////////////////////////////////////////////////////////////////////
RUN NUMBER 1 (11/11/14 at 13:53:47)
////////////////////////////////////////////////////////////////////

 

Project information:
--------------------
	NbSamples      =  6
	DataType       =  DNA
	GenotypicData  =  0

==============================
Settings used for Calculations
==============================

 General settings:
 -----------------
        Deletion Weight                = 1
        Transition Weight Weight       = 1
        Tranversion Weight Weight      = 1
        Epsilon Value                  = 1e-07
        Significant digits for output  = 5
        Use original haplotype definition
        Alllowed level of missing data = 0.05

 Active Tasks:
 -------------

    Population pairwise Fst values:
    -------------------------------
        Compute pairwise differences
        Compute relative population sizes
        Compute coancestry coefficients
        Compute Slatkin's distances
        No. of permutations for significance = 100
        No. of permutations for Mantel test  = 1000

       Distance matrix:
            Compute distance matrix
            Molecular distance : Pairwise difference
            Gamma a value      = 0


Warning: The locus separator has been removed
-------

 
===============================================================================
== GENETIC STRUCTURE ANALYSIS
===============================================================================


Number of usable loci for distance computation : 307
Allowed level of missing data                  : 0.05

List of usable loci :
---------------------
   1     2     3     4     5     6     7     8     9    10    11    12    13    14    15
  16    17    18    19    20    21    22    23    24    25    26    27    28    29    30
  31    32    33    34    35    36    37    38    39    40    41    42    43    44    45
  46    47    48    49    50    51    52    53    54    55    56    57    58    59    60
  61    62    63    64    65    66    67    68    69    70    71    72    73    74    75
  76    77    78    79    80    81    82    83    84    85    86    87    88    89    90
  91    92    93    94    95    96    97    98    99   100   101   102   103   104   105
 106   107   108   109   110   111   112   113   114   115   116   117   118   119   120
 121   122   123   124   125   126   127   128   129   130   131   132   133   134   135
 136   137   138   139   140   141   142   143   144   145   146   147   148   149   150
 151   152   153   154   155   156   157   158   159   160   161   162   163   164   165
 166   167   168   169   170   171   172   173   174   175   176   177   178   179   180
 181   182   183   184   185   186   187   188   189   190   191   192   193   194   195
 196   197   198   199   200   201   202   203   204   205   206   207   208   209   210
 211   212   213   214   215   216   217   218   219   220   221   222   223   224   225
 226   227   228   229   230   231   232   233   234   235   236   237   238   239   240
 241   242   243   244   245   246   247   248   249   250   251   252   253   254   255
 256   257   258   259   260   261   262   263   264   265   266   267   268   269   270
 271   272   273   274   275   276   277   278   279   280   281   282   283   284   285
 286   287   288   289   290   291   292   293   294   295   296   297   298   299   300
 301   302   303   304   305   306   307

List of loci with too much missing data :
-----------------------------------------

 308   309   310   311   312   313   314   315   316   317   318   319   320   321   322
 323   324   325   326   327   328   329   330   331   332   333   334   335   336   337
 338   339   340   341   342   343   344   345   346   347   348   349   350   351   352
 353   354   355   356   357   358   359   360   361   362   363   364   365   366   367
 368   369   370   371   372   373   374   375   376   377   378   379   380   381   382
 383   384   385   386   387   388   389   390   391   392   393   394   395   396   397
 398   399   400   401   402   403   404   405   406   407   408   409   410   411   412
 413   414   415   416   417   418   419   420   421   422   423   424   425   426   427
 428   429   430   431   432   433   434   435   436   437   438   439   440   441   442
 443   444   445   446   447   448   449   450   451   452   453   454   455   456   457
 458   459   460   461   462   463   464   465   466   467   468   469   470   471   472
 473   474   475   476   477   478   479   480   481   482   483   484   485   486   487
 488   489   490   491   492   493   494   495   496   497   498   499   500   501   502
 503   504   505   506   507   508   509   510   511   512   513   514   515   516   517
 518   519   520   521   522   523   524   525   526   527   528   529   530   531   532
 533   534   535   536   537   538   539   540   541   542   543   544   545   546   547
 548   549   550   551   552   553   554   555   556   557   558   559   560   561   562
 563   564   565   566   567   568   569   570   571   572   573   574   575   576   577
 578   579   580   581   582   583   584   585   586   587   588   589   590   591   592
 593   594   595   596   597   598   599   600   601   602   603   604   605   606   607
 608   609   610   611   612   613   614   615   616   617   618   619   620   621   622
 623   624   625   626   627   628   629   630   631   632   633   634   635   636   637
 638   639   640   641   642   643   644   645   646   647   648   649   650   651   652
 653   654   655   656   657   658   659   660

