0.0107670766
#> 904 P1000904 1000 0.6203047 0000 0.9258410 3.336403e-02 0.0007870148
#> 905 P1000905 0001 0.5554188 0000 0.5873298 3.689346e-04 0.0006425265
#> 906 P1000906 0100 0.4938962 0101 0.5801751 9.256553e-03 0.8235794019
#> 907 P1000907 1111 0.7163872 1111 0.8567292 8.637979e-01 0.9950338774
#> 908 P1000908 0000 0.4291364 0000 0.6938723 5.124408e-03 0.0046754869
#> 909 P1000909 1111 0.5772202 1111 0.9831345 9.998827e-01 0.9886950661
#> 910 P1000910 0111 0.8659397 0111 0.9533702 2.560762e-02 0.9925239477
#> 911 P1000911 0001 0.6862245 0001 0.5631975 5.579399e-03 0.0005811403
#> 912 P1000912 0001 0.8007294 0001 0.8849721 8.520883e-03 0.0024598725
#> 913 P1000913 1111 0.9576415 1111 0.9967750 9.977872e-01 0.9992866480
#> 914 P1000914 0001 0.8933002 0001 0.9435006 9.015489e-03 0.0052544487
#> 915 P1000915 1111 0.9100127 1111 0.9964304 9.985635e-01 0.9999284018
#> 916 P1000916 0101 0.6933518 0101 0.5035110 1.195820e-02 0.5254115767
#> 917 P1000917 0001 0.4740876 0001 0.7984079 1.479511e-01 0.0052342075
#> 918 P1000918 1111 0.9481594 1111 0.9834440 9.882854e-01 0.9952630809
#> 919 P1000919 1111 0.6507150 1111 0.9649167 9.981945e-01 0.9989526089
#> 920 P1000920 0111 0.5550641 0111 0.8066494 3.946868e-02 0.9939773957
#> 921 P1000921 0011 0.5847689 0011 0.4758446 1.633239e-03 0.0926672282
#> 922 P1000922 0000 0.7126791 0000 0.9033748 2.897466e-03 0.0007511130
#> 923 P1000923 1111 0.9570446 1111 0.9957180 9.984923e-01 0.9992845367
#> 924 P1000924 1111 0.6627668 1111 0.9244899 9.892631e-01 0.9385541678
#> 925 P1000925 1010 0.2937661 0000 0.1805634 4.084316e-01 0.2799693345
#> 926 P1000926 1111 0.6323939 1111 0.8895381 9.781800e-01 0.9107052136
#> 927 P1000927 0000 0.7139976 0000 0.9574924 2.606438e-03 0.0080291650
#> 928 P1000928 0001 0.9683010 0001 0.9743254 6.371084e-04 0.0067724627
#> 929 P1000929 1111 0.9088695 1111 0.9689670 9.785776e-01 0.9903218883
#> 930 P1000930 0000 0.4643197 0000 0.9693487 1.653682e-02 0.0043390070
#> 931 P1000931 0001 0.8763065 0001 0.8641582 7.308965e-03 0.0051283957
#> 932 P1000932 1110 0.3266459 1111 0.8795697 9.998703e-01 0.9065881833
#> 933 P1000933 1111 0.9621658 1111 0.9950717 9.977782e-01 0.9990672945
#> 934 P1000934 1011 0.6181269 1011 0.9545039 9.977174e-01 0.0036740029
#> 935 P1000935 1111 0.5798469 1111 0.7656276 7.686182e-01 0.9990265450
#> 936 P1000936 0000 0.4352486 0000 0.8513622 5.808947e-03 0.0008105868
#> 937 P1000937 0001 0.8405565 0001 0.7829820 5.478083e-04 0.0050927101
#> 938 P1000938 0101 0.8805802 0101 0.8135232 4.311178e-03 0.8276245753
#> 939 P1000939 1010 0.8304993 1010 0.5324431 9.969276e-01 0.0710921664
#> 940 P1000940 1111 0.8773844 1111 0.9623404 9.716634e-01 0.9907298557
#> 941 P1000941 0000 0.8269521 0000 0.9817105 1.945577e-04 0.0081121367
#> 942 P1000942 1011 0.9849732 1011 0.9886849 9.991971e-01 0.0069435422
#> 943 P1000943 0101 0.4531382 0111 0.4359478 1.431915e-01 0.8524458233
#> 944 P1000944 0011 0.3240347 0011 0.3701055 2.839707e-01 0.3704693428
#> 945 P1000945 0010 0.4222112 0010 0.3140626 1.233717e-02 0.0539683630
#> 946 P1000946 0111 0.7890369 0111 0.7912465 1.989819e-01 0.9999160472
#> 947 P1000947 1111 0.7137854 1111 0.9581409 9.805166e-01 0.9990286806
#> 948 P1000948 0001 0.7447923 0001 0.8764932 1.197266e-02 0.0774776445
#> 949 P1000949 0111 0.6418862 0111 0.7347521 2.289969e-01 0.9939679578
#> 950 P1000950 1110 0.4887657 1111 0.4732702 9.878331e-01 0.5124747515
#> 951 P1000951 0001 0.6373745 0001 0.5249655 2.255689e-03 0.0061901065
#> 952 P1000952 0001 0.8602037 0001 0.9344878 3.764982e-03 0.0369307708
#> 953 P1000953 0010 0.4914288 0000 0.6300468 1.587023e-04 0.0454185902
#> 954 P1000954 1010 0.5433307 1011 0.3311411 6.700596e-01 0.0670699276
#> 955 P1000955 0000 0.6858902 0000 0.9283888 2.530930e-03 0.0007812624
#> 956 P1000956 0010 0.8406394 0010 0.6792652 9.690811e-05 0.0116356440
#> 957 P1000957 0001 0.3994897 0000 0.5466929 1.222353e-02 0.0006480290
#> 958 P1000958 0001 0.4342273 0001 0.7695928 1.509276e-01 0.0669806302
#> 959 P1000959 0111 0.8241534 0111 0.7465192 2.484649e-01 0.9951080612
#> 960 P1000960 1001 0.7119378 1001 0.9116280 9.916590e-01 0.0050634837
#> 961 P1000961 1111 0.9299451 1111 0.9976776 9.983347e-01 0.9999285906
#> 962 P1000962 1000 0.7940436 1000 0.3875503 5.638220e-01 0.0045085197
#> 963 P1000963 0011 0.9452521 0011 0.8947060 2.031836e-03 0.0973618605
#> 964 P1000964 1101 0.9724338 1101 0.8777903 9.935300e-01 0.9807810813
#> 965 P1000965 1111 0.5510130 1111 0.8634402 9.998824e-01 0.8648555915
#> 966 P1000966 0000 0.7202965 0000 0.9093263 2.277401e-04 0.0078428469
#> 967 P1000967 1111 0.9463233 1111 0.9892027 9.985698e-01 0.9907771458
#> 968 P1000968 0000 0.7329662 0000 0.9344794 2.767742e-03 0.0007685229
#> 969 P1000969 1001 0.6549434 1001 0.4230226 5.222076e-01 0.1772808295
#> 970 P1000970 0101 0.4294979 0001 0.6245196 5.435967e-02 0.3217481661
