======================================================
Command used: wombat caneig2.par
======================================================

wombat caneig2.par
Script started on 2025-05-26 17:28:26+1000
    Value for "small" pivot set to  2.000000000000000E-004
 WOMBAT 26-05-2025 Maximum no. of threads to be used set to	      8

	   1 X1
	   2 X2
	   3 X3
	   4 X4
	   5 X5
	   6 X6
	   7 X7
	   8 X8
	   9 X9
 Penalized REML: option chosen			   =  KANEIG
		 form of canonical eigenvalues	   =  LOGARITH
		 value for "ESS"		   =	    8.00

 Routine "REDUCEPEDS" to eliminate animals not connected to the data
 -> this may not account properly for genotyped animals & their ancestors
    do not use this routine if you have such information - perform equivalent
    calculations yourself prior to running WOMBAT & use run option --norped
 Pedigree file					   = ../ped400.dat
 Total no. of animal IDs found			   =	     4400
 No. of "subjects" in data			   =	     4000
 No. of combinations of records 		   =		1
 No. of effect codes/ind. (maxnr)		   =	       18
 adjact ivcol	124442730   124442730
 Start of "GENMMD": no. of rows 		   =	    39609
 End of "GENMMD": no of subscripts		   =	   139608
 adjact ivcol	124442730   124442730
 End of "SMBFCT": maxsub			   =	   108000	 39610
		  maxlnz			   =	   878445
		  nnops 			   = 0.113246E+08 0.100000E+16
 Starting value for variance component exceeds raw variance
    trait no.			4  X4
    random effect no.		0  residual
    "raw" variance	1.94800305572233
    starting value	1.97000000000000
 Proceed with caution if you really mean this
 Starting value for variance component exceeds raw variance
    trait no.			5  X5
    random effect no.		0  residual
    "raw" variance	1.00544028290743
    starting value	1.15000000000000
 Proceed with caution if you really mean this
 Starting value for variance component exceeds raw variance
    trait no.			6  X6
    random effect no.		0  residual
    "raw" variance	1.99422407879750
    starting value	2.08000000000000
 Proceed with caution if you really mean this
 Starting value for variance component exceeds raw variance
    trait no.			8  X8
    random effect no.		0  residual
    "raw" variance	1.02273615559215
    starting value	1.17000000000000
 Proceed with caution if you really mean this
 Starting value for variance component exceeds raw variance
    trait no.			9  X9
    random effect no.		0  residual
    "raw" variance	2.04774426742397
    starting value	2.07000000000000
 Proceed with caution if you really mean this
 "Super-nodes" :  No. of nodes			   =	     4400
		  Max. size			   =	       19
