
 MORGAN Version 3.0.2  ./lm_pval               Tue Sep 13 22:36:53 2011


 === Parsing of parameter statements completed ===


 Chromosome map
 ..............

 Inter-locus distances in cM, using Haldane map function:

 ----------------------------------------------------------------
   10.0   10.0   10.0   10.0   10.0   10.0   10.0   10.0   10.0
 +------+------+------+------+------+------+------+------+------+
M1     M2     M3     M4     M5     M6     M7     M8     M9     M10


 Marker allele frequencies:

 M1   .130 .660 .160 .050      M2   .060 .230 .410 .250 .050
 M3   .110 .020 .010 .060 .240 .560      M4   .070 .040 .890
 M5   .120 .110 .030 .030 .500 .210      M6   .500 .440 .060
 M7   .010 .330 .620 .040      M8   .200 .050 .420 .270 .060
 M9   .180 .180 .250 .160 .080 .150      M10  .170 .350 .040 .290 .150


 Trait
 .....

 Trait

     1


 Marker data:

       M1   M2   M3   M4   M5   M6   M7   M8   M9   M10

 302   2 2  3 3  6 6  3 3  1 5  1 1  3 3  2 4  1 2  2 3
 306   2 3  3 5  1 6  3 3  5 6  1 3  2 3  1 2  2 6  5 5
 307   2 2  3 3  4 6  3 3  5 5  1 2  2 3  2 4  2 2  4 5
 404   0 0  2 3  5 6  3 3  2 5  1 2  0 0  1 4  6 6  4 5
 406   2 2  2 3  6 6  3 3  5 6  2 2  3 3  3 4  1 3  2 4
 407   2 2  2 3  2 6  3 3  1 5  1 2  3 3  1 4  1 3  2 4
 408   2 2  2 3  2 6  3 3  1 5  1 2  3 3  4 4  1 1  2 3
 410   2 2  3 4  1 6  3 3  1 6  2 3  2 4  4 5  4 4  0 0
 411   2 3  4 5  1 6  3 3  1 6  1 3  2 4  4 5  4 4  4 5
 412   2 3  4 5  1 6  3 3  1 6  2 3  2 3  2 4  2 4  4 5
 414   2 3  2 5  1 5  3 3  5 5  2 2  3 3  1 4  3 6  3 5
 415   2 2  2 3  5 6  3 3  5 5  1 2  3 3  1 1  3 6  2 5
 416   3 3  3 5  1 6  0 0  5 5  2 2  2 3  2 4  2 3  3 5
 505   1 2  3 3  5 6  3 3  5 6  1 1  0 0  1 2  6 6  4 5
 506   1 2  2 3  5 6  1 3  2 5  1 2  2 2  2 4  6 6  4 4
 507   1 2  2 3  5 5  3 3  5 6  0 0  3 3  0 0  6 6  4 5
 508   1 2  3 3  6 6  1 3  5 6  1 1  3 3  1 3  1 6  2 5
 509   2 2  2 3  5 6  3 3  1 5  2 2  2 3  0 0  0 0  3 3
 510   2 2  2 3  5 6  3 3  6 6  1 2  3 3  3 4  1 4  3 3
 511   2 2  2 3  5 6  3 3  6 6  1 2  3 3  3 4  1 3  3 4
 512   2 2  2 2  6 6  3 3  1 5  2 2  2 3  1 1  3 4  2 3
 513   1 2  3 4  1 2  0 0  5 5  1 2  3 3  3 4  0 0  2 3
 514   1 2  2 4  1 6  3 3  1 5  0 0  3 3  2 4  1 5  2 2
 516   1 2  3 4  0 0  3 3  5 5  2 2  3 3  3 4  1 3  2 3
 601   2 2  3 3  6 6  3 3  5 5  1 2  2 3  1 4  4 6  1 5
 5150  1 2  2 5  5 6  3 3  3 5  2 2  0 0  3 4  1 1  1 1
 602   2 3  2 3  1 6  3 3  3 5  2 2  0 0  4 4  1 1  1 2
 1301  2 2  2 3  6 6  0 0  5 5  1 2  3 3  1 3  3 6  1 4
 1302  2 2  2 3  6 6  3 3  5 5  1 2  3 3  1 3  5 6  4 5
 1303  1 2  0 0  1 6  1 3  5 6  1 1  3 3  1 3  3 6  2 4
 1304  2 3  2 3  5 6  3 3  5 6  2 3  3 4  0 0  3 6  2 5
 1305  2 3  2 3  5 6  3 3  3 5  2 3  3 4  3 3  3 6  1 5
 2301  2 2  3 4  6 6  1 3  5 5  2 2  3 3  1 4  1 3  2 2
 2302  2 3  3 4  6 6  3 3  2 5  1 2  2 3  2 5  3 6  2 2
 2306  2 2  3 3  6 6  3 3  5 6  2 2  3 3  3 5  1 2  2 2
 2307  2 2  3 4  1 6  0 0  5 5  1 2  3 3  3 5  1 2  2 2
 2308  2 2  4 4  1 6  3 3  5 5  1 2  3 3  3 5  1 3  2 4
 2303  2 4  3 4  1 5  2 3  5 5  1 2  2 3  3 4  0 0  1 2
 2304  1 2  4 4  1 1  0 0  3 5  1 2  2 3  3 4  0 0  1 2
 2305  2 4  3 4  1 5  2 3  5 5  2 2  3 3  4 4  2 6  1 2



