pval = Float64[]: 0.000003 seconds (1 allocation: 64 bytes)
i = 1
X = rand(dist, n): 0.000004 seconds (1 allocation: 144 bytes)
X̄ = mean(X): 0.000000 seconds
S = std(X): 0.000002 seconds
t = (√n * (X̄ - μ)) / S: 0.000000 seconds
p = 2 * ccdf(TDist(n - 1), abs(t)): 0.000015 seconds
push!(pval, p): 0.000001 seconds (1 allocation: 80 bytes)
i = 2
X = rand(dist, n): 0.000002 seconds (1 allocation: 144 bytes)
X̄ = mean(X): 0.000000 seconds
S = std(X): 0.000001 seconds
t = (√n * (X̄ - μ)) / S: 0.000000 seconds
p = 2 * ccdf(TDist(n - 1), abs(t)): 0.000002 seconds
push!(pval, p): 0.000000 seconds
i = 3
X = rand(dist, n): 0.000002 seconds (1 allocation: 144 bytes)
X̄ = mean(X): 0.000000 seconds
S = std(X): 0.000000 seconds
t = (√n * (X̄ - μ)) / S: 0.000000 seconds
p = 2 * ccdf(TDist(n - 1), abs(t)): 0.000002 seconds
push!(pval, p): 0.000001 seconds
i = 4
X = rand(dist, n): 0.000001 seconds (1 allocation: 144 bytes)
X̄ = mean(X): 0.000000 seconds
S = std(X): 0.000000 seconds
t = (√n * (X̄ - μ)) / S: 0.000000 seconds
p = 2 * ccdf(TDist(n - 1), abs(t)): 0.000002 seconds
push!(pval, p): 0.000000 seconds
i = 5
X = rand(dist, n): 0.000000 seconds (1 allocation: 144 bytes)
X̄ = mean(X): 0.000000 seconds
S = std(X): 0.000000 seconds
t = (√n * (X̄ - μ)) / S: 0.000000 seconds
p = 2 * ccdf(TDist(n - 1), abs(t)): 0.000001 seconds
push!(pval, p): 0.000000 seconds
i = 6
X = rand(dist, n): 0.000001 seconds (1 allocation: 144 bytes)
X̄ = mean(X): 0.000000 seconds
S = std(X): 0.000000 seconds
t = (√n * (X̄ - μ)) / S: 0.000000 seconds
p = 2 * ccdf(TDist(n - 1), abs(t)): 0.000009 seconds
push!(pval, p): 0.000002 seconds
i = 7
X = rand(dist, n): 0.000001 seconds (1 allocation: 144 bytes)
X̄ = mean(X): 0.000000 seconds
S = std(X): 0.000000 seconds
t = (√n * (X̄ - μ)) / S: 0.000000 seconds
p = 2 * ccdf(TDist(n - 1), abs(t)): 0.000001 seconds
push!(pval, p): 0.000000 seconds
i = 8
X = rand(dist, n): 0.000001 seconds (1 allocation: 144 bytes)
X̄ = mean(X): 0.000000 seconds
S = std(X): 0.000000 seconds
t = (√n * (X̄ - μ)) / S: 0.000000 seconds
p = 2 * ccdf(TDist(n - 1), abs(t)): 0.000004 seconds
push!(pval, p): 0.000001 seconds
i = 9
X = rand(dist, n): 0.000007 seconds (1 allocation: 144 bytes)
X̄ = mean(X): 0.000002 seconds
S = std(X): 0.000002 seconds
t = (√n * (X̄ - μ)) / S: 0.000001 seconds
p = 2 * ccdf(TDist(n - 1), abs(t)): 0.000010 seconds
push!(pval, p): 0.000001 seconds (1 allocation: 336 bytes)
i = 10
X = rand(dist, n): 0.000002 seconds (1 allocation: 144 bytes)
X̄ = mean(X): 0.000000 seconds
S = std(X): 0.000000 seconds
t = (√n * (X̄ - μ)) / S: 0.000000 seconds
p = 2 * ccdf(TDist(n - 1), abs(t)): 0.000004 seconds
push!(pval, p): 0.000001 seconds
pval: 0.000000 seconds