#> 971 P1000971 0001 0.6388472 0001 0.5825090 8.259435e-03 0.0060090407
#> 972 P1000972 1101 0.9019648 1111 0.5948043 9.841874e-01 0.9988441987
#> 973 P1000973 0000 0.7967652 0000 0.9085349 2.312047e-04 0.0007522899
#> 974 P1000974 0000 0.9446598 0000 0.9889664 1.946025e-04 0.0007810027
#> 975 P1000975 0000 0.6924700 0000 0.9555984 2.606060e-03 0.0099913862
#> 976 P1000976 0111 0.6284096 0111 0.7778927 1.727722e-01 0.9878319799
#> 977 P1000977 1111 0.8512272 1111 0.9603140 9.728539e-01 0.9891875762
#> 978 P1000978 1111 0.8687931 1111 0.9885623 9.983242e-01 0.9925577454
#> 979 P1000979 0000 0.7290110 0000 0.9532928 1.125771e-03 0.0043668734
#> 980 P1000980 0101 0.7665450 0101 0.5657811 3.303857e-03 0.8341215901
#> 981 P1000981 0101 0.5734554 0101 0.3876385 5.095260e-04 0.5279665709
#> 982 P1000982 0000 0.8344100 0000 0.9866377 2.548751e-03 0.0007809451
#> 983 P1000983 1111 0.9849306 1111 0.9976711 9.985718e-01 0.9992869701
#> 984 P1000984 0111 0.8727457 0111 0.7945944 2.023281e-01 0.9989380544
#> 985 P1000985 0110 0.4718847 0111 0.7681955 9.464132e-04 0.8716851999
#> 986 P1000986 0100 0.4302118 0000 0.8982536 2.558736e-03 0.0528930588
#> 987 P1000987 0011 0.4152143 0111 0.4589632 2.462289e-02 0.5341008349
#> 988 P1000988 1110 0.9088831 1111 0.8838986 9.977896e-01 0.9908161091
#> 989 P1000989 1001 0.4280577 1001 0.5110394 9.660245e-01 0.4654571375
#> 990 P1000990 0101 0.7360181 0101 0.6855667 6.503603e-02 0.9847686150
#> 991 P1000991 1111 0.6867325 1111 0.9660892 9.882704e-01 0.9995053893
#> 992 P1000992 0111 0.9384268 0111 0.9717078 1.469562e-02 0.9991458815
#> 993 P1000993 0110 0.5535572 0010 0.5329539 1.065507e-02 0.3653731667
#> 994 P1000994 0000 0.5015082 0000 0.8504507 9.612471e-04 0.0008117809
#> 995 P1000995 0011 0.5746954 0001 0.4622887 2.560108e-03 0.0056147392
#> 996 P1000996 0110 0.3904282 0111 0.5237898 1.482678e-03 0.8905313554
#> 997 P1000997 0110 0.8391076 0110 0.6340465 7.220971e-04 0.9973494584
#> 998 P1000998 0111 0.7481172 0111 0.9165773 1.433943e-04 0.9400054396
#> 999 P1000999 0101 0.5441067 0001 0.6159468 6.192084e-04 0.3560518785
#> 1000 P1001000 0000 0.6323509 0000 0.9132869 2.672583e-03 0.0044058841
#> post.attr3 post.attr4
#> 1 0.9690707541 0.961378697
#> 2 0.0234633194 0.993236584
#> 3 0.9996309664 0.033017501
#> 4 0.9997563739 0.999824341
#> 5 0.9972953983 0.999929038
#> 6 0.9993915348 0.994665292
#> 7 0.9999648104 0.999214201
#> 8 0.9982371499 0.999235877
#> 9 0.9998821681 0.999492348
#> 10 0.0336732346 0.079988376
#> 11 0.9997822284 0.998980149
#> 12 0.9998280272 0.999965850
#> 13 0.1321654986 0.015443392
#> 14 0.9763296586 0.999954095
#> 15 0.2447219755 0.996433931
#> 16 0.9925058155 0.999927936
#> 17 0.0204770569 0.007269940
#> 18 0.0337935225 0.564998971
#> 19 0.0030103182 0.044725261
#> 20 0.0860738443 0.548194200
#> 21 0.8344775514 0.995981239
#> 22 0.9384042675 0.989224464
#> 23 0.8396961977 0.880421188
#> 24 0.6802359911 0.999667130
#> 25 0.9998527400 0.999957315
#> 26 0.5291073808 0.997114627
#> 27 0.9958713403 0.908334831
#> 28 0.0028040254 0.007293379
#> 29 0.0113465198 0.288962519
#> 30 0.9646749760 0.999754642
#> 31 0.0267128600 0.996463102
#> 32 0.9998734487 0.999956922
#> 33 0.5907627436 0.993567589
#> 34 0.0088774107 0.983841707
#> 35 0.3128591202 0.998181729
#> 36 0.0204371081 0.828720752
#> 37 0.9929843778 0.998742650
#> 38 0.9998585950 0.992958740
#> 39 0.9668806295 0.999017907
#> 40 0.0328779595 0.153389329
#> 41 0.9999885388 0.999958039
#> 42 0.9998203791 0.999927315
#> 43 0.2318050051 0.976903519
#> 44 0.9999890762 0.999957317
#> 45 0.0028041988 0.087309101
#> 46 0.8308926443 0.999903993
#> 47 0.0027841777 0.027285058
#> 48 0.9984797475 0.999549479
#> 49 0.9459066965 0.987462428
#> 50 0.9997897674 0.999115395
#> 51 0.0289479740 0.079849942
#> 52 0.9975046648 0.999107671
#> 53 0.5963034051 0.011783558
#> 54 0.0403755354 0.007235915
#> 55 0.7284436255 0.999131921
#> 56 0.0414576937 0.006894543
#> 57 0.0204833161 0.007263353
#> 58 0.9982294907 0.999488661
#> 59 0.0180820181 0.997215540
#> 60 0.9979892335 0.999945048
#> 61 0.9999891262 0.999475720
#> 62 0.8635399169 0.999921063
#> 63 0.0951596677 0.046171127
#> 64 0.0028429300 0.007121736
#> 65 0.8737197770 0.838374994
#> 66 0.6204586218 0.999581078
#> 67 0.9974710425 0.999106038
#> 68 0.9990197023 0.988782514
#> 69 0.7559075729 0.005382022
#> 70 0.2774010474 0.024934172
#> 71 0.0386555221 0.987905780
#> 72 0.9979010980 0.999463416
#> 73 0.9844970360 0.999788079
#> 74 0.4117324796 0.916154542
#> 75 0.9766946084 0.005216835
#> 76 0.0027765208 0.041872394
#> 77 0.9996606967 0.996694832
#> 78 0.9997550577 0.999930611
#> 79 0.9732678783 0.999120631
#> 80 0.0192443688 0.982254325
#> 81 0.0344151766 0.007210637
#> 82 0.0204813929 0.007265377
#> 83 0.2504859091 0.998475577
#> 84 0.0192085656 0.990889268
#> 85 0.0028031073 0.007280061
#> 86 0.2184000189 0.999699125
#> 87 0.2528540888 0.006567814
#> 88 0.9955511004 0.989949747