 Trait data are genotypic

 Genotypic data at trait locus are to be read from integer 3
    in the pedigree record


 Sequential imputation to be used for setup, using 200 samples

 Sampling is to be by scan, with scores estimated every scan

 L-sampler probability set to 0.200

 The number of MC burn-in iterations is 200

 Number of MC iterations requested is 2000
 with progress checked every 400 iterations

 IBD statistics are to be computed
    measures:   MaxFGL - yes   Spairs - no   Srobdom - no

 === Checking of parameter statements completed ===


 Opened input pedigree file "../ped73.ped"

 73 individuals read

 Pedigree component information:

    compnt     size  founders  females    males    first

         1       47        13       25       22      101
         2       11         4        6        5     1101
         3       15         5        7        8     2101

     total       73       22       38       35

 === Checking of pedigree file completed ===


 Opened input pedigree file "../ped73.ped"

 Pedigree records contain:  names, 7 integers, 1 real number


 The number of meiosis switches to sample is 99

    compnt  switches   first    last
         1        65       1      65
         2        14      66      79
         3        20      80      99


 Trait data:

 Component 1:

    genotype 2 2 (homozygous affected):
    307 406 407 408 410 412
    505 507 508 513 514 516
    601 602

    genotype 1 2 (heterozygote):
    302 306 404 411 414 415
    416 509 510 511 512 5150

    genotype 1 1 (homozygous normal):
    506

 Component 2:

    genotype 2 2 (homozygous affected):
    1303 1304

    genotype 1 2 (heterozygote):
    1301 1302 1305

 Component 3:

    genotype 2 2 (homozygous affected):
    2301 2302 2306 2307 2308

    genotype 1 2 (heterozygote):
    2303 2305

    genotype 1 1 (homozygous normal):
    2304


 Now set 26 affected and 0 unaffected in component 1

 Now set 5 affected and 0 unaffected in component 2

 Now set 7 affected and 0 unaffected in component 3

 Genetic variables in the analysis:
    index    name        type

        1    marker-1    geno-marker
        2    marker-2    geno-marker
        3    marker-3    geno-marker
        4    marker-4    geno-marker
        5    marker-5    geno-marker
        6    marker-6    geno-marker
        7    marker-7    geno-marker
        8    marker-8    geno-marker
        9    marker-9    geno-marker
       10    marker-10   geno-marker


 Hexadecimal sampler seeds:  0x525c1b41 0x744055e0

 Now print null quantiles
 Quantiles at 1/1000 from 2000 realizations
   to be printed at intervals of 100 
 0   6.0  4.0  4.0  4.0  4.0  4.0  4.0  4.0  4.0  4.0  4.0
 100   8.0  6.0  6.0  6.0  6.0  6.0  6.0  6.0  6.0  6.0  6.0
 200   9.0  6.0  6.0  6.0  6.0  6.0  6.0  6.0  6.0  6.0  6.0
 300   9.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0
 400   9.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0
 500  10.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0
 600  11.0  8.0  8.0  8.0  8.0  8.0  8.0  8.0  8.0  8.0  8.0
 700  11.0  8.0  8.0  9.0  8.0  8.0  8.0  9.0  8.0  8.0  9.0
 800  12.0  9.0  9.0  9.0  9.0  9.0  9.0  9.0  9.0  9.0  9.0
 900  13.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 11.0
 1000  20.0 17.0 16.0 16.0 18.0 17.0 17.0 20.0 19.0 17.0 17.0