 
---------------------------------------------------------------------------
Matrix of Euclidian square distances used in the genetic structure section:
---------------------------------------------------------------------------

Reference: Jukes, T. and Cantor, C. 1969.
           Jin, L. and M. Nei (1990).
           Kumar, S., Tamura, K., and M. Nei. 1993.
           Tamura, K., 1992.
           Kimura, M. 1980.
           Tajima, F. and Nei, M. 1984.
           Tamura, K., and M. Nei, 1993.

Euclidean square distance matrix used for AMOVA computations: Caracterizaci�n gen�tica de las poblaciones del Calcol�tico y la Edad de Bronce en la Submeseta Norte de la Pen�nsula Ib�rica

     Distance method: Pairwise difference

	[[DistanceMatrix]]

		MatrixName= ""
		MatrixSize= 48
		LabelPosition=LINE
		MatrixData={
 #[INFO # 31] : missing haplotype label(s)


   0.00000
   0.00000   0.00000
   0.00000   0.00000   0.00000
   2.00000   2.00000   2.00000   0.00000
   1.00000   1.00000   1.00000   3.00000   0.00000
   2.00000   2.00000   2.00000   4.00000   3.00000   0.00000
   1.00000   1.00000   1.00000   3.00000   2.00000   3.00000   0.00000
   3.00000   3.00000   3.00000   5.00000   4.00000   5.00000   4.00000   0.00000
   4.00000   4.00000   4.00000   6.00000   5.00000   6.00000   5.00000   5.00000   0.00000
   6.00000   6.00000   6.00000   6.00000   7.00000   8.00000   7.00000   7.00000   8.00000   0.00000
   5.00000   5.00000   5.00000   7.00000   6.00000   7.00000   4.00000   6.00000   7.00000   5.00000   0.00000
   2.00000   2.00000   2.00000   4.00000   3.00000   4.00000   3.00000   3.00000   4.00000   4.00000   3.00000   0.00000
   5.00000   5.00000   5.00000   7.00000   6.00000   7.00000   6.00000   6.00000   7.00000   7.00000   6.00000   3.00000   0.00000
   4.00000   4.00000   4.00000   6.00000   5.00000   6.00000   5.00000   5.00000   4.00000   6.00000   5.00000   2.00000   3.00000   0.00000
   3.00000   3.00000   3.00000   5.00000   4.00000   5.00000   4.00000   4.00000   5.00000   7.00000   6.00000   3.00000   2.00000   3.00000   0.00000
   3.00000   3.00000   3.00000   5.00000   4.00000   5.00000   4.00000   4.00000   5.00000   7.00000   6.00000   3.00000   2.00000   3.00000   0.00000   0.00000
   4.00000   4.00000   4.00000   6.00000   5.00000   6.00000   5.00000   5.00000   6.00000   8.00000   7.00000   4.00000   3.00000   4.00000   1.00000   1.00000   0.00000
   3.00000   3.00000   3.00000   5.00000   4.00000   5.00000   4.00000   4.00000   1.00000   7.00000   6.00000   3.00000   6.00000   3.00000   4.00000   4.00000   5.00000   0.00000
   3.00000   3.00000   3.00000   5.00000   4.00000   5.00000   4.00000   4.00000   1.00000   7.00000   6.00000   3.00000   6.00000   3.00000   4.00000   4.00000   5.00000   0.00000   0.00000
   3.00000   3.00000   3.00000   5.00000   4.00000   5.00000   4.00000   4.00000   1.00000   7.00000   6.00000   3.00000   6.00000   3.00000   4.00000   4.00000   5.00000   0.00000   0.00000   0.00000
   3.00000   3.00000   3.00000   5.00000   4.00000   5.00000   4.00000   4.00000   1.00000   7.00000   6.00000   3.00000   6.00000   3.00000   4.00000   4.00000   5.00000   0.00000   0.00000   0.00000   0.00000
   3.00000   3.00000   3.00000   5.00000   4.00000   5.00000   4.00000   4.00000   1.00000   7.00000   6.00000   3.00000   6.00000   3.00000   4.00000   4.00000   5.00000   0.00000   0.00000   0.00000   0.00000   0.00000
   3.00000   3.00000   3.00000   5.00000   4.00000   5.00000   4.00000   4.00000   1.00000   7.00000   6.00000   3.00000   6.00000   3.00000   4.00000   4.00000   5.00000   0.00000   0.00000   0.00000   0.00000   0.00000   0.00000
   4.00000   4.00000   4.00000   6.00000   5.00000   6.00000   5.00000   5.00000   2.00000   8.00000   7.00000   4.00000   7.00000   4.00000   5.00000   5.00000   6.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   0.00000
   4.00000   4.00000   4.00000   6.00000   5.00000   6.00000   5.00000   5.00000   2.00000   8.00000   7.00000   4.00000   7.00000   4.00000   5.00000   5.00000   6.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   0.00000   0.00000
