/*
  (c) copyright 1988 by the Vrije Universiteit, Amsterdam, The Netherlands.
  See the copyright notice in the ACK home directory, in the file "Copyright".
*/

/* $Header$ */

/*
	DIVIDE EXTENDED FORMAT
*/

#include "FP_bias.h"
#include "FP_trap.h"
#include "FP_types.h"

/*
	November 15, 1984

	This is a routine to do the work.
	It is based on the partial products method
	and makes no use possible machine instructions
	to divide (hardware dividers).
*/
/********************************************************/

div_ext(e1,e2)
EXTEND	*e1,*e2;
{
			short	count;
			short	error = 0;
			unsigned long	result[2];
	register	unsigned long	*lp;

	if ((e2->m1 | e2->m2) == 0) {
                /*
                 * Exception 8.2 - Divide by zero
                 */
		trap(EFDIVZ);
		e1->m1 = e1->m2 = 0L;
		e1->exp = EXT_MAX;
		return;
	}
	if ((e1->m1 | e1->m2) == 0) {	/* 0 / anything == 0 */
		e1->exp = 0;	/* make sure */
		return;
	}
	/*
	 * numbers are right shifted one bit to make sure
	 * that m1 is quaranteed to be larger if its
	 * maximum bit is set
	 */
	b64_rsft(&e1->m1);	/* 64 bit shift right */
	b64_rsft(&e2->m1);	/* 64 bit shift right */
	e1->exp++;
	e2->exp++;
	/*	check for underflow, divide by zero, etc	*/
	e1->sign ^= e2->sign;
	e1->exp -= e2->exp;
	e1->exp += 2;		/* bias correction	*/
	if (e1->exp < EXT_MIN)	{
		/*
		 * Exception 8.4 - Underflow
		 */
		trap(EFUNFL);	/* underflow */
		e1->exp = EXT_MIN;
		e1->m1 = e1->m2 = 0L;
		return;
	}
	if (e1->exp >= EXT_MAX) {
                /*
                 * Exception 8.3 - Overflow
                 */
                trap(EFOVFL);   /* overflow */
                e1->exp = EXT_MAX;
                e1->m1 = e1->m2 = 0L;
                return;
        }

		/* do division of mantissas	*/
		/* uses partial product method	*/
		/* init control variables	*/

	count = 64;
	lp = result;	/* result[0] == high word	*/
			/* result[0] == low  word	*/
	*lp++ = 0L;		/* high word	*/
	*lp-- = 0L;		/* low word	*/

		/* partial product division loop */

	while (count--)	{
		/* first left shift result 1 bit	*/
		/* this is ALWAYS done			*/

		b64_lsft(result);

		/* compare dividend and divisor		*/
		/* if dividend >= divisor add a bit	*/
		/* and subtract divisior from dividend	*/

		if ( (e1->m1 < e2->m1) ||
			((e1->m1 == e2->m1) && (e1->m2 < e2->m2) ))
			;	/* null statement */
				/* i.e., don't add or subtract */
		else	{
			result[1]++;	/* ADD	*/
			if (e2->m2 > e1->m2)
				e1->m1 -= 1;	/* carry in */
			e1->m1 -= e2->m1;	/* do SUBTRACTION */
			e1->m2 -= e2->m2;	/*    SUBTRACTION */
		}

		/*	shift dividend left one bit OR	*/
		/*	IF it equals ZERO we can break out	*/
		/*	of the loop, but still must shift	*/
		/*	the quotient the remaining count bits	*/
		/* NB	save the results of this test in error	*/
		/*	if not zero, then the result is inexact. */
		/* 	this would be reported in IEEE standard	*/

		/*	lp points to dividend			*/
		lp = &e1->m1;

		error = ((*lp | *(lp+1)) != 0L) ? 1 : 0;
		if (error)	{	/* more work */
			/*	assume max bit == 0 (see above)	*/
			b64_lsft(&e1->m1);
			continue;
		}
		else
			break;	/* leave loop	*/
	}	/* end of divide by subtraction loop	*/

	if (count > 0)	{
		lp = result;
		if (count > 31) {	/* move to higher word */
			*lp = *(lp+1);
			count -= 32;
			*(lp+1) = 0L;	/* clear low word	*/
		}
		if (*lp)
			*lp <<= count;	/* shift rest of way	*/
		lp++;	/*  == &result[1]	*/
		if (*lp) {
			result[0] |= (*lp >> 32-count);
			*lp <<= count;
		}
	}
#ifdef  EXCEPTION_INEXACT
        if (error)      {
                /*
                 * report here exception 8.5 - Inexact
                 * from Draft 8.0 of IEEE P754:
                 * In the absence of an invalid operation exception,
                 * if the rounded result of an operation is not exact or if
                 * it overflows without a trap, then the inexact exception
                 * shall be assigned. The rounded or overflowed result
                 * shall be delivered to the destination.
                 */
                INEXACT();
#endif
	e1->m1 = result[0];
	e1->m2 = result[1];
	nrm_ext(e1);
}