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data from 855 t tests (from Wetzels et al 2011)
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## Paper is here: http://www.ejwagenmakers.com/2011/WetzelsEtAl2011_855.pdf | |
## Load the three data files | |
one_sample = read.delim("https://gist.githubusercontent.com/richarddmorey/e44df8750d69b5c0cd8db9513e75fba4/raw/a476c41e23d944bcf1ac6d84860218900bec0fe1/data_onesample.txt") | |
two_sample = read.delim("https://gist.githubusercontent.com/richarddmorey/e44df8750d69b5c0cd8db9513e75fba4/raw/a476c41e23d944bcf1ac6d84860218900bec0fe1/data_twosample.txt") | |
paired_sample = read.delim("https://gist.githubusercontent.com/richarddmorey/e44df8750d69b5c0cd8db9513e75fba4/raw/a476c41e23d944bcf1ac6d84860218900bec0fe1/data_pairedsample.txt") | |
# Define N1 and N2 for one sample tests | |
# for convenience | |
colnames(one_sample)[1] = "N1" | |
one_sample$N2 = 0 | |
# Effective sample sizes | |
one_sample$effN = one_sample$N1 | |
paired_sample$effN = paired_sample$N1 | |
two_sample$effN = with(two_sample, N1*N2/(N1 + N2)) | |
# degrees of freedom | |
one_sample$df = one_sample$N1 - 1 | |
two_sample$df = two_sample$N1 + two_sample$N2 - 2 | |
paired_sample$df = paired_sample$N1 - 1 | |
# t test types | |
one_sample$type = "one" | |
paired_sample$type = "paired" | |
two_sample$type = "two" | |
# Combine everything | |
all_t = rbind(one_sample, two_sample, paired_sample) | |
all_t$p = 2*pt(-abs(all_t$tvalue), all_t$df) | |
all_t$bflim = with(all_t, -1/(exp(1)*p*log(p))) | |
# sort by decreasing p value | |
all_t = all_t[order(all_t$p, decreasing = TRUE),] | |
library(BayesFactor) | |
rscale = 1 # value used by Wetzels et al | |
# Compute the Bayes factors | |
all_t$lbf = unlist(with(all_t, | |
mapply(ttest.tstat, | |
t = tvalue, | |
n1 = N1, | |
n2 = (type=="two")*N2, | |
MoreArgs = list(rscale = rscale)))["bf",]) | |
# Blot Bayes factors by p value | |
plot(all_t$p, exp(all_t$lbf), log="xy", | |
ylim = c(1e-3, 1e3), | |
xlim = c(1e-4,1), ylab = "JZS two-sided BF", | |
xlab = "p value", pch = 19, col = rgb(0,0,0,.1)) | |
# Add Jeffreys evidence bands | |
abline(h = c(3,10,30,100), col = "red", lty=2) | |
abline(h = 1/c(3,10,30,100), col = "red", lty=2) | |
abline(h = 1, col = "red", lty = 1) | |
# add local-H1 bound curve | |
p = exp(seq(log(1e-10),exp(-1), len=250)) | |
bflim = -1/(exp(1)*p*log(p)) | |
lines(p, bflim, col = "blue") | |
# Add p value thresholds | |
abline(v = .005, col = "purple", lty = 2) | |
abline(v = .05, col = "purple") |
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"N" "tvalue" "effectsize" | |
18 0.75 0.176776695 | |
13 3.52 0.976272345 | |
14 2.42 0.646772205 | |
16 3.76 0.94 | |
27 2.724 0.524234044 | |
14 2.57 0.686861392 | |
16 2.04 0.51 | |
4 1.85 0.925 | |
4 -8.46 -4.23 | |
4 9.94 4.97 | |
14 2.58 0.689534004 | |
11 2.91 0.877398013 | |
12 5.58 1.610807251 | |
12 5.58 1.610807251 | |
12 5.12 1.478016689 | |
12 2.43 0.701480577 | |
12 2.83 0.816950631 | |
12 2.49 0.718801085 | |
18 2.05 0.483189634 | |
18 3.07 0.723605939 | |
18 3.57 0.84145707 | |
18 3.91 0.921595838 | |
