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6378 #--TRUE THAT A DIVIDE IS NOW NEEDED, BUT THE APPROXIMATION FOR
9751 # 5.2 If R > Y/2, then { set Last_Subtract := true, #
9758 # Step 7. If Last_Subtract = true, R := R - Y. #
16276 # to see whether the condition (specified by the stacked FPSR) is true #
16281 # enabled BSUN should not be flagged and the predicate is true, then #
16340 # counter. However, the true branch may set bsun so we check to see #
16610 # true:
16612 # True
16631 # signalling true:
16633 # True
16905 # to see whether the condition (specified by the stacked FPSR) is true #
16910 # enabled BSUN should not be flagged and the predicate is true, then #
17225 # true:
17227 # True
17247 # signalling true:
17249 # True
17477 # to see whether the condition (specified by the stacked FPSR) is true #
17482 # enabled BSUN should not be flagged and the predicate is true, then #
17560 st %d0 # set true
17574 st %d0 # set true
17591 st %d0 # set true
17605 st %d0 # set true
17625 st %d0 # set true
17642 st %d0 # set true
17662 st %d0 # set true
17676 st %d0 # set true
17696 st %d0 # set true
17713 st %d0 # set true
17733 st %d0 # set true
17747 st %d0 # set true
17765 st %d0 # set true
17779 st %d0 # set true
17803 # true:
17805 # True
17808 st %d0 # set true
17824 # signalling true:
17826 # True
17849 st %d0 # set true
17869 st %d0 # set true
17896 st %d0 # set true
17910 st %d0 # set true
17924 st %d0 # set true
17938 st %d0 # set true
17952 st %d0 # set true
17966 st %d0 # set true
17980 st %d0 # set true
17994 true
18008 st %d0 # set true
18022 st %d0 # set true
18036 st %d0 # set true
18050 st %d0 # set true
23848 addq.w &1,%d5 # if neg, set LAMBDA true