#ifndef _UTILS_H
#define _UTILS_H


#define square(x) ((x)*(x))

#define max2(x,y) (((x)>=(y))?(x):(y))
#define min2(x,y) (((x)>=(y))?(y):(x))
#define max3(x,y,z) (((x)>=(y)&&(x)>=(z))?(x):(((y)>=(x)&&(y)>=(z))?(y):(z)))
#define min3(x,y,z) (((x)<=(y)&&(x)<=(z))?(x):(((y)<=(x)&&(y)<=(z))?(y):(z)))
#define max4(x,y,z,w) (max2(max2((x),(y)),max2((z),(w))))
#define min4(x,y,z,w) (min2(min2((x),(y)),min2((z),(w))))
#define mid3(x,y,z) ( (((y)<(x))&&((x)<(z))) ? (x) : \
		      ( (((z)<(x))&&((x)<(y))) ? (x) : \
		        ( (((x)<(y))&&((y)<(z))) ? (y) : \
		          ( (((z)<(y))&&((y)<(x))) ? (y) : (z) ))))




// NOTE:  These primes are used for hashing, and should
// not be the same as any of the primes used as sizes of 
// the hash tables (see utils.C)
#define LARGE_PRIME_A 10007
#define LARGE_PRIME_B 11003
#define LARGE_PRIME_C 12007
#define LARGE_PRIME_D 13001

// a list of primes...  roughly 2 times as big as previous
//  chosen randomishly from a web listing
static  unsigned int  primes[] = {
        11, 
        37, 
        79, 
       127, 
       239, 
       421, 
      1021, 
      2383, 
      5749, 
      7127, 
     10079, 
     13627, 
     16007, 
     21163, 
     46307, 
     78191, 
    100459,
    213977, 
    453137, 
   1299827, 
   2599829, 
   5399833, 
  11099833, 
  24099857,
  52099877,
 100000000};

#define MAX_PRIME 100000000

inline int NextLargestPrime(unsigned int x) {
  if (x > MAX_PRIME) {
    printf("ERROR! requested size (%d) for hash table is too large (max %d)\n",
	   x, MAX_PRIME);
    return x;
  }
  int i = 0;
  while (x > primes[i]) i++;
  return primes[i];
}

#endif