 Now print merged null quantiles
 Quantiles at 1/1000 from 2000 realizations
   to be printed at intervals of 100 
 0   6.0  4.0  4.0  4.0  4.0  4.0  4.0  4.0  4.0  4.0  4.0
 100   8.0  6.0  6.0  6.0  6.0  6.0  6.0  6.0  6.0  6.0  6.0
 200   9.0  6.0  6.0  6.0  6.0  6.0  6.0  6.0  6.0  6.0  6.0
 300   9.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0
 400   9.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0
 500  10.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0  7.0
 600  11.0  8.0  8.0  8.0  8.0  8.0  8.0  8.0  8.0  8.0  8.0
 700  11.0  8.0  8.0  8.0  8.0  8.0  8.0  8.0  8.0  8.0  8.0
 800  12.0  9.0  9.0  9.0  9.0  9.0  9.0  9.0  9.0  9.0  9.0
 900  13.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0 10.0
 1000  20.0 17.0 17.0 17.0 17.0 17.0 17.0 17.0 17.0 17.0 17.0

 === Setup for MCMC completed ===


 === Inheritance indicators initialized using sequential imputation ===


 === MCMC sampling begun ===


 Now starting 200 iterations of burn-in
 Now starting 2000 main MCMC iterations 
 Starting M-sampler iteration 400
 Starting L-sampler iteration 800
 Starting L-sampler iteration 1200
 Starting M-sampler iteration 1600
 Starting M-sampler iteration 2000

 === MCMC sampling completed ===



 Values of expectation statistics, max and by locus
   9.488   7.304   7.037   7.148   7.510   7.766   7.657   8.312   7.928   7.937   8.040

