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1567 # on extended precision opclass three instructions using pre-decrement or 
2412 # (1) FP Instructions using extended precision or packed immediate	#
2975 # instruction is using an extended precision immediate operand. therefore,
3107 # _real_inex(). The move out, if to memory, is performed using 		#
3297 # _real_snan(). The move out, if to memory, is performed using 		#
3772 # adjusts the operand using fix_skewed_ops() and then branches to	#
3979 # type is inserted into the FPU state frame using the "frestore"	#
5578 #--THIS REDUCTION METHOD, HOWEVER, IS MUCH FASTER THAN USING
6009 #--THIS REDUCTION METHOD, HOWEVER, IS MUCH FASTER THAN USING
6864 #		Using a single-precision constant avoids memory 	#
6865 #		access. Another effect of using a single-precision	#
11627 # - scale the result exponent using the scale factor. if both operands were
11667 # multiply using extended precision and the correct rounding mode. the result
11778 # multiply using extended precision and the correct rounding mode. the result
11882 # using RZ as the rounding mode to see what the pre-rounded result is.
12650 # operation using RZ as the rounding mode to see what the pre-rounded 
13448 # using the correct rnd mode/prec. Check to see if the original 	#
14177 # using RZ as the rounding mode to see what the pre-rounded result is.
14513 # operation using RZ as the rounding mode to see what the pre-rounded 
14874 # so, we do this be re-executing the add using RZ as the rounding mode and
15327 # so, we do this be re-executing the add using RZ as the rounding mode and
19227 # Fetch them using _imem_read_long(). If this fetch fails, exit through	#
19630 # we're not using op011 for now...
19772 # all others can simply be moved "in" using fmove.
21481 #	Using the index in d0, load FP_SRC(a6) with a number from the 	#
21554 #	Using the index in d0, load FP_DST(a6) with a number from the 	#
23043 #	A4. Calculate the factor 10^exp in FP1 using a table of		#
23519 #		10^^(abs(ISCALE)) using a rounding mode which is a	#
23788 #     of ISCALE, used in A9.  Fp1 contains 10^^(abs(ISCALE)) using
24188 # 10^LEN is again computed using whatever table is in a1 since the
24477 #	bit 63.  The fraction is multiplied by 10 using a mul by 2	#
24489 # A3. Multiply the fraction in d2:d3 by 8 using bit-field		#
24492 # A4. Multiply the fraction in d4:d5 by 2 using shifts.  The msb	#
24495 # A5. Add using the carry the 64-bit quantities in d2:d3 and d4:d5	#