 *** AI iterate     0  log L =	-24741.3332	 D =   0.0000	    0.0000	Time	    4	     3
 *** AI iterate     1  log L =	-24659.8316	 D =   81.502	   0.17190	Time	   32	     5
 *** AI iterate     2  log L =	-24321.4757	 D =   338.36	   0.16482	Time	   32	     5
 *** AI iterate     3  log L =	-23700.4744	 D =   621.00	   0.18254	Time	   32	     5
 *** AI iterate     4  log L =	-23315.4473	 D =   385.03	   0.24283	Time	   32	     5
 *** AI iterate     5  log L =	-23038.3200	 D =   277.13	   0.12059	Time	   32	     5
 *** AI iterate     6  log L =	-23016.3002	 D =   22.020	   0.49811E-01	Time	   32	     5
 *** AI iterate     7  log L =	-23015.6668	 D =  0.63340	   0.26586E-01	Time	   36	     5
 *** AI iterate     8  log L =	-23015.6285	 D =  0.38311E-01  0.18047E-01	Time	   32	     5
 line search failed  -23015.6284903585	     -23015.6284904057	     4.667746842811411E-006  1.526569736881951E-009
 Forced/automatic check of convergence using DF algorithm
Start: log l =	   -23015.62849
 IT=	1 DIR=	 1 max.L   -23015.599423
 IT=	1 DIR=	 2 max.L   -23015.574510
 IT=	1 DIR=	 3 max.L   -23015.555526
 IT=	1 DIR=	 4 max.L   -23015.537830
 IT=	1 DIR=	 5 max.L   -23015.522671
 IT=	1 DIR=	 6 max.L   -23015.510895
 IT=	1 DIR=	 7 max.L   -23015.500551
 IT=	1 DIR=	 8 max.L   -23015.493237
 IT=	1 DIR=	 9 max.L   -23015.491715
 IT=	1 DIR=	10 max.L   -23015.487912
 IT=	1 DIR=	11 max.L   -23015.486577
 IT=	1 DIR=	12 max.L   -23015.486515
 IT=	1 DIR=	13 max.L   -23015.486261
 IT=	1 DIR=	14 max.L   -23015.486229
 IT=	1 DIR=	15 max.L   -23015.486229
 IT=	1 DIR=	16 max.L   -23015.486226
 IT=	1 DIR=	17 max.L   -23015.486221
 IT=	1 DIR=	18 max.L   -23015.486215
 IT=	1 DIR=	19 max.L   -23015.484879
 IT=	1 DIR=	20 max.L   -23015.484879
 IT=	1 DIR=	21 max.L   -23015.484754
 IT=	1 DIR=	22 max.L   -23015.484754
 IT=	1 DIR=	23 max.L   -23015.484663
 IT=	1 DIR=	24 max.L   -23015.484587
 IT=	1 DIR=	25 max.L   -23015.484517
 IT=	1 DIR=	26 max.L   -23015.484515
 IT=	1 DIR=	27 max.L   -23015.484512
 IT=	1 DIR=	28 max.L   -23015.484438
 IT=	1 DIR=	29 max.L   -23015.484259
 IT=	1 DIR=	30 max.L   -23015.484233
 IT=	1 DIR=	31 max.L   -23015.484233
 IT=	1 DIR=	32 max.L   -23015.484233
 IT=	1 DIR=	33 max.L   -23015.484233
 IT=	1 DIR=	34 max.L   -23015.484233
 IT=	1 DIR=	35 max.L   -23015.484233
 IT=	1 DIR=	36 max.L   -23015.484233
 IT=	1 DIR=	37 max.L   -23015.484233
 IT=	1 DIR=	38 max.L   -23015.484233
 IT=	1 DIR=	39 max.L   -23015.484233
 IT=	1 DIR=	40 max.L   -23015.484091
 IT=	1 DIR=	41 max.L   -23015.484034
 IT=	1 DIR=	42 max.L   -23015.484034
 IT=	1 DIR=	43 max.L   -23015.484034
 IT=	1 DIR=	44 max.L   -23015.484034