#> 89 0.9984959759 0.996156027
#> 90 0.9967170152 0.985740116
#> 91 0.0026084126 0.279230218
#> 92 0.0028041988 0.087309101
#> 93 0.0938941378 0.894100695
#> 94 0.0072234756 0.999872079
#> 95 0.9985460505 0.999944958
#> 96 0.9997938797 0.998973496
#> 97 0.9998277981 0.999368614
#> 98 0.9996159599 0.999233035
#> 99 0.9995642191 0.999140541
#> 100 0.0020106532 0.940219621
#> 101 0.0187281829 0.286234940
#> 102 0.6807884756 0.999916574
#> 103 0.9997170013 0.999994950
#> 104 0.9976435070 0.999845015
#> 105 0.9978256238 0.999996486
#> 106 0.9609425237 0.999950268
#> 107 0.1624037058 0.006918496
#> 108 0.6223574121 0.999950622
#> 109 0.9997967392 0.999985660
#> 110 0.9184153016 0.985092126
#> 111 0.9998807964 0.999996727
#> 112 0.9692130998 0.961490225
#> 113 0.0028031073 0.007280061
#> 114 0.1499802772 0.906000733
#> 115 0.9998614626 0.999996754
#> 116 0.1466607460 0.895309506
#> 117 0.9997713532 0.999739861
#> 118 0.9845361082 0.999925175
#> 119 0.9975788223 0.999103152
#> 120 0.0148807678 0.027843899
#> 121 0.0027973443 0.007324338
#> 122 0.0344843582 0.007186432
#> 123 0.9964289699 0.998843250
#> 124 0.9999891062 0.999605122
#> 125 0.0295287420 0.007221368
#> 126 0.8497641741 0.061172635
#> 127 0.0026970752 0.110153435
#> 128 0.9978393895 0.999331760
#> 129 0.0028031481 0.027465013
#> 130 0.9472258884 0.999497250
#> 131 0.9998520520 0.999416239
#> 132 0.8446766084 0.951924450
#> 133 0.9841855354 0.998869972
#> 134 0.0120967936 0.080211271
#> 135 0.0394941044 0.087097687
#> 136 0.7959380578 0.998534349
#> 137 0.0028031073 0.007280061
#> 138 0.9982615325 0.999647782
#> 139 0.9998613976 0.999563345
#> 140 0.0143986419 0.049220157
#> 141 0.0343570106 0.007247336
#> 142 0.0019847750 0.954403170
#> 143 0.0007384730 0.904140769
#> 144 0.0834045691 0.078719840
#> 145 0.0148539462 0.030885933
#> 146 0.0289451146 0.079862001
#> 147 0.9984853306 0.999996704
#> 148 0.9982083736 0.999996706
#> 149 0.9984944542 0.992372701
#> 150 0.0172212621 0.242484712
#> 151 0.9997950969 0.999414237
#> 152 0.9985085082 0.999956067
#> 153 0.9997134881 0.999923561
#> 154 0.9999881656 0.996391797
#> 155 0.0171284881 0.543933198
#> 156 0.5100343553 0.769135686
#> 157 0.9979270918 0.999488707
#> 158 0.0344151766 0.007210637
#> 159 0.9999891134 0.999996775
#> 160 0.9780851967 0.999996724
#> 161 0.9730027428 0.999994584
#> 162 0.9998748363 0.999423825
#> 163 0.0029119135 0.418882405
#> 164 0.8256386008 0.871877275
#> 165 0.0025191770 0.989634201
#> 166 0.9379594696 0.067502320
#> 167 0.1056754239 0.007046606
#> 168 0.0028089269 0.007255917
#> 169 0.0018817222 0.845550341
#> 170 0.0027838983 0.027292565
#> 171 0.0141109553 0.009865776
#> 172 0.9998267232 0.999996462
#> 173 0.0027339281 0.088200457
#> 174 0.0087496404 0.997480699
#> 175 0.8395925788 0.998861775
#> 176 0.0331724172 0.148569010
#> 177 0.3102470544 0.977941110
#> 178 0.9998818194 0.999472115
#> 179 0.9975583098 0.989929512
#> 180 0.4868961360 0.999943324
#> 181 0.0027892887 0.027147733
#> 182 0.9998006914 0.985648003
#> 183 0.9989229136 0.999983068
#> 184 0.0027892887 0.027147733
#> 185 0.0669722970 0.642480765
#> 186 0.9998497717 0.999976806
#> 187 0.9997057088 0.999957370
#> 188 0.9923674626 0.059572348
#> 189 0.0024415792 0.984852865
#> 190 0.9998614047 0.999961128
#> 191 0.0025006425 0.304461455
#> 192 0.9872245481 0.998645565
#> 193 0.9450792244 0.865513532
#> 194 0.7475057871 0.999995762
#> 195 0.9999872195 0.991718036
#> 196 0.9950837278 0.861587820
#> 197 0.0147683616 0.046992385
#> 198 0.3483075426 0.006521282
#> 199 0.2318050051 0.976903519
#> 200 0.1099803330 0.873484640
#> 201 0.9998342075 0.999955221
#> 202 0.9971351559 0.844530557
#> 203 0.0025125526 0.376159832
#> 204 0.0025900713 0.277696014
#> 205 0.9652802437 0.999856238
#> 206 0.9997315587 0.996520800
#> 207 0.0906496878 0.873005730
#> 208 0.2048376708 0.976624076
#> 209 0.9998492509 0.879899122
#> 210 0.9880829011 0.999704906
#> 211 0.0103982625 0.536250389
#> 212 0.9976125845 0.999037244
#> 213 0.0010293430 0.923317538
#> 214 0.9390062096 0.527082503
#> 215 0.0298234053 0.995181982
#> 216 0.9985324768 0.826776855
#> 217 0.9945757671 0.999139415
#> 218 0.9985185408 0.999257561
#> 219 0.8605613891 0.929596734
#> 220 0.0341867651 0.027035588
#> 221 0.9999889421 0.999956717
#> 222 0.3913622752 0.386632266
#> 223 0.0028055966 0.007286816
#> 224 0.0282846352 0.114502502
#> 225 0.8395051100 0.896975476
#> 226 0.9998275064 0.999952003
#> 227 0.9984843319 0.999956586
#> 228 0.9998361565 0.999955814
#> 229 0.0244482446 0.967240961
#> 230 0.9999768962 0.999412636
#> 231 0.9998232850 0.999460174
#> 232 0.0472724896 0.405942089
#> 233 0.9678834826 0.079239526
#> 234 0.1986091068 0.254687983
#> 235 0.0214417912 0.999677263
#> 236 0.9974020192 0.999924996
#> 237 0.9806136106 0.999946301
#> 238 0.9996333065 0.999567069
#> 239 0.0400007231 0.041627185
#> 240 0.1444307446 0.829718367