26 2.38 0.466756402 | |
26 1.25 0.245145169 | |
23 4.12 0.859079386 | |
21 9.73 2.123260072 | |
44 2.44 0.36784384 | |
16 0.48 0.12 | |
36 10.58 1.763333333 | |
36 9.63 1.605 | |
36 2.17 0.361666667 | |
36 6.64 1.106666667 | |
36 5.95 0.991666667 | |
36 2.07 0.345 | |
11 12 3.618136135 | |
11 0.446 0.13447406 | |
12 3.46 0.998815966 | |
12 0.93 0.268467875 | |
12 5.05 1.45780943 | |
72 2.86 0.337054232 | |
20 2.51 0.561253062 | |
20 5.73 1.281266951 | |
20 1.33 0.297397041 | |
20 3.82 0.854177967 | |
20 4.512 1.008913871 | |
20 0.802 0.179332652 | |
15 2.807 0.724764284 | |
20 6.447 1.441593025 | |
20 9.828 2.197607608 | |
20 5.435 1.215302946 | |
20 2.084 0.465996567 | |
15 3.522 0.90937649 | |
15 7.776 2.007754567 | |
15 2.256 0.582496695 | |
15 1.653 0.426802765 | |
15 0.901 0.2326372 | |
15 1.449 0.374130191 | |
15 0.494 0.127550252 | |
15 2.185 0.564164574 | |
20 3.084 0.689603364 | |
20 6.9 1.542886904 | |
20 -3.157 -0.70592666 | |
20 -3.642 -0.814375957 | |
20 3.39 0.758027044 | |
20 3.96 0.885482919 | |
20 2.9 0.648459713 | |
20 0.36 0.080498447 | |
27 2.37 0.456106713 | |
27 2.96 0.569652266 | |
27 0.11 0.02116951 | |
27 0.13 0.025018512 | |
24 4.14 0.845073961 | |
24 3.89 0.794042925 | |
24 2.8 0.571547607 | |
24 2.81 0.573588848 | |
30 3.04 0.555025525 | |
30 2.52 0.460086948 | |
30 3.45 0.629880941 | |
30 1.15 0.209960314 | |
30 2.24 0.408966176 | |
9 9.24 3.08 | |
9 3.6 1.2 | |
94 5.58 0.575533055 | |
20 -4.45 -0.99505025 | |
20 -4.43 -0.990578114 |
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"N1" "N2" "tvalue" "effectsize" | |
12 12 20.61 5.949594524 | |
20 20 3.67 0.820636948 | |
20 20 3.24 0.724486025 | |
28 28 3.05 0.576395821 | |
28 28 0.638 0.120570667 | |
28 28 0.044 0.008315218 | |
36 36 2.67 0.445 | |
36 36 -0.485 -0.080833333 | |
36 36 -3.31 -0.551666667 | |
44 44 2.12 0.319602025 | |
44 44 3.58 0.539705307 | |
44 44 -0.39 -0.058794712 | |
44 44 1.52 0.229148622 | |
44 44 0.49 0.073870279 | |
44 44 0.47 0.070855166 | |
18 18 7.87 1.854976789 | |
18 18 9.22 2.173174841 | |
28 28 7 1.322875656 | |
20 20 5.35 1.196296368 | |
20 20 6.67 1.491457341 | |
16 16 2.95 0.7375 | |
16 16 2.9 0.725 | |
23 23 8.12 1.693137042 | |
23 23 1.28 0.26689845 | |
15 15 7.09 1.830630128 | |
15 15 1.55 0.400208279 | |
30 30 4.86 0.887310543 | |
20 20 2.97 0.664112189 | |
20 20 2.22 0.496407091 | |
20 20 2.1 0.469574275 | |
20 20 -0.65 -0.145344419 | |
20 20 0.51 0.114039467 | |
20 20 0 0 | |
23 23 1.24 0.258557873 | |
23 23 -1.49 -0.310686477 | |
9 9 2.61 0.87 | |
9 9 3.13 1.043333333 | |
9 9 0.56 0.186666667 | |
10 10 5.8 1.834121043 | |
10 10 2.95 0.93287191 | |
10 10 0.78 0.246657657 | |
112 112 23.86 2.254558082 | |
91 91 16.95 1.776842798 | |
112 112 3.24 0.306151223 | |
91 91 0.44 0.046124533 | |
61 61 2.5 0.3200922 | |
61 61 7.5 0.960276599 | |
61 61 10.5 1.344387239 | |
61 64 4.2 0.537754896 | |
61 61 6.76 0.865529308 | |
61 61 2.4 0.307288512 | |
16 16 -8.43 -2.1075 | |
16 16 -1.145 -0.28625 | |
16 16 -4.65 -1.1625 | |
16 16 -2.926 -0.7315 | |
16 16 -1.01 -0.2525 | |
16 16 -3.84 -0.96 | |
38 38 1.12 0.181687992 | |
15 15 2.22 0.573201535 | |
