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Very interesting articleReply
I haven't even checked my list, because it's pointless as I did not buy one ticket. I only posted a list because you and Lotterologist wouldn't stop bugging me about it. I stated that publishing a list for pick 3 is pointless, so I finally just did the same myself. It is extremely unlikely that if you buy over a hundred pick 3 tickets, twice a day, for weeks on end, you will not lose . I looked up his California numbers one time, and sure enough, his list was a loser. Either you're g
Jan 9, 2026, 10:15 am - Tucker Black - Mathematics Forum

Quads interested in lessonsReply
Oh okay. Make sense now. I mean.... I just call it play 4, pick 4, or pick 3. I've yet to hear anyone call pick 3, Tris. Where can I learn Duos? Or Pick Nines pardner?
Aug 12, 2025, 4:24 pm - Il2c - Mathematics Forum

Histotical Lottery DataReply
I have PA evening pick 3 data back to 1977. The data forms a discrete uniform distribution no matter how you slice it. The full history is just as uniform as taking a 150 draw samples. The mid day game in PA has fewer draws, but the same distribution. Your best bet to collect full histories is to visit each state's results sections. Some have an actual API, others have urls with a year at a time.
Oct 31, 2025, 11:43 pm - hypersoniq - Mathematics Forum

Quads interested in lessonsReply
Something totally foreign to Pick 3 only players. Hint: Think P3 triples +1
Aug 12, 2025, 12:00 pm - LottoBux - Mathematics Forum

Modern Algebra
Simple example of *abstract algebra with modular groups* to *Pick 3*, using the group *Z * (integers modulo 10), since the lottery digits range from 0 to 9. --- *1. Defining the group: Z * Z = {0, 1, 2, 3, 4, 5, 6, 7, 8, 9}, with *addition modulo 10* This group is *cyclic* and can be generated by *1 or 3*, for example: - Generator 1: 1, 2, 3, ..., 9, 0 - Generator 3: 3, 6, 9, 2, 5, 8, 1, 4, 7, 0 --- *2. Example of a drawn number: 7-3-9* Let's represent it as a *v
Dec 3, 2025, 5:26 am - tokecap - Mathematics Forum

rtyureReply
Formula of the 55 Pick-3 Structures For a 3-digit number: ABC Define the structural differences: d1 = |A B| d2 = |B C| The structure of the number is: S = (d1 , d2) Range of the Differences Because digits go from 0 to 9: 0 d1 9 0 d2 9 But not all combinations occur equally in the triangular map used in the 55-structure model. The model organizes valid pairs into a triangular arrangement where: d1 + d2
Mar 8, 2026, 11:51 am - tokecap - Mathematics Forum