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15 export function my_mod(dividend, divisor) { 16 return (dividend % divisor + divisor) % divisor 17 }
10 function mod(dividend, divisor) { 11 return (dividend % divisor + divisor) % divisor; 12 }
22 mod(div) { 23 let result = 0; 24 for (let i = this._buffer.length - 1; i >= 0; i--) { 25 result *= (256 % div); 26 result %= div; 27 result += (this._buffer[i] % div); 28 result %= div; 29 } 30 return result; 31 }
50 function div(a, b, is_mod) { 51 var n = a.length, m = b.length, i, j, d, tmp, qq, rr, c = Array(); 52 d = Math.floor(0x10000 / (b[m - 1] + 1)); 53 a = mul(a, [d]); 54 b = mul(b, [d]); 55 for (j = n - m; j >= 0; j--) { 56 tmp = a[j + m] * 0x10000 + a[j + m - 1]; 57 rr = tmp % b[m - 1]; 58 qq = Math.round((tmp - rr) / b[m - 1]); 59 if (qq == 0x10000 || (m > 1 && qq * b[m - 2] > 0x10000 * rr + a[j + m - 2])) { 60 qq--; 61 rr += b[m - 1]; 62 if (rr < 0x10000 && qq * b[m - 2] > 0x10000 * rr + a[j + m - 2]) qq--; 63 } 64 for (i = 0; i < m; i++) { 65 tmp = i + j; 66 a[tmp] -= b[i] * qq; 67 a[tmp + 1] += Math.floor(a[tmp] / 0x10000); 68 a[tmp] &= 0xffff; 69 } 70 c[j] = qq; 71 if (a[tmp + 1] < 0) { 72 c[j]--; 73 for (i = 0; i < m; i++) { 74 tmp = i + j; 75 a[tmp] += b[i]; 76 if (a[tmp] > 0xffff) { 77 a[tmp + 1]++; 78 a[tmp] &= 0xffff; 79 } 80 } 81 } 82 } 83 if (!is_mod) return c; 84 b = Array(); 85 for (i = 0; i < m; i++) b[i] = a[i]; 86 return div(b, [d]); 87 }
31 function subtract(div) { 32 var v = Math.floor( seconds / div ); 33 seconds %= div; 34 35 return v; 36 }
138 function divide (n, m) { return n / m }
160 async function pyDivide(numerator, denominator) { 161 try { 162 await python`${numerator} / ${denominator}`; 163 } catch (e) { 164 if (isPythonException('ZeroDivisionError', e)) { 165 return Infinity; 166 } 167 throw e; 168 } 169 }
133 function div (a, b) { 134 // This function is used in a variety of contexts so it is special in 135 // that it doesn't get type annotations even though it's a numerical 136 // function. 137 return a / b >> 0; 138 }
8 export function mod(value: number, divisor: number): number { 9 const modulus = value % divisor; 10 return modulus < 0 ? divisor + modulus : modulus; 11 }
231 function divide(a, b) { 232 return a / b; 233 }