   4.00000   4.00000   4.00000   6.00000   5.00000   6.00000   5.00000   5.00000   2.00000   8.00000   7.00000   4.00000   7.00000   4.00000   5.00000   5.00000   6.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   0.00000   0.00000   0.00000
   4.00000   4.00000   4.00000   6.00000   5.00000   6.00000   5.00000   5.00000   2.00000   8.00000   7.00000   4.00000   7.00000   4.00000   5.00000   5.00000   6.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   0.00000   0.00000   0.00000   0.00000
   4.00000   4.00000   4.00000   6.00000   5.00000   6.00000   5.00000   5.00000   2.00000   8.00000   7.00000   4.00000   5.00000   4.00000   5.00000   5.00000   6.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   2.00000   2.00000   2.00000   2.00000   0.00000
   2.00000   2.00000   2.00000   4.00000   3.00000   4.00000   3.00000   3.00000   4.00000   6.00000   4.00000   2.00000   5.00000   4.00000   3.00000   3.00000   4.00000   3.00000   3.00000   3.00000   3.00000   3.00000   3.00000   4.00000   4.00000   4.00000   4.00000   4.00000   0.00000
   3.00000   3.00000   3.00000   5.00000   4.00000   5.00000   4.00000   4.00000   5.00000   7.00000   6.00000   3.00000   4.00000   3.00000   2.00000   2.00000   1.00000   4.00000   4.00000   4.00000   4.00000   4.00000   4.00000   5.00000   5.00000   5.00000   5.00000   5.00000   3.00000   0.00000
   3.00000   3.00000   3.00000   5.00000   4.00000   5.00000   4.00000   4.00000   5.00000   7.00000   6.00000   3.00000   6.00000   5.00000   4.00000   4.00000   5.00000   4.00000   4.00000   4.00000   4.00000   4.00000   4.00000   5.00000   5.00000   5.00000   5.00000   5.00000   3.00000   4.00000   0.00000
   2.00000   2.00000   2.00000   4.00000   3.00000   4.00000   3.00000   3.00000   4.00000   6.00000   5.00000   2.00000   5.00000   4.00000   3.00000   3.00000   4.00000   3.00000   3.00000   3.00000   3.00000   3.00000   3.00000   4.00000   4.00000   4.00000   4.00000   4.00000   2.00000   3.00000   1.00000   0.00000
   2.00000   2.00000   2.00000   4.00000   3.00000   4.00000   3.00000   3.00000   4.00000   6.00000   5.00000   2.00000   5.00000   4.00000   3.00000   3.00000   4.00000   3.00000   3.00000   3.00000   3.00000   3.00000   3.00000   4.00000   4.00000   4.00000   4.00000   4.00000   2.00000   3.00000   1.00000   0.00000   0.00000
   2.00000   2.00000   2.00000   4.00000   3.00000   4.00000   3.00000   3.00000   4.00000   6.00000   5.00000   2.00000   5.00000   4.00000   3.00000   3.00000   4.00000   3.00000   3.00000   3.00000   3.00000   3.00000   3.00000   4.00000   4.00000   4.00000   4.00000   4.00000   2.00000   3.00000   1.00000   0.00000   0.00000   0.00000
   2.00000   2.00000   2.00000   4.00000   3.00000   4.00000   3.00000   3.00000   4.00000   6.00000   5.00000   2.00000   5.00000   4.00000   3.00000   3.00000   4.00000   3.00000   3.00000   3.00000   3.00000   3.00000   3.00000   4.00000   4.00000   4.00000   4.00000   4.00000   2.00000   3.00000   1.00000   0.00000   0.00000   0.00000   0.00000
   2.00000   2.00000   2.00000   4.00000   3.00000   4.00000   3.00000   3.00000   4.00000   6.00000   5.00000   2.00000   5.00000   4.00000   3.00000   3.00000   4.00000   3.00000   3.00000   3.00000   3.00000   3.00000   3.00000   4.00000   4.00000   4.00000   4.00000   4.00000   2.00000   3.00000   1.00000   0.00000   0.00000   0.00000   0.00000   0.00000
   2.00000   2.00000   2.00000   4.00000   3.00000   4.00000   3.00000   3.00000   4.00000   6.00000   5.00000   2.00000   5.00000   4.00000   3.00000   3.00000   4.00000   3.00000   3.00000   3.00000   3.00000   3.00000   3.00000   4.00000   4.00000   4.00000   4.00000   4.00000   2.00000   3.00000   3.00000   2.00000   2.00000   2.00000   2.00000   2.00000   0.00000
   2.00000   2.00000   2.00000   4.00000   3.00000   4.00000   3.00000   3.00000   4.00000   6.00000   5.00000   2.00000   3.00000   4.00000   3.00000   3.00000   4.00000   3.00000   3.00000   3.00000   3.00000   3.00000   3.00000   4.00000   4.00000   4.00000   4.00000   2.00000   2.00000   3.00000   3.00000   2.00000   2.00000   2.00000   2.00000   2.00000   2.00000   0.00000
