struct aout_byte* aout_create_metadata_origin(uint16_t address)
{
struct aout_byte* byte = malloc(sizeof(struct aout_byte));
byte->type = AOUT_TYPE_METADATA_ORIGIN;
byte->opcode = address;
byte->a = 0;
byte->b = 0;
byte->next = NULL;
byte->prev = NULL;
byte->expr = expr_new_number(address);
byte->label = NULL;
byte->raw_used = false;
byte->raw = 0x0;
list_init(&byte->symbols);
return byte;
}
static expr *create_num(expr_mngr *m, cvalue_list *l, double n)
{
int i;
double x;
// Creates the optimal numeric initialization expression
// First, try standard tokens:
for(i=0; 0 != (i = val_from_i(l, i, &x)); )
{
if( n == x )
return expr_from_i(m, l, i-1);
}
// Now, try with "MINUS" and a value:
for(i=0; 0 != (i = val_from_i(l, i, &x)); )
{
if( n == -x )
return expr_new_uni(m, expr_from_i(m, l, i-1), TOK_UMINUS);
}
// Now, try with operations between two simple values:
for(i=0; 0 != (i = val_from_i(l, i, &x)); )
{
int j;
double y;
for(j=0; 0 != (j = val_from_i(l, j, &y)); )
{
if( n == x + y )
return expr_new_bin(m, expr_from_i(m, l, i-1), expr_from_i(m, l, j-1), TOK_PLUS);
if( n == x - y )
return expr_new_bin(m, expr_from_i(m, l, i-1), expr_from_i(m, l, j-1), TOK_MINUS);
if( n == x * y )
return expr_new_bin(m, expr_from_i(m, l, i-1), expr_from_i(m, l, j-1), TOK_STAR);
if( n == x / y )
return expr_new_bin(m, expr_from_i(m, l, i-1), expr_from_i(m, l, j-1), TOK_SLASH);
}
}
// Same as before, adding "-":
for(i=0; 0 != (i = val_from_i(l, i, &x)); )
{
int j;
double y;
for(j=0; 0 != (j = val_from_i(l, j, &y)); )
{
if( n == -x + y )
return expr_new_bin(m, expr_new_uni(m, expr_from_i(m, l, i-1), TOK_UMINUS), expr_from_i(m, l, j-1), TOK_PLUS);
if( n == -x - y )
return expr_new_bin(m, expr_new_uni(m, expr_from_i(m, l, i-1), TOK_UMINUS), expr_from_i(m, l, j-1), TOK_MINUS);
if( n == -x * y )
return expr_new_bin(m, expr_new_uni(m, expr_from_i(m, l, i-1), TOK_UMINUS), expr_from_i(m, l, j-1), TOK_STAR);
if( n == -x / y )
return expr_new_bin(m, expr_new_uni(m, expr_from_i(m, l, i-1), TOK_UMINUS), expr_from_i(m, l, j-1), TOK_SLASH);
}
}
// Now, try with operations between tree simple values:
for(i=0; 0 != (i = val_from_i(l, i, &x)); )
{
int j;
double y;
for(j=0; 0 != (j = val_from_i(l, j, &y)); )
{
int k;
double z;
for(k=0; 0 != (k = val_from_i(l, k, &z)); )
{
if( n == x + y + z )
return expr_new_bin(m, expr_new_bin(m, expr_from_i(m,l,i-1), expr_from_i(m,l,j-1), TOK_PLUS), expr_from_i(m,l,k-1), TOK_PLUS);
if( n == x - y + z )
return expr_new_bin(m, expr_new_bin(m, expr_from_i(m,l,i-1), expr_from_i(m,l,j-1), TOK_MINUS), expr_from_i(m,l,k-1), TOK_PLUS);
if( n == x - y - z )