 Combined distribution of fuzzy p-values, by locus:
pval maxim  marker-1  marker-2  marker-3  marker-4  marker-5  marker-6  marker-7
            marker-8  marker-9 marker-10
0.00 0.000     0.001     0.000     0.000     0.000     0.000     0.000     0.000
               0.000     0.000     0.000
0.01 0.002     0.006     0.000     0.002     0.001     0.001     0.000     0.003
               0.000     0.000     0.000
0.02 0.003     0.010     0.000     0.004     0.002     0.001     0.000     0.011
               0.000     0.000     0.000
0.03 0.005     0.015     0.000     0.005     0.005     0.002     0.000     0.019
               0.000     0.000     0.000
0.04 0.007     0.020     0.000     0.006     0.011     0.008     0.001     0.028
               0.000     0.000     0.000
0.05 0.009     0.026     0.000     0.008     0.017     0.013     0.001     0.036
               0.000     0.000     0.001
0.06 0.011     0.031     0.001     0.011     0.022     0.018     0.002     0.040
               0.000     0.000     0.001
0.07 0.014     0.036     0.001     0.013     0.028     0.023     0.002     0.045
               0.000     0.000     0.002
0.08 0.016     0.041     0.002     0.015     0.033     0.028     0.003     0.049
               0.000     0.000     0.003
0.09 0.020     0.046     0.002     0.018     0.039     0.033     0.004     0.053
               0.000     0.000     0.003
0.10 0.023     0.052     0.006     0.021     0.046     0.041     0.005     0.062
               0.000     0.000     0.006
0.11 0.027     0.058     0.010     0.023     0.054     0.051     0.007     0.073
               0.000     0.000     0.009
0.12 0.030     0.065     0.015     0.026     0.062     0.060     0.008     0.085
               0.000     0.000     0.012
0.13 0.033     0.071     0.020     0.029     0.070     0.070     0.010     0.096
               0.000     0.000     0.015
0.14 0.037     0.077     0.024     0.032     0.078     0.080     0.011     0.107
               0.000     0.000     0.018
0.15 0.041     0.083     0.029     0.035     0.086     0.090     0.013     0.118
               0.000     0.000     0.021
0.16 0.045     0.090     0.034     0.038     0.094     0.100     0.014     0.129
               0.000     0.000     0.024
0.17 0.049     0.097     0.042     0.042     0.104     0.112     0.022     0.145
               0.000     0.000     0.032
0.18 0.054     0.107     0.056     0.048     0.115     0.127     0.040     0.168
               0.001     0.000     0.046
0.19 0.058     0.117     0.069     0.054     0.127     0.142     0.058     0.190
               0.002     0.001     0.060
0.20 0.062     0.127     0.083     0.060     0.139     0.157     0.077     0.213
               0.003     0.001     0.074
0.21 0.067     0.137     0.096     0.066     0.150     0.172     0.095     0.235
               0.004     0.001     0.088
0.22 0.071     0.146     0.110     0.072     0.162     0.188     0.113     0.258
               0.005     0.002     0.102
0.23 0.076     0.156     0.123     0.077     0.174     0.203     0.131     0.281
               0.005     0.002     0.116
0.24 0.080     0.166     0.137     0.083     0.185     0.218     0.149     0.303
               0.006     0.002     0.130
0.25 0.084     0.176     0.151     0.089     0.197     0.233     0.167     0.326
               0.007     0.002     0.144
0.26 0.090     0.186     0.164     0.095     0.209     0.248     0.185     0.348
               0.008     0.003     0.158
0.27 0.095     0.195     0.178     0.101     0.220     0.264     0.203     0.371
               0.009     0.003     0.172
0.28 0.100     0.205     0.191     0.107     0.232     0.279     0.221     0.393
               0.010     0.003     0.186
0.29 0.106     0.215     0.205     0.113     0.244     0.294     0.240     0.416
               0.011     0.003     0.200
0.30 0.111     0.225     0.215     0.126     0.255     0.308     0.257     0.434
               0.059     0.053     0.233
0.31 0.116     0.234     0.225     0.139     0.266     0.322     0.274     0.451
               0.107     0.103     0.267
0.32 0.122     0.244     0.235     0.152     0.277     0.336     0.292     0.469
               0.156     0.152     0.301
0.33 0.127     0.254     0.245     0.164     0.288     0.350     0.309     0.487
               0.204     0.202     0.335
0.34 0.133     0.264     0.254     0.177     0.299     0.364     0.326     0.504
               0.253     0.251     0.368
0.35 0.138     0.273     0.264     0.190     0.310     0.378     0.344     0.522
               0.301     0.301     0.402
0.36 0.143     0.283     0.274     0.203     0.321     0.392     0.361     0.540
               0.350     0.350     0.436
0.37 0.149     0.293     0.284     0.216     0.332     0.406     0.378     0.557
               0.398     0.400     0.470
0.38 0.154     0.303     0.294     0.229     0.343     0.420     0.396     0.575
               0.447     0.449     0.504
0.39 0.159     0.312     0.304     0.242     0.354     0.434     0.413     0.593
               0.495     0.499     0.537
0.40 0.165     0.322     0.314     0.254     0.365     0.448     0.430     0.610
               0.544     0.549     0.571
0.41 0.171     0.332     0.324     0.267     0.376     0.462     0.448     0.628
               0.592     0.598     0.605
0.42 0.183     0.342     0.334     0.280     0.387     0.476     0.465     0.646
               0.640     0.648     0.639
0.43 0.194     0.351     0.344     0.293     0.398     0.490     0.482     0.663
               0.689     0.697     0.673
0.44 0.205     0.361     0.353     0.306     0.409     0.504     0.500     0.681
               0.737     0.747     0.706
0.45 0.217     0.371     0.363     0.319     0.420     0.518     0.517     0.699
               0.786     0.796     0.740
0.46 0.228     0.381     0.373     0.332     0.431     0.532     0.535     0.716
               0.834     0.846     0.774
0.47 0.239     0.390     0.383     0.344     0.442     0.546     0.552     0.734
               0.883     0.895     0.808
0.48 0.251     0.400     0.393     0.357     0.453     0.560     0.569     0.752
               0.931     0.945     0.842