#> 241 0.0234335792 0.968601899
#> 242 0.1808700362 0.142380877
#> 243 0.9969091854 0.999985308
#> 244 0.0295287420 0.007221368
#> 245 0.9998593140 0.999960397
#> 246 0.0230830751 0.916617334
#> 247 0.0027973443 0.007324338
#> 248 0.0027261065 0.091225327
#> 249 0.9998338981 0.999996437
#> 250 0.9993432968 0.954355040
#> 251 0.0171589305 0.346993679
#> 252 0.9997497340 0.999162498
#> 253 0.0027345282 0.088016760
#> 254 0.0142751194 0.050352948
#> 255 0.9994098468 0.999600141
#> 256 0.9990179984 0.988656885
#> 257 0.1596587363 0.046839527
#> 258 0.0113393095 0.864167131
#> 259 0.9988768180 0.999134512
#> 260 0.9998542445 0.999445744
#> 261 0.0176545671 0.381323113
#> 262 0.0882730120 0.027123265
#> 263 0.9997990179 0.866977549
#> 264 0.0020103073 0.994817421
#> 265 0.1349477705 0.183279967
#> 266 0.9997078180 0.999954002
#> 267 0.6677181252 0.069777722
#> 268 0.7775466485 0.032797594
#> 269 0.9997821293 0.996952173
#> 270 0.0029220282 0.043597434
#> 271 0.9801928455 0.964950295
#> 272 0.9628266454 0.999825168
#> 273 0.0028381181 0.028801416
#> 274 0.6266982810 0.986821094
#> 275 0.9999808860 0.998962958
#> 276 0.0156667671 0.043985899
#> 277 0.2061239389 0.075825960
#> 278 0.9980654349 0.999949485
#> 279 0.9993614142 0.999064757
#> 280 0.0241543274 0.995035228
#> 281 0.9998367705 0.999956091
#> 282 0.0028037574 0.007295427
#> 283 0.9999874294 0.999466977
#> 284 0.0024887737 0.997162186
#> 285 0.0026739910 0.154667016
#> 286 0.9458874172 0.984692912
#> 287 0.9894102138 0.998989271
#> 288 0.0022569631 0.705869692
#> 289 0.9999889008 0.999954952
#> 290 0.9997819798 0.999144203
#> 291 0.9365117246 0.962900738
#> 292 0.9978956684 0.999957119
#> 293 0.9997080684 0.999996475
#> 294 0.9998363462 0.999955879
#> 295 0.0024023780 0.781160832
#> 296 0.0020786638 0.845616328
#> 297 0.9998089745 0.999295621
#> 298 0.0236111518 0.991020425
#> 299 0.8095910476 0.998663078
#> 300 0.9984043962 0.999512889
#> 301 0.9982154071 0.999956874
#> 302 0.9997789173 0.988291204
#> 303 0.0256687675 0.981065263
#> 304 0.0027847411 0.029691387
#> 305 0.9696124659 0.999690609
#> 306 0.9998340426 0.992982440
#> 307 0.9712415087 0.999793575
#> 308 0.9999887562 0.994602903
#> 309 0.0122208049 0.041777866
#> 310 0.9969844863 0.978812758
#> 311 0.9760872298 0.999993205
#> 312 0.0122208049 0.041777866
#> 313 0.0343538302 0.007249342
#> 314 0.0028031073 0.007280061
#> 315 0.0027973443 0.007324338
#> 316 0.1991120811 0.998078947
#> 317 0.9978346628 0.989703006
#> 318 0.0295395726 0.999849858
#> 319 0.9877400648 0.988669212
#> 320 0.0025071493 0.988702025
#> 321 0.0227450486 0.902148343
#> 322 0.0852885337 0.007172872
#> 323 0.9998362179 0.999957312
#> 324 0.1195169716 0.007099482
#> 325 0.7381609978 0.999306186
#> 326 0.9954074377 0.998987387
#> 327 0.1395954307 0.998127348
#> 328 0.9978255213 0.999952170
#> 329 0.1291176012 0.334532981
#> 330 0.0668896668 0.978978991
#> 331 0.9998607405 0.993086964
#> 332 0.9982033597 0.999956910
#> 333 0.0392101248 0.377179319
#> 334 0.0344151766 0.007210637
#> 335 0.9998595305 0.999964897
#> 336 0.9998614082 0.999418943
#> 337 0.9973133221 0.998779679
#> 338 0.9997424299 0.998878909
#> 339 0.0142476561 0.050596005
#> 340 0.9984843687 0.993059829
#> 341 0.4634360760 0.998127664
#> 342 0.9998803712 0.999960595
#> 343 0.9462352697 0.078053437
#> 344 0.9914198977 0.999128393
#> 345 0.5490089972 0.999852365
#> 346 0.1501641932 0.575768143
#> 347 0.0028031073 0.007280061
#> 348 0.7061269667 0.999816575
#> 349 0.0240922539 0.997668897
#> 350 0.9999885722 0.999394535
#> 351 0.0028028717 0.007301222
#> 352 0.9960250755 0.999937660
#> 353 0.9997683471 0.996736747
#> 354 0.9971532982 0.993502555
#> 355 0.0028089269 0.007255917
#> 356 0.9977622442 0.999724275
#> 357 0.9760126812 0.999685045
#> 358 0.9706495888 0.999945045
#> 359 0.9145639444 0.997705730
#> 360 0.9973341688 0.843604234
#> 361 0.0289000367 0.087022467
#> 362 0.9999890679 0.999955797
#> 363 0.6973953523 0.417719137
#> 364 0.9999891093 0.999474695
#> 365 0.8196383437 0.961095555
#> 366 0.9614075053 0.999418397
#> 367 0.9998819134 0.999955912
#> 368 0.9559601018 0.815553605
#> 369 0.9972177779 0.998873081
#> 370 0.9740280099 0.999414800
#> 371 0.0028031073 0.007280061
#> 372 0.7343907060 0.999991896
#> 373 0.9775243678 0.999188336
#> 374 0.9626176039 0.005200740
#> 375 0.0460203411 0.047938657
#> 376 0.9998217860 0.999928032
#> 377 0.9795420956 0.998172626
#> 378 0.6914447831 0.325998747
#> 379 0.0028105005 0.007249388
#> 380 0.9474803590 0.999945739
#> 381 0.9891313144 0.999141270
#> 382 0.9725126664 0.998671989
#> 383 0.9885941632 0.078476215
#> 384 0.9979192410 0.993091981
#> 385 0.9975932720 0.999659241
#> 386 0.9981041113 0.999568084
#> 387 0.9997500135 0.423783033
#> 388 0.9668224526 0.999961382
#> 389 0.8823647001 0.998936995
#> 390 0.9998176145 0.999044166
#> 391 0.0089702374 0.964957669
#> 392 0.9783087935 0.999264839
