K2P distributions | Median test | Wilcoxon Two Sample Test |
matK | #A = 1107 #B = 344, Median = 0.00733, P = 0.0387 | #A = 1107 #B = 344, W = 27,800, P = 1.66eā05 |
trnH-psbA | #A = 980 #B = 460, Median = 0.01723, P = 0.0002 | #A = 980 #B = 460, W = 56,980, P = 0.0003 |
atpF-atpH | #A = 339 #B = 222, Median = 0.0000, P = 0.8473 | #A = 339 #B = 222, W = 7369, P = 0.1523 |
psbK-psbL | #A = 269 #B = 196, Median = 0.00494, P < 0.0001 | #A = 269 #B = 196, W = 10,740, P < 0.0001 |
4 loci | #A = 9745 #B = 5122, Median = ā214748364, P = 0.922 | #A = 9745 #B = 5122, W = 745,900, P < 0.0001 |
matK + trnH-psbA | #A = 3909 #B = 1853, Median = 0.61702, P = 0.0035 | #A = 3909 #B = 1853, W = 600,500, P < 0.0001 |
matK + trnH-pbsA + atpF-atpH | #A = 6704 #B = 3323, Median = ā214748364, P = 0.1013 | #A = 6704 #B = 3323, W = 942,500, P < 0.0001 |
matK + trnH-pbsA + psbK-psbL | #A = 6305 #B = 3300, Median = 0.02004, P = 0.0551 | #A = 6305 #B = 3300, W = 2,145,000, P < 0.0001 |
matK + atpF-atpH | #A = 2501 #B = 1325, Median = 0.0000, P = 0.6871 | #A = 2501 #B = 1325, W = 398,500, P < 0.0001 |
matK + psbK-psbL | #A = 2340 #B = 1216, Median = 0.00683, P = 0.2175 | #A = 2340 #B = 1216, W = 204,700, P < 0.0001 |
matK + atpF-atpH + psbK-psbL | #A = 4484 #B = 2543, Median = 0.0000, P = 0.0488 | #A = 4484 #B = 2543, W = 658,800, P < 0.0001 |
rpoB | #A = 366 #B = 229, Median = 0.0000, P = 0.4224 | #A = 366 #B = 229, W = 3350, P = 0.1446 |
rpoC1 | #A = 344 #B = 217, Median = 0.0089, P = 0.5144 | #A = 344 #B = 217, W = 7167, P = 0.2458 |
rbcL | #A = 907 #B = 419, Median = 0.0709, P < 0.0001 | #A = 907 #B = 419, W = 57,370, P < 0.0001 |
rbcL_atpF-atpH_matK | #A = 6472 #B = 3258, Median = 0.0000, P = 0.04032 | #A = 6472 #B = 3258, W = 1,229,000, P < 0.0001 |
rpoB_atpF-atpH_matK | #A = 4745 #B = 2636, Median = 0.55038, P = 0.0011 | #A = 4745 #B = 2636, W = 647,200, P < 0.0002 |
rpoC1_atpF-atpH_matK | #A = 4739 #B = 2642, Median = ā107,374,182, P = 0.6840 | #A = 4739 #B = 2642, W = 728,600, P < 0.0001 |