Correlations for all pairs of data series (method=kendall)
123456789101112131415
110.6970.6380.8380.5970.220.6020.460.4590.4670.4860.4830.5320.5090.508
20.69710.5740.6770.4830.1230.5930.4390.4590.5380.4870.5290.6660.5180.511
30.6380.57410.6020.4730.140.530.350.3540.3920.4540.4260.4380.4630.464
40.8380.6770.60210.5510.1790.5420.4050.4060.4340.4550.4490.5110.4820.479
50.5970.4830.4730.55110.1430.4450.3750.3660.370.3350.4060.3690.4060.405
60.220.1230.140.1790.14310.1140.0370.0280.0430.1170.0470.1140.1340.14
70.6020.5930.530.5420.4450.11410.4140.4190.4610.4950.6020.6270.640.649
80.460.4390.350.4050.3750.0370.41410.9030.6790.4060.4980.40.3790.372
90.4590.4590.3540.4060.3660.0280.4190.90310.7190.4060.5160.4130.380.374
100.4670.5380.3920.4340.370.0430.4610.6790.71910.4410.5940.4990.4150.415
110.4860.4870.4540.4550.3350.1170.4950.4060.4060.44110.5090.4970.5380.539
120.4830.5290.4260.4490.4060.0470.6020.4980.5160.5940.50910.660.5910.589
130.5320.6660.4380.5110.3690.1140.6270.40.4130.4990.4970.6610.6230.615
140.5090.5180.4630.4820.4060.1340.640.3790.380.4150.5380.5910.62310.972
150.5080.5110.4640.4790.4050.140.6490.3720.3740.4150.5390.5890.6150.9721


Correlations for all pairs of data series with p-values
pairPearson rSpearman rhoKendall tau
1;20.88330.86130.697
p-value(0)(0)(0)
1;30.83720.80870.638
p-value(0)(0)(0)
1;40.96460.95990.838
p-value(0)(0)(0)
1;50.75870.77370.5969
p-value(0)(0)(0)
1;60.20430.28880.2199
p-value(0.014)(4e-04)(6e-04)
1;70.78650.77350.6016
p-value(0)(0)(0)
1;80.64390.6090.46
p-value(0)(0)(0)
1;90.65320.61520.4589
p-value(0)(0)(0)
1;100.66580.6290.4674
p-value(0)(0)(0)
1;110.68560.65040.4858
p-value(0)(0)(0)
1;120.66740.65490.4829
p-value(0)(0)(0)
1;130.74940.70160.5324
p-value(0)(0)(0)
1;140.71810.67890.5085
p-value(0)(0)(0)
1;150.71090.67660.5079
p-value(0)(0)(0)
2;30.77430.74360.5737
p-value(0)(0)(0)
2;40.87810.84980.677
p-value(0)(0)(0)
2;50.61490.64840.4835
p-value(0)(0)(0)
2;60.08360.16610.1231
p-value(0.3189)(0.0467)(0.0549)
2;70.79250.76920.5931
p-value(0)(0)(0)
2;80.65630.59230.4389
p-value(0)(0)(0)
2;90.680.62310.459
p-value(0)(0)(0)
2;100.72560.7090.5379
p-value(0)(0)(0)
2;110.69050.6480.4872
p-value(0)(0)(0)
2;120.72360.70610.5292
p-value(0)(0)(0)
2;130.85480.83050.6656
p-value(0)(0)(0)
2;140.72160.69090.5184
p-value(0)(0)(0)
2;150.70880.68150.5113
p-value(0)(0)(0)
3;40.78410.77490.6024
p-value(0)(0)(0)
3;50.59920.63280.4731
p-value(0)(0)(0)
3;60.07850.18510.1396
p-value(0.3496)(0.0264)(0.0302)
3;70.68320.70240.5297
p-value(0)(0)(0)
3;80.51740.47920.3496
p-value(0)(0)(0)
3;90.53350.49340.3536
p-value(0)(0)(0)
3;100.55770.53850.392
p-value(0)(0)(0)
3;110.59520.60550.4535
p-value(0)(0)(0)
3;120.60360.58220.4259
p-value(0)(0)(0)
3;130.63770.59510.4376
p-value(0)(0)(0)
3;140.65720.62780.4633
p-value(0)(0)(0)
3;150.64870.62870.4636
