Created
February 19, 2014 09:06
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| #define R { return | |
| #define P P ( | |
| #define L L ( | |
| #define T S (v, y, c, | |
| #define C ), | |
| #define X x) | |
| #define F );} | |
| int r, a; | |
| P y, X | |
| R y - ~y << x; | |
| } | |
| Z (X | |
| R r = x % 2 ? 0 : 1 + Z (x / 2 F | |
| L X | |
| R x / 2 >> Z (x F | |
| #define U = S(4,13,-4, | |
| T t) | |
| { | |
| int | |
| f = L t C | |
| x = r; | |
| R | |
| f - 2 ? | |
| f > 2 ? | |
| f - v ? t - (f > v) * c : y : | |
| P f, P T L X C | |
| S (v+2, t U y C c, Z (X ))) | |
| : | |
| A (T L X C | |
| T Z (X ) F | |
| } | |
| A (y, X | |
| R L y) - 1 | |
| ? 5 << P y, X | |
| : S (4, x, 4, Z (r) F | |
| #define B (x /= 2) % 2 && ( | |
| D (X | |
| { | |
| int | |
| f, | |
| d, | |
| c = 0, | |
| t = 7, | |
| u = 14; | |
| while (x && D (x - 1 C B 1)) | |
| d = L L D (X ) C | |
| f = L r C | |
| x = L r C | |
| c - r || ( | |
| L u) || L r) - f || | |
| B u = S (4, d, 4, r C | |
| t = A (t, d) C | |
| f / 2 & B c = P d, c C | |
| t U t C | |
| u U u) ) | |
| C | |
| c && B | |
| t = P | |
| ~u & 2 | B | |
| u = 1 << P L c C u) C | |
| P L c C t) C | |
| c = r C | |
| u / 2 & B | |
| c = P t, c C | |
| u U t C | |
| t = 9 ); | |
| R a = P P t, P u, P x, c)) C | |
| a F | |
| } | |
| main () | |
| R D (D (D (D (D (99)))) F |
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| int r, a; | |
| P ( y, x) | |
| { return y - ~y << x; | |
| } | |
| Z (x) | |
| { return r = x % 2 ? 0 : 1 + Z (x / 2 );} | |
| L ( x) | |
| { return x / 2 >> Z (x );} | |
| S (v, y, c, t) | |
| { | |
| int | |
| f = L ( t ), | |
| x = r; | |
| { return | |
| f - 2 ? | |
| f > 2 ? | |
| f - v ? t - (f > v) * c : y : | |
| P ( f, P ( S (v, y, c, L ( x) ), | |
| S (v+2, t = S(4,13,-4, y ), c, Z (x) ))) | |
| : | |
| A (S (v, y, c, L ( x) ), | |
| S (v, y, c, Z (x) ) );} | |
| } | |
| A (y, x) | |
| { return L ( y) - 1 | |
| ? 5 << P ( y, x) | |
| : S (4, x, 4, Z (r) );} | |
| D (x) | |
| { | |
| int | |
| f, | |
| d, | |
| c = 0, | |
| t = 7, | |
| u = 14; | |
| while (x && D (x - 1 ), (x /= 2) % 2 && ( 1)) | |
| d = L ( L ( D (x) ) ), | |
| f = L ( r ), | |
| x = L ( r ), | |
| c - r || ( | |
| L ( u) || L ( r) - f || | |
| (x /= 2) % 2 && ( u = S (4, d, 4, r ), | |
| t = A (t, d) ), | |
| f / 2 & (x /= 2) % 2 && ( c = P ( d, c ), | |
| t = S(4,13,-4, t ), | |
| u = S(4,13,-4, u) ) | |
| ), | |
| c && (x /= 2) % 2 && ( | |
| t = P ( | |
| ~u & 2 | (x /= 2) % 2 && ( | |
| u = 1 << P ( L ( c ), u) ), | |
| P ( L ( c ), t) ), | |
| c = r ), | |
| u / 2 & (x /= 2) % 2 && ( | |
| c = P ( t, c ), | |
| u = S(4,13,-4, t ), | |
| t = 9 ); | |
| { return a = P ( P ( t, P ( u, P ( x, c)) ), | |
| a );} | |
| } | |
| main () | |
| { return D (D (D (D (D (99)))) );} |
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| int r, a; | |
| P(y, x) { | |
| return y - ~y << x; | |
| } | |
| Z(x) { | |
| return r = x % 2 ? 0 : 1 + Z (x / 2); | |
| } | |
| L(x) { | |
| return x / 2 >> Z (x); | |
