##
         ## ##
      ## ## ##
     DRESS LANG
 

** Przyklad kodu:
$ cat dress2.dr 
mamy 15 komorek. dopoki mamy komorki pierdol komorki kurwa i ciulaj zegarki kurwa. lysy pokaz zegarki i chuja.

** Kompilacja do test.asm:
$ ./Dress < dress2.dr 
LET NUMBER REGISTER2 WHILE LET REGISTER2 DEC REGISTER2 JOIN >>i<< INC REGISTER1 JOIN IO INT_OUT REGISTER1 >>i<<  EOF

** Wygenerowany kod:
$ cat test.asm 
/* Compiled Dress code */
.data
        reg_1: .long 0x00000000
        reg_2: .long 0x00000000
        puti_str: .string "%d\n"
putc_str: .string "%c\n"
.text
.global main
builtin_puti: 
        push    %eax
        push    $puti_str
        call    printf
        pop     %eax
        pop     %eax
        ret
 
builtin_putc: 
        push    %eax
        push    $putc_str
        call    printf
        pop     %eax
        pop     %eax
        ret
 
main:
        movl    $15, reg_2
while_0:
        /* Begin condition */
        /* Begin register access */
        movl    reg_2, %eax
        /* End register access */
        push    %eax
        mov     $0 , %eax
        pop     %ebx
        cmpl    %ebx, %eax
        JE      while_end_0
        /* End condition */
        /* Begin register access */
        movl    reg_2, %eax
        /* End register access */
        DEC     %eax
        /* Begin register store */
        movl    %eax, reg_2
        /* End register store */
        /* Begin register access */
        movl    reg_1, %eax
        /* End register access */
        INC     %eax
        /* Begin register store */
        movl    %eax, reg_1
        /* End register store */
        /* Begin register access */
        movl    reg_1, %eax
        /* End register access */
        call    builtin_puti
        jmp     while_0
while_end_0:
exit:
        movl    $1, %eax
        xor     %ebx,%ebx
        int     $0x80
.end

** Kompilacja i polinkowanie assemblera:
$ make test
i686-pc-linux-gnu-as -g -o test.o test.asm
i686-pc-linux-gnu-gcc -g -Wall -o test test.o 
 
** Efekt po odpaleniu:
$ ./test 
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
 
$