 IT=	1 DIR=	45 max.L   -23015.484034
 IT=	1 DIR=	46 max.L   -23015.484028
 IT=	1 DIR=	47 max.L   -23015.484028
 IT=	1 DIR=	48 max.L   -23015.484028
 IT=	1 DIR=	49 max.L   -23015.484028
 IT=	1 DIR=	50 max.L   -23015.484028
 IT=	1 DIR=	51 max.L   -23015.483979
 IT=	1 DIR=	52 max.L   -23015.483979
 IT=	1 DIR=	53 max.L   -23015.483979
 IT=	1 DIR=	54 max.L   -23015.483979
 IT=	1 DIR=	55 max.L   -23015.483950
 IT=	1 DIR=	56 max.L   -23015.483950
 IT=	1 DIR=	57 max.L   -23015.483950
 IT=	1 DIR=	58 max.L   -23015.483950
 IT=	1 DIR=	59 max.L   -23015.483950
 IT=	1 DIR=	60 max.L   -23015.483950
 IT=	1 DIR=	61 max.L   -23015.483950
 IT=	1 DIR=	62 max.L   -23015.483950
 IT=	1 DIR=	63 max.L   -23015.483950
 IT=	1 DIR=	64 max.L   -23015.483949
 IT=	1 DIR=	65 max.L   -23015.483949
 IT=	1 DIR=	66 max.L   -23015.483949
 IT=	1 DIR=	67 max.L   -23015.483882
 IT=	1 DIR=	68 max.L   -23015.483882
 IT=	1 DIR=	69 max.L   -23015.483822
 IT=	1 DIR=	70 max.L   -23015.483822
 IT=	1 DIR=	71 max.L   -23015.483822
 IT=	1 DIR=	72 max.L   -23015.483822
 IT=	1 DIR=	73 max.L   -23015.483822
 IT=	1 DIR=	74 max.L   -23015.483822
 IT=	1 DIR=	75 max.L   -23015.483822
 IT=	1 DIR=	76 max.L   -23015.483822
 IT=	1 DIR=	77 max.L   -23015.483822
 IT=	1 DIR=	78 max.L   -23015.483822
 IT=	1 DIR=	79 max.L   -23015.483822
 IT=	1 DIR=	80 max.L   -23015.483822
 IT=	1 DIR=	81 max.L   -23015.483822
 IT=	1 DIR=	82 max.L   -23015.483822
 IT=	1 DIR=	83 max.L   -23015.483797
 IT=	1 DIR=	84 max.L   -23015.483797
 IT=	1 DIR=	85 max.L   -23015.483797
 IT=	1 DIR=	86 max.L   -23015.483797
 IT=	1 DIR=	87 max.L   -23015.483797
 IT=	1 DIR=	88 max.L   -23015.483797
 IT=	1 DIR=	89 max.L   -23015.483797
 IT=	1 DIR=	90 max.L   -23015.483797
 IT=   1   F=	     -23015.48380   D=	    0.1446930  CH=    28.502
 IT=	2 DIR=	 1 max.L   -23015.482358
 IT=	2 DIR=	 2 max.L   -23015.481990
 IT=	2 DIR=	 3 max.L   -23015.481937
 IT=	2 DIR=	 4 max.L   -23015.481927
 IT=	2 DIR=	 5 max.L   -23015.481902
 IT=	2 DIR=	 6 max.L   -23015.481875
 IT=	2 DIR=	 7 max.L   -23015.481847
 IT=	2 DIR=	 8 max.L   -23015.481830
 IT=	2 DIR=	 9 max.L   -23015.481830
 IT=	2 DIR=	10 max.L   -23015.481830
 IT=	2 DIR=	11 max.L   -23015.481216
 IT=	2 DIR=	12 max.L   -23015.481153
 IT=	2 DIR=	13 max.L   -23015.481153
 IT=	2 DIR=	14 max.L   -23015.481138
 IT=	2 DIR=	15 max.L   -23015.481107
 IT=	2 DIR=	16 max.L   -23015.481090
 IT=	2 DIR=	17 max.L   -23015.481081
 equations undetermined -1.156159612492047E-010
 IT=	2 DIR=	18 max.L   -23015.481081
 IT=	2 DIR=	19 max.L   -23015.481081
 IT=	2 DIR=	20 max.L   -23015.481081
 IT=	2 DIR=	21 max.L   -23015.481081
