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output1.txt
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seed: 1473448196
estimate sigma_zx
0.0016148 sigma_z=0.00729209 sigma_x=0.0200923
estimate z
sweep 0/40: 664629
sweep 1/40: 664628
sweep 2/40: 664772
sweep 3/40: 664826
sweep 4/40: 664821
sweep 5/40: 664933
sweep 6/40: 664934
sweep 7/40: 664934
sweep 8/40: 664940
sweep 9/40: 664966
sweep 10/40: 665055
sweep 11/40: 665053
sweep 12/40: 665052
sweep 13/40: 665049
sweep 14/40: 665054
sweep 15/40: 665059
sweep 16/40: 665052
sweep 17/40: 665047
sweep 18/40: 665052
sweep 19/40: 665055
sweep 20/40: 665052
sweep 21/40: 665045
sweep 22/40: 665050
sweep 23/40: 665064
sweep 24/40: 665056
sweep 25/40: 665060
sweep 26/40: 665057
sweep 27/40: 665047
sweep 28/40: 665049
sweep 29/40: 665046
sweep 30/40: 665058
sweep 31/40: 665057
sweep 32/40: 665053
sweep 33/40: 665053
sweep 34/40: 665061
sweep 35/40: 665047
sweep 36/40: 665046
sweep 37/40: 665061
sweep 38/40: 665053
sweep 39/40: 665032
sample 0/40: 665056
sample 1/40: 665057
sample 2/40: 665064
sample 3/40: 665078
sample 4/40: 665098
sample 5/40: 665080
sample 6/40: 665080
sample 7/40: 665086
sample 8/40: 665077
sample 9/40: 665083
sample 10/40: 665091
sample 11/40: 665095
sample 12/40: 665094
sample 13/40: 665086
sample 14/40: 665084
sample 15/40: 665089
sample 16/40: 665082
sample 17/40: 665081
sample 18/40: 665085
sample 19/40: 665090
sample 20/40: 665089
sample 21/40: 665097
sample 22/40: 665077
sample 23/40: 665091
sample 24/40: 665085
sample 25/40: 665082
sample 26/40: 665088
sample 27/40: 665085
sample 28/40: 665094
sample 29/40: 665094
sample 30/40: 665091
sample 31/40: 665090
sample 32/40: 665089
sample 33/40: 665086
sample 34/40: 665085
sample 35/40: 665092
sample 36/40: 665092
sample 37/40: 665089
sample 38/40: 665083
sample 39/40: 665087
estimate dsigma_up
d1=1.1 sigma1=0.301995
estimate sigma_down
d0=1 sigma0=0.0691831
estimate sigma_zx
0.00166284 sigma_z=0.00487632 sigma_x=0.020389
estimate z
sweep 0/40: 784313
sweep 1/40: 784350
sweep 2/40: 784348
sweep 3/40: 784348
sweep 4/40: 784351
sweep 5/40: 784356
sweep 6/40: 784347
sweep 7/40: 784349
sweep 8/40: 784343
sweep 9/40: 784350
sweep 10/40: 784356
sweep 11/40: 784344
sweep 12/40: 784345
sweep 13/40: 784340
sweep 14/40: 784358
sweep 15/40: 784336
sweep 16/40: 784325
sweep 17/40: 784345
sweep 18/40: 784344
sweep 19/40: 784357
sweep 20/40: 784352
sweep 21/40: 784344
sweep 22/40: 784349
sweep 23/40: 784353
sweep 24/40: 784341
sweep 25/40: 784349
sweep 26/40: 784348
sweep 27/40: 784356
sweep 28/40: 784343
sweep 29/40: 784350
sweep 30/40: 784356
sweep 31/40: 784359
sweep 32/40: 784348
sweep 33/40: 784356
sweep 34/40: 784359
sweep 35/40: 784350
sweep 36/40: 784350