#> 393 0.0205184909 0.007226337
#> 394 0.1251259617 0.990183963
#> 395 0.5361525124 0.294486989
#> 396 0.9883003800 0.997208387
#> 397 0.9279436957 0.999117489
#> 398 0.9750944718 0.999282278
#> 399 0.7803880486 0.991410080
#> 400 0.9998691641 0.893420689
#> 401 0.9998799610 0.999956489
#> 402 0.5001961311 0.069919673
#> 403 0.9997682853 0.996716981
#> 404 0.0028031073 0.007280061
#> 405 0.9998737225 0.999977227
#> 406 0.9999889030 0.999960401
#> 407 0.9931299168 0.998929895
#> 408 0.0344236120 0.007214673
#> 409 0.0028031073 0.007280061
#> 410 0.1963294563 0.006701235
#> 411 0.9978221019 0.999952073
#> 412 0.9883955248 0.864214409
#> 413 0.9955015830 0.994682989
#> 414 0.9999889070 0.999604264
#> 415 0.9962173194 0.999956320
#> 416 0.9994974350 0.999027754
#> 417 0.9999890181 0.999996737
#> 418 0.9699617531 0.995745866
#> 419 0.1536040677 0.009358135
#> 420 0.6304299860 0.022108224
#> 421 0.6559866081 0.981592448
#> 422 0.9862691549 0.075621764
#> 423 0.9998112744 0.999993599
#> 424 0.9979278150 0.999955796
#> 425 0.2473338488 0.752291366
#> 426 0.1948399144 0.929324357
#> 427 0.0604334685 0.844189211
#> 428 0.9953695332 0.999580332
#> 429 0.1342794785 0.077953772
#> 430 0.9998783061 0.994602457
#> 431 0.9777643336 0.999954492
#> 432 0.1256723948 0.810437259
#> 433 0.0146131690 0.047918880
#> 434 0.1816013001 0.085626238
#> 435 0.0027394724 0.090422393
#> 436 0.8376962497 0.987258240
#> 437 0.5916613524 0.963735580
#> 438 0.9997118177 0.999888790
#> 439 0.9981694212 0.999949002
#> 440 0.4682547622 0.998743533
#> 441 0.9998364492 0.999961243
#> 442 0.9984113955 0.999953703
#> 443 0.9975309922 0.999613719
#> 444 0.0114506548 0.249957491
#> 445 0.9840064602 0.996429891
#> 446 0.0387632201 0.997505270
#> 447 0.9763179276 0.999450181
#> 448 0.5620545145 0.999923848
#> 449 0.9290228797 0.006372782
#> 450 0.9971027653 0.989677528
#> 451 0.2062567934 0.971914446
#> 452 0.9656459048 0.999302277
#> 453 0.0025727959 0.268753950
#> 454 0.1893145774 0.006782774
#> 455 0.1803086387 0.054048496
#> 456 0.9998802723 0.999464246
#> 457 0.0148539462 0.030885933
#> 458 0.9997787182 0.998906713
#> 459 0.0245207656 0.567149468
#> 460 0.2538823226 0.006526632
#> 461 0.0736330782 0.050918410
#> 462 0.0027054242 0.149076179
#> 463 0.0020013934 0.940347999
#> 464 0.0882799445 0.027139653
#> 465 0.1368030112 0.052844025
#> 466 0.0140805365 0.087483179
#> 467 0.8190075789 0.981260413
#> 468 0.5925043971 0.926237877
#> 469 0.0027340709 0.081155866
#> 470 0.1917515099 0.519766374
#> 471 0.8494733838 0.066846358
#> 472 0.9998594602 0.999956942
#> 473 0.9998778105 0.999390013
#> 474 0.0018063737 0.973520580
#> 475 0.0408678185 0.007077869
#> 476 0.0401196619 0.903005430
#> 477 0.5024027637 0.064374298
#> 478 0.9750148643 0.997665409
#> 479 0.9922896260 0.993144881
#> 480 0.9783156226 0.999240956
#> 481 0.0024429817 0.998949633
#> 482 0.9967543531 0.999924731
#> 483 0.0299505070 0.998375019
#> 484 0.9997791954 0.999869938
#> 485 0.0123365676 0.007263038
#> 486 0.1847705011 0.039701931
#> 487 0.0748987850 0.999060076
#> 488 0.9999890848 0.999957353
#> 489 0.9994979755 0.999928553
#> 490 0.1115989004 0.006829089
#> 491 0.7605266148 0.005287554
#> 492 0.1021104911 0.007058926
#> 493 0.9979892335 0.999945048
#> 494 0.9404925001 0.999891028
#> 495 0.9779809166 0.992996697
#> 496 0.9979274172 0.999955782
#> 497 0.0400007231 0.041627185
#> 498 0.0027979473 0.007319705
#> 499 0.3483075426 0.006521282
#> 500 0.9200384308 0.999899937
#> 501 0.0025563832 0.287779071
#> 502 0.2953896020 0.989023264
#> 503 0.0027979473 0.007319705
#> 504 0.3133146305 0.006598132
#> 505 0.9985075814 0.999419696
#> 506 0.9972717665 0.999344421
#> 507 0.7436865472 0.005661551
#> 508 0.0285694242 0.982573681
#> 509 0.2605461889 0.257725760
#> 510 0.9598181811 0.930648268
#> 511 0.9955217384 0.999104140
#> 512 0.9997988263 0.999933192
#> 513 0.2568425848 0.325062574
#> 514 0.0006630506 0.999424882
#> 515 0.0144301118 0.048940905
#> 516 0.9710854961 0.984473874
#> 517 0.9998551731 0.999451518
#> 518 0.9998598148 0.999996711
#> 519 0.0024686753 0.423118123
#> 520 0.9981175007 0.909985023
#> 521 0.0196153949 0.944078016
#> 522 0.9997389340 0.998859585
#> 523 0.0027789484 0.029787970
#> 524 0.9997163263 0.875123857
#> 525 0.0337383277 0.079751559
#> 526 0.0229131367 0.998542734
#> 527 0.9998213917 0.999993356
#> 528 0.9997898675 0.999145314
#> 529 0.0234544918 0.992315403
#> 530 0.9942413255 0.999825552
#> 531 0.9997633620 0.941676311
#> 532 0.9780857530 0.999484388
#> 533 0.0351209175 0.006963719
#> 534 0.0336021194 0.080386109
#> 535 0.8902370553 0.515228298
#> 536 0.7684613799 0.993822448
#> 537 0.5227078723 0.438378217
#> 538 0.9628785841 0.999899251
#> 539 0.9996643994 0.382021123
#> 540 0.9780381504 0.999955193
#> 541 0.9929328278 0.341785446
#> 542 0.1361384525 0.026088232
#> 543 0.9983582267 0.929450325
#> 544 0.9868202665 0.964345748
