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open-roms/c64/basic/math/bb12.div_FAC2_FAC1.s
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ArmAsm

// #LAYOUT# STD * #TAKE
// #LAYOUT# X16 BASIC_0 #TAKE-OFFSET 2000
// #LAYOUT# * BASIC_0 #TAKE
// #LAYOUT# * * #IGNORE
//
// Math package - divide FAC2 (dividend) by FAC1 (divisor)
//
// Input:
// - .A - must load FAC1 exponent ($61) beforehand to set the zero flag (but our routine does not need this)
//
// Output:
// - FAC1
//
// Note:
// - some documentation suggest this is a division leaving quotient and remainder (left in FAC2),
// but it seems (experimentation) that this is not true
//
// See also:
// - [CM64] Computes Mapping the Commodore 64 - page 114
// - https://www.c64-wiki.com/wiki/Floating_point_arithmetic
// - https://codebase64.org/doku.php?id=base:kernal_floating_point_mathematics
//
// XXX finish the implementation
div_FAC2_FAC1:
// 'Pamiętaj, cholero - nie dziel przez zero!' - ancient polish proverb
lda FAC1_exponent
beq_16 do_DIVISION_BY_ZERO_error
// Handle special case - dividing 0 by non-zero value
lda FAC2_exponent
beq div_FAC2_FAC1_setexp_quit
// Multiply signs
lda FAC1_sign
eor FAC2_sign
sta FAC1_sign
// Subtract the exponents XXX what about bias?
lda FAC2_exponent
sec
sbc FAC1_exponent
bcs !+
// Result too low, set 0 and quit
lda #$00
div_FAC2_FAC1_setexp_quit:
sta FAC1_exponent
rts
!:
adc #$07 // add 8, as the carry is set here
bcs_16 set_FAC1_max // overflow
sta FAC1_exponent
// Divide the mantissas
// XXX
STUB_IMPLEMENTATION()
// XXX adapt, move this to a separate file
// Unsigned integer 32-bit division, based on code by Verz
// divident: FAC2_mantissa, divisor: FAC1_mantissa, result: FAC2_mantissa, remainder: RESHO
// temporary storage: INDEX+1, INDEX+2, INDEX+3
//
// https://codebase64.org/doku.php?id=base:24bit_division_24-bit_result
// XXX test this, optimize (for temporary storage use .Y, .Z and RESHO+4)
div_mantissas:
// Preset remainder to 0
// XXX should be common with multiplication
lda #$00
sta RESHO+0
sta RESHO+1
sta RESHO+2
sta RESHO+3
ldx #$32 // repeat for each bit
// FALLTROUGH
div_mantissas_loop:
// Multiply divident by 2, msb -> Carry
asl FAC2_mantissa+3
rol FAC2_mantissa+2
rol FAC2_mantissa+1
rol FAC2_mantissa+0
// Multiply remainder by 2, lsb <- Carry
rol RESHO+3
rol RESHO+2
rol RESHO+1
rol RESHO+0
// Subtract divisor to see if it fits in
lda RESHO+3
sec
sbc FAC1_mantissa+2
sta INDEX+3
lda RESHO+2
sbc FAC1_mantissa+2
sta INDEX+2
lda RESHO+1
sbc FAC1_mantissa+1
sta INDEX+1
lda RESHO+0
sbc FAC1_mantissa+0
bcc div_mantissas_skip // if Carry is not set then divisor did not fit in yet
sta RESHO+0 // else save substraction result as new remainder,
lda INDEX+1
sta RESHO+1
lda INDEX+2
sta RESHO+2
lda INDEX+3
sta RESHO+3
inc FAC2_mantissa+3 // and INCrement result cause divisor fit in 1 times
// FALLTROUGH
div_mantissas_skip:
dex
bne div_mantissas_loop
rts