0.49 0.262     0.410     0.401     0.368     0.464     0.569     0.581     0.759
               0.938     0.951     0.850
0.50 0.274     0.420     0.410     0.379     0.474     0.578     0.593     0.765
               0.940     0.953     0.855
0.51 0.285     0.430     0.418     0.390     0.485     0.587     0.604     0.772
               0.942     0.955     0.860
0.52 0.296     0.440     0.426     0.401     0.496     0.596     0.616     0.778
               0.944     0.956     0.865
0.53 0.308     0.450     0.435     0.412     0.507     0.606     0.627     0.784
               0.947     0.958     0.870
0.54 0.319     0.460     0.443     0.423     0.517     0.615     0.638     0.790
               0.949     0.959     0.876
0.55 0.330     0.470     0.451     0.434     0.528     0.624     0.650     0.796
               0.951     0.961     0.881
0.56 0.342     0.480     0.460     0.445     0.539     0.633     0.661     0.803
               0.953     0.962     0.886
0.57 0.353     0.490     0.468     0.456     0.550     0.642     0.673     0.809
               0.955     0.964     0.891
0.58 0.365     0.500     0.476     0.467     0.560     0.651     0.684     0.815
               0.957     0.966     0.896
0.59 0.376     0.510     0.485     0.478     0.571     0.660     0.696     0.821
               0.959     0.967     0.902
0.60 0.393     0.520     0.493     0.489     0.582     0.669     0.707     0.828
               0.962     0.969     0.907
0.61 0.412     0.530     0.501     0.499     0.593     0.678     0.718     0.834
               0.964     0.970     0.912
0.62 0.430     0.540     0.510     0.510     0.603     0.687     0.730     0.840
               0.966     0.972     0.917
0.63 0.449     0.550     0.518     0.521     0.614     0.697     0.741     0.846
               0.968     0.973     0.922
0.64 0.467     0.560     0.526     0.532     0.625     0.706     0.753     0.853
               0.970     0.975     0.928
0.65 0.486     0.570     0.535     0.543     0.636     0.715     0.764     0.859
               0.972     0.977     0.933
0.66 0.504     0.580     0.543     0.554     0.647     0.724     0.775     0.865
               0.975     0.978     0.938
0.67 0.523     0.590     0.551     0.565     0.657     0.733     0.787     0.871
               0.977     0.980     0.943
0.68 0.541     0.600     0.560     0.576     0.668     0.742     0.798     0.877
               0.979     0.981     0.948
0.69 0.560     0.610     0.568     0.587     0.679     0.751     0.810     0.884
               0.981     0.983     0.954
0.70 0.578     0.620     0.576     0.598     0.690     0.760     0.821     0.890
               0.983     0.984     0.959
0.71 0.596     0.630     0.585     0.609     0.700     0.769     0.833     0.896
               0.985     0.986     0.964
0.72 0.615     0.640     0.594     0.624     0.711     0.778     0.841     0.901
               0.986     0.987     0.967
0.73 0.633     0.652     0.605     0.643     0.724     0.789     0.849     0.906
               0.987     0.987     0.968
0.74 0.652     0.663     0.617     0.662     0.736     0.800     0.856     0.911
               0.987     0.988     0.970
0.75 0.670     0.675     0.628     0.681     0.749     0.811     0.864     0.916
               0.988     0.988     0.972
0.76 0.689     0.686     0.639     0.700     0.762     0.822     0.872     0.921
               0.988     0.989     0.974
0.77 0.707     0.698     0.651     0.720     0.774     0.832     0.880     0.926
               0.989     0.989     0.975
0.78 0.726     0.709     0.662     0.739     0.787     0.843     0.888     0.931
               0.989     0.990     0.977
0.79 0.744     0.721     0.674     0.758     0.799     0.854     0.896     0.936
               0.990     0.991     0.979
0.80 0.763     0.732     0.685     0.777     0.812     0.865     0.903     0.941
               0.990     0.991     0.981
0.81 0.781     0.744     0.696     0.797     0.825     0.876     0.911     0.946
               0.991     0.992     0.982
0.82 0.799     0.755     0.708     0.816     0.837     0.886     0.919     0.950
               0.991     0.992     0.984
0.83 0.814     0.767     0.719     0.835     0.850     0.897     0.927     0.955
               0.992     0.993     0.986
0.84 0.829     0.778     0.731     0.854     0.862     0.908     0.935     0.960
               0.992     0.993     0.988
0.85 0.844     0.790     0.742     0.874     0.875     0.919     0.943     0.965
               0.993     0.994     0.989
0.86 0.859     0.801     0.753     0.893     0.888     0.929     0.951     0.970
               0.993     0.994     0.991
0.87 0.874     0.813     0.765     0.912     0.900     0.940     0.958     0.975
               0.994     0.995     0.993
0.88 0.889     0.824     0.776     0.931     0.913     0.951     0.966     0.980
               0.994     0.995     0.995
0.89 0.904     0.836     0.788     0.951     0.926     0.962     0.974     0.985
               0.995     0.996     0.996
0.90 0.919     0.847     0.799     0.970     0.938     0.973     0.982     0.990
               0.995     0.996     0.998
0.91 0.934     0.859     0.810     0.989     0.951     0.983     0.990     0.995
               0.996     0.997     1.000
0.92 0.949     0.877     0.834     0.992     0.957     0.986     0.992     0.996
               0.996     0.997     1.000
0.93 0.964     0.893     0.856     0.993     0.963     0.988     0.993     0.997
               0.997     0.998     1.000
0.94 0.979     0.910     0.879     0.994     0.968     0.990     0.994     0.997
               0.997     0.998     1.000
0.95 0.994     0.927     0.901     0.995     0.973     0.992     0.995     0.998
               0.998     0.998     1.000
0.96 1.000     0.943     0.924     0.996     0.978     0.994     0.996     0.998
               0.998     0.999     1.000
0.97 1.000     0.960     0.946     0.997     0.984     0.996     0.997     0.999
               0.999     0.999     1.000
0.98 1.000     0.977     0.969     0.998     0.989     0.997     0.998     0.999
               0.999     0.999     1.000
0.99 1.000     0.993     0.991     0.999     0.994     0.999     1.000     1.000
               1.000     1.000     1.000