19 19 2.27 0.520773716 | |
19 19 0.829 0.190185643 | |
20 20 12 2.683281573 | |
20 20 13.8 3.085773809 | |
20 20 2.5 0.559016994 | |
20 20 10.4 2.325510697 | |
20 20 12.1 2.705642253 | |
20 20 1.1 0.245967478 | |
20 20 7.2 1.609968944 | |
20 20 10.9 2.437314095 | |
20 20 2.8 0.626099034 | |
20 20 10.3 2.303150017 | |
20 20 10.1 2.258428657 | |
20 20 2.53 0.565725198 | |
20 20 5 1.118033989 | |
20 20 4.8 1.073312629 | |
20 20 0.3 0.067082039 | |
21 21 1.715 0.374243682 | |
21 21 2.01 0.438617959 | |
21 21 3.48 0.759398258 | |
21 21 0.4 0.087287156 | |
21 21 0.3 0.065465367 | |
12 12 4.66 1.345226127 | |
12 12 4.3 1.241303079 | |
12 12 3.312 0.956092046 | |
12 12 2.72 0.785196366 | |
12 12 1.17 0.337749907 | |
12 12 1.41 0.40703194 | |
32 32 2.1 0.37123106 | |
22 22 1 0.213200716 | |
22 22 1.4 0.298481003 | |
22 22 2.13 0.454117526 | |
22 22 0.11 0.023452079 | |
22 22 3.13 0.667318242 | |
22 22 2.3 0.490361648 | |
22 22 2.3 0.490361648 | |
22 22 2.8 0.596962006 | |
22 22 4.19 0.893311002 | |
22 22 0.14 0.0298481 | |
22 22 2.82 0.60122602 | |
130 130 2.99 0.262240348 | |
20 20 3.22 0.720013889 | |
8 8 4.29 1.516744046 | |
20 20 2.92 0.652931849 | |
8 8 3.87 1.368251622 | |
20 20 3.22 0.720013889 | |
8 8 3.06 1.081873375 | |
20 20 3.01 0.673056461 | |
8 8 6.25 2.209708691 | |
20 20 3.01 0.673056461 | |
8 8 2.76 0.975807358 | |
20 20 4.92 1.100145445 | |
8 8 2.77 0.979342892 | |
20 20 5.7 1.274558747 | |
20 20 4.87 1.088965105 | |
20 20 7.27 1.62562142 | |
20 20 6.79 1.518290157 | |
20 20 6.34 1.417667098 | |
20 20 6.24 1.395306418 | |
20 20 7.11 1.589844332 | |
20 20 7.43 1.661398507 | |
20 20 3.87 0.865358307 | |
20 20 0.09 0.020124612 | |
20 20 2.6 0.581377674 | |
20 20 0.52 0.116275535 | |
20 20 5.5 1.229837388 | |
20 20 0.49 0.109567331 | |
20 20 2.26 0.505351363 | |
20 20 1.93 0.43156112 | |
27 27 3.64 0.700518327 | |
12 12 5.66 1.633901262 | |
16 16 3.41 0.8525 | |
16 16 2.17 0.5425 | |
23 23 3.39 0.706863864 | |
22 22 1.91 0.407213368 | |
22 22 4.35 0.927423116 | |
23 23 5.98 1.246916196 | |
23 23 3.56 0.742311314 | |
22 22 4.6 0.980723295 | |
23 23 3.09 0.644309539 | |
22 22 5.04 1.07453161 | |
23 23 4.95 1.03214635 | |
24 24 6.39 1.304353288 | |
24 24 9.7 1.980004209 | |
24 24 2.86 0.583795055 | |
24 24 2.63 0.536846502 | |
24 24 4.7 0.959383483 | |
24 24 7.79 1.590127091 | |
24 24 3.63 0.740970647 | |
24 24 2.68 0.547052709 | |
18 18 1.77 0.417193001 | |
15 15 3 0.774596669 | |
20 20 3.4 0.760263112 | |
20 20 2.73 0.610446558 | |
20 20 5.09 1.138158601 | |
20 20 3.4 0.760263112 | |
20 20 5.03 1.124742193 | |
20 20 2.43 0.543364519 | |
20 20 5.92 1.323752243 | |
20 20 4.15 0.927968211 | |
20 20 6.5 1.453444185 | |
20 20 3.9 0.872066511 | |
20 20 4.19 0.936912483 | |
20 20 4.5 1.00623059 | |
20 20 3.69 0.825109084 | |
20 20 4.3 0.96150923 | |
20 20 5.44 1.21642098 | |
48 48 5.41 0.780866239 | |
48 48 2.69 0.388268056 | |
48 48 5.7 0.822724134 | |
48 48 1.94 0.280014881 | |
48 48 4.86 0.701480577 | |
48 48 3.38 0.487860977 | |
48 48 5.65 0.815507255 | |
48 48 4 0.577350269 | |
48 48 2.15 0.31032577 | |
48 48 2.84 0.409918691 | |
