#include "gc.h"

/*
 * code sequences for multiply by constant.
 * [a-l][0-3]
 *	lsl	$(A-'a'),r0,r1
 * [+][0-7]
 *	add	r0,r1,r2
 * [-][0-7]
 *	sub	r0,r1,r2
 */
Multab multab[] =
{
       3, "b2+1",
       5, "c2+1",
       6, "b0b2+1",
       7, "d2-2",
       9, "d2+1",
      10, "b0c2+1",
      11, "b2+5c3-2",
      12, "c0b2+1",
      13, "b2+5c3+1",
      14, "b0d2-2",
      15, "e2-2",
      17, "e2+1",
      18, "b0d2+1",
      19, "b2+5e0+1",
      20, "c0c2+1",
      21, "b2+5d1-1",
      22, "b2+1d0-1",
      23, "b2+5d3-2",
      24, "d0b2+1",
      25, "b2+5d3+1",
      26, "b2+1d0+1",
      27, "b2+5d1+1",
      28, "c0d2-2",
      29, "b2+5f0-1",
      30, "b0e2-2",
      31, "f2-2",
      33, "f2+1",
      34, "b0e2+1",
      35, "b2+5f0+1",
      36, "c0d2+1",
      37, "c2+5f0+1",
      38, "b0b2+5e0+1",
      39, "c2+5d3-2",
      40, "d0c2+1",
      41, "c2+5d3+1",
      42, "b0b2+5d1-1",
      43, "b2+1+5d3+1",
      44, "c2+1d0+1",
      45, "b2+5e1-1",
      46, "b2+1e0-1",
      47, "b2+5e3-2",
      48, "e0b2+1",
      49, "b2+5e3+1",
      50, "b2+1e0+1",
      51, "b2+5e1+1",
      52, "c2-2e0+1",
      53, "b2+1+5e0+1",
      54, "b0b2+5d1+1",
      55, "d2+5g0-1",
      56, "d0d2-2",
      57, "d2-6d3+1",
      58, "b0b2+5f0-1",
      59, "c2+5g0-1",
      60, "c0e2-2",
      61, "b2+5g0-1",
      62, "b0f2-2",
      63, "g2-2",
      65, "g2+1",
      66, "b0f2+1",
      67, "b2+5g0+1",
      68, "c0e2+1",
      69, "c2+5g0+1",
      70, "b0b2+5f0+1",
      71, "d2+5d3-2",
      72, "d0d2+1",
      73, "d2+5d3+1",
      74, "b0c2+5f0+1",
      75, "c2+5e1-1",
      76, "c2+1e0-1",
      77, "b2+1+5e3-2",
      78, "b0c2+5d3-2",
      79, "c2+5e3-2",
      80, "e0c2+1",
      81, "c2+5e3+1",
      82, "b0c2+5d3+1",
      83, "b2+1+5e3+1",
      84, "c2+1e0+1",
      85, "c2+5e1+1",
      86, "c2+5+1e3+1",
      87, "b2+5b1+5e0-1",
      88, "b0c2+1d0+1",
      89, "c2+1+5e0+1",
      90, "b0b2+5e1-1",
      91, "b2+1+5f0-1",
      92, "c2-2f0-1",
      93, "b2+5f1-1",
      94, "b2+1f0-1",
      95, "b2+5f3-2",
      96, "f0b2+1",
      97, "b2+5f3+1",
      98, "b2+1f0+1",
      99, "b2+5f1+1",
     100, "c2-2f0+1",
     101, "b2+1+5f0+1",
     102, "b0b2+5e1+1",
     103, "c2-2+5f0+1",
     104, "d2-2e0-1",
     105, "d2-6e1-1",
     106, "d2-6-2e3-2",
     107, "b2+5c3-2d3+1",
     108, "c0b2+5d1+1",
     109, "c2-2+5e3-2",
     110, "b0d2+5g0-1",
     111, "d2-6e3-2",
     112, "e0d2-2",
     113, "d2-6e3+1",
     114, "b0d2-6d3+1",
     115, "c2-2+5e3+1",
     116, "c0b2+5f0-1",
     117, "b2+5c1+1d0-1",
     118, "b0c2+5g0-1",
     119, "d2+5h0-1",
     120, "d0e2-2",
     121, "d2-6h0-1",
     122, "b0b2+5g0-1",
     123, "c2+5h0-1",
     124, "c0f2-2",
     125, "b2+5h0-1",
     126, "b0g2-2",
     127, "h2-2",
     129, "h2+1",
     130, "b0g2+1",