p-value(0)(0)(0)
4;50.70770.72270.5505
p-value(0)(0)(0)
4;60.160.24020.1791
p-value(0.0554)(0.0037)(0.0052)
4;70.7460.71510.5421
p-value(0)(0)(0)
4;80.60970.54650.4051
p-value(0)(0)(0)
4;90.62180.55720.4065
p-value(0)(0)(0)
4;100.63520.59550.4342
p-value(0)(0)(0)
4;110.63880.61930.4548
p-value(0)(0)(0)
4;120.63350.61560.4493
p-value(0)(0)(0)
4;130.7160.68070.5111
p-value(0)(0)(0)
4;140.68720.65190.4819
p-value(0)(0)(0)
4;150.67670.64540.4793
p-value(0)(0)(0)
5;60.20230.18320.143
p-value(0.015)(0.0279)(0.0264)
5;70.57980.60240.445
p-value(0)(0)(0)
5;80.51370.5030.3754
p-value(0)(0)(0)
5;90.49870.49820.3664
p-value(0)(0)(0)
5;100.4960.50660.3698
p-value(0)(0)(0)
5;110.45180.47070.3351
p-value(0)(0)(0)
5;120.46540.55710.4064
p-value(0)(0)(0)
5;130.47170.51650.369
p-value(0)(0)(0)
5;140.5030.55830.4055
p-value(0)(0)(0)
5;150.50540.55810.4049
p-value(0)(0)(0)
6;70.06880.15220.1139
p-value(0.4127)(0.0686)(0.0784)
6;80.14850.0520.0375
p-value(0.0756)(0.5362)(0.5669)
6;90.12870.040.0284
p-value(0.1244)(0.6342)(0.6603)
6;100.11470.05940.0429
p-value(0.1709)(0.4797)(0.5065)
6;110.13970.15180.1174
p-value(0.095)(0.0693)(0.0676)
6;120.02980.06270.0473
p-value(0.723)(0.4555)(0.4615)
6;130.06290.15820.1141
p-value(0.4538)(0.0583)(0.0758)
6;140.06340.17510.1344
p-value(0.45)(0.0359)(0.0376)
6;150.07410.18180.1398
p-value(0.3777)(0.0292)(0.0306)
7;80.65130.55350.4143
p-value(0)(0)(0)
7;90.66370.57030.4191
p-value(0)(0)(0)
7;100.68890.61840.4608
p-value(0)(0)(0)
7;110.6970.65710.4951
p-value(0)(0)(0)
7;120.79490.76960.6015
p-value(0)(0)(0)
7;130.79790.79090.6269
p-value(0)(0)(0)
7;140.83540.79540.6403
p-value(0)(0)(0)
7;150.83970.80120.6486
p-value(0)(0)(0)
8;90.98430.9760.9028
p-value(0)(0)(0)
8;100.890.82650.6786
p-value(0)(0)(0)
8;110.61780.54710.4056
p-value(0)(0)(0)
8;120.67810.64860.4978
p-value(0)(0)(0)
8;130.6050.53310.3998
p-value(0)(0)(0)
8;140.59110.51650.3789
p-value(0)(0)(0)
8;150.5890.50930.3719
p-value(0)(0)(0)
9;100.92240.87320.7191
p-value(0)(0)(0)
9;110.61810.55530.4064
p-value(0)(0)(0)
9;120.71610.67940.5162
p-value(0)(0)(0)
9;130.63250.5610.4131
p-value(0)(0)(0)
9;140.6050.52740.38
p-value(0)(0)(0)
9;150.60080.51920.3738
p-value(0)(0)(0)
10;110.63760.58780.4406
p-value(0)(0)(0)
10;120.79910.76940.5935
p-value(0)(0)(0)
10;130.70220.66850.4993
p-value(0)(0)(0)
10;140.63660.56250.4145
p-value(0)(0)(0)
10;150.63240.56150.4153
p-value(0)(0)(0)
11;120.68960.66380.5086
p-value(0)(0)(0)
11;130.72180.6560.4973
p-value(0)(0)(0)
11;140.7210.70350.5379
p-value(0)(0)(0)
11;150.71420.70610.5392
p-value(0)(0)(0)
12;130.84390.82850.6598
p-value(0)(0)(0)
12;140.78740.76330.591
p-value(0)(0)(0)
12;150.78220.75880.589
p-value(0)(0)(0)
13;140.79020.79130.6226
p-value(0)(0)(0)
13;150.77970.78430.6153
p-value(0)(0)(0)
14;150.99760.99720.9724
p-value(0)(0)(0)