sweep 37/40: 784355
sweep 38/40: 784358
sweep 39/40: 784357
sample 0/40: 784349
sample 1/40: 784351
sample 2/40: 784356
sample 3/40: 784342
sample 4/40: 784352
sample 5/40: 784354
sample 6/40: 784348
sample 7/40: 784356
sample 8/40: 784349
sample 9/40: 784357
sample 10/40: 784351
sample 11/40: 784352
sample 12/40: 784347
sample 13/40: 784357
sample 14/40: 784355
sample 15/40: 784351
sample 16/40: 784362
sample 17/40: 784357
sample 18/40: 784346
sample 19/40: 784352
sample 20/40: 784356
sample 21/40: 784360
sample 22/40: 784350
sample 23/40: 784349
sample 24/40: 784364
sample 25/40: 784364
sample 26/40: 784354
sample 27/40: 784348
sample 28/40: 784361
sample 29/40: 784354
sample 30/40: 784349
sample 31/40: 784358
sample 32/40: 784358
sample 33/40: 784355
sample 34/40: 784359
sample 35/40: 784353
sample 36/40: 784356
sample 37/40: 784345
sample 38/40: 784361
sample 39/40: 784347
estimate dsigma_up
d1=1.1 sigma1=0.251189
estimate sigma_down
d0=1 sigma0=0.057544
estimate sigma_zx
0.00167514 sigma_z=0.0292643 sigma_x=0.00158114
estimate z
sweep 0/40: 327738
sweep 1/40: 327770
sweep 2/40: 327794
sweep 3/40: 327814
sweep 4/40: 327842
sweep 5/40: 327831
sweep 6/40: 327851
sweep 7/40: 327843
sweep 8/40: 327850
sweep 9/40: 327862
sweep 10/40: 327863
sweep 11/40: 327868
sweep 12/40: 327862
sweep 13/40: 327859
sweep 14/40: 327860
sweep 15/40: 327847
sweep 16/40: 327854
sweep 17/40: 327858
sweep 18/40: 327863
sweep 19/40: 327867
sweep 20/40: 327861
sweep 21/40: 327859
sweep 22/40: 327864
sweep 23/40: 327858
sweep 24/40: 327870
sweep 25/40: 327867
sweep 26/40: 327863
sweep 27/40: 327856
sweep 28/40: 327872
sweep 29/40: 327866
sweep 30/40: 327865
sweep 31/40: 327871
sweep 32/40: 327866
sweep 33/40: 327868
sweep 34/40: 327869
sweep 35/40: 327866
sweep 36/40: 327870
sweep 37/40: 327869
sweep 38/40: 327867
sweep 39/40: 327870
sample 0/40: 327877
sample 1/40: 327872
sample 2/40: 327872
sample 3/40: 327874
sample 4/40: 327878
sample 5/40: 327872
sample 6/40: 327872
sample 7/40: 327879
sample 8/40: 327890
sample 9/40: 327894
sample 10/40: 327889
sample 11/40: 327891
sample 12/40: 327893
sample 13/40: 327888
sample 14/40: 327888
sample 15/40: 327888
sample 16/40: 327881
sample 17/40: 327887
sample 18/40: 327881
sample 19/40: 327893
sample 20/40: 327888
sample 21/40: 327881
sample 22/40: 327890
sample 23/40: 327890
sample 24/40: 327873
sample 25/40: 327876
sample 26/40: 327879
sample 27/40: 327877
sample 28/40: 327889
sample 29/40: 327888
sample 30/40: 327885
sample 31/40: 327885
sample 32/40: 327891
sample 33/40: 327885
sample 34/40: 327890
sample 35/40: 327882
sample 36/40: 327894
sample 37/40: 327887
sample 38/40: 327883
sample 39/40: 327887
estimate dsigma_up
d1=1.1 sigma1=0.691831