   2.00000   2.00000   2.00000   4.00000   3.00000   4.00000   3.00000   3.00000   4.00000   6.00000   5.00000   2.00000   3.00000   4.00000   3.00000   3.00000   4.00000   3.00000   3.00000   3.00000   3.00000   3.00000   3.00000   4.00000   4.00000   4.00000   4.00000   2.00000   2.00000   3.00000   3.00000   2.00000   2.00000   2.00000   2.00000   2.00000   2.00000   0.00000   0.00000
   1.00000   1.00000   1.00000   3.00000   2.00000   3.00000   2.00000   2.00000   3.00000   5.00000   4.00000   1.00000   4.00000   3.00000   2.00000   2.00000   3.00000   2.00000   2.00000   2.00000   2.00000   2.00000   2.00000   3.00000   3.00000   3.00000   3.00000   3.00000   1.00000   2.00000   2.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   0.00000
   1.00000   1.00000   1.00000   3.00000   2.00000   3.00000   2.00000   2.00000   3.00000   5.00000   4.00000   1.00000   4.00000   3.00000   2.00000   2.00000   3.00000   2.00000   2.00000   2.00000   2.00000   2.00000   2.00000   3.00000   3.00000   3.00000   3.00000   3.00000   1.00000   2.00000   2.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   0.00000   0.00000
   1.00000   1.00000   1.00000   3.00000   2.00000   3.00000   2.00000   2.00000   3.00000   5.00000   4.00000   1.00000   4.00000   3.00000   2.00000   2.00000   3.00000   2.00000   2.00000   2.00000   2.00000   2.00000   2.00000   3.00000   3.00000   3.00000   3.00000   3.00000   1.00000   2.00000   2.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   0.00000   0.00000   0.00000
   1.00000   1.00000   1.00000   3.00000   2.00000   3.00000   2.00000   2.00000   3.00000   5.00000   4.00000   1.00000   4.00000   3.00000   2.00000   2.00000   3.00000   2.00000   2.00000   2.00000   2.00000   2.00000   2.00000   3.00000   3.00000   3.00000   3.00000   3.00000   1.00000   2.00000   2.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   0.00000   0.00000   0.00000   0.00000
   1.00000   1.00000   1.00000   3.00000   2.00000   3.00000   2.00000   2.00000   3.00000   5.00000   4.00000   1.00000   4.00000   3.00000   2.00000   2.00000   3.00000   2.00000   2.00000   2.00000   2.00000   2.00000   2.00000   3.00000   3.00000   3.00000   3.00000   3.00000   1.00000   2.00000   2.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   0.00000   0.00000   0.00000   0.00000   0.00000
   1.00000   1.00000   1.00000   3.00000   2.00000   3.00000   2.00000   2.00000   3.00000   5.00000   4.00000   1.00000   4.00000   3.00000   2.00000   2.00000   3.00000   2.00000   2.00000   2.00000   2.00000   2.00000   2.00000   3.00000   3.00000   3.00000   3.00000   3.00000   1.00000   2.00000   2.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   0.00000   0.00000   0.00000   0.00000   0.00000   0.00000
   1.00000   1.00000   1.00000   3.00000   2.00000   3.00000   2.00000   2.00000   3.00000   5.00000   4.00000   1.00000   4.00000   3.00000   2.00000   2.00000   3.00000   2.00000   2.00000   2.00000   2.00000   2.00000   2.00000   3.00000   3.00000   3.00000   3.00000   3.00000   1.00000   2.00000   2.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   0.00000   0.00000   0.00000   0.00000   0.00000   0.00000   0.00000
   2.00000   2.00000   2.00000   4.00000   3.00000   4.00000   3.00000   3.00000   2.00000   6.00000   5.00000   2.00000   5.00000   2.00000   3.00000   3.00000   4.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   2.00000   2.00000   2.00000   2.00000   2.00000   2.00000   3.00000   3.00000   2.00000   2.00000   2.00000   2.00000   2.00000   2.00000   2.00000   2.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   0.00000
   2.00000   2.00000   2.00000   4.00000   3.00000   4.00000   3.00000   3.00000   4.00000   6.00000   5.00000   2.00000   3.00000   2.00000   1.00000   1.00000   2.00000   3.00000   3.00000   3.00000   3.00000   3.00000   3.00000   4.00000   4.00000   4.00000   4.00000   4.00000   2.00000   1.00000   3.00000   2.00000   2.00000   2.00000   2.00000   2.00000   2.00000   2.00000   2.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   1.00000   2.00000   0.00000
		}


