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185 lines
4.2 KiB
NASM
185 lines
4.2 KiB
NASM
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; Manages both constants and labels within a same namespace and registry.
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; *** Constants ***
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; Duplicate symbol in registry
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.equ SYM_ERR_DUPLICATE 0x01
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; Symbol registry buffer is full
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.equ SYM_ERR_FULLBUF 0x02
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; Maximum number of symbols we can have in the registry
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.equ SYM_MAXCOUNT 0x100
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; Size of the symbol name buffer size. This is a pool. There is no maximum name
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; length for a single symbol, just a maximum size for the whole pool.
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.equ SYM_BUFSIZE 0x1000
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; *** Variables ***
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; Each symbol is mapped to a word value saved here.
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.equ SYM_VALUES SYM_RAMSTART
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; A list of symbol names separated by null characters. When we encounter a
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; symbol name and want to get its value, we search the name here, retrieve the
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; index of the name, then go get the value at that index in SYM_VALUES.
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.equ SYM_NAMES SYM_VALUES+(SYM_MAXCOUNT*2)
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.equ SYM_RAMEND SYM_NAMES+SYM_BUFSIZE
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; *** Code ***
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; Place HL at the end of SYM_NAMES end (that is, at the point where we have two
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; consecutive null chars. We return the index of that new name in A.
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; If we're within bounds, Z is set, otherwise unset.
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symNamesEnd:
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push bc
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push de
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ld b, 0
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ld hl, SYM_NAMES
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ld de, SYM_NAMES+SYM_BUFSIZE
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.loop:
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ld a, (hl)
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or a ; cp 0
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jr z, .success ; We've reached the end, Z is set, all good
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xor a
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call JUMP_FINDCHAR ; find next null char
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; go to the char after it.
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inc hl
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; Are we out of bounds?
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call cpHLDE
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jr nc, .outOfBounds ; HL >= DE
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djnz .loop
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; exhausted djnz? out of bounds
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.outOfBounds:
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call JUMP_UNSETZ
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jr .end
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.success:
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; Our index is 0 - B (if B is, for example 0xfd, A is 0x3)
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xor a
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sub b
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cp a ; ensure Z
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.end:
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pop de
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pop bc
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ret
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; Register label in (HL) (minus the ending ":") into the symbol registry and
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; set its value in that registry to DE.
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; If successful, Z is set and A is the symbol index. Otherwise, Z is unset and
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; A is an error code (SYM_ERR_*).
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symRegister:
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push hl
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push bc
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push de
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; First, let's get our strlen
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call strlen
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ld c, a ; save that strlen for later
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ex hl, de ; symbol to add is now in DE
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call symNamesEnd
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jr nz, .error
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; A is our index. Save it
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ex af, af'
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; Is our new name going to make us go out of bounds?
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push hl
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push de
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ld de, SYM_NAMES+SYM_BUFSIZE
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ld a, c
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call JUMP_ADDHL
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call cpHLDE
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pop de
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pop hl
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jr nc, .error ; HL >= DE
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; HL point to where we want to add the string
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ex hl, de ; symbol to add in HL, dest in DE
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; Copy HL into DE until we reach null char
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; C already have our strlen (minus null char). Let's prepare BC for
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; a LDIR.
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inc c ; include null char
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ld b, 0
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ldir ; copy C chars from HL to DE
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; I'd say we're pretty good just about now. What we need to do is to
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; save the value in our original DE that is just on top of the stack
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; into the proper index in SYM_VALUES. Our index, remember, is
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; currently in A'.
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ex af, af'
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pop de
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push de ; push it right back to avoid stack imbalance
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ld hl, SYM_VALUES
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call JUMP_ADDHL
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call JUMP_ADDHL ; twice because our values are words
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; Everything is set! DE is our value HL points to the proper index in
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; SYM_VALUES. Let's just write it (little endian).
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ld (hl), e
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inc hl
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ld (hl), d
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.error:
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; Z already unset
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pop de
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pop bc
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pop hl
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ret
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; Find name (HL) in SYM_NAMES and returns matching index in A.
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; If we find something, Z is set, otherwise unset.
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symFind:
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push hl
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push bc
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push de
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; First, what's our strlen?
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call strlen
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ld c, a ; let's save that
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ex hl, de ; it's easier if HL is haystack and DE is
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; needle.
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ld b, 0
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ld hl, SYM_NAMES
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.loop:
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ld a, (hl)
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or a ; cp 0
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jr z, .nomatch
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ld a, c
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call JUMP_STRNCMP
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jr z, .match
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; ok, next!
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xor a
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call JUMP_FINDCHAR ; find next null char
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; go to the char after it.
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inc hl
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djnz .loop
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; exhausted djnz? no match
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.nomatch:
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call JUMP_UNSETZ
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jr .end
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.match:
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; Our index is 0 - B (if B is, for example 0xfd, A is 0x3)
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xor a
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sub b
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cp a ; ensure Z
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.end:
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pop de
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pop bc
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pop hl
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ret
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; Return value associated with symbol string in (HL) into DE.
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; Sets Z on success, unset on error.
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symGetVal:
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call symFind
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ret nz ; not found
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; our index is in A. Let's fetch the proper value
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push hl
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ld hl, SYM_VALUES
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call JUMP_ADDHL
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call JUMP_ADDHL ; twice because our values are words
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ld e, (hl)
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inc hl
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ld d, (hl)
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pop hl
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cp a ; ensure Z
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ret
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