estimate sigma_down
d0=1 sigma0=0.144544
estimate sigma_zx
0.00160679 sigma_z=0.00731412 sigma_x=0.0201374
estimate z
sweep 0/40: 666071
sweep 1/40: 666073
sweep 2/40: 666066
sweep 3/40: 666190
sweep 4/40: 666192
sweep 5/40: 666178
sweep 6/40: 666195
sweep 7/40: 666179
sweep 8/40: 666194
sweep 9/40: 666191
sweep 10/40: 666195
sweep 11/40: 666190
sweep 12/40: 666327
sweep 13/40: 666326
sweep 14/40: 666326
sweep 15/40: 666334
sweep 16/40: 666333
sweep 17/40: 666328
sweep 18/40: 666337
sweep 19/40: 666336
sweep 20/40: 666327
sweep 21/40: 666331
sweep 22/40: 666326
sweep 23/40: 666388
sweep 24/40: 666385
sweep 25/40: 666385
sweep 26/40: 666386
sweep 27/40: 666394
sweep 28/40: 666386
sweep 29/40: 666382
sweep 30/40: 666384
sweep 31/40: 666384
sweep 32/40: 666386
sweep 33/40: 666388
sweep 34/40: 666418
sweep 35/40: 666420
sweep 36/40: 666423
sweep 37/40: 666421
sweep 38/40: 666424
sweep 39/40: 666416
sample 0/40: 666424
sample 1/40: 666421
sample 2/40: 666421
sample 3/40: 666425
sample 4/40: 666420
sample 5/40: 666416
sample 6/40: 666416
sample 7/40: 666424
sample 8/40: 666421
sample 9/40: 666499
sample 10/40: 666501
sample 11/40: 666504
sample 12/40: 666501
sample 13/40: 666504
sample 14/40: 666505
sample 15/40: 666493
sample 16/40: 666503
sample 17/40: 666502
sample 18/40: 666505
sample 19/40: 666498
sample 20/40: 666497
sample 21/40: 666499
sample 22/40: 666502
sample 23/40: 666498
sample 24/40: 666497
sample 25/40: 666495
sample 26/40: 666503
sample 27/40: 666504
sample 28/40: 666500
sample 29/40: 666493
sample 30/40: 666500
sample 31/40: 666494
sample 32/40: 666504
sample 33/40: 666507
sample 34/40: 666499
sample 35/40: 666593
sample 36/40: 666598
sample 37/40: 666588
sample 38/40: 666595
sample 39/40: 666596
estimate dsigma_up
d1=1.1 sigma1=0.363078
estimate sigma_down
d0=1 sigma0=0.0912011
estimate sigma_zx
0.00658562 sigma_z=0.0296389 sigma_x=0.00158114
estimate z
sweep 0/40: 327870
sweep 1/40: 327895
sweep 2/40: 327883
sweep 3/40: 327893
sweep 4/40: 327913
sweep 5/40: 327905
sweep 6/40: 327905
sweep 7/40: 327904
sweep 8/40: 327907
sweep 9/40: 327932
sweep 10/40: 327940
sweep 11/40: 327941
sweep 12/40: 327933
sweep 13/40: 327938
sweep 14/40: 327934
sweep 15/40: 327933
sweep 16/40: 327932
sweep 17/40: 327928
sweep 18/40: 327937
sweep 19/40: 327932
sweep 20/40: 327929
sweep 21/40: 327927
sweep 22/40: 327933
sweep 23/40: 327927
sweep 24/40: 327938
sweep 25/40: 327938
sweep 26/40: 327938
sweep 27/40: 327933
sweep 28/40: 327932
sweep 29/40: 327935
sweep 30/40: 327940
sweep 31/40: 327931
sweep 32/40: 327936
sweep 33/40: 327928
sweep 34/40: 327932
sweep 35/40: 327939
sweep 36/40: 327935
sweep 37/40: 327929
sweep 38/40: 327929
sweep 39/40: 327936
sample 0/40: 327934
sample 1/40: 327940