==================================================================

Corresponding list of Haplotypes: Caracterizaci�n gen�tica de las poblaciones del Calcol�tico y la Edad de Bronce en la Submeseta Norte de la Pen�nsula Ib�rica


Ext_Id  	Freq.
ht7F	3	TTCGTACATTACTGCCAGCCACCATGAATATTGCACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTC*******************************************************************************************************************************************************************************************************************************************************************************************
ht7M	1	TTCGTACATTACTGCCAGCCACCATGAATATTGCACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTATGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATTCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAACAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAA*TTTCCACCAAACCCCCCCCT*******************************************************************************************
ht7O	1	TTCGTACATTACTGCCAGCCACCATGAATATTGCACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGA****************************************************************************************************************************************************************************************************************************CACAGACATCATAACAAAAAA*TTTCCACCAAACCCCCCCCTCCCCCCGCTTCTGGCCACAGCACTTAAACACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht22A	1	TTCGTACATTACTGCCAGCCACCATGAATATTGCACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCTATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATATCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATTCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAA*TTTTCACCAAACCCCCCC*TCCCCCCGCTTCTGGCCACAGCACTTAAACACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht28AF	1	TTCGTACATTACTGCCAGCCACCATGAATATTGCACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAATCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCTATTATTTATCGCACCTACGTTCAATATTACAGACGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAAGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAA*TTTTCACCAAACCCCCCC*TCCCCCCGCTTCTGGCCACAGCACTTAAACACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht29AE	1	TTCGTACATTACTGCCAGCCACCATGAATATTGCACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCTATCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCCCATCCCATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACACCATAACAAAAAA*TTTCCACCAAACCCCCCCCTCCCCCCGCTTCTGGCCACAGCACTTAAACACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht34G	1	TTCGTACATTACTGCCAGCCACCATGAATATTGCACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTGACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTATGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATTCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAACAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAAATTTCCACCAAACCCCCCC*T*******************************************************************************************
ht45X	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACAGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCTTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCCATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACCAAAGCGTATTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAACGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAA*TTTCCACCAAACCCCCCC*TCCCCCCGCTTCTGGCCACAGCACTTAAACACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht56R	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTAACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCCCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGCACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTATGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATTCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAAATTTCCACCAAACCCCCCC*T*******************************************************************************************
ht70	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAACCCACATCAAACCCCCCCCCCCATGCTTACAAGCAAGTACAGCAATCGACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATATCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGA*****************************************************************************************************************************************************************************************************************************************************************************************************************************************************************
ht90H	2	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAACCCCCCCCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCAAACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTGACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTATGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAAATTTCCACCAAACCCCCCC*T*******************************************************************************************
ht94N	2	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCCCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTATGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAA*TTTCCACCAAACCCCCCC*TCCCCCCGCTTCTGGCCACAGCACTTAAACACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht96B	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCCCCTCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCATTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGCCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAA*TTTCCACCAAACCCCCCC*TCCCCCCGCTTCTGGCCACAGCACTTAAACACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht103Z	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCCCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCATTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGCACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATTCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAAATTTCCACCAAACCCCCCC*T*******************************************************************************************
ht111Y	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCTCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCATTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATTCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAAATTTCCACCAAACCCCCCC*T*******************************************************************************************
ht111	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCTCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCATTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGA*****************************************************************************************************************************************************************************************************************************************************************************************************************************************************************
ht112F	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCTCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCATTAGGATACCAACAAACCTACCCACCCTTAACAGCACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTC*******************************************************************************************************************************************************************************************************************************************************************************************
ht133I	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCCCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGCACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAA*TTTCCACCAAACCCCCCC*T*******************************************************************************************
ht133L	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCCCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGCACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATTCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAACAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAA*TTTCCACCAAACCCCCCCCTCCCCCCGCTTCTGGCCACAGCACTTAAACACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht133�	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCCCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGCACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAA*TTTCCACCAAACCCCCCCCTCCCCCCGCTTCTGGCCACAGCACTTAAACACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht133Q	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCCCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGCACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCACTTTCCACACAGACATCATAACAAAAAA*TTTCCACCAAACCCCCCCCTCCCCCCGCTTCTGGCCACAGCACTTAAACACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht133W	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCCCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGCACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTAGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAAATTTCCACCAAACCCCCCC*TCCCCCCGCTTCTGGCCACAGCACTTAAACACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht133	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCCCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGCACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGA*****************************************************************************************************************************************************************************************************************************************************************************************************************************************************************