21 21 4.14 0.903422066 | |
21 21 6.04 1.318036057 | |
21 21 2.36 0.514994221 | |
21 21 1.89 0.412431813 | |
21 21 2.03 0.442982317 | |
21 21 2.22 0.484443716 | |
21 21 3.99 0.870689382 | |
21 21 1.94 0.423342707 | |
21 21 1.36 0.296776331 | |
21 21 0.85 0.185485207 | |
21 21 2.22 0.484443716 | |
21 21 0.9 0.196396101 | |
21 21 -0.44 -0.096015872 | |
21 21 1.11 0.242221858 | |
21 21 -0.11 -0.024003968 | |
21 21 0.35 0.076376262 | |
22 22 2.54 0.54152982 | |
22 22 1.87 0.39868534 | |
22 22 1.06 0.225992759 | |
21 21 2.03 0.442982317 | |
22 22 1.37 0.292084981 | |
22 22 0.7 0.149240501 | |
21 21 0.43 0.093833693 | |
22 22 1.2 0.25584086 | |
22 22 0.89 0.189748638 | |
22 22 0.31 0.066092222 | |
50 50 2.11 0.298399062 | |
50 50 2.54 0.359210245 | |
50 50 1.46 0.20647518 | |
20 20 3 0.670820393 | |
12 12 3.57 1.030570231 | |
8 8 4.47 1.580383656 | |
16 16 2.13 0.5325 | |
30 30 2.75 0.502079011 | |
30 30 1.5 0.273861279 | |
28 28 3.34 0.63120067 | |
24 24 4.53 0.924682378 | |
28 28 5.32 1.005385498 | |
24 24 4.09 0.834867754 | |
28 28 3.95 0.746479834 | |
24 24 1.39 0.283732562 | |
28 28 3.46 0.653878538 | |
24 24 2 0.40824829 | |
28 28 2.99 0.565056887 | |
24 24 1.71 0.349052288 | |
28 28 2.27 0.428989677 | |
28 28 1.68 0.317490157 | |
24 24 1.24 0.25311394 | |
13 13 1.86 0.515871182 | |
21 21 4.1 0.89469335 | |
21 21 5.6 1.222020185 | |
21 21 2.9 0.632831882 | |
21 21 3.7 0.807406194 | |
21 21 4.36 0.951430001 | |
8 8 11.72 4.143645738 | |
28 28 8.03 1.517527359 | |
30 30 4.54 0.828886804 | |
39 39 4.25 0.680544654 | |
39 39 0.3 0.048038446 | |
20 20 3.55 0.793804132 | |
16 16 3.71 0.9275 | |
16 16 2.77 0.6925 | |
16 16 3.6 0.9 | |
20 20 1.28 0.286216701 | |
20 20 11.19 2.502160067 | |
20 20 6.43 1.43779171 | |
12 12 9.43 2.722206519 | |
12 12 4.71 1.359659884 | |
16 16 3.832 0.958 | |
16 16 1.837 0.45925 | |
16 16 4.87 1.2175 | |
16 16 2.955 0.73875 | |
16 16 2.682 0.6705 | |
16 16 2.308 0.577 | |
16 16 -1.78 -0.445 | |
53 53 5.47 0.751362285 | |
25 25 5.62 1.124 | |
28 28 6.2 1.171689866 | |
46 46 7.36 1.085172797 | |
46 46 4.15 0.611884118 | |
46 46 3.94 0.580921307 | |
12 12 -1.9 -0.548482756 | |
53 53 8.53 1.17168561 | |
53 53 2.94 0.403840058 | |
14 14 1.2 0.32071349 | |
16 16 1.8 0.45 | |
24 24 0.001 0.000204124 | |
24 24 2.56 0.522557812 | |
44 44 1.22 0.18392192 | |
44 44 2.04 0.307541571 | |
26 26 6.48 1.270832556 | |
26 26 2.08 0.407921561 | |
36 36 1.96 0.326666667 | |
36 36 2.53 0.421666667 | |
10 10 5.06 1.600112496 | |
10 10 3.28 1.037227073 | |
10 10 3.09 0.977143797 | |
10 10 6.7 2.118726032 | |
44 44 2.34 0.352768273 | |
24 24 1.22 0.249031457 | |
24 24 1.26 0.257196423 | |
24 24 2.33 0.475609258 | |
24 24 3.57 0.728723198 | |
24 24 3.43 0.700145818 | |
24 24 0.797 0.162686944 | |
24 24 3.78 0.771589269 | |
24 24 0.97 0.198000421 | |
24 24 0.44 0.089814624 | |
24 24 3.27 0.667485955 | |
24 24 10.45 2.133097318 | |
24 24 12.15 2.480108365 | |
24 24 4.41 0.90018748 | |
24 24 6.88 1.404374119 | |
20 20 2.81 0.628335102 | |
20 20 0.88 0.196773982 | |
52 52 1.2 0.166410059 | |
52 52 2.85 0.39522389 | |
52 52 4.47 0.619877469 | |
52 52 4.1 0.568567701 | |
