#include #include "standard.h" int string_equal(const char* a, const char* b) { while (*a && *b) { if (*a != *b) { return 0; } a++; b++; } return 1; } #define sin_table_count 256 static const int sin_table[sin_table_count] = { 0, 25, 50, 75, 100, 125, 150, 175, 200, 224, 249, 273, 297, 321, 345, 369, 392, 415, 438, 460, 483, 505, 526, 548, 569, 590, 610, 630, 650, 669, 688, 706, 724, 742, 759, 775, 792, 807, 822, 837, 851, 865, 878, 891, 903, 915, 926, 936, 946, 955, 964, 972, 980, 987, 993, 999, 1004, 1009, 1013, 1016, 1019, 1021, 1023, 1024, 1024, 1024, 1023, 1021, 1019, 1016, 1013, 1009, 1004, 999, 993, 987, 980, 972, 964, 955, 946, 936, 926, 915, 903, 891, 878, 865, 851, 837, 822, 807, 792, 775, 759, 742, 724, 706, 688, 669, 650, 630, 610, 590, 569, 548, 526, 505, 483, 460, 438, 415, 392, 369, 345, 321, 297, 273, 249, 224, 200, 175, 150, 125, 100, 75, 50, 25, 0, -25, -50, -75, -100, -125, -150, -175, -200, -224, -249, -273, -297, -321, -345, -369, -392, -415, -438, -460, -483, -505, -526, -548, -569, -590, -610, -630, -650, -669, -688, -706, -724, -742, -759, -775, -792, -807, -822, -837, -851, -865, -878, -891, -903, -915, -926, -936, -946, -955, -964, -972, -980, -987, -993, -999, -1004, -1009, -1013, -1016, -1019, -1021, -1023, -1024, -1024, -1024, -1023, -1021, -1019, -1016, -1013, -1009, -1004, -999, -993, -987, -980, -972, -964, -955, -946, -936, -926, -915, -903, -891, -878, -865, -851, -837, -822, -807, -792, -775, -759, -742, -724, -706, -688, -669, -650, -630, -610, -590, -569, -548, -526, -505, -483, -460, -438, -415, -392, -369, -345, -321, -297, -273, -249, -224, -200, -175, -150, -125, -100, -75, -50, -25 }; int fsqrt(int n) { int lo, hi, mid, i, mm; if (n <= 0) { return INT32_MAX; } lo = mini(1, n); hi = maxi(1, n); while ((100 << fbits * lo * lo) >> fbits * 2) { lo *= (10 << fbits) >> fbits; } while ((5 * hi * hi) >> fbits * 2 > n) { hi *= (1 << fbits) / 10; } for (i = 0; i < 100; i++) { mid = ((lo + hi) * (1 << fbits)) / (2 << fbits); mm = mid * mid >> fbits; if (mm == n) { return mid; } if (mm > n) { hi = mid; } else { lo = mid; } } return mid; } int absolute(int x) { return x >= 0 ? x : -x; } int fsin(int t) { int index; int sign; sign = t >= 0 ? 1 : -1; t = absolute(t); index = (t * (sin_table_count) / ((1 << fbits) * 2)); index = index % sin_table_count; return sign * sin_table[index]; } int fcos(int t) { return fsin((1 << fbits) / 2 - t); } int ftan(int t) { return (fsin(t) << fbits) / fcos(t); } int flerp(int a, int b, int t) { return a + ((t * (b - a)) >> fbits); } int int_to_buf(int n, char* buf) { int i, sign, t; unsigned n1; if(n == 0) { buf[0] = '0'; buf[1] = '\0'; return 1; } i = 0; sign = n < 0; n1 = sign ? -n : n; while (n1 != 0) { buf[i++] = n1 % 10 + '0'; n1 =n1 / 10; } if(sign) { buf[i++] = '-'; } buf[i] = '\0'; for (t = 0; t < i / 2; t++) { buf[t] ^= buf[i - t - 1]; buf[i - t - 1] ^= buf[t]; buf[t] ^= buf[i - t - 1]; } return i; } int f_to_buf(int f, char* buf) { int frac, w, i; frac = (((f) % (1 << fbits)) * 100) >> fbits; w = f >> fbits; i = 0; if (f < 0) { buf[i] = '-'; i++; } i += int_to_buf(absolute(w), buf + i); buf[i] = '.'; i++; i += int_to_buf(absolute(frac), buf + i); return i; }