ht134J	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCCCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGCACATAAAACCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCCATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGATATCATAACAAAAAA*TTTCCACCAAACCCCCCC*TCCCCCCGCTTCTGGCCACAGCACTTAAACACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht134K	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCCCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGCACATAAAACCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCCATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAA*TTTCCACCAAACCCCCCCCTCCCCCCGCTTCTGGCCACAGCACTTAAACACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht134B	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCCCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGCACATAAAACCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAA*TTTCCACCAAACCCCCCC*TCCCCCCGCTTCTGGCCACAGCACTTAAACACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht134D	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCCCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGCACATAAAACCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCTTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAA*TTTCCACCAAACCCCCCC*TCCCCCCGCTTCTGGCCACAGCACTTAAACACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht135F	2	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCCCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGCACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGCCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTC*******************************************************************************************************************************************************************************************************************************************************************************************
ht136N	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCATACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTATGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAA*TTTCCACCAAACCCCCCC*TCCCCCCGCTTCTGGCCACAGCACTTAAACACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht150T	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCATTAGGATACCAACAAACCTACCCACCCTTAACAGCACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATTCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAAGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAAATTTCCACCAAACCCCCCC*T*******************************************************************************************
ht156	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCGCCCTCAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGA*****************************************************************************************************************************************************************************************************************************************************************************************************************************************************************
ht158P	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTCAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGCATGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCACTTTCCACACAGACATCATAACAAAAAA*TTTCCACCAAACCCCCCCCTCCCCCCGCTTCTGGCCACAGCACTTAAACACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht158E	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTCAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATTCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAA*TTTCCACCAAACCCCCCC*TCCCCCCGCTTCTGGCCACAGCACTTAAATACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht158V	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTCAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGCATGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAAATTTCCACCAAACCCCCCC*T*******************************************************************************************
ht158AB	3	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTCAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTTTGGGGGGCATGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTC*******************************************************************************************************************************************************************************************************************************************************************************************
ht158AC	3	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTCAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGCATGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTC*******************************************************************************************************************************************************************************************************************************************************************************************
ht168Y	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTGCAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATTCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAAATTTCCACCAAACCCCCCC*T*******************************************************************************************
ht172S	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGCCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTATGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAACAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAAATTTCCACCAAACCCCCCC*T*******************************************************************************************
ht172Y	2	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGCCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATTCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAAATTTCCACCAAACCCCCCC*T*******************************************************************************************
ht174E	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATTCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAA*TTTCCACCAAACCCCCCC*TCCCCCCGCTTCTGGCCACAGCACTTAAATACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht174N	5	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTATGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAA*TTTCCACCAAACCCCCCC*TCCCCCCGCTTCTGGCCACAGCACTTAAACACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht174F	2	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTC*******************************************************************************************************************************************************************************************************************************************************************************************
ht174H	2	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTATGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAAATTTCCACCAAACCCCCCC*T*******************************************************************************************
ht174U	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTTTGGGGGGTATGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAAATTTCCACCAAACCCCCCC*T*******************************************************************************************
ht174AD	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTATGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCCATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAA*TTTCCACCAAACCCCCCC*TCCCCCCGCTTCTGGCCACAGCACTTAAACACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht174AG	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTATGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATCCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAA*TTTCCACCAAACCCCCCCCTCCCCCCGCTTCTGGCCACAGCACTTAAACACATCTCTGCCAAACCCCAAAAACAAAGAACCCTAACACCAGCCTAACCAGATTTCAAATTT
ht163	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCACTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGCACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGA*****************************************************************************************************************************************************************************************************************************************************************************************************************************************************************
ht149Y	1	TTCGTACATTACTGCCAGCCACCATGAATATTGTACGGTACCATAAATACTTGACCACCTGTAGTACATAAAAACCCAATCCACATCAAAACCCCCTCCCCATGCTTACAAGCAAGTACAGCAATCAACCCTCAACTATCACACATCAACTGCAACTCCAAAGCCACCCCTCACCCATTAGGATACCAACAAACCTACCCACCCTTAACAGTACATAGTACATAAAGCCATTTACCGTACATAGCACATTACAGTCAAATCCCTTCTCGTCCCCATGGATGACCCCCCTCAGATAGGGGTCCCTTGATTGGTATTTTCGTCTGGGGGGTGTGCACGCGATAGCATTGCGAGACGCTGGAGCCGGAGCACCCTATGTCGCAGTATCTGTCTTTGATTCCTGCCTCATTCTATTATTTATCGCACCTACGTTCAATATTACAGGCGAACATACTTACTAAAGTGTGTTAATTAATTAATGCTTGTAGGACATAATAATAACAATTGAATGTCTGCACAGCCGCTTTCCACACAGACATCATAACAAAAAAATTTCCACCAAACCCCCCC*T*******************************************************************************************
==================================================================

