Over the past few months I have been really breaking down the vtracs and their distribution of numbers and what i have found is that when broken down from all possible P3 bx combinations you will end up with 10 sets of 22 numbers which is the same as choosing a shortsum (1=22 nums). Furthermore, I found that when you select a sum of a set of representers (vtracs) you only have 7 instead of 13 using regular vtrac sums. The only difference is that you can break vtrac numbers down to 12,8, and 6.
This is how you arrive at my conclusion: (suggest excel) take each shortsum and assign a differerent vtrac to it. Such as LDR 1 will be represented by 123, etc...
when you finish get the sum of the represented vtrac: 123=6. Do this to all of the LDR's and representers and see what I'm talking about. Its pretty cool. At the end you will find that if you select representer sum 9 (135 and 234) you will only have to play 200 numbers straight. All sums holds either 200 (8,9,10) numbers or 100 numbers (6,7,11,12).
Also, what I did is I kept the Representer of a double vtrac in my spreadsheet which is "D" and what ever number corresponds with it. At the end of the day you will see that every thing is distributed equally.
Again, you can do this with regular vtracs but it take much longer to accomplish.
You can all so this with Rootsums but each will not be represented with an equal distribution of numbers. Thank me later
For example IL should have representer sum 8 soon...
BX
002,008,053,062,071,075,084,093,110,116,143
152,165,174,183,192,198,224,228,264,273,297
332,336,354,387,396,440,444,486,495,552,558
576,598,660,666,697,774,778,882,886,990,994
STr8
002,008,011,017,020,026,035,039,044,048,053,057,062,066,071,075,080,084,093,099,
101,107,110,116,125,129,134,138,143,147,152,156,161,165,170,174,183,189,192,198,
200,206,215,219,224,228,233,237,242,246,251,255,260,264,273,279,282,288,291,297
305,309,314,318,323,327,332,336,341,345,350,354,363,369,372,378,381,387,390,396
404,408,413,417,422,426,431,435,440,444,453,459,462,468,471,477,480,486,495,499
503,507,512,516,521,525,530,534,543,549,552,558,561,567,570,576,585,589,594,598
602,606,611,615,620,624,633,639,642,648,651,657,660,666,675,679,684,688,693,697
701,705,710,714,723,729,732,738,741,747,750,756,765,769,774,778,783,787,792,796
800,804,813,819,822,828,831,837,840,846,855,859,864,868,873,877,882,886,891,895
903,909,912,918,921,927,930,936,945,949,954,958,963,967,972,976,981,985,990,994