52 52 1.31 0.181664314 | |
52 52 2.02 0.280123599 | |
30 30 1.39 0.253778118 | |
36 36 4 0.666666667 | |
36 36 2.3 0.383333333 | |
36 36 2.3 0.383333333 | |
30 30 4 0.730296743 | |
30 30 1.3 0.237346442 | |
30 30 4 0.730296743 | |
30 30 1.3 0.237346442 | |
30 30 0.53 0.096764318 | |
30 30 1.73 0.315853341 | |
10 10 5.079 1.606120824 | |
10 10 4.194 1.326259251 | |
45 45 -1.18 -0.175904014 | |
45 45 2.44 0.363733724 | |
12 12 2.31 0.666839561 | |
32 32 0.75 0.132582521 | |
32 32 0.6 0.106066017 | |
24 24 2.09 0.426619464 | |
24 24 6.01 1.226786113 | |
24 24 2.37 0.483774224 | |
24 24 4.72 0.963465965 | |
32 32 1.57 0.277539412 | |
32 32 0.06 0.010606602 | |
32 32 1.16 0.205060967 | |
32 32 4.61 0.814940565 | |
31 31 1.18 0.211934256 | |
31 31 1.95 0.350230339 | |
22 22 0.64 0.136448458 | |
22 22 4.03 0.859198887 | |
26 26 0.29 0.056873679 | |
26 26 2.29 0.449105949 | |
26 26 0.21 0.041184388 | |
26 26 1.79 0.351047882 | |
24 24 1.26 0.257196423 | |
24 24 1.16 0.236784008 | |
24 24 0.6 0.122474487 | |
24 24 1.57 0.320474908 | |
25 25 0.009 0.0018 | |
25 25 1.08 0.216 | |
24 24 0.92 0.187794214 | |
24 24 1.55 0.316392425 | |
22 22 0.43 0.091676308 | |
22 22 2.46 0.524473762 | |
12 12 0.43 0.124130308 | |
18 18 2.13 0.502045815 | |
18 18 0.47 0.110780062 | |
43 43 1.96 0.298897198 | |
20 20 3.19 0.713305685 | |
26 26 1.33 0.26083446 | |
20 20 3.85 0.860886171 | |
23 23 2.8 0.583840359 | |
47 47 3.03 0.441970924 | |
95 95 3.33 0.341650791 | |
95 95 2.51 0.257520566 | |
57 57 0.68 0.0900682 | |
29 29 2.6 0.482807879 | |
30 30 3.5 0.63900965 | |
29 29 2.7 0.501377413 | |
30 30 2.3 0.419920627 | |
29 29 2.8 0.519946947 | |
30 30 1.6 0.292118697 | |
29 29 4.5 0.835629022 | |
30 30 1.8 0.328633535 | |
23 23 3.3 0.688097566 | |
25 25 3 0.6 | |
30 30 3.4 0.620752232 | |
120 120 2.8 0.25560386 | |
20 20 2.51 0.561253062 | |
20 20 1.6 0.357770876 | |
20 20 2.1 0.469574275 | |
20 20 1.7 0.380131556 | |
20 20 5.5 1.229837388 | |
20 20 4.9 1.095673309 | |
20 20 4.2 0.939148551 | |
20 20 4.4 0.98386991 | |
32 32 3 0.530330086 | |
24 24 2.4 0.489897949 | |
32 32 1.72 0.304055916 | |
24 24 2.12 0.432743188 | |
36 36 3.3 0.55 | |
36 36 2.5 0.416666667 | |
36 36 3.8 0.633333333 | |
36 36 2 0.333333333 | |
36 36 3.18 0.53 | |
24 24 2.48 0.50622788 | |
36 36 3.75 0.625 | |
24 24 2.49 0.508269122 | |
36 36 2.82 0.47 | |
24 24 2.77 0.565423882 | |
36 36 4.07 0.678333333 | |
24 24 3.64 0.743011889 | |
36 36 2 0.333333333 | |
24 24 1.25 0.255155182 | |
36 36 2.87 0.478333333 | |
24 24 2.27 0.46336181 | |
36 36 3.17 0.528333333 | |
24 24 2.16 0.440908154 | |
36 36 2.59 0.431666667 | |
24 24 1.86 0.37967091 | |
36 36 1.88 0.313333333 | |
24 24 2.11 0.430701946 | |
36 36 3.67 0.611666667 | |
24 24 3.01 0.614413677 | |
36 36 2.25 0.375 | |
24 24 1.45 0.295980011 | |
36 36 3.21 0.535 | |
24 24 3.01 0.614413677 | |
36 36 2.93 0.488333333 | |
24 24 3.47 0.708310784 | |
36 36 3.61 0.601666667 | |
24 24 5.24 1.069610521 | |
36 36 1.74 0.29 | |
24 24 1.94 0.396000842 | |
36 36 2.95 0.491666667 | |
24 24 4.7 0.959383483 | |
36 36 3.48 0.58 | |
24 24 5.01 1.022661968 | |
30 30 1.3 0.237346442 | |