sample 2/40: 327949
sample 3/40: 327949
sample 4/40: 327944
sample 5/40: 327953
sample 6/40: 327945
sample 7/40: 327947
sample 8/40: 327948
sample 9/40: 327948
sample 10/40: 327947
sample 11/40: 327943
sample 12/40: 327943
sample 13/40: 327940
sample 14/40: 327956
sample 15/40: 327947
sample 16/40: 327942
sample 17/40: 327947
sample 18/40: 327946
sample 19/40: 327941
sample 20/40: 327949
sample 21/40: 327942
sample 22/40: 327949
sample 23/40: 327941
sample 24/40: 327946
sample 25/40: 327948
sample 26/40: 327949
sample 27/40: 327945
sample 28/40: 327949
sample 29/40: 327952
sample 30/40: 327950
sample 31/40: 327945
sample 32/40: 327947
sample 33/40: 327943
sample 34/40: 327946
sample 35/40: 327952
sample 36/40: 327941
sample 37/40: 327937
sample 38/40: 327947
sample 39/40: 327944
estimate dsigma_up
d1=1.1 sigma1=0.691831
estimate sigma_down
d0=1 sigma0=0.120226
estimate sigma_zx
0.00290777 sigma_z=0.0109443 sigma_x=0.0274663
estimate z
sweep 0/40: 579793
sweep 1/40: 579794
sweep 2/40: 579791
sweep 3/40: 579790
sweep 4/40: 579778
sweep 5/40: 579792
sweep 6/40: 579798
sweep 7/40: 579794
sweep 8/40: 579799
sweep 9/40: 579799
sweep 10/40: 579804
sweep 11/40: 579801
sweep 12/40: 579805
sweep 13/40: 579812
sweep 14/40: 579803
sweep 15/40: 579805
sweep 16/40: 579808
sweep 17/40: 579804
sweep 18/40: 579797
sweep 19/40: 579794
sweep 20/40: 579804
sweep 21/40: 579804
sweep 22/40: 579808
sweep 23/40: 579805
sweep 24/40: 579802
sweep 25/40: 579803
sweep 26/40: 579808
sweep 27/40: 579805
sweep 28/40: 579808
sweep 29/40: 579808
sweep 30/40: 579807
sweep 31/40: 579802
sweep 32/40: 579804
sweep 33/40: 579806
sweep 34/40: 579807
sweep 35/40: 579803
sweep 36/40: 579802
sweep 37/40: 579797
sweep 38/40: 579803
sweep 39/40: 579807
sample 0/40: 579804
sample 1/40: 579804
sample 2/40: 579805
sample 3/40: 579803
sample 4/40: 579806
sample 5/40: 579806
sample 6/40: 579803
sample 7/40: 579801
sample 8/40: 579803
sample 9/40: 579804
sample 10/40: 579806
sample 11/40: 579804
sample 12/40: 579806
sample 13/40: 579807
sample 14/40: 579804
sample 15/40: 579803
sample 16/40: 579797
sample 17/40: 579806
sample 18/40: 579801
sample 19/40: 579802
sample 20/40: 579803
sample 21/40: 579804
sample 22/40: 579803
sample 23/40: 579799
sample 24/40: 579803
sample 25/40: 579795
sample 26/40: 579786
sample 27/40: 579794
sample 28/40: 579803
sample 29/40: 579804
sample 30/40: 579796
sample 31/40: 579793
sample 32/40: 579798
sample 33/40: 579810
sample 34/40: 579799
sample 35/40: 579802
sample 36/40: 579797
sample 37/40: 579805
sample 38/40: 579798
sample 39/40: 579807
estimate dsigma_up
d1=1.1 sigma1=0.436516
estimate sigma_down
d0=1 sigma0=0.1
estimate sigma_zx
-0.00443258 sigma_z=0.0209522 sigma_x=0.0275878
estimate z