 IT=	2 DIR=	22 max.L   -23015.481081
 IT=	2 DIR=	23 max.L   -23015.481081
 IT=	2 DIR=	24 max.L   -23015.481081
 IT=	2 DIR=	25 max.L   -23015.480962
 IT=	2 DIR=	26 max.L   -23015.480926
 IT=	2 DIR=	27 max.L   -23015.480846
 IT=	2 DIR=	28 max.L   -23015.480846
 IT=	2 DIR=	29 max.L   -23015.480846
 equations undetermined -5.553602022700943E-011
 IT=	2 DIR=	30 max.L   -23015.480843
 IT=	2 DIR=	31 max.L   -23015.480843
 IT=	2 DIR=	32 max.L   -23015.480843
 IT=	2 DIR=	33 max.L   -23015.480843
 IT=	2 DIR=	34 max.L   -23015.480843
 IT=	2 DIR=	35 max.L   -23015.480843
 IT=	2 DIR=	36 max.L   -23015.480714
 IT=	2 DIR=	37 max.L   -23015.480714
 IT=	2 DIR=	38 max.L   -23015.480714
 IT=	2 DIR=	39 max.L   -23015.480714
 IT=	2 DIR=	40 max.L   -23015.480714
 IT=	2 DIR=	41 max.L   -23015.480714
 IT=	2 DIR=	42 max.L   -23015.480714
 IT=	2 DIR=	43 max.L   -23015.480714
 IT=	2 DIR=	44 max.L   -23015.480714
 IT=	2 DIR=	45 max.L   -23015.480714
 IT=	2 DIR=	46 max.L   -23015.480710
 IT=	2 DIR=	47 max.L   -23015.480710
 IT=	2 DIR=	48 max.L   -23015.480710
 IT=	2 DIR=	49 max.L   -23015.480710
 IT=	2 DIR=	50 max.L   -23015.480710
 IT=	2 DIR=	51 max.L   -23015.480710
 IT=	2 DIR=	52 max.L   -23015.480710
 IT=	2 DIR=	53 max.L   -23015.480710
 IT=	2 DIR=	54 max.L   -23015.480710
 IT=	2 DIR=	55 max.L   -23015.480710
 IT=	2 DIR=	56 max.L   -23015.480710
 IT=	2 DIR=	57 max.L   -23015.480710
 IT=	2 DIR=	58 max.L   -23015.480710
 IT=	2 DIR=	59 max.L   -23015.480710
 IT=	2 DIR=	60 max.L   -23015.480710
 IT=	2 DIR=	61 max.L   -23015.480710
 IT=	2 DIR=	62 max.L   -23015.480710
 IT=	2 DIR=	63 max.L   -23015.480710
 IT=	2 DIR=	64 max.L   -23015.480702
 IT=	2 DIR=	65 max.L   -23015.480692
 IT=	2 DIR=	66 max.L   -23015.480682
 IT=	2 DIR=	67 max.L   -23015.480682
 IT=	2 DIR=	68 max.L   -23015.480682
 IT=	2 DIR=	69 max.L   -23015.480682
 IT=	2 DIR=	70 max.L   -23015.480682
 IT=	2 DIR=	71 max.L   -23015.480682
 IT=	2 DIR=	72 max.L   -23015.480682
 IT=	2 DIR=	73 max.L   -23015.480682
 IT=	2 DIR=	74 max.L   -23015.480682
 IT=	2 DIR=	75 max.L   -23015.480682
 IT=	2 DIR=	76 max.L   -23015.480682
 IT=	2 DIR=	77 max.L   -23015.480682
 IT=	2 DIR=	78 max.L   -23015.480682
 IT=	2 DIR=	79 max.L   -23015.480682
 IT=	2 DIR=	80 max.L   -23015.480682
 IT=	2 DIR=	81 max.L   -23015.480682
 IT=	2 DIR=	82 max.L   -23015.480682
 IT=	2 DIR=	83 max.L   -23015.480682
 IT=	2 DIR=	84 max.L   -23015.480682
 IT=	2 DIR=	85 max.L   -23015.480682
 IT=	2 DIR=	86 max.L   -23015.480682
 IT=	2 DIR=	87 max.L   -23015.480682
 IT=	2 DIR=	88 max.L   -23015.480682
 IT=	2 DIR=	89 max.L   -23015.480682
 IT=	2 DIR=	90 max.L   -23015.480682
