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fc0cdede55
These routines had hardcoded references to ACIA and didn't belong to the core.
222 lines
4.2 KiB
NASM
222 lines
4.2 KiB
NASM
; core
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;
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; Routines used by pretty much all parts. You will want to include it first
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; in your glue file.
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; *** CONSTS ***
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ASCII_CR .equ 0x0d
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ASCII_LF .equ 0x0a
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; *** CODE ***
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; add the value of A into DE
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addDE:
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add a, e
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jr nc, .end ; no carry? skip inc
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inc d
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.end:
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ld e, a
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ret
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; copy (DE) into DE, little endian style (addresses in z80 are always have
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; their LSB before their MSB)
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intoDE:
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push af
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ld a, (de)
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inc de
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ex af, af'
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ld a, (de)
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ld d, a
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ex af, af'
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ld e, a
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pop af
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ret
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; add the value of A into HL
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addHL:
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add a, l
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jr nc, .end ; no carry? skip inc
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inc h
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.end:
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ld l, a
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ret
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; Write the contents of HL in (DE)
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writeHLinDE:
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push af
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ld a, l
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ld (de), a
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inc de
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ld a, h
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ld (de), a
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pop af
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ret
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; jump to the location pointed to by IX. This allows us to call IX instead of
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; just jumping it. We use IX because we never use this for arguments.
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callIX:
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jp (ix)
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ret
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; Increase HL until the memory address it points to is null for a maximum of
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; 0xff bytes. Returns the new HL value as well as the number of bytes iterated
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; in A.
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findnull:
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push bc
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ld a, 0xff
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ld b, a
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.loop: ld a, (hl)
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cp 0
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jr z, .end
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inc hl
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djnz .loop
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.end:
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; We ran 0xff-B loops. That's the result that goes in A.
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ld a, 0xff
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sub a, b
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pop bc
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ret
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; Format the lower nibble of A into a hex char and stores the result in A.
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fmtHex:
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and a, 0xf
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cp 10
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jr nc, .alpha ; if >= 10, we have alpha
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add a, '0'
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ret
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.alpha:
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add a, 'A'-10
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ret
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; Formats value in A into a string hex pair. Stores it in the memory location
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; that HL points to. Does *not* add a null char at the end.
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fmtHexPair:
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push af
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; let's start with the rightmost char
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inc hl
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call fmtHex
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ld (hl), a
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; and now with the leftmost
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dec hl
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pop af
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push af
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and a, 0xf0
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rra \ rra \ rra \ rra
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call fmtHex
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ld (hl), a
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pop af
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ret
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; Parse the hex char at A and extract it's 0-15 numerical value. Put the result
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; in A.
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;
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; On success, the carry flag is reset. On error, it is set.
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parseHex:
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; First, let's see if we have an easy 0-9 case
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cp '0'
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jr c, .error ; if < '0', we have a problem
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cp '9'+1
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jr nc, .alpha ; if >= '9'+1, we might have alpha
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; We are in the 0-9 range
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sub a, '0' ; C is clear
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ret
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.alpha:
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call upcase
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cp 'A'
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jr c, .error ; if < 'A', we have a problem
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cp 'F'+1
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jr nc, .error ; if >= 'F', we have a problem
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; We have alpha.
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sub a, 'A'-10 ; C is clear
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ret
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.error:
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scf
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ret
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; Parses 2 characters of the string pointed to by HL and returns the numerical
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; value in A. If the second character is a "special" character (<0x21) we don't
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; error out: the result will be the one from the first char only.
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; HL is set to point to the last char of the pair.
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;
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; On success, the carry flag is reset. On error, it is set.
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parseHexPair:
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push bc
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ld a, (hl)
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call parseHex
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jr c, .end ; error? goto end, keeping the C flag on
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rla \ rla \ rla \ rla ; let's push this in MSB
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ld b, a
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inc hl
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ld a, (hl)
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cp 0x21
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jr c, .single ; special char? single digit
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call parseHex
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jr c, .end ; error?
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or b ; join left-shifted + new. we're done!
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; C flag was set on parseHex and is necessarily clear at this point
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jr .end
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.single:
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; If we have a single digit, our result is already stored in B, but
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; we have to right-shift it back.
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ld a, b
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and a, 0xf0
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rra \ rra \ rra \ rra
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dec hl
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.end:
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pop bc
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ret
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; Compares strings pointed to by HL and DE up to A count of characters. If
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; equal, Z is set. If not equal, Z is reset.
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strncmp:
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push bc
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push hl
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push de
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ld b, a
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.loop:
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ld a, (de)
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cp (hl)
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jr nz, .end ; not equal? break early. NZ is carried out
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; to the called
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cp 0 ; If our chars are null, stop the cmp
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jr z, .end ; The positive result will be carried to the
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; caller
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inc hl
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inc de
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djnz .loop
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; We went through all chars with success, but our current Z flag is
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; unset because of the cp 0. Let's do a dummy CP to set the Z flag.
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cp a
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.end:
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pop de
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pop hl
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pop bc
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; Because we don't call anything else than CP that modify the Z flag,
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; our Z value will be that of the last cp (reset if we broke the loop
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; early, set otherwise)
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ret
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; Transforms the character in A, if it's in the a-z range, into its upcase
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; version.
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upcase:
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cp 'a'
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ret c ; A < 'a'. nothing to do
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cp 'z'+1
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ret nc ; A >= 'z'+1. nothing to do
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; 'a' - 'A' == 0x20
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sub 0x20
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ret
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