(New member) Have any of you broken down a keno game?Prev Topic Next Topic

Datapile

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April 22, 2017
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Apr 26, 2017, 10:23 pm

I look at it like behavior analysis- If I know what it acts like, the limits of what it will do in any given situation, then I can predict it.

Edmond: There are 72,519 stones in my walls. I've counted them many times.

Abbe Faria: But have you named them yet?

The Count of Monte Cristo by Alexandre Dumas
DownandDirty

Long Island, NY
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January 3, 2008
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May 14, 2017, 11:42 pm

I play and analyze the NY Pick 10 every day for years now. You have found a highly analytical (and way over my head) way to figure out the things I already know....and can put in to much more simplistic terms.

Sadly, you may find that while data can put you in the right direction sometimes, it can point you in the wrong direction too.

I am convinced that you need to employ several methods for each draw. I have many I have developed. I try to use them all. My limitation is the budget needed to do this. I devote $4 to each of four methods ($12 a day. ) I need to devote $25 to each method ($100 a day).

How come u guys dont explore all odd/even numbers senarios? It's a 10 out of 40 Game.

How come u guys dont explore a 1-40 and 41-80 pool? Again a 10 out of 40 game.
Novan60

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February 23, 2017
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May 21, 2017, 3:32 pm

Quote: Originally posted by DownandDirty on May 14, 2017
I play and analyze the NY Pick 10 every day for years now. You have found a highly analytical (and way over my head) way to figure out the things I already know....and can put in to much more simplistic terms.

Sadly, you may find that while data can put you in the right direction sometimes, it can point you in the wrong direction too.

I am convinced that you need to employ several methods for each draw. I have many I have developed. I try to use them all. My limitation is the budget needed to do this. I devote $4 to each of four methods ($12 a day. ) I need to devote $25 to each method ($100 a day).

How come u guys dont explore all odd/even numbers senarios? It's a 10 out of 40 Game.

How come u guys dont explore a 1-40 and 41-80 pool? Again a 10 out of 40 game.

I've looked at odd/even, over 40, under 40, pairs, dividing the base of 80 by 4, 5 and 8 and still wind up back in roughly the same space. The methods that have worked best for me have typically involved converting the numbers to their binary values or an integer and limiting the number of picks that I have to make.

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May 21, 2017, 4:55 pm

Quote: Originally posted by Novan60 on May 21, 2017

I've looked at odd/even, over 40, under 40, pairs, dividing the base of 80 by 4, 5 and 8 and still wind up back in roughly the same space. The methods that have worked best for me have typically involved converting the numbers to their binary values or an integer and limiting the number of picks that I have to make.

I've looked looked at it, but I use it as a limiter instead of a method to generate numbers to play...

Over\under 40... Every (99.62%) draw sequence will have between 5-15 over\under 40.

As odd\evens also have 40 number pools, the curves(chances) are the same.

Pool of 40	Chance
0	0.00%
1	0.00%
2	0.00%
3	0.02%
4	0.16%
5	0.75%
6	2.52%
7	6.35%
8	12.15%
9	17.88%
10	20.32%
11	17.88%
12	12.15%
13	6.35%
14	2.52%
15	0.75%
16	0.16%
17	0.02%
18	0.00%
19	0.00%
20	0.00%

You can calculate this pretty easily in Excel:

1) Make 3 columns: Numbers in pool, numbers drawn from pool, and chance.

2) Fill in the first 2 columns.

3) Enter this formula for each of the third column cells, repointing the bold parts to the correct cell on that row from the other 2 columns...

=COMBIN(Numbers in Pool, Numbers drawn from pool)*COMBIN(80-Numbers in Pool,20-Numbers drawn from pool)/COMBIN(80,20)

Pool of 10 would look like this:

Numbers in Pool	Numbers drawn from pool	Chance
10	0	4.58%
10	1	17.96%
10	2	29.53%
10	3	26.74%
10	4	14.73%
10	5	5.14%
10	6	1.15%
10	7	0.16%
10	8	0.01%
10	9	0.00%
10	10	0.00%

Edmond: There are 72,519 stones in my walls. I've counted them many times.

Abbe Faria: But have you named them yet?

The Count of Monte Cristo by Alexandre Dumas

Datapile

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April 22, 2017
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May 21, 2017, 5:31 pm

Using the pool of 10 table above, I can say (with reasonable certainty) that if I pick 10 random numbers from a pool of 80, I can expect 0-6 of them to be correct.