 IT=   2   F=	     -23015.48068   D=	    0.0031155  CH=     2.621
 IT=	3 DIR=	 1 max.L   -23015.480662
 IT=	3 DIR=	 2 max.L   -23015.480662
 IT=	3 DIR=	 3 max.L   -23015.480662
 IT=	3 DIR=	 4 max.L   -23015.480662
 IT=	3 DIR=	 5 max.L   -23015.480662
 IT=	3 DIR=	 6 max.L   -23015.480662
 IT=	3 DIR=	 7 max.L   -23015.480662
 IT=	3 DIR=	 8 max.L   -23015.480662
 IT=	3 DIR=	 9 max.L   -23015.480660
 IT=	3 DIR=	10 max.L   -23015.480660
 IT=	3 DIR=	11 max.L   -23015.480660
 IT=	3 DIR=	12 max.L   -23015.480660
 IT=	3 DIR=	13 max.L   -23015.480660
 IT=	3 DIR=	14 max.L   -23015.480660
 IT=	3 DIR=	15 max.L   -23015.480660
 IT=	3 DIR=	16 max.L   -23015.480660
 equations undetermined -8.252083461002258E-010
 IT=	3 DIR=	17 max.L   -23015.480658
 equations undetermined -1.088409362637321E-010
 IT=	3 DIR=	18 max.L   -23015.480656
 IT=	3 DIR=	19 max.L   -23015.480656
 IT=	3 DIR=	20 max.L   -23015.480656
 IT=	3 DIR=	21 max.L   -23015.480656
 IT=	3 DIR=	22 max.L   -23015.480656
 IT=	3 DIR=	23 max.L   -23015.480656
 IT=	3 DIR=	24 max.L   -23015.480656
 IT=	3 DIR=	25 max.L   -23015.480656
 IT=	3 DIR=	26 max.L   -23015.480656
 IT=	3 DIR=	27 max.L   -23015.480656
 IT=	3 DIR=	28 max.L   -23015.480656
 IT=	3 DIR=	29 max.L   -23015.480656
 equations undetermined -4.544453702237661E-011
 IT=	3 DIR=	30 max.L   -23015.480654
 IT=	3 DIR=	31 max.L   -23015.480654
 IT=	3 DIR=	32 max.L   -23015.480654
 IT=	3 DIR=	33 max.L   -23015.480654
 IT=	3 DIR=	34 max.L   -23015.480654
 IT=	3 DIR=	35 max.L   -23015.480654
 IT=	3 DIR=	36 max.L   -23015.480654
 IT=	3 DIR=	37 max.L   -23015.480654
 IT=	3 DIR=	38 max.L   -23015.480654
 IT=	3 DIR=	39 max.L   -23015.480654
 IT=	3 DIR=	40 max.L   -23015.480654
 IT=	3 DIR=	41 max.L   -23015.480654
 IT=	3 DIR=	42 max.L   -23015.480654
 IT=	3 DIR=	43 max.L   -23015.480654
 IT=	3 DIR=	44 max.L   -23015.480654
 IT=	3 DIR=	45 max.L   -23015.480654
 IT=	3 DIR=	46 max.L   -23015.480654
 IT=	3 DIR=	47 max.L   -23015.480654
 IT=	3 DIR=	48 max.L   -23015.480654
 IT=	3 DIR=	49 max.L   -23015.480654
 IT=	3 DIR=	50 max.L   -23015.480654
 IT=	3 DIR=	51 max.L   -23015.480654
 IT=	3 DIR=	52 max.L   -23015.480654
 IT=	3 DIR=	53 max.L   -23015.480654
 IT=	3 DIR=	54 max.L   -23015.480654
 IT=	3 DIR=	55 max.L   -23015.480654
 IT=	3 DIR=	56 max.L   -23015.480654
 IT=	3 DIR=	57 max.L   -23015.480654
 IT=	3 DIR=	58 max.L   -23015.480654
 IT=	3 DIR=	59 max.L   -23015.480654
 IT=	3 DIR=	60 max.L   -23015.480654
 IT=	3 DIR=	61 max.L   -23015.480654
 IT=	3 DIR=	62 max.L   -23015.480654
 IT=	3 DIR=	63 max.L   -23015.480654
 IT=	3 DIR=	64 max.L   -23015.480652
 IT=	3 DIR=	65 max.L   -23015.480652
 IT=	3 DIR=	66 max.L   -23015.480652
