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primes = primes(20000); plot(x => pix(x, primes)); plot(x => ceil(x / ln(x))); plot(x => floor(li(x))); plot(x => ceil(x / ln(x) + x / pow(ln(x), 2))); //plot(x => cgamma(complex(0, x)).y); /*for (let i = 0; i < primes.length / 100; i++) { const p = primes[i]; const f = (x) => x > p ? sin(x * (PI / p)) * p : 0; plot(x => f(x), { color: randomColor(), width: 1.5 }); }*/ /*for (let i = 0; i < 10.0; i += 0.05) { let ecolor = randomColor(); plot(x => sqrt(pow(x, 3) - 2 * x + 2.0 / i), { color: ecolor }); plot(x => -sqrt(pow(x, 3) - 2 * x + 2.0 / i), { color: ecolor }); }*/ /*for (let k = 0; k < 10.0; k += 0.1) { plot(x => cgammaphi(-k + 1, x).x); }*/ /* function realMandelbrot(c, n) { let z = 0; for (let i = 0; i < n; i++) { z = pow(z, 2) + c; //z = sin(z) + c; } return z; } for (let n = 20; n <= 100; n += 1) { plot(x => -realMandelbrot(x, n)); } */
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