Correlations for all pairs of data series (method=pearson)
123456789101112131415
110.8920.8170.9660.750.2010.7940.6750.6890.6890.6860.6940.760.7440.74
20.89210.7590.8820.6060.0950.7750.6720.6950.7270.6780.740.850.7480.74
30.8170.75910.7590.5940.0840.6390.5470.5670.5790.6160.6270.6490.6880.682
40.9660.8820.75910.7020.1640.7360.6270.6470.6410.6380.6540.7230.7130.705
50.750.6060.5940.70210.190.6070.5110.5030.4960.4290.4410.4340.4690.474
60.2010.0950.0840.1640.1910.0740.1480.1260.0990.1360.050.0390.0460.058
70.7940.7750.6390.7360.6070.07410.6780.70.7210.6410.7460.7340.7680.776
80.6750.6720.5470.6270.5110.1480.67810.9710.8880.6160.6870.6090.5960.599
90.6890.6950.5670.6470.5030.1260.70.97110.930.6290.7330.6430.6240.624
100.6890.7270.5790.6410.4960.0990.7210.8880.9310.6410.8020.6990.6490.65
110.6860.6780.6160.6380.4290.1360.6410.6160.6290.64110.7220.7560.7580.754
120.6940.740.6270.6540.4410.050.7460.6870.7330.8020.72210.8460.8060.804
130.760.850.6490.7230.4340.0390.7340.6090.6430.6990.7560.84610.820.812
140.7440.7480.6880.7130.4690.0460.7680.5960.6240.6490.7580.8060.8210.998
150.740.740.6820.7050.4740.0580.7760.5990.6240.650.7540.8040.8120.9981


Correlations for all pairs of data series with p-values
pairPearson rSpearman rhoKendall tau
1;20.89250.85740.6986
p-value(0)(0)(0)
1;30.81710.77890.6132
p-value(0)(0)(0)
1;40.96580.96030.8393
p-value(0)(0)(0)
1;50.75010.77210.5894
p-value(0)(0)(0)
1;60.20050.23820.1816
p-value(0.016)(0.004)(0.0044)
1;70.79380.7660.5903
p-value(0)(0)(0)
1;80.6750.61690.4587
p-value(0)(0)(0)
1;90.68940.6410.4699
p-value(0)(0)(0)
1;100.6890.64330.4786
p-value(0)(0)(0)
1;110.68590.61940.4597
p-value(0)(0)(0)
1;120.69390.66430.4925
p-value(0)(0)(0)
1;130.75960.7020.5242
p-value(0)(0)(0)
1;140.74380.67820.5099
p-value(0)(0)(0)
1;150.74030.67970.5112
p-value(0)(0)(0)
2;30.75870.71220.5468
p-value(0)(0)(0)
2;40.88230.84730.6787
p-value(0)(0)(0)
2;50.6060.65460.4862
p-value(0)(0)(0)
2;60.09480.11950.0904
p-value(0.2585)(0.1537)(0.1559)
2;70.77540.73950.5618
p-value(0)(0)(0)
2;80.67190.5810.4319
p-value(0)(0)(0)
2;90.69520.63740.4681
p-value(0)(0)(0)
2;100.7270.69880.5276
p-value(0)(0)(0)
2;110.67840.61010.456
p-value(0)(0)(0)
2;120.73980.71630.5467
p-value(0)(0)(0)
2;130.85020.81480.6443
p-value(0)(0)(0)
2;140.74770.69490.5264
p-value(0)(0)(0)
2;150.73980.6870.52
p-value(0)(0)(0)
3;40.75910.7360.5694
p-value(0)(0)(0)
3;50.59390.62870.4656
p-value(0)(0)(0)
3;60.08360.15160.1165
p-value(0.3192)(0.0698)(0.0686)
3;70.63850.63120.4703
p-value(0)(0)(0)
3;80.54680.48840.3602
p-value(0)(0)(0)
3;90.56730.51440.3739
p-value(0)(0)(0)
3;100.57950.54030.4006
p-value(0)(0)(0)
3;110.61620.60460.46
p-value(0)(0)(0)
3;120.62750.58130.4271
p-value(0)(0)(0)
3;130.64910.58830.4349
p-value(0)(0)(0)
3;140.68830.63240.4675
p-value(0)(0)(0)
3;150.68210.63350.4679
