| `define BITS 4 |
| |
| module binops( |
| in_1, in_2, |
| or_o, |
| nor_o, |
| and_o, |
| nand_o, |
| xor_o, |
| xnor_o, |
| |
| add_o, |
| sub_o, |
| |
| mul_o, |
| //div_o, |
| |
| equ_o, |
| neq_o, |
| |
| gt_o, |
| lt_o, |
| geq_o, |
| leq_o |
| ); |
| |
| input [`BITS-1:0] in_1, in_2; |
| output [`BITS-1:0] |
| or_o, |
| nor_o, |
| and_o, |
| nand_o, |
| xor_o, |
| xnor_o, |
| |
| add_o, |
| sub_o, |
| |
| mul_o, |
| //div_o, |
| |
| equ_o, |
| neq_o, |
| |
| gt_o, |
| lt_o, |
| geq_o, |
| leq_o; |
| |
| |
| assign or_o = in_1 | in_2; |
| assign nor_o = in_1 ~| in_2; |
| assign and_o = in_1 & in_2; |
| assign nand_o = in_1 ~& in_2; |
| assign xor_o = in_1 ^ in_2; |
| assign xnor_o = in_1 ~^ in_2; |
| |
| assign add_o = in_1 + in_2; |
| assign sub_o = in_1 - in_2; |
| |
| assign mul_o = in_1 * in_2; |
| //assign div_o = in_1 / in_2; |
| |
| assign equ_o = in_1 == in_2; |
| assign neq_o = in_1 != in_2; |
| |
| assign gt_o = in_1 > in_2; |
| assign lt_o = in_1 < in_2; |
| assign geq_o = in_1 >= in_2; |
| assign leq_o = in_1 <= in_2; |
| |
| endmodule |
| |