apl: primes sieve (2=+⌿0=A∘.|A)/A←⍳N + apl-compress (+11 tests, 280/280)
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⍝ Sieve of Eratosthenes — the classic APL one-liner
⍝ primes ← (2=+⌿0=A∘.|A)/A←N
⍝ Read right-to-left:
⍝ A ← N : A is 1..N
⍝ A∘.|A : outer-product residue table — M[i,j] = A[j] mod A[i]
⍝ 0=... : boolean — true where A[i] divides A[j]
⍝ +⌿... : column sums — count of divisors per A[j]
⍝ 2=... : true for numbers with exactly 2 divisors (1 and self) → primes
⍝ .../A : compress — select A[j] where mask[j] is true
⍝ Examples:
⍝ primes 10 → 2 3 5 7
⍝ primes 30 → 2 3 5 7 11 13 17 19 23 29
primes {(2=+0=.|)/}