     131, "b2+5h0+1",
     132, "c0f2+1",
     133, "c2+5h0+1",
     134, "b0b2+5g0+1",
     135, "d2+5e1-1",
     136, "d0e2+1",
     137, "d2+5h0+1",
     138, "b0c2+5g0+1",
     139, "c2+1+5e3-2",
     140, "c0b2+5f0+1",
     141, "b2+5b1+1e0-1",
     142, "b0d2+5d3-2",
     143, "d2+5e3-2",
     144, "e0d2+1",
     145, "d2+5e3+1",
     146, "b0d2+5d3+1",
     147, "b2+5b1+1e0+1",
     148, "c0c2+5f0+1",
     149, "c2+1+5e3+1",
     150, "b0c2+5e1-1",
     151, "c2+1+5f0-1",
     152, "d2+1e0+1",
     153, "d2+5e1+1",
     154, "c2+5+1f3-2",
     155, "c2+5f1-1",
     156, "c2+1f0-1",
     157, "b2+1+5f3-2",
     158, "b0c2+5e3-2",
     159, "c2+5f3-2",
     160, "f0c2+1",
     161, "c2+5f3+1",
     162, "b0c2+5e3+1",
     163, "b2+1+5f3+1",
     164, "c2+1f0+1",
     165, "c2+5f1+1",
     166, "c2+5+1f3+1",
     167, "b2+5d3+1d3-2",
     168, "b0c2+1e0+1",
     169, "c2+1+5f0+1",
     170, "b0c2+5e1+1",
     171, "b2+5d1-1g3-2",
     172, "b0c2+5+1e3+1",
     173, "b2+5d0+1e0-1",
     174, "b2+1d0-1d0-1",
     175, "b2+5c3-6e3-2",
     176, "c0c2+1d0+1",
     177, "b2+5c1+5e0-1",
     178, "b0c2+1+5e0+1",
     179, "b2+5c3+1e3-2",
     180, "c0b2+5e1-1",
     181, "b2+5c3-2e3-2",
     182, "b0b2+1+5f0-1",
     183, "b2+5b1+5f0-1",
     184, "b0c2-2f0-1",
     185, "c2-2+5g0-1",
     186, "b0b2+5f1-1",
     187, "b2+1+5g0-1",
     188, "c2-2g0-1",
     189, "b2+5g1-1",
     190, "b2+1g0-1",
     191, "b2+5g3-2",
     192, "g0b2+1",
     193, "b2+5g3+1",
     194, "b2+1g0+1",
     195, "b2+5g1+1",
     196, "c2-2g0+1",
     197, "b2+1+5g0+1",
     198, "b0b2+5f1+1",
     199, "c2-2+5g0+1",
     200, "b0c2-2f0+1",
     210, "b0d2-6e1-1",
     220, "c0d2+5g0-1",
     230, "d2-6-2f3+1",
     240, "e0e2-2",
     250, "b0b2+5h0-1",
     260, "c0g2+1",
     270, "b0d2+5e1-1",
     280, "d2+1f0-1",
     290, "b0d2+5e3+1",
     300, "c0c2+5e1-1",
     310, "b0c2+5f1-1",
     320, "g0c2+1",
     330, "b0c2+5f1+1",
     340, "c0c2+5e1+1",
     350, "b2+1d0-1e0-1",
     360, "d0b2+5e1-1",
     370, "b0c2-2+5g0-1",
     380, "c2-2h0-1",
     390, "b0b2+5g1+1",
     400, "c0c2-2f0+1",
     410, "b2+1d0+5e0+1",
     420, "c0d2-6e1-1",
     430, "b2+1e0-5d0+1",
     440, "d2-2g0-1",
     450, "b0d2-6f3+1",
     460, "b0d2-6-2f3+1",
     470, "b2+1f0-1c2+1",
     480, "f0e2-2",
     490, "b2+1d0-1i3-2",
     500, "c0b2+5h0-1",
     510, "b0i2-2",
     520, "d0g2+1",
     530, "b0d2+5i0+1",
     540, "c0d2+5e1-1",
     550, "d2+1b0+5f0-1",
     560, "e2+1f0+1",
     570, "b2+5b1+5g3-2",
     580, "c0d2+5e3+1",
     590, "c2+1+5+1g3+1",
     600, "d0c2+5e1-1",
     610, "b0d2+1+5f0+1",
     620, "c0c2+5f1-1",
     630, "b0c2+5g1-1",
     640, "h0c2+1",
     650, "b0c2+5g1+1",
     660, "c0c2+5f1+1",
     670, "b2+1f0+5d0-1",
     680, "d0c2+5e1+1",
     690, "b2+1e0-1e2-2",
     700, "c2+1d0+1e0-1",