#> 545 0.8495561499 0.828543400
#> 546 0.9975071654 0.963632793
#> 547 0.6039937067 0.961693691
#> 548 0.9872875837 0.988404621
#> 549 0.9998362325 0.999996756
#> 550 0.5648545287 0.999294334
#> 551 0.0023491770 0.563545269
#> 552 0.9663148032 0.080207897
#> 553 0.2078338919 0.999775201
#> 554 0.9675986950 0.989526766
#> 555 0.9998765700 0.999958365
#> 556 0.0612273089 0.050254009
#> 557 0.9740193694 0.999952283
#> 558 0.0886909282 0.753221228
#> 559 0.0264221473 0.834697377
#> 560 0.0932339148 0.006863645
#> 561 0.9974684500 0.999584526
#> 562 0.9998250815 0.999977228
#> 563 0.0123825120 0.007324917
#> 564 0.9998165301 0.953153815
#> 565 0.9955064030 0.994661459
#> 566 0.9999586526 0.649242084
#> 567 0.0028031073 0.007280061
#> 568 0.1589075271 0.997892003
#> 569 0.9782954357 0.999264056
#> 570 0.0811873579 0.999816278
#> 571 0.0340728374 0.541582948
#> 572 0.8247465059 0.354903018
#> 573 0.7146801243 0.999911653
#> 574 0.0006802793 0.999325925
#> 575 0.0020301792 0.949654739
#> 576 0.8673592562 0.999715869
#> 577 0.7229754069 0.989595970
#> 578 0.9974777987 0.989745009
#> 579 0.9998795077 0.996257560
#> 580 0.9979800228 0.990294264
#> 581 0.6857005391 0.997052707
#> 582 0.9998504096 0.915457795
#> 583 0.9921972942 0.999843453
#> 584 0.9955384043 0.994143336
#> 585 0.9973392001 0.986231144
#> 586 0.0028348735 0.007155264
#> 587 0.9997370575 0.999552365
#> 588 0.9980894975 0.999976968
#> 589 0.0027982148 0.007317650
#> 590 0.0028031073 0.007280061
#> 591 0.9772902725 0.005116260
#> 592 0.9996802498 0.996480297
#> 593 0.9979343648 0.999474174
#> 594 0.9895371662 0.999926458
#> 595 0.9847570071 0.999982695
#> 596 0.9982129584 0.958303592
#> 597 0.0149915350 0.007436560
#> 598 0.0346635960 0.276030404
#> 599 0.6231275001 0.979209060
#> 600 0.0204770569 0.007269940
#> 601 0.9978229380 0.999996481
#> 602 0.9980253731 0.999624218
#> 603 0.0027350783 0.081087263
#> 604 0.8627739759 0.999919963
#> 605 0.0028038168 0.007284509
#> 606 0.9626552327 0.999909081
#> 607 0.9878090621 0.981463721
#> 608 0.0320468195 0.856821666
#> 609 0.9999873324 0.999365839
#> 610 0.0255935457 0.772996149
#> 611 0.3467898113 0.026604222
#> 612 0.0344123759 0.007230695
#> 613 0.0027114491 0.033445635
#> 614 0.9780388055 0.999996709
#> 615 0.0020477663 0.887266809
#> 616 0.7934721337 0.023828693
#> 617 0.0946491990 0.999958710
#> 618 0.9949272960 0.998898090
#> 619 0.0118494345 0.085182772
#> 620 0.8589750302 0.839181664
#> 621 0.6672779695 0.069907382
#> 622 0.2240914636 0.996180809
#> 623 0.0284316494 0.985462659
#> 624 0.1426696939 0.974731946
#> 625 0.9997686516 0.997019065
#> 626 0.5074159866 0.752809866
#> 627 0.9982501996 0.273134870
#> 628 0.9998635213 0.999947321
#> 629 0.0286089893 0.006466327
#> 630 0.0144316676 0.048967457
#> 631 0.0027892887 0.027147733
#> 632 0.0029166513 0.045558522
#> 633 0.0123560501 0.007344920
#> 634 0.9979258806 0.999488291
#> 635 0.9997981872 0.999980872
#> 636 0.2621955694 0.628491677
#> 637 0.2374641385 0.771666141
#> 638 0.9978311344 0.999529924
#> 639 0.1420182694 0.936017365
#> 640 0.7618780814 0.999824342
#> 641 0.9962382099 0.989586035
#> 642 0.9990100283 0.988640007
#> 643 0.8696860354 0.281183936
#> 644 0.0125282146 0.007123209
#> 645 0.9970432204 0.864910224
#> 646 0.0004994087 0.957682972
#> 647 0.9984245414 0.999444887
#> 648 0.9977192890 0.999940593
#> 649 0.9997670265 0.988429921
#> 650 0.9999885824 0.999958308
#> 651 0.9990213836 0.987241620
#> 652 0.9872763014 0.999927949
#> 653 0.0013004700 0.895503771
#> 654 0.0144301118 0.048940905
#> 655 0.1621209822 0.006942894
#> 656 0.9998614914 0.999961168
#> 657 0.0302076359 0.886960270
#> 658 0.9998169401 0.999126391
#> 659 0.9979154205 0.999955487
#> 660 0.9999873809 0.999307266
#> 661 0.8704384522 0.862413295
#> 662 0.7338899365 0.999947065
#> 663 0.0274565337 0.962494821
#> 664 0.9996827284 0.990144921
#> 665 0.9999890670 0.999742903
#> 666 0.9999856655 0.999962795
#> 667 0.9999890895 0.999955915
#> 668 0.9997487178 0.954828571
#> 669 0.9977906547 0.999957039
#> 670 0.9998593606 0.999956934
#> 671 0.0384753546 0.997088786
#> 672 0.1394702210 0.999582785
#> 673 0.8859179800 0.984600221
#> 674 0.0027339674 0.357979067
#> 675 0.9679364681 0.998697840
#> 676 0.5775212499 0.332352443
#> 677 0.9998176910 0.999950262
#> 678 0.9995548806 0.993559908
#> 679 0.0210675681 0.974985034
#> 680 0.9974090894 0.999025581
#> 681 0.3133692404 0.006598585
#> 682 0.7910361547 0.030197743
#> 683 0.9966453913 0.994636766
#> 684 0.9999883773 0.999419303
#> 685 0.0120378926 0.087827650
#> 686 0.8059493637 0.920709034
#> 687 0.0027672382 0.360239371
#> 688 0.3075468964 0.080706048
#> 689 0.0028203951 0.027645262
#> 690 0.0028031073 0.007280061
#> 691 0.9982387813 0.999471524
#> 692 0.0028334144 0.007161336
#> 693 0.3167190549 0.998257146
#> 694 0.0403671607 0.007240418
#> 695 0.9515790064 0.996905844
#> 696 0.0028031073 0.007280061