12 12 1.42 0.409918691 | |
24 24 11.87 2.422953604 | |
24 24 13.45 2.745469753 | |
24 24 2.71 0.553176434 | |
24 24 3.07 0.626661126 | |
30 30 2.4 0.438178046 | |
25 25 4.1 0.82 | |
30 30 3.5 0.63900965 | |
25 25 5.7 1.14 | |
30 30 3.1 0.565979976 | |
25 25 3.2 0.64 | |
30 30 2.2 0.401663209 | |
25 25 3.8 0.76 | |
30 30 2.2 0.401663209 | |
25 25 3.6 0.72 | |
30 30 1.7 0.310376116 | |
25 25 3.4 0.68 | |
30 30 1.6 0.292118697 | |
25 25 2.3 0.46 | |
24 24 3.16 0.645032299 | |
24 24 -1.65 -0.33680484 | |
25 25 1.22 0.244 | |
25 25 0.19 0.038 | |
26 26 5.09 0.998231128 | |
26 26 1.04 0.203960781 | |
24 24 0.59 0.120433246 | |
24 24 1.14 0.232701526 | |
25 25 2.62 0.524 | |
25 25 1.93 0.386 | |
25 25 1.23 0.246 | |
25 25 1.24 0.248 | |
24 24 1.44 0.293938769 | |
24 24 1.42 0.289856286 | |
24 24 2.51 0.512351605 | |
24 24 2.72 0.555217675 | |
24 24 1.23 0.251072699 | |
24 24 2.21 0.451114361 | |
24 24 2.72 0.555217675 | |
24 24 4.91 1.002249553 | |
24 24 2.19 0.447031878 | |
24 24 1.45 0.295980011 | |
24 24 3.02 0.616454919 | |
24 24 3.24 0.661362231 | |
24 24 2.5 0.510310363 | |
24 24 3.24 0.661362231 | |
24 24 1.4 0.285773803 | |
24 24 3.31 0.675650921 | |
24 24 3.38 0.689939611 | |
20 20 3.2 0.715541753 | |
14 14 1 0.267261242 | |
14 14 2.13 0.569266445 | |
15 15 2.79 0.720374902 | |
36 36 0.81 0.135 | |
14 14 -2.81 -0.75100409 | |
22 22 -1.73 -0.368837239 | |
16 16 2.22 0.555 | |
36 36 0.51 0.085 | |
26 26 2.2 0.431455497 | |
72 72 3.06 0.360624458 | |
72 72 2.06 0.242773328 | |
30 30 0.22 0.040166321 | |
30 30 2.06 0.376102823 | |
30 30 1.77 0.323156309 | |
44 44 0.34 0.051256929 | |
44 44 10.51 1.584442116 | |
44 44 10.83 1.632683931 | |
30 30 0.41 0.074855416 | |
30 30 6.14 1.121005501 | |
30 30 5.06 0.92382538 | |
30 30 3.73 0.681001713 | |
30 30 7.24 1.321837105 | |
44 44 7.62 1.148758223 | |
44 44 3.24 0.488448378 | |
30 30 2.96 0.54041959 | |
30 30 4.44 0.810629385 | |
30 30 3.56 0.649964102 | |
30 30 1.51 0.275687021 | |
42 42 3.27 0.504571954 | |
30 30 6.4 1.168474789 | |
30 30 3.7 0.675524488 | |
16 16 2.26 0.565 | |
16 16 0.2 0.05 | |
38 38 3.33 0.540197332 | |
17 17 2.37 0.574809431 | |
17 17 1.18 0.286192038 | |
16 16 2.53 0.6325 | |
16 16 0.49 0.1225 | |
17 17 0.53 0.128543881 | |
17 17 2.88 0.6985026 | |
17 17 2.14 0.519026238 | |
39 39 0.45 0.072057669 | |
36 36 1.62 0.27 | |
13 13 1.17 0.324499615 | |
13 13 3.71 1.028968864 | |
13 13 0.17 0.047149517 | |
13 13 3.66 1.015101359 | |
24 24 2.92 0.596042504 | |
24 24 3.13 0.638908575 | |
28 28 2.39 0.451667545 | |
17 17 3.63 0.880404319 | |
17 17 3.46 0.839173263 | |
24 24 2.47 0.504186639 | |
30 30 0.86 0.1570138 | |
16 16 0.97 0.2425 | |
16 16 0.86 0.215 | |
39 39 -0.27 -0.043234602 | |
32 32 3.2 0.565685425 | |
32 32 2.1 0.37123106 | |
48 48 3.3 0.476313972 | |
48 48 2.2 0.317542648 | |
24 24 1.91 0.389877117 | |
24 24 1.36 0.277608838 | |
24 24 4.12 0.840991478 | |
24 24 1.38 0.28169132 | |
24 24 2.27 0.46336181 | |
24 24 1.55 0.316392425 | |
24 24 3.22 0.657279748 | |
24 24 2.45 0.500104156 | |
24 24 3.58 0.73076444 | |
24 24 2.78 0.567465124 | |
19 19 2.79 0.640069897 | |