 

======================================================================================
== Comparisons of pairs of population samples
======================================================================================

List of labels for population samples used below:
-------------------------------------------------

Label  	Population name
-----  	---------------
  1:	Precampaniforme
  2:	Campaniforme
  3:	BronceAntiguo
  4:	Protocogotas
  5:	Cogotas
  6:	Soto Formativo

------------------------
Population pairwise FSTs
------------------------


Distance method: Pairwise difference
                     1         2         3         4         5         6
           1   0.00000
           2   0.05449   0.00000
           3   0.08207  -0.02475   0.00000
           4   0.10386  -0.02537  -0.01305   0.00000
           5   0.08569  -0.07834  -0.10900  -0.06745   0.00000
           6  -0.00481  -0.17857  -0.34091  -0.25962  -0.33333   0.00000


------------
FST P values
------------

Number of permutations : 110

                       1                 2                 3                 4                 5                 6
           1           *
           2   0.11712+-0.0385           *
           3   0.04505+-0.0152   0.84685+-0.0338           *
           4   0.00000+-0.0000   0.72072+-0.0407   0.57658+-0.0433           *
           5   0.14414+-0.0309   0.83784+-0.0274   0.96396+-0.0142   0.71171+-0.0417           *
           6   0.99099+-0.0030   0.99099+-0.0030   0.99099+-0.0030   0.99099+-0.0030   0.99099+-0.0030           *


------------
Matrix of significant Fst P values
Significance Level=0.0500
------------

Number of permutations : 110

                     1         2         3         4         5         6
           1                   -         +         +         -         -
           2         -                   -         -         -         -
           3         +         -                   -         -         -
           4         +         -         -                   -         -
           5         -         -         -         -                   -
           6         -         -         -         -         -


---------------------------------------
Population average pairwise differences
----------------------------------------

Above diagonal    : Average number of pairwise differences between populations (PiXY)
Diagonal elements : Average number of pairwise differences within population (PiX)
Below diagonal    : Corrected average pairwise difference (PiXY-(PiX+PiY)/2)

Distance method: Pairwise difference
                       1          2          3          4          5          6
            1    3.07353    2.64052    3.45098    3.16706    2.72549    3.05882
            2    0.18709    1.83333    2.49383    2.19556    1.51852    1.55556
            3    0.27533   -0.06173    3.27778    2.88889    2.25926    2.44444
            4    0.32029   -0.03111   -0.06000    2.62000    2.01333    2.08000
            5    0.52206   -0.06481   -0.04630    0.03667    1.33333    1.00000
            6    1.52206    0.63889    0.80556    0.77000    0.33333    0.00000


-----------
PXY P value
-----------

                         1           2           3           4           5

             2     0.68182
             3     0.08182     0.85455
             4     0.00000     0.84545     0.25455
             5     0.53636     0.83636     0.93636     0.78182
             6     1.00000     1.00000     1.00000     1.00000     1.00000


