Atari 2600 Programming for Newbies

Absolute Addressing

All registers can load and store values to memory addresses by specifying the location of that address (or, of course, a label which equates to the location of that address). For example, the following two sections of code are equivalent…

    lda $F000  ; load accumulator with contents of $F000




    ; or. . .



where = $F000





    lda where   ; ditto (correction made 7/7/2003)

As noted, the above will work for X and Y registers, too. This form of addressing (addressing means "how we access memory") is called 'absolute addressing'. Earlier we covered how the 6502 addresses code over a 16-bit memory range (that is, there are 2^16 distinct addresses that the 6502 can access, ranging from 0 to $FFFF). To form a 16-bit address, the 6502 uses pairs of bytes—and these are always stored in little-endian format (which means that we put the low-byte first, and the high-byte last). Thus, the address $F023 would be stored in memory as two bytes in this order … $23, $F0.

Now, when DASM is assembling our code, it converts the mnemonic we write for an instruction (eg: 'lda') into an opcode (a number) which is the 6502's way of understanding what each instruction is meant to do. We already encountered the mnemonic 'nop' which converted into $EA. Whenever the 6502 encountered an $EA as an instruction, it performed a 2-cycle delay (it 'executed' the NOP).

We've briefly covered how each 6502 instruction may have one or two additional parameters—that is, there's always an opcode—but there may be one or two additional bytes following the opcode. These bytes hold things such as address data, or numeric data. For example, when we write 'lda #$56', DASM will place the bytes $A9, $56 into the binary. The 6502 retrieves the $A9, recognizes this as a 'lda' instruction, then fetches the next byte $56 and transfers this value into the accumulator.

To signify absolute addresses, the two bytes of the address are placed in little-endian format following the opcode. If we write 'ldy $F023'—indicating we wish to load the contents of memory location $F023 into the Y register, then DASM will put the bytes $AC, $23, $F0 into our binary. And the 6502 when executing will retrieve the $AC, recognize it as a 'ldy' instruction which requires a two-byte address—and then fetches the address from the next two bytes, giving $F023—and THEN retrieving the contents of that memory location and transferring it into the y register.

Zero-Page Addressing

As you can see, this division of 16-bit addresses into low and high byte pairs essentially divides the memory map into 256 'pages' of 256 bytes each. The very first page (with the high-byte equal to 0) is known as 'zero-page', and this is treated a bit differently to the rest of memory. To optimize the space required for our binary, the 6502 designers decided that they would include a special version of memory addressing where, if the access was to zero page (and thus the high byte of the memory address is 0), then you could use a different opcode for the instruction and only include the low-byte of the address in the binary. This form of addressing is known as zero-page addressing.

As with our above example, if we were accessing memory location $80 (which is the same as $0080—remember, leading zeroes are superfluous when writing numbers), then we *COULD* have an absolute access to this location (with the bytes $AC, $80, $00—interpreted in a similar fashion as described above). But DASM is smart—and it knows that when we are accessing zero-page addresses, it uses the more efficient (both smaller code-size and faster execution) form of the instruction, and instead places the following in our binary … $A4, $80. The 6502 recognizes the opcode $A4 as a 'ldy' instruction (as was the $AC) but in this case only one byte is retrieved to form the low byte of the address, and the high byte is assumed to be 0.

Absolute,X, Absolute,Y, Zero Page,X, and Zero Page,Y

The session discussing Initialization introduced an efficient way of clearing memory in a loop, using a register to run through 256 bytes, and storing 0 to the memory location formed by adding the contents of the x register to a fixed memory address. These addressing modes (using the X or Y register to add to a fixed memory address, giving a final address for access) are known as 'Absolute,X' and 'Absolute,Y' and 'Zero Page,X' and 'Zero Page,Y'. It is probably a good idea now to track down a good 6502 book

    ldx #1

    lda $23,x    ; load accumulator with contents of 
                 ; location 36 (=$24)

    ldy $23,x    ; load Y register with contents of
                 ; location %100100



    ldy #2

    ldx $23,y    ; load X register with contents of
                 ; location $25

    lda $23,y    ; load accumulator with contents of
                 ; location $25

That last line is interesting—an example of the non-orthogonality of our instruction set. All of the above examples deal with zero-page addresses (that is, the high byte of the address is 0). Theoretically, these instructions don't need to include the high-byte in the address parameters in the binary. However, there is no 'zero page,y' load for the accumulator! There is a zero page,x one, though. Its a bit bizarre :)

So DASM will assemble 'ldx $23,y' to a zero page,y instruction—2 bytes long—but it will assemble 'lda $23,y' to an absolute,y instruction—3 bytes long. Such is life.

These zero page indexed instructions have a catch—the final address is always always always a zero page address. So in the following example…

    ldy #1

    lda $FF,y

Since (as we just discussed) this is an absolute indexed instruction, the accumulator is loaded with the contents of memory location $100. However, the following…

    ldy #1

    ldx $FF,y

Since this will assemble to a zero page indexed instruction, the final address is always zero-page (the high byte is set to 0 after the index register is added)—so we will actually be accessing the contents of memory location 0 (!!). That is, the address is formed by adding the y register and the address ($FF+1 = $100) and dropping the high-byte. Something to be very aware of!

Absolute Indexed Addressing Modes

Absolute indexed addressing modes are handy for loading values from data tables in ROM. They allow us to use an index register to step (for example) the line number in a kernel, and use the same register to access playfield values from tables. Consider this (mockup) code…

      ldx #0   ; line #

Display

      lda MyPF0,x     ; load a value from the data table "MyPF0"

      sta PF0

      lda MyPF1,x     ; use table "MyPF1"

      sta PF1

      lda MyPF2,x     ; use table "MyPF2"

      sta PF2



      sta WSYNC

      inx

      cpx #192

      bne Display



     ; other stuff here



      jmp StartOfFrame





MyPF0

      .byte 1,2,3,4,5,6  ;...etc 192 bytes of data here, giving data
                         ; for PF0

MyPF1

      .byte 234,24,1,23,41,2 ; PF 1 data (should be 192 bytes long)

MyPF2

      .byte 64,244,31,73,43,2,0,0 ; PF 2 data (should be 192 bytes long)