Crypt-RSA-Yandex
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void copy( vlong_value& x );
operator unsigned(); // Unsafe conversion to unsigned
vlong_value();
void mul( vlong_value& x, vlong_value& y );
void divide( vlong_value& x, vlong_value& y, vlong_value& rem );
};
unsigned flex_unit::get( unsigned i ) const
{
if ( i >= n ) return 0;
return a[i];
}
void flex_unit::clear()
{
n = 0;
}
flex_unit::flex_unit()
{
z = 0;
a = 0;
n = 0;
}
flex_unit::~flex_unit()
{
unsigned i=z;
while (i) { i-=1; a[i] = 0; } // burn
delete [] a;
}
void flex_unit::reserve( unsigned x )
{
if (x > z)
{
unsigned * na = new unsigned[x];
for (unsigned i=0;i<n;i+=1) na[i] = a[i];
delete [] a;
a = na;
z = x;
}
}
void flex_unit::set( unsigned i, unsigned x )
{
if ( i < n )
{
a[i] = x;
if (x==0) while (n && a[n-1]==0) n-=1; // normalise
}
else if ( x )
{
reserve(i+1);
for (unsigned j=n;j<i;j+=1) a[j] = 0;
a[i] = x;
n = i+1;
}
}
// Macros for doing double precision multiply
#define BPU ( 8*sizeof(unsigned) ) // Number of bits in an unsigned
#define lo(x) ( (x) & ((1<<(BPU/2))-1) ) // lower half of unsigned
#define hi(x) ( (x) >> (BPU/2) ) // upper half
#define lh(x) ( (x) << (BPU/2) ) // make upper half
void flex_unit::fast_mul( flex_unit &x, flex_unit &y, unsigned keep )
{
// *this = (x*y) % (2**keep)
unsigned i,j,limit = (keep+BPU-1)/BPU; // size of result in words
reserve(limit); for (i=0; i<limit; i+=1) a[i] = 0;
unsigned min = x.n; if (min>limit) min = limit;
for (i=0; i<min; i+=1)
{
unsigned m = x.a[i];
unsigned c = 0; // carry
unsigned min = i+y.n; if (min>limit) min = limit;
for ( j=i; j<min; j+=1 )
{
// This is the critical loop
// Machine dependent code could help here
// c:a[j] = a[j] + c + m*y.a[j-i];
unsigned w, v = a[j], p = y.a[j-i];
v += c; c = ( v < c );
w = lo(p)*lo(m); v += w; c += ( v < w );
w = lo(p)*hi(m); c += hi(w); w = lh(w); v += w; c += ( v < w );
w = hi(p)*lo(m); c += hi(w); w = lh(w); v += w; c += ( v < w );
c += hi(p) * hi(m);
a[j] = v;
}
while ( c && j<limit )
{
a[j] += c;
c = a[j] < c;
j += 1;
}
}
// eliminate unwanted bits
keep %= BPU; if (keep) a[limit-1] &= (1<<keep)-1;
// calculate n
while (limit && a[limit-1]==0) limit-=1;
n = limit;
};
vlong_value::operator unsigned()
{
return get(0);
}
int vlong_value::is_zero() const
{
return n==0;
}
int vlong_value::test( unsigned i ) const
{ return ( get(i/BPU) & (1<<(i%BPU)) ) != 0; }
unsigned vlong_value::bits() const
{
( run in 0.735 second using v1.01-cache-2.11-cpan-39bf76dae61 )