RE-POSTED FROM ANOTHER'S LPER'S PRIOR POST
Table of all the 37 possible sums and distinct 4 digit numbers.
Sum: How many have this sum: List of distinct boxes having this sum: Odds of winning with the sum: Probability of the sum to be drawn
0: 1: 0000: 1:10000: 0.01%
1: 4: 0001: 1:2500: 0.04%
2: 10: 0002,0011: 1:1000: 0.1%
3: 20: 0003,0012,0111: 1:500: 0.2%
4: 35: 0004,0013,0022,0112,1111: 1:286: 0.35%
5: 56: 0005,0014,0023,0113,0122,1112: 1:179: 0.56%
6: 84: 0006,0015,0024,0033,0114,0123,0222,1113,1122: 1:119: 0.84%
7: 120: 0007,0016,0025,0034,0115,0124,0133,0223,1114,1123,1222: 1:83: 1.2%
8: 165: 0008,0017,0026,0035,0044,0116,0125,0134,0224,0233,1115,1124,
1133,1223,2222: 1:61: 1.65%
9: 220: 0009,0018,0027,0036,0045,0117,0126,0135,0144,0225,0234,0333,
1116,1125,1134,1224,1233,2223: 1:45: 2.2%
10: 282: 0019,0028,0037,0046,0055,0118,0127,0136,0145,0226,0235,0244,
0334,1117,1126,1135,1144,1225,1234,1333,2224,2233: 1:35: 2.82%
11: 348: 0029,0038,0047,0056,0119,0128,0137,0146,0155,0227,0236,0245,
0335,0344,1118,1127,1136,1145,1226,1235,1244,1334,2225,2234,
2333: 1:29: 3.48%
12: 415: 0039,0048,0057,0066,0129,0138,0147,0156,0228,0237,0246,0255,
0336,0345,0444,1119,1128,1137,1146,1155,1227,1236,1245,1335,
1344,2226,2235,2244,2334,3333: 1:24: 4.15%
13: 480: 0049,0058,0067,0139,0148,0157,0166,0229,0238,0247,0256,0337,
0346,0355,0445,1129,1138,1147,1156,1228,1237,1246,1255,1336,
1345,1444,2227,2236,2245,2335,2344,3334: 1:21: 4.80%
14: 540: 0059,0068,0077,0149,0158,0167,0239,0248,0257,0266,0338,0347,
0356,0446,0455,1139,1148,1157,1166,1229,1238,1247,1256,1337,
1346,1355,1445,2228,2237,2246,2255,2336,2345,2444,3335,3344: 1:19: 5.40%
15: 592: 0069,0078,0159,0168,0177,0249,0258,0267,0339,0348,0357,0366,
0447,0456,0555,1149,1158,1167,1239,1248,1257,1266,1338,1347,
1356,1446,1455,2229,2238,2247,2256,2337,2346,2355,2445,3336,
3345,3444: 1:17: 5.92%
16: 633: 0079,0088,0169,0178,0259,0268,0277,0349,0358,0367,0448,0457,
0466,0556,1159,1168,1177,1249,1258,1267,1339,1348,1357,1366,
1447,1456,1555,2239,2248,2257,2266,2338,2347,2356,2446,2455,
3337,3346,3355,3445,4444: 1:16: 6.33%
17: 660: 0089,0179,0188,0269,0278,0359,0368,0377,0449,0458,0467,0557,
0566,1169,1178,1259,1268,1277,1349,1358,1367,1448,1457,1466,
1556,2249,2258,2267,2339,2348,2357,2366,2447,2456,2555,3338,
3347,3356,3446,3455,4445: 1:15: 6.60%
18: 670: 0099,0189,0279,0288,0369,0378,0459,0468,0477,0558,0567,0666,
1179,1188,1269,1278,1359,1368,1377,1449,1458,1467,1557,1566,
2259,2268,2277,2349,2358,2367,2448,2457,2466,2556,3339,3348,
3357,3366,3447,3456,3555,4446,4455: 1:15: 6.70%
19: 660: 0199,0289,0379,0388,0469,0478,0559,0568,0577,0667,1189,1279,
