ack/mach/m68k2/libem/dvi.s

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.define .dvi
.sect .text
.sect .rom
.sect .data
.sect .bss
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! signed long divide
!-----------------------------------------------------------------------------
! rewritten by Kai-Uwe Bloem (i5110401@dbstu1.bitnet) for speed.
! #1 01/12/90 initial revision. Minor reduce of shift operations.
! #2 03/07/90 use 68000 divu instruction whereever possible. This change
! makes #1 superflous. (derived from my GNU division routine)
!-----------------------------------------------------------------------------
! Some common cases can be handled in a special, much faster way :
! 1) divisor = 0
! => cause trap, then return to user. Result is undefined
! 2) dividend < divisor
! => quotient = 0, remainder = dividend
! 3) divisor < 0x10000 ( i.e. divisor is only 16 bits wide )
! => quotient and remainder can be calculated quite fast by repeated
! application of 68000 divu operations (ca. 400 cycles)
! 4) otherwise (due to #2, #3 dividend, divisor both wider then 16 bits)
! => do slow division by shift and subtract
!-----------------------------------------------------------------------------
! register usage:
! : d0 divisor
! d1 dividend
! exit : d1 quotient
! d2 remainder
.sect .text
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.dvi:
move.l (sp)+,a1 ! return address
move.l (sp)+,d0 ! divisor
move.l (sp)+,d2 ! dividend
move.l d3,a0 ! save d3
move.l d4,-(sp) ! save result sign register
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clr.l d4
tst.l d2
bpl 0f ! dividend is negative ?
neg.l d2 ! yes - negate
not.l d4 ! and note negation in d4
0:
tst.l d0
bpl 0f ! divisor is negative ?
neg.l d0 ! yes - negate
not.w d4 ! note negation
0:
clr.l d1 ! prepare quotient
! === case 1: divisor = 0
tst.l d0 ! divisor = 0 ?
beq 9f ! yes - divide by zero trap
! === case 2: dividend < divisor
cmp.l d0,d2 ! dividend < divisor ?
bcs 8f ! yes - division already finished
! === case 3: divisor <= 0x0ffff
cmp.l #0x0ffff,d0 ! is divisor only 16 bits wide ?
bhi 2f
move.w d2,d3 ! save dividend.l
clr.w d2 ! prepare dividend.h for divu operation
swap d2
beq 0f ! dividend.h is all zero, no divu necessary
divu d0,d2
0: move.w d2,d1 ! save quotient.h
swap d1
move.w d3,d2 ! divide dividend.l
divu d0,d2 ! (d2.h = remainder of prev divu)
move.w d2,d1 ! save qoutient.l
clr.w d2 ! get remainder
swap d2
bra 8f
! === case 4: divisor and dividend both > 0x0ffff
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2:
move #32-1,d3 ! loop count
4:
lsl.l #1,d2 ! shift dividend ...
roxl.l #1,d1 ! ... into d1
cmp.l d0,d1 ! compare with divisor
bcs 5f
sub.l d0,d1 ! bigger, subtract divisor
add #1,d2 ! note subtraction in result
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5:
dbra d3,4b
exg d1,d2 ! get results in the correct registers
8:
tst.w d4 ! quotient < 0 ?
bpl 0f
neg.l d1 ! yes - negate
0: tst.l d4 ! remainder < 0 ?
bpl 0f
neg.l d2
0: move.l (sp)+,d4 ! restore d4
move.l a0,d3 ! restore d3
jmp (a1)
EIDIVZ = 6
9: move.w #EIDIVZ,-(sp)
jsr .trp