p-value(0)(0)(0)
4;50.7020.73290.5551
p-value(0)(0)(0)
4;60.16360.19350.1462
p-value(0.05)(0.0201)(0.0218)
4;70.73620.70530.5359
p-value(0)(0)(0)
4;80.62690.55880.4124
p-value(0)(0)(0)
4;90.64730.59390.4312
p-value(0)(0)(0)
4;100.64070.6050.4406
p-value(0)(0)(0)
4;110.63750.59820.4376
p-value(0)(0)(0)
4;120.65410.63470.4693
p-value(0)(0)(0)
4;130.72350.68130.5087
p-value(0)(0)(0)
4;140.71250.66030.4978
p-value(0)(0)(0)
4;150.7050.65370.4929
p-value(0)(0)(0)
5;60.18980.16840.1306
p-value(0.0227)(0.0436)(0.0413)
5;70.60730.61940.4543
p-value(0)(0)(0)
5;80.51060.50790.3758
p-value(0)(0)(0)
5;90.50320.51350.376
p-value(0)(0)(0)
5;100.49610.52950.3876
p-value(0)(0)(0)
5;110.42920.450.3185
p-value(0)(0)(0)
5;120.44120.53960.3916
p-value(0)(0)(0)
5;130.43380.49970.3553
p-value(0)(0)(0)
5;140.46930.54680.3945
p-value(0)(0)(0)
5;150.47360.55160.3974
p-value(0)(0)(0)
6;70.07430.07630.0585
p-value(0.3763)(0.3634)(0.3614)
6;80.14850.04450.0331
p-value(0.0757)(0.5968)(0.6106)
6;90.12590.02850.0226
p-value(0.1326)(0.7342)(0.7238)
6;100.09860.02530.0223
p-value(0.2395)(0.7635)(0.7282)
6;110.13640.1110.0855
p-value(0.1032)(0.1854)(0.1804)
6;120.04990.04240.0359
p-value(0.5528)(0.6139)(0.5734)
6;130.0390.09670.0704
p-value(0.6425)(0.249)(0.2702)
6;140.04620.12190.0899
p-value(0.5824)(0.1454)(0.1615)
6;150.05830.13020.0965
p-value(0.4873)(0.1198)(0.1329)
7;80.67810.59860.4433
p-value(0)(0)(0)
7;90.69990.63650.4707
p-value(0)(0)(0)
7;100.72110.67680.5055
p-value(0)(0)(0)
7;110.64080.60770.448
p-value(0)(0)(0)
7;120.74580.75550.5783
p-value(0)(0)(0)
7;130.73410.74010.5675
p-value(0)(0)(0)
7;140.76770.72480.5602
p-value(0)(0)(0)
7;150.7760.73550.571
p-value(0)(0)(0)
8;90.97090.96070.8744
p-value(0)(0)(0)
8;100.88760.84260.6907
p-value(0)(0)(0)
8;110.61630.56850.4267
p-value(0)(0)(0)
8;120.68730.66790.5071
p-value(0)(0)(0)
8;130.60910.5470.407
p-value(0)(0)(0)
8;140.59640.54910.4067
p-value(0)(0)(0)
8;150.59860.54440.4019
p-value(0)(0)(0)
9;100.92980.90090.7546
p-value(0)(0)(0)
9;110.62880.59070.4393
p-value(0)(0)(0)
9;120.7330.7090.5334
p-value(0)(0)(0)
9;130.64290.5880.4332
p-value(0)(0)(0)
9;140.62360.57520.4204
p-value(0)(0)(0)
9;150.62430.56860.4145
p-value(0)(0)(0)
10;110.64060.60760.4601
p-value(0)(0)(0)
10;120.80190.76790.5881
p-value(0)(0)(0)
10;130.69890.66620.4969
p-value(0)(0)(0)
10;140.64870.59110.4377
p-value(0)(0)(0)
10;150.64980.59160.4365
p-value(0)(0)(0)
11;120.72160.70840.5493
p-value(0)(0)(0)
11;130.75630.70170.5394
p-value(0)(0)(0)
11;140.75830.73790.5655
p-value(0)(0)(0)
11;150.75370.73780.5653
p-value(0)(0)(0)
12;130.84630.82170.6572
p-value(0)(0)(0)
12;140.8060.78280.613
p-value(0)(0)(0)
12;150.80440.78330.614
p-value(0)(0)(0)
13;140.81950.80470.6352
p-value(0)(0)(0)
13;150.81220.79990.6297
p-value(0)(0)(0)
14;150.99770.99670.9693
p-value(0)(0)(0)