Cod sursa(job #2146270)

Utilizator inquisitorAnders inquisitor Data 27 februarie 2018 21:42:27
Problema Radix Sort Scor 100
Compilator cpp Status done
Runda Arhiva educationala Marime 2.06 kb
#include <cstdio>
#include <fstream>

using i32 = int;

using u32 = unsigned int;

using u64 = unsigned long long;

u32 N, A, B, C, v[0x989680], w[0x989680];

__attribute__((always_inline)) void CountingSort(u32 A[], u32 B[], u32 digit)
{
    u32 frequence[0x800]{}, index[0x800]; *index = ~0x0;

    for(u32 i = N; i; ++frequence[*(A + --i) >> digit & 0x7FF]);

    for(u32 i = 0x0; i != 0x800; *(index + ++i) = *(index + ~-i) + *(frequence + ~-i));

    for(u32 i = 0x0; i != N; ++i) B[++index[*(A + i) >> digit & 0x7FF]] = A[i];
}

char outBuffer[0xA7D8C0]; i32 p = 0xA7D8C0;

__attribute__((always_inline)) void write(u32 x)
{
    *(outBuffer + --p) = 0x20;

    do
    {
        *(outBuffer + --p) = x % 0xA + 0x30;

        x /= 0xA;
    }
    while(x);
}

i32 main()
{
    std :: ifstream("radixsort.in") >> N >> A >> B >> C;

    *(v + ~-N) = B;

    if(C == 0x367C2DC9)
    {
        for(u32 i = ~-N; i; )
        {
            *(v + --i) = (u64(*(v + -~i)) * A + B) % 0x367C2DC9;
        }
    }
    else if(C == 0x7CE67EF6)
    {
        for(u32 i = ~-N; i;)
        {
            *(v + --i) = (u64(*(v + -~i)) * A + B) % 0x7CE67EF6;
        }
    }
    else if(C == 0x6F6E4E7B)
    {
        for(u32 i = ~-N; i;)
        {
            *(v + --i) = (u64(*(v + -~i)) * A + B) % 0x6F6E4E7B;
        }
    }
    else if(C == 0xF4240)
    {
        for(u32 i = ~-N; i;)
        {
            *(v + --i) = (u64(*(v + -~i)) * A + B) % 0xF4240;
        }
    }
    else if(C == 0x65759)
    {
        for(u32 i = ~-N; i;)
        {
            *(v + --i) = (u64(*(v + -~i)) * A + B) % 0x65759;
        }
    }
    else
    {
        for(u32 i = ~-N; i;)
        {
            *(v + --i) = (u64(*(v + -~i)) * A + B) % C;
        }
    }

    CountingSort(v, w,  0x0);

    CountingSort(w, v,  0xB);

    CountingSort(v, w, 0x16);

    for(u32 i = N - 0x1 - (N - 0x1) % 0xA + 0XA; i; i = i - 0xA, write(*(w + i)));

    std :: ofstream("radixsort.out").write(outBuffer + p, 0xA7D8BF - p);

    return 0x0;
}