| } | |
| S(v, y, c, t) | |
| { | |
| int f = L(t); | |
| int x = r; | |
| if (f - 2) { | |
| if (f > 2) { | |
| if (f - v) { | |
| return t - (f > v) * c; | |
| } else { | |
| return y; | |
| } | |
| } else { | |
| return P(f, P(S(v, y, c, L(x)), S(v + 2, t = S(4, 13, -4, y), c, Z(x)))); | |
| } | |
| } else { | |
| A(S(v, y, c, L(x)), S(v, y, c, Z(x))); | |
| } | |
| } | |
| A(y, x) { | |
| return L(y) - 1 | |
| ? 5 << P(y, x) | |
| : S (4, x, 4, Z(r)); | |
| } | |
| D(x) { | |
| int f; | |
| int d; | |
| int c = 0; | |
| int t = 7; | |
| int u = 14; | |
| while (x && D(x - 1), (x /= 2) % 2 && (1)) { | |
| d = L(L(D(x))); | |
| f = L(r); | |
| x = L(r); | |
| c - r || ( | |
| L(u) || | |
| L(r) - f || | |
| (x /= 2) % 2 && | |
| (u = S(4, d, 4, r), t = A(t, d)), | |
| f / 2 & (x /= 2) % 2 && | |
| ( | |
| c = P(d, c), | |
| t = S(4, 13, -4, t), | |
| u = S(4, 13, -4, u) | |
| ) | |
| ), | |
| c && (x /= 2) % 2 && | |
| ( | |
| t = P( | |
| ~u & 2 | (x /= 2) % 2 && | |
| (u = 1 << P(L(c), u)), | |
| P(L(c), t) | |
| ), | |
| c = r | |
| ), | |
| u / 2 & (x /= 2) % 2 && | |
| ( | |
| c = P(t, c), | |
| u = S(4, 13, -4, t), | |
| t = 9 | |
| ); | |
| { | |
| return a = P(P(t, P(u, P(x, c))), a); | |
| } | |
| } | |
| main() { | |
| return D(D(D(D(D(99))))); | |
| } |
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| int r, a; | |
| P(y, x) { | |
| return y - ~y << x; | |
| } | |
| Z(x) { | |
| if (r = x % 2) { | |
| return 0; | |
| } else { | |
| return 1 + Z (x / 2); | |
| } | |
| L(x) { | |
| return x / 2 >> Z (x ); | |
| } | |
| S(v, y, c, t) | |
| { | |
| int f = L(t); | |
| int x = r; | |
| if (f - 2) { | |
| if (f > 2) { | |
| if (f - v) { | |
| return t - (f > v) * c; | |
| } else { | |
| return y; | |
| } | |
| } else { | |
| return P(f, P(S(v, y, c, L(x)), S(v + 2, t = S(4, 13, -4, y), c, Z(x)))); | |
| } | |
| } else { | |
| A(S(v, y, c, L(x)), S(v, y, c, Z(x))); | |
| } | |
| } | |
| A(y, x) { | |
| if (L(y) - 1) { | |
| return 5 << P(y, x); | |
| } else { | |
| return S(4, x, 4, Z(r)); | |
| } | |
| } | |
| D(x) { | |
| int f; | |
| int d; | |
| int c = 0; | |
| int t = 7; | |
| int u = 14; | |
| while (1) { | |
| if (x) { | |
| D(x - 1); | |
| } | |
| if ((x /= 2) % 2) { | |
| break; | |
| } | |
| d = L(L(D(x))); | |
| f = L(r); | |
| x = L(r); | |
| if (!(c - r)) { | |
| if (!L(u)) { | |
| if (!(L(r) - f)) { | |
| if ((x /= 2) % 2) { | |
| u = S(4, d, 4, r); | |
| t = A(t, d); | |
| if (f / 2 & (x /= 2) % 2) { | |
| c = P(d, c); | |
| t = S(4, 13, -4, t); | |
| u = S(4, 13, -4, u); | |
| } | |
| } | |
| } | |
| } | |
| }; | |
| if (c) { | |
| if ((x /= 2) % 2) { | |
| t = P( | |
| ~u & 2 | (x /= 2) % 2 && (u = 1 << P(L(c), u)), | |
| P(L(c), t) | |
| ); | |
| c = r; | |
| } | |
| } | |
| if (u / 2 & (x /= 2) % 2) { | |
| c = P(t, c); | |
| u = S(4, 13, -4, t); | |
| t = 9; | |
| } | |
| } | |
| return a = P(P(t, P(u, P(x, c))), a); | |
| } | |
| main() { | |
| return D(D(D(D(D(99))))); | |
| } |
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