#> 697 0.0125282146 0.007123209
#> 698 0.9998614077 0.999471334
#> 699 0.0232453479 0.974742371
#> 700 0.7019148953 0.996923847
#> 701 0.9855635964 0.999926238
#> 702 0.9404846742 0.998573672
#> 703 0.0852885337 0.007172872
#> 704 0.5033607643 0.036076825
#> 705 0.9955470462 0.989485613
#> 706 0.9994974350 0.999027754
#> 707 0.9999798346 0.999992324
#> 708 0.0303884511 0.831799491
#> 709 0.0218429488 0.885925350
#> 710 0.8218057767 0.959458427
#> 711 0.9892959181 0.991156939
#> 712 0.9999890917 0.999961248
#> 713 0.9967023426 0.834361258
#> 714 0.0028037574 0.007295427
#> 715 0.9979530529 0.991275451
#> 716 0.9999839226 0.999077333
#> 717 0.9999672933 0.953651303
#> 718 0.0019735321 0.966470176
#> 719 0.9915672453 0.829537875
#> 720 0.9981118919 0.999993744
#> 721 0.9977436245 0.999052295
#> 722 0.9998108702 0.999929526
#> 723 0.9450674610 0.841720227
#> 724 0.0379238612 0.271182354
#> 725 0.9965094103 0.999981277
#> 726 0.9796455871 0.986513507
#> 727 0.0226161197 0.007026063
#> 728 0.9998615373 0.999961184
#> 729 0.0245171038 0.009092398
#> 730 0.0884056930 0.007033542
#> 731 0.9998155353 0.998837224
#> 732 0.5275870769 0.990030320
#> 733 0.9998356096 0.999556024
#> 734 0.8650369910 0.075765470
#> 735 0.0401875288 0.030239287
#> 736 0.0027700691 0.007543015
#> 737 0.9740529013 0.530124680
#> 738 0.0028105005 0.007249388
#> 739 0.1361384525 0.026088232
#> 740 0.9956469410 0.999977075
#> 741 0.0197251641 0.277662555
#> 742 0.9765444982 0.998768934
#> 743 0.5655134174 0.999939070
#> 744 0.6061897512 0.811461669
#> 745 0.9998758046 0.999996489
#> 746 0.9982303448 0.999955803
#> 747 0.8545934691 0.998805422
#> 748 0.9764015209 0.998937480
#> 749 0.0405498278 0.007166628
#> 750 0.9976697939 0.999775063
#> 751 0.2388616173 0.995337805
#> 752 0.9962435930 0.995098923
#> 753 0.1819263002 0.999405495
#> 754 0.0113802679 0.277491252
#> 755 0.9762632021 0.999716531
#> 756 0.9980428435 0.988663395
#> 757 0.9970881281 0.904740529
#> 758 0.8634732506 0.998833107
#> 759 0.9993210878 0.999843728
#> 760 0.9958468781 0.999832215
#> 761 0.0162583033 0.234694734
#> 762 0.0030528892 0.406120385
#> 763 0.9768113179 0.988992704
#> 764 0.0025997633 0.250399568
#> 765 0.9778349896 0.999996672
#> 766 0.1141617723 0.981008160
#> 767 0.9963688707 0.999205047
#> 768 0.9967600766 0.866372060
#> 769 0.0028031073 0.007280061
#> 770 0.0157824806 0.030046890
#> 771 0.1999361322 0.901002805
#> 772 0.9959430130 0.999927332
#> 773 0.9954739016 0.983473789
#> 774 0.9981502035 0.999996510
#> 775 0.9989691523 0.999774470
#> 776 0.9962259956 0.999506732
#> 777 0.0147379835 0.080251195
#> 778 0.0028031073 0.007280061
#> 779 0.0027206375 0.032924051
#> 780 0.9999888652 0.999414070
#> 781 0.0027332203 0.088251733
#> 782 0.9998142913 0.999996174
#> 783 0.0028105005 0.007249388
#> 784 0.0028089269 0.007255917
#> 785 0.1369553199 0.006966989
#> 786 0.9391103392 0.630779269
#> 787 0.9998816182 0.993332160
#> 788 0.9943757507 0.979258747
#> 789 0.0012344171 0.998446304
#> 790 0.9652920559 0.975679699
#> 791 0.4460752575 0.915829334
#> 792 0.0295287420 0.007221368
#> 793 0.9643242948 0.999993605
#> 794 0.5008247913 0.065772060
#> 795 0.0146952009 0.087615302
#> 796 0.0029569436 0.043983818
#> 797 0.9543965214 0.999955995
#> 798 0.9994922112 0.988453906
#> 799 0.9998287132 0.999451461
#> 800 0.9998232315 0.999960066
#> 801 0.9993605684 0.987714152
#> 802 0.1095993344 0.398655954
#> 803 0.9997681037 0.997024758
#> 804 0.9999889425 0.999996711
#> 805 0.0207303883 0.974571764
#> 806 0.1339519644 0.087184537
#> 807 0.9969402617 0.991734148
#> 808 0.9978337882 0.999958214
#> 809 0.8542445806 0.836406968
#> 810 0.9998804080 0.999956754
#> 811 0.9783351648 0.816688175
#> 812 0.8951486393 0.928870185
#> 813 0.0027973443 0.007324338
#> 814 0.0203446609 0.754203188
#> 815 0.6532275458 0.323516029
#> 816 0.9881485880 0.998774616
#> 817 0.0027982148 0.007317650
#> 818 0.0113832878 0.268139927
#> 819 0.9136920067 0.077324255
#> 820 0.0028089269 0.007255917
#> 821 0.9937182808 0.999811486
#> 822 0.9579741339 0.993699952
#> 823 0.0027021277 0.083393688
#> 824 0.0124930028 0.007156845
#> 825 0.9221900556 0.999743275
#> 826 0.3910257036 0.999427999
#> 827 0.9999890638 0.999966776
#> 828 0.1800713677 0.989163581
#> 829 0.1077901672 0.660643979
#> 830 0.9998248332 0.999996405
#> 831 0.9997980251 0.993919087
#> 832 0.9996161099 0.999233411
#> 833 0.0237171971 0.997624527
#> 834 0.9697720768 0.991093091
#> 835 0.0112234325 0.992860304
#> 836 0.0266433309 0.996744563
#> 837 0.9999696086 0.999987304
#> 838 0.9771601408 0.999207491
#> 839 0.8600543567 0.075592450
#> 840 0.9899308464 0.999125110
#> 841 0.9972262996 0.999042321
#> 842 0.9985023226 0.999435744
#> 843 0.0025362628 0.876564801
#> 844 0.9982113874 0.999484223
#> 845 0.9999884822 0.991819874
#> 846 0.0341278907 0.029505930
#> 847 0.9998299013 0.999538533
#> 848 0.0123365676 0.007263038