1288,1369,1378,1459,1468,1477,1558,1567,1666,2269,2278,2359,
2368,2377,2449,2458,2467,2557,2566,3349,3358,3367,3448,3457,
3466,3556,4447,4456,4555: 1:15: 6.60%
20: 633: 0299,0389,0479,0488,0569,0578,0668,0677,1199,1289,1379,1388,
1469,1478,1559,1568,1577,1667,2279,2288,2369,2378,2459,2468,
2477,2558,2567,2666,3359,3368,3377,3449,3458,3467,3557,3566,
4448,4457,4466,4556,5555: 1:16: 6.33%
21: 592: 0399,0489,0579,0588,0669,0678,0777,1299,1389,1479,1488,1569,
1578,1668,1677,2289,2379,2388,2469,2478,2559,2568,2577,2667,
3369,3378,3459,3468,3477,3558,3567,3666,4449,4458,4467,4557,
4566,5556: 1:17: 5.92%
22: 540: 0499,0589,0679,0688,0778,1399,1489,1579,1588,1669,1678,1777,
2299,2389,2479,2488,2569,2578,2668,2677,3379,3388,3469,3478,
3559,3568,3577,3667,4459,4468,4477,4558,4567,4666,5557,5566: 1:19: 5.40%
23: 480: 0599,0689,0779,0788,1499,1589,1679,1688,1778,2399,2489,2579,
2588,2669,2678,2777,3389,3479,3488,3569,3578,3668,3677,4469,
4478,4559,4568,4577,4667,5558,5567,5666: 1:21: 4.80%
24: 415: 0699,0789,0888,1599,1689,1779,1788,2499,2589,2679,2688,2778,
3399,3489,3579,3588,3669,3678,3777,4479,4488,4569,4578,4668,
4677,5559,5568,5577,5667,6666: 1:24: 4.15%
25: 348: 0799,0889,1699,1789,1888,2599,2689,2779,2788,3499,3589,3679,
3688,3778,4489,4579,4588,4669,4678,4777,5569,5578,5668,5677,
6667: 1:29: 3.48%
26: 282: 0899,1799,1889,2699,2789,2888,3599,3689,3779,3788,4499,4589,
4679,4688,4778,5579,5588,5669,5678,5777,6668,6677: 1:35: 2.82%
27: 220: 0999,1899,2799,2889,3699,3789,3888,4599,4689,4779,4788,5589,
5679,5688,5778,6669,6678,6777: 1:45: 2.20%
28: 165: 1999,2899,3799,3889,4699,4789,4888,5599,5689,5779,5788,6679,
6688,6778,7777: 1:61: 1.65%
29: 120: 2999,3899,4799,4889,5699,5789,5888,6689,6779,6788,7778: 1:83: 1.20%
30: 84: 3999,4899,5799,5889,6699,6789,6888,7779,7788: 1:119: 0.84%
31: 56: 4999,5899,6799,6889,7789,7888: 1:179: 0.56%
32: 35: 5999,6899,7799,7889,8888: 1:286: 0.35%
33: 20: 6999,7899,8889: 1:500: 0.2%
34: 10: 7999,8899 1:1000 0.1%
35: 4: 8999: 1:2500: 0.04%
36: 1: 9999 1:10000 0.01%
The second column is the total numbers that have this sum while the third column lists only the distinct boxes. For instance, there are 4 numbers that have sum of 1 and they are 0001, 0010, 0100, and 1000. Since all four are simply different arrangements of the number 0001, we have listed only 0001 in the third column.
The last column, 'Probability of the sum to be drawn', is just that - it allows you to choose which sum to play. Obviously, since a sum of 18 (most probable sum) will not be drawn everyday, you have to use this data together with the history of sums of your state's 4-digit game to decide which sum(s) to play.