19 19 5.45 1.25031575 | |
21 21 2.69 0.587006125 | |
22 22 2.67 0.569245913 | |
30 30 2.18 0.398011725 | |
30 30 2.26 0.41261766 | |
30 30 3.89 0.710213583 | |
27 27 7.73 1.487639194 | |
24 24 7.56 1.543178538 | |
30 30 5.04 0.920173897 | |
30 30 6.46 1.17942924 | |
20 20 -4.21 -0.941384619 | |
20 20 -5.16 -1.153811076 | |
20 20 1.78 0.3980201 | |
20 20 0.9 0.201246118 | |
20 20 2.26 0.505351363 | |
20 20 2.58 0.576905538 | |
16 16 -3.2 -0.8 | |
14 14 1.97 0.526504647 | |
13 13 1.18 0.327273116 | |
28 28 -0.96 -0.181422947 | |
24 24 2.03 0.414372015 | |
17 17 3.83 0.928911444 | |
17 17 1.18 0.286192038 | |
17 17 3.13 0.759136506 | |
17 17 3.28 0.79551685 | |
17 17 1.78 0.431713413 | |
30 30 1.46 0.266558311 | |
25 25 2.8 0.56 | |
21 21 2.3 0.501901148 | |
16 16 -2.54 -0.635 | |
16 16 -2.6 -0.65 | |
16 16 -1.97 -0.4925 | |
16 16 3.13 0.7825 | |
16 16 2.01 0.5025 | |
16 16 2.52 0.63 | |
16 16 0.33 0.0825 | |
16 16 11.35 2.8375 | |
16 16 5.9 1.475 | |
16 16 -1.18 -0.295 | |
16 16 -0.78 -0.195 | |
16 16 13.21 3.3025 | |
16 16 8.71 2.1775 | |
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36 36 0.64 0.106666667 | |
120 120 0.74 0.067552449 | |
36 36 3.35 0.558333333 | |
36 36 7.43 1.238333333 | |
120 120 5.94 0.542245332 | |
36 36 3.35 0.558333333 | |
120 120 2.86 0.261081086 | |
36 36 6.58 1.096666667 | |
120 120 5.95 0.543158203 | |
36 36 3.87 0.645 | |
120 120 3.41 0.311288987 | |
38 38 7.14 1.158260947 | |
38 38 7.63 1.237749443 | |
38 38 8.52 1.382126508 | |
38 38 0.26 0.042177569 | |
32 32 7.58 1.33996735 | |
38 38 7.79 1.263704871 | |
38 38 9.74 1.580036642 | |
38 38 1.5 0.243332132 | |
20 20 7.06 1.578663992 | |
20 20 1.38 0.308577381 | |
20 20 0.67 0.149816554 |
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"N1" "N2" "tvalue" "effectsize" | |
32 32 3.53 0.8825 | |
32 32 2.96 0.74 | |
13 13 1.4 0.549125178 | |
13 13 1.5 0.588348405 | |
20 20 1.76 0.556560868 | |
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60 60 1.85 0.337762244 | |
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60 60 3.62 0.660918553 | |
60 60 2.64 0.481995851 | |
50 50 6.25 1.25 | |
50 50 6.69 1.338 | |
50 50 6.35 1.27 | |
50 50 5.21 1.042 | |
50 50 6.59 1.318 | |
50 50 4.2 0.84 | |
50 50 7.13 1.426 | |
50 50 1.76 0.352 | |
50 50 6.64 1.328 | |
50 50 3.98 0.796 | |
50 50 1.74 0.348 | |
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12 12 2.35 0.959383483 | |
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18 18 3.89 1.296666667 | |
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15 15 -5.02 -1.833044826 | |
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26 26 0.36 0.099846035 | |
26 26 2.98 0.826503292 | |
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30 30 9.39 2.424487575 | |
30 30 3.16 0.815908492 | |
30 30 2.11 0.544799657 | |
30 30 2.21 0.570619546 | |
30 30 1.29 0.333076568 | |
36 36 2.37 0.558614357 | |
36 36 2.63 0.619896945 | |
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26 26 0.68 0.188598067 | |
24 24 3.42 0.98726896 | |
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24 24 3.49 1.00747622 | |