 IT=	3 DIR=	67 max.L   -23015.480652
 IT=	3 DIR=	68 max.L   -23015.480652
 IT=	3 DIR=	69 max.L   -23015.480652
 IT=	3 DIR=	70 max.L   -23015.480652
 IT=	3 DIR=	71 max.L   -23015.480652
 IT=	3 DIR=	72 max.L   -23015.480652
 IT=	3 DIR=	73 max.L   -23015.480652
 IT=	3 DIR=	74 max.L   -23015.480652
 IT=	3 DIR=	75 max.L   -23015.480652
 IT=	3 DIR=	76 max.L   -23015.480652
 IT=	3 DIR=	77 max.L   -23015.480652
 IT=	3 DIR=	78 max.L   -23015.480652
 IT=	3 DIR=	79 max.L   -23015.480652
 IT=	3 DIR=	80 max.L   -23015.480652
 IT=	3 DIR=	81 max.L   -23015.480652
 IT=	3 DIR=	82 max.L   -23015.480652
 IT=	3 DIR=	83 max.L   -23015.480652
 IT=	3 DIR=	84 max.L   -23015.480652
 IT=	3 DIR=	85 max.L   -23015.480652
 IT=	3 DIR=	86 max.L   -23015.480652
 IT=	3 DIR=	87 max.L   -23015.480652
 IT=	3 DIR=	88 max.L   -23015.480652
 IT=	3 DIR=	89 max.L   -23015.480652
 IT=	3 DIR=	90 max.L   -23015.480652
 IT=   3   F=	     -23015.48065   D=	    0.0000292  CH=     2.111
 *** DF steps	   -1  log L =	-23015.4807	 D =  0.14784	    0.0000	Time	  101	    74
 line search failed  -23015.4806522704	     -23015.4806560620	     1.692841586204355E-003  6.999814820357861E-010
Tuning factor	  =	    8.0000000000
Scaling factor	  =	    0.1111111111
Penalized log L   =    -23015.4806500000
Unpenalized log L =    -23014.9009466173
 Eigenvalues of AI matrix
    32831.1	   23218.6	  22804.1	 19693.9	18988.1        18574.2	      18175.8	     17902.3
    17186.6	   13378.6	  13139.1	 12867.4	9714.85        9532.40	      9271.38	     9030.57
    8703.63	   8507.59	  8410.58	 8206.14	7964.24        7791.47	      7468.10	     7267.05
    5983.33	   5669.84	  5275.41	 5011.76	4724.80        4681.07	      4403.89	     4229.97
    4045.36	   3957.94	  3777.75	 3756.99	3501.84        3471.28	      3272.45	     2984.37
    2819.13	   2531.03	  2481.04	 2036.68	1596.17        162.364	      157.602	     139.658
    108.916	   105.360	  96.7850	 85.7759	79.9739        72.3329	      69.4142	     55.3491
    48.9036	   40.9139	  35.6382	 35.3228	32.5041        28.9992	      28.0254	     27.6888
    19.0314	   16.0402	  15.8317	 15.5754	14.4737        13.2656	      10.4271	     8.39781
    7.85392	   7.28653	  5.40347	 4.92064	4.61717        3.93261	      2.92237	     2.52804
    1.68356	   1.10269	 0.878581	0.716313       0.492217       0.455801	     0.384684	    0.228981
   0.185087	  0.243544E-01
 Total time used (secs): CPU =	       405  System =	     130
 Machine used = "didgeridoo"
 "WOMBAT" has finished !  26/05/2025


396.907u 8.780s 2:10.14 311.7%	0+0k 0+28400io 0pf+0w

Script done on 2025-05-26 17:30:37+1000