     710, "c2+5+1+5g3+1",
     720, "e0b2+5e1-1",
     740, "c0c2-2+5g0-1",
     750, "b2+1e0+5e1-1",
     760, "b0c2-2h0-1",
     770, "b2+1i0+1",
     780, "c0b2+5g1+1",
     790, "b2+1d0-5f0+1",
     800, "d0c2-2f0+1",
     820, "b2+5c3+1g0-1",
     830, "b2+1d0+1f0-1",
     840, "d0d2-6e1-1",
     850, "b2+1e0+5e1+1",
     860, "c2+1f0+1i3-2",
     880, "b0d2-2g0-1",
     890, "d2-6-2h3-2",
     900, "c0d2-6f3+1",
     910, "b0d2-6g1+1",
     920, "c0d2-6-2f3+1",
     930, "b0e2-6f1-1",
     940, "c2+5c1-5g3-2",
     950, "b2+1g0-1c2+1",
     960, "g0e2-2",
     970, "b2+1g0+5c1+1",
     980, "c2+5c1-5g3+1",
     990, "b0e2+5j0-1",
    1000, "d0b2+5h0-1",
    1050, "b2+1d0+1j3+1",
    1100, "c2+1e0-1i3+1",
    1150, "b0d2+5g3-2",
    1200, "e0c2+5e1-1",
    1300, "c0c2+5g1+1",
    1400, "b2+5d0+5h3-2",
    1500, "c2-2f0+5e1-1",
    1550, "b0c2-2+5i0+1",
    1600, "e0c2-2f0+1",
    1650, "b2+1e0+5f1+1",
    1700, "c2-2f0+5e1+1",
    1800, "d2-2i0+1",
    1900, "c2+5c1-5h3-2",
    1950, "b0e2-6g1+1",
    2000, "e0b2+5h0-1",
    2050, "b0k2+1",
    2100, "c2-2e0+1j3+1",
    2150, "d2+1+5+1h3-2",
    2200, "c2+5d1-5g3-2",
    2300, "c0d2+5g3-2",
    2400, "f0c2+5e1-1",
    2450, "d2+5b3+1h0+1",
    2500, "c2+1f0-1e0+1",
    2550, "b0c2+5i1-1",
    2600, "d0c2+5g1+1",
    2800, "c2+5e1+5f3+1",
    2850, "b2+1g0-1e2-2",
    3050, "b2+1d0-5h0-1",
    3100, "c0c2-2+5i0+1",
    3150, "b2+1e0+5g1-1",
    3200, "f0c2-2f0+1",
    3250, "b2+1e0+5g1+1",
    3300, "c2-2f0+5f1+1",
    3600, "b0d2-2i0+1",
    3800, "d2+1f0+1j3-2",
    3850, "b2+1i0+5c1+1",
    3900, "c0e2-6g1+1",
    4000, "f2-2h0+1",
    4050, "b2+1e0-1l3-2",
    4100, "c0k2+1",
    4200, "d2+1f0-1e2-2",
    4300, "e2+1c0-5g0-1",
    4350, "b0e2+5h3-2",
    4400, "b2+5i0+5e3+1",
    4600, "d2+1j0-1",
    4700, "d2+5c3+1h0-1",
    4800, "g0c2+5e1-1",
    5000, "d2-2h0+1j3+1",
    5100, "c0c2+5i1-1",
    5200, "e0c2+5g1+1",
    5400, "b2+5d1-5i3+1",
    5700, "c2-2h0-1e2-2",
    5800, "c2+5d1+5h3+1",
    5950, "b2+1g0+5f0-1",
    6000, "e2+1h0+1j3-2",
    6050, "b2+1f0-5g0-1",
    6100, "c2-2e0-5h0-1",
    6150, "b0b2+5k1+1",
    6200, "d0c2-2+5i0+1",
    6300, "c2-2f0+5g1-1",
    6350, "b2+1e0+5h1-1",
    6400, "g0c2-2f0+1",
    6450, "b2+1e0+5h1+1",
    6500, "c2-2f0+5g1+1",
    6600, "d2-2g0-1e2-2",
    6650, "d2-6-2+5j3-2",
    7200, "c0d2-2i0+1",
    7400, "d2-2f0+5f0+1",
    7600, "c2+5j0-5e3-2",
    7650, "b0e2-6i1-1",
    7700, "c2+5c1-5j3+1",
    7800, "d0e2-6g1+1",
    8000, "g2-2h0-1",
    8100, "c2-2f0-1l3-2",
    8200, "d0k2+1",
    8350, "f2+1b0+5h0-1",
    8400, "e2+5e3-2f0-1",
    8450, "b0f2+5h3+1",
    8700, "c0e2+5h3-2",
    8900, "e2+5c3+1h0+1",
    9000, "c2+5d1-5i3+1",
    9200, "b0d2+1j0-1",
    9250, "b0d2+1+5j0+1",
    9600, "h0c2+5e1-1",
    9800, "d2+1g0+5e0+1",
};

int	multabsize = sizeof(multab) / sizeof(multab[0]);