24 24 2.39 0.689933572 | |
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48 48 4.74 0.967548448 | |
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24 24 3.99 1.151813787 | |
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36 36 3.074 0.724548748 | |
32 32 0.55 0.1375 | |
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32 32 1.03 0.2575 | |
32 32 2.63 0.6575 | |
32 32 0.93 0.2325 | |
44 44 2.17 0.462645554 | |
76 76 1.66 0.269287559 | |
44 44 2.45 0.522341755 | |
15 15 0.455 0.166142509 | |
54 54 2.4 0.461880215 | |
54 54 2.7 0.519615242 | |
54 54 3.9 0.75055535 | |
54 54 3.2 0.615840287 | |
24 24 5.22 1.506884203 | |
24 24 12.86 3.712362231 | |
24 24 7.9 2.280533563 | |
24 24 13.6 3.92598183 | |
22 22 1.86 0.560811101 | |
22 22 3.14 0.946745622 | |
16 16 3.78 1.336431816 | |
20 20 3.78 1.195340956 | |
20 20 3.55 1.122608569 | |
20 20 2.54 0.803218526 | |
20 20 3.28 1.037227073 | |
20 20 3.987 1.260800103 | |
20 20 9.005 2.847631033 | |
20 20 7.127 2.253755288 | |
20 20 2.54 0.803218526 | |
20 20 2.862 0.905043866 | |
20 20 2.37 0.749459805 | |
15 15 2.239 0.817567204 | |
15 15 0.105 0.038340579 | |
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15 15 6.392 2.334028392 | |
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20 20 3.199 1.011612623 | |
20 20 1.267 0.40066058 | |
20 20 -1.02 -0.322552321 | |
36 36 -1.04 -0.245130351 | |
3 3 2.58 2.106561179 | |
3 3 5.27 4.302936981 | |
3 3 2.71 2.212705734 | |
18 18 0.66 0.22 | |
18 18 1.99 0.663333333 | |
18 18 4.29 1.43 | |
18 18 4.34 1.446666667 | |
18 18 4.46 1.486666667 | |
9 4 2.09 1.255933694 | |
9 4 1.89 1.135748652 | |
44 45 2.29 0.485509677 | |
44 45 2.85 0.604236934 | |
35 29 3.32 0.833671682 | |
35 29 1.27 0.318904529 | |
35 29 25.63 6.435844941 | |
64 66 2.3 0.403494443 | |
22 23 2.35 0.700807693 | |
22 23 2.21 0.659057448 | |
14 11 2.72 1.095919231 | |
13 15 0.2 0.075786475 | |
22 24 2.2 0.649358658 | |
22 24 5.22 1.540750998 | |
22 24 5.93 1.750316746 | |
24 25 6.15 1.75750889 | |
24 25 12.43 3.552168375 | |
22 24 3.75 1.106861349 | |
22 24 7.18 2.119270529 | |
22 25 5.11 1.493786342 | |
22 25 6.19 1.809498524 | |
22 24 2.61 0.770375499 | |
22 24 7.5 2.213722698 | |
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22 24 2.79 0.823504844 | |
22 24 3.91 1.154087433 | |
22 24 7.63 2.252093891 | |
212 151 12.7 1.352385885 | |
212 151 8.8 0.937086283 | |
43 20 2.05 0.554849131 | |
26 20 2.76 0.820892572 | |
48 23 2.12 0.537626291 | |
48 23 2.33 0.590881726 | |
48 47 4.34 0.890598552 | |
48 47 2.17 0.445299276 | |
35 36 0.45 0.106820945 | |
17 7 1.89 0.848777668 | |
17 7 3.62 1.625701142 | |
18 7 2.76 1.229401713 | |
18 7 2.76 1.229401713 | |
23 25 1.76 0.508509843 | |
23 25 2.38 0.687643993 | |
11 13 1.63 0.66776739 | |
15 9 1.2 0.505964426 | |
19 20 1.58 0.506171388 | |
15 14 1.84 0.683765485 | |
9 7 1.41 0.710573209 | |
5 3 3.11 2.271222872 | |
2 9 1.84 1.438394166 | |
9 5 2.48 1.383277911 | |
7 3 6.49 4.47852548 | |
9 7 1.66 0.836561367 | |
9 5 3.55 1.980095396 | |
7 3 3.05 2.104699956 | |
13 12 4.63 1.85348338 |
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