return expr_new_bin(m, expr_new_bin(m, expr_from_i(m,l,i-1), expr_from_i(m,l,j-1), TOK_MINUS), expr_from_i(m,l,k-1), TOK_MINUS);
if( n == x * y + z)
return expr_new_bin(m, expr_new_bin(m, expr_from_i(m,l,i-1), expr_from_i(m,l,j-1), TOK_STAR), expr_from_i(m,l,k-1), TOK_PLUS);
if( n == x * y - z)
return expr_new_bin(m, expr_new_bin(m, expr_from_i(m,l,i-1), expr_from_i(m,l,j-1), TOK_STAR), expr_from_i(m,l,k-1), TOK_MINUS);
if( n == x * y * z)
return expr_new_bin(m, expr_new_bin(m, expr_from_i(m,l,i-1), expr_from_i(m,l,j-1), TOK_STAR), expr_from_i(m,l,k-1), TOK_STAR);
if( n == x / y + z )
return expr_new_bin(m, expr_new_bin(m, expr_from_i(m,l,i-1), expr_from_i(m,l,j-1), TOK_SLASH), expr_from_i(m,l,k-1), TOK_PLUS);
if( n == x / y - z )
return expr_new_bin(m, expr_new_bin(m, expr_from_i(m,l,i-1), expr_from_i(m,l,j-1), TOK_SLASH), expr_from_i(m,l,k-1), TOK_MINUS);
}
}
}
// Same as before, adding "-":
for(i=0; 0 != (i = val_from_i(l, i, &x)); )
{
int j;
double y;
for(j=0; 0 != (j = val_from_i(l, j, &y)); )
{
int k;
double z;
for(k=0; 0 != (k = val_from_i(l, k, &z)); )
{
if( n == -x + y + z )
return expr_new_bin(m, expr_new_bin(m, expr_new_uni(m, expr_from_i(m,l,i-1), TOK_UMINUS), expr_from_i(m,l,j-1), TOK_PLUS), expr_from_i(m,l,k-1), TOK_PLUS);
if( n == -x - y + z )
return expr_new_bin(m, expr_new_bin(m, expr_new_uni(m, expr_from_i(m,l,i-1), TOK_UMINUS), expr_from_i(m,l,j-1), TOK_MINUS), expr_from_i(m,l,k-1), TOK_PLUS);
if( n == -x - y - z )
return expr_new_bin(m, expr_new_bin(m, expr_new_uni(m, expr_from_i(m,l,i-1), TOK_UMINUS), expr_from_i(m,l,j-1), TOK_MINUS), expr_from_i(m,l,k-1), TOK_MINUS);
if( n == -x * y + z)
return expr_new_bin(m, expr_new_bin(m, expr_new_uni(m, expr_from_i(m,l,i-1), TOK_UMINUS), expr_from_i(m,l,j-1), TOK_STAR), expr_from_i(m,l,k-1), TOK_PLUS);
if( n == -x * y - z)
return expr_new_bin(m, expr_new_bin(m, expr_new_uni(m, expr_from_i(m,l,i-1), TOK_UMINUS), expr_from_i(m,l,j-1), TOK_STAR), expr_from_i(m,l,k-1), TOK_MINUS);
if( n == -x * y * z)
return expr_new_bin(m, expr_new_bin(m, expr_new_uni(m, expr_from_i(m,l,i-1), TOK_UMINUS), expr_from_i(m,l,j-1), TOK_STAR), expr_from_i(m,l,k-1), TOK_STAR);
if( n == -x / y + z )
return expr_new_bin(m, expr_new_bin(m, expr_new_uni(m, expr_from_i(m,l,i-1), TOK_UMINUS), expr_from_i(m,l,j-1), TOK_SLASH), expr_from_i(m,l,k-1), TOK_PLUS);
if( n == -x / y - z )
return expr_new_bin(m, expr_new_bin(m, expr_new_uni(m, expr_from_i(m,l,i-1), TOK_UMINUS), expr_from_i(m,l,j-1), TOK_SLASH), expr_from_i(m,l,k-1), TOK_MINUS);
}
}
}
// No simpler expression found:
return expr_new_number(m, n);
}