 Summary for component 1:

    Average total log-probability of segregations:
       for first locus (constant):  -45.055
       for each successive locus:
         -16.283  -17.965  -17.831  -20.008  -19.629  -25.286  -21.976  -15.773
         -16.813

    Average total log-probability of penetrances, by locus:
        marker-1  marker-2  marker-3  marker-4  marker-5  marker-6  marker-7
        marker-8  marker-9 marker-10
         -18.894   -27.602   -25.699    -4.863   -26.361   -18.682   -15.657
         -38.548   -39.105   -37.491

    Recombination counts for map intervals:
                  males:                       females:
                  total    recomb   non-rec      total    recomb   non-rec
       1,  2      66000      3541     62459      64000      5226     58774
       2,  3      66000      6930     59070      64000      3295     60705
       3,  4      66000      4389     61611      64000      5720     58280
       4,  5      66000      6376     59624      64000      5621     58379
       5,  6      66000      4802     61198      64000      6867     57133
       6,  7      66000      8284     57716      64000      8291     55709
       7,  8      66000      9304     56696      64000      4400     59600
       8,  9      66000      3238     62762      64000      5086     58914
       9, 10      66000      5286     60714      64000      3940     60060

 Summary for component 2:

    Average total log-probability of segregations:
       for first locus (constant):   -9.704
       for each successive locus:
          -3.396   -3.385   -3.795   -4.927   -5.756   -3.599   -4.139   -4.879
          -4.486

    Average total log-probability of penetrances, by locus:
        marker-1  marker-2  marker-3  marker-4  marker-5  marker-6  marker-7
        marker-8  marker-9 marker-10
          -4.763    -3.581    -5.035    -2.929    -7.604    -5.394    -4.992
          -5.435   -10.277    -9.790

    Recombination counts for map intervals:
                  males:                       females:
                  total    recomb   non-rec      total    recomb   non-rec
       1,  2      14000       978     13022      14000       814     13186
       2,  3      14000       995     13005      14000       787     13213
       3,  4      14000      1070     12930      14000      1068     12932
       4,  5      14000      1213     12787      14000      1907     12093
       5,  6      14000      1569     12431      14000      2270     11730
       6,  7      14000       959     13041      14000      1009     12991
       7,  8      14000      1136     12864      14000      1300     12700
       8,  9      14000      1624     12376      14000      1454     12546
       9, 10      14000      1075     12925      14000      1662     12338

 Summary for component 3:

    Average total log-probability of segregations:
       for first locus (constant):  -13.863
       for each successive locus:
          -5.719   -5.465   -5.659   -5.510   -6.879   -5.766   -5.633   -9.836
          -6.042

    Average total log-probability of penetrances, by locus:
        marker-1  marker-2  marker-3  marker-4  marker-5  marker-6  marker-7
        marker-8  marker-9 marker-10
          -8.950    -9.694    -9.997    -6.064   -11.036    -6.412    -5.228
         -13.020   -11.348    -8.752

    Recombination counts for map intervals:
                  males:                       females:
                  total    recomb   non-rec      total    recomb   non-rec
       1,  2      20000      1882     18118      20000      1430     18570
       2,  3      20000      1449     18551      20000      1643     18357
       3,  4      20000      1613     18387      20000      1647     18353
       4,  5      20000      1394     18606      20000      1737     18263
       5,  6      20000      1325     18675      20000      2993     17007
       6,  7      20000      1673     18327      20000      1680     18320
       7,  8      20000      1519     18481      20000      1719     18281
       8,  9      20000      2466     17534      20000      4417     15583
       9, 10      20000      1687     18313      20000      1905     18095


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