---------------------
Corrected PXY P value
---------------------

                           1            2            3            4            5

              2      0.10909
              3      0.04545      0.72727
              4      0.00000      0.63636      0.73636
              5      0.11818      0.51818      0.77273      0.43636
              6      1.00000      1.00000      1.00000      1.00000      1.00000


------------------------------------------------------------
Divergence times allowing for unequal population sizes (tau)
------------------------------------------------------------

Reference: Gaggiotti, O., and L. Excoffier, 2000.
                           1            2            3            4            5            6
              1      0.00000
              2     -0.79674               0.00000
              3      0.12087               2.44008               0.00000
              4      0.08094               2.15738               1.03267               0.00000
              5     -0.42557               0.53057               2.25771              -2.71385               0.00000
              6      0.00000               0.00000               0.00000               0.00000               0.00000               0.00000

An * denotes the cases where the estimation of divergence time did not converge


------------
tau P values
------------

                           1            2            3            4            5

              2      0.40206
              3      0.52941      0.12329
              4      0.52000      0.05263      0.43158
              5      0.45263      0.80952      0.11111      0.50538
              6      0.00000      0.00000      0.00000      0.00000      0.00000


------------------------------------------------------------
Unequal population sizes (k)
------------------------------------------------------------

                           1            2            3            4            5            6
              1      0.00000
              2      1.74483               0.00000
              3      0.30766              79.67259         *      0.00000
              4      0.86358             160.95460         *     -3.64636               0.00000
              5      1.20800              -2.37906           -1924.09861         *      3.50350               0.00000
              6      0.00000               0.00000               0.00000               0.00000               0.00000               0.00000

An * denotes the cases where the estimation of divergence time did not converge


------------
k P values
------------

                           1            2            3            4            5

              2      0.22680
              3      0.52941      0.00000
              4      0.38000      0.00000      0.85263
              5      0.48421      0.96429      1.00000      0.07527
              6      0.00000      0.00000      0.00000      0.00000      0.00000


------------------------------------------------------------
Ancestral population sizes (theta0)
------------------------------------------------------------

                           1            2            3            4            5            6
              1      0.00000
              2      3.43727               0.00000
              3      3.33011               0.05374         *      0.00000
              4      3.08612               0.03817         *      1.85622               0.00000
              5      3.15106               0.98794               0.00155         *      4.72719               0.00000
              6      0.00000               0.00000               0.00000               0.00000               0.00000               0.00000

An * denotes the cases where the estimation of divergence time did not converge


---------------
theta0 P values
---------------

                           1            2            3            4            5

              2      0.22680
              3      0.35294      1.00000
              4      0.32000      1.00000      0.85263
              5      0.33684      1.00000      1.00000      0.12903
              6      0.00000      0.00000      0.00000      0.00000      0.00000

---------------------------------------------------
Matrix of coancestry coefficients as t/M=-ln(1-FST)
(M=N for haploid data, M=2N for diploid data)
---------------------------------------------------

Reference: Reynolds, J., Weir, B.S., and Cockerham, C.C. 1983.
                           1            2            3            4            5            6
              1     -0.00000
              2      0.05604     -0.00000
              3      0.08564            0     -0.00000
              4      0.10966            0            0     -0.00000
              5      0.08959            0            0            0     -0.00000
              6            0            0            0            0            0     -0.00000


----------------------------------------------------
Matrix of Slatkin linearized FSTs as t/M=FST/(1-FST)
(M=N for haploid data, M=2N for diploid data)
----------------------------------------------------

Reference: Slatkin, M., 1995. 
                           1            2            3            4            5            6
              1      0.00000
              2      0.05764      0.00000
              3      0.08941            0      0.00000
              4      0.11589            0            0      0.00000
              5      0.09372            0            0            0      0.00000
              6            0            0            0            0            0      0.00000


------------------------------------------------------------------
Matrix of M values (M=Nm for haploid data, M=2Nm for diploid data)
------------------------------------------------------------------

                           1            2            3            4            5            6
              1
              2      8.67526
              3      5.59226          inf
              4      4.31425          inf          inf
              5      5.33486          inf          inf          inf
              6          inf          inf          inf          inf          inf



////////////////////////////////////////////////////////////////////
END OF RUN NUMBER 1 (11/11/14 at 13:53:50))
Total computing time for this run : 0h 0m 2s 558 ms
////////////////////////////////////////////////////////////////////