#> 849 0.9993423551 0.542072580
#> 850 0.9974179573 0.660978557
#> 851 0.0027973443 0.007324338
#> 852 0.0028031073 0.007280061
#> 853 0.9999891094 0.999492175
#> 854 0.0234660779 0.997840036
#> 855 0.0922273023 0.762959178
#> 856 0.1347874711 0.043536977
#> 857 0.0027832684 0.027309490
#> 858 0.4530546822 0.063557728
#> 859 0.0116588808 0.604717147
#> 860 0.9902998812 0.170166083
#> 861 0.0006616643 0.899549703
#> 862 0.9998252746 0.999957136
#> 863 0.9981118919 0.999993744
#> 864 0.9997428124 0.998981846
#> 865 0.0091253669 0.876621386
#> 866 0.0028086448 0.007257087
#> 867 0.9998615144 0.999996756
#> 868 0.9997692175 0.999451095
#> 869 0.0855565241 0.009644669
#> 870 0.2063986144 0.993750549
#> 871 0.0232131668 0.971374863
#> 872 0.0028007435 0.042454995
#> 873 0.9789243807 0.004853996
#> 874 0.0120378926 0.087827650
#> 875 0.7116900659 0.669915889
#> 876 0.3520100387 0.997304856
#> 877 0.2305401341 0.999770858
#> 878 0.0021344097 0.835898583
#> 879 0.0028240083 0.278021109
#> 880 0.9991422954 0.999846876
#> 881 0.0192138729 0.742147174
#> 882 0.9998669827 0.999399136
#> 883 0.0027321872 0.090772809
#> 884 0.2569442883 0.999971637
#> 885 0.9927176529 0.729664332
#> 886 0.0379064409 0.252762388
#> 887 0.4527081629 0.063905528
#> 888 0.0028031073 0.007280061
#> 889 0.9998773942 0.999977821
#> 890 0.9160315259 0.077795498
#> 891 0.0020049396 0.967877073
#> 892 0.0111384675 0.366426489
#> 893 0.9854843516 0.999236941
#> 894 0.0227687683 0.901852678
#> 895 0.9579554750 0.999740919
#> 896 0.0027892369 0.042127924
#> 897 0.9998201539 0.999145657
#> 898 0.9975476689 0.993075943
#> 899 0.0019907462 0.992447555
#> 900 0.9998736918 0.999727462
#> 901 0.9956787990 0.999957737
#> 902 0.9993393998 0.533656545
#> 903 0.9483281989 0.502981828
#> 904 0.0335287806 0.007769894
#> 905 0.0178881786 0.403778032
#> 906 0.0382028556 0.735365586
#> 907 0.9969664828 0.999937629
#> 908 0.0187281829 0.286234940
#> 909 0.9998330813 0.994638740
#> 910 0.9945316591 0.991353192
#> 911 0.0023174098 0.569096889
#> 912 0.0973389563 0.991331318
#> 913 0.9999890541 0.999707198
#> 914 0.0233853405 0.980497619
#> 915 0.9985044796 0.999419675
#> 916 0.0268740196 0.999939235
#> 917 0.0256751291 0.973401061
#> 918 0.9998776677 0.999953455
#> 919 0.9675675720 0.999956218
#> 920 0.8318346094 0.999920818
#> 921 0.5412269832 0.975990221
#> 922 0.0027264216 0.091201878
#> 923 0.9979794387 0.999944631
#> 924 0.9959925343 0.999216733
#> 925 0.5712768633 0.363796882
#> 926 0.9978357539 0.999943903
#> 927 0.0027847411 0.029691387
#> 928 0.0019773561 0.983565583
#> 929 0.9998517630 0.999952640
#> 930 0.0027700691 0.007543015
#> 931 0.0020561823 0.877435198
#> 932 0.9753578934 0.989728209
#> 933 0.9982260823 0.999978447
#> 934 0.9974891472 0.962136227
#> 935 0.9973691697 0.998939778
#> 936 0.1369205407 0.007075395
#> 937 0.0218435009 0.806758697
#> 938 0.0024243548 0.986002381
#> 939 0.9671826740 0.410738190
#> 940 0.9998712901 0.999721284
#> 941 0.0028089269 0.007255917
#> 942 0.9966331873 0.999758959
#> 943 0.6001686365 0.998651249
#> 944 0.7462517542 0.993995884
#> 945 0.4843505104 0.332715886
#> 946 0.9797619594 0.999985306
#> 947 0.9770326832 0.999996431
#> 948 0.0238485753 0.985931508
#> 949 0.9721709201 0.989362985
#> 950 0.9997637008 0.947290255
#> 951 0.0126664597 0.534740682
#> 952 0.0238546213 0.997652838
#> 953 0.3135050530 0.038357954
#> 954 0.6545222239 0.629173297
#> 955 0.0401116372 0.029452095
#> 956 0.7369532208 0.071564703
#> 957 0.0753220972 0.414868597
#> 958 0.0218839435 0.996513566
#> 959 0.9981663754 0.999280852
#> 960 0.0066468319 0.928156870
#> 961 0.9999890804 0.999419724
#> 962 0.1084353177 0.172121420
#> 963 0.9963950289 0.997108756
#> 964 0.0995024790 0.999994329
#> 965 0.9981485644 0.999966007
#> 966 0.0027464885 0.080453635
#> 967 0.9998799840 0.999955005
#> 968 0.0144019344 0.049190941
#> 969 0.0110231050 0.998558722
#> 970 0.0246622746 0.995938399
#> 971 0.0331085913 0.611198803
#> 972 0.6067645715 0.999995596
#> 973 0.0027345282 0.088016760
#> 974 0.0028031073 0.007280061
#> 975 0.0027863076 0.029665269
#> 976 0.9606911085 0.988205245
#> 977 0.9979604803 0.999720617
#> 978 0.9982698909 0.999326943
#> 979 0.0344236120 0.007214673
#> 980 0.3089535018 0.997980637
#> 981 0.2284686001 0.963828934
#> 982 0.0027979473 0.007319705
#> 983 0.9998650268 0.999944618
#> 984 0.9973852951 0.999985436
#> 985 0.9811539744 0.892190015
#> 986 0.0219915221 0.028932495
#> 987 0.9954696928 0.907130049
#> 988 0.9964321775 0.896317199
#> 989 0.0005482695 0.990195907
#> 990 0.2392573998 0.995894137
#> 991 0.9785834909 0.999312620
#> 992 0.9872754516 0.999138702
#> 993 0.9576895430 0.170545614
#> 994 0.1417643856 0.006987745
#> 995 0.4838644936 0.919860571
#> 996 0.6825000193 0.824307232
#> 997 0.8768010241 0.284160166
#> 998 0.9864709720 0.985439657
#> 999 0.0258169699 0.981593500
#> 1000 0.0400007231 0.041627185