This will hold true 99.82% of the time or put another way:

Total sub-pools of 10 from pool of 80 1,646,492,110,120

In range 0-6 1,643,528,424,322

out of range 2,963,685,798

If I look at 8 non-overlapping pools (1-10,11-20,...,71-80), I can predict that each one of them will still fall within 0-6 numbers drawn- so I can eliminate any combination that uses 7 or more numbers in the sub-pool. The accuracy of this can even be calculated as (.9982)^8 = 98.56%.

It doesn't matter if the sub-pools are sequential, or just random, as long as they don't overlap.

Datapile

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April 22, 2017
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May 25, 2017, 12:49 am

Quote: Originally posted by dr san on Apr 25, 2017

Hello,DATAPILE my keno lottery date, has 100 numbers and are drawn 20 numbers,
If you can play up to 50 numbers, it is possible to adapt unprovised in this study,
So it changes from 80 numbers to 100 numbers, the rest is the same

dr san My profound apologies for not answering you sooner!

Yes, the concept will still work.

Here are the chances for each number in each location for 20 numbers drawn out of 100.

	N1	N2	N3	N4	N5	N6	N7	N8	N9	N10	N11	N12	N13	N14	N15	N16	N17	N18	N19	N20
1	0.20000000000000
2	0.16161616161616	0.03838383838384
3	0.13028241599670	0.06266749123892	0.00705009276438
4	0.10476317987364	0.07655770836920	0.01744352848918	0.00123558326798
5	0.08402880052365	0.08293751739996	0.02870914063845	0.00411861089328	0.00020593054466
6	0.06722304041892	0.08402880052365	0.03928619245261	0.00856237527813	0.00086707597753	0.00003251534916
7	0.05363540458956	0.08152581497613	0.04827186413061	0.01420989939775	0.00218613836889	0.00016603582548	0.00000484271158
8	0.04267763375944	0.07670439581088	0.05522716498383	0.02058907466503	0.00427824928104	0.00049364414781	0.00002916041379	0.00000067693818
9	0.03386377461347	0.07051087316776	0.06002952715634	0.02721338564421	0.00716141727479	0.00111606502984	0.00010015968216	0.00000470913515	0.00000008829628
10	0.02679331617769	0.06363412592201	0.06276242556691	0.03364292181289	0.01076573498013	0.00212481611450	0.00025755346842	0.00001839667632	0.00000069860796	0.00000001067318
11	0.02113694942906	0.05656366748623	0.06363412592201	0.03951708276435	0.01495240969462	0.00358857832671	0.00055087825191	0.00005314595380	0.00000306611272	0.00000009487269	0.00000000118591
12	0.01662456696668	0.04963620708623	0.06291913574311	0.04456772115137	0.01953653529923	0.00554415190924	0.00103490835639	0.00012644556986	0.00000985290155	0.00000046317059	0.00000001172584	0.00000000011992
13	0.01303517182615	0.04307274168640	0.06091716324219	0.04861933216513	0.02430966608256	0.00799221898605	0.00176404833476	0.00026208718116	0.00002586386656	0.00000164215026	0.00000006315963	0.00000000130825	0.00000000001090
14	0.01018841016297	0.03700790162136	0.05792541123343	0.05158119952691	0.02905983071939	0.01089743651977	0.00278655911008	0.00048953065447	0.00005874367854	0.00000472354140	0.00000024537877	0.00000000772171	0.00000000013032	0.00000000000088
15	0.00793748233626	0.03151298957382	0.05422087911966	0.05343506927735	0.03358775783148	0.01419201035133	0.00413933635247	0.00084244810305	0.00011953655516	0.00001168801873	0.00000076894860	0.00000003268259	0.00000000083802	0.00000000001142	0.00000000000006
16	0.00616322157875	0.02661391136277	0.05005004226431	0.05422087911966	0.03771887243107	0.01778175414608	0.00584376896819	0.00135658922476	0.00022300096845	0.00002578239425	0.00000206259154	0.00000011102466	0.00000000384501	0.00000000007963	0.00000000000086	0.00000000000000
17	0.00476915955498	0.02230499238022	0.04562384805046	0.05402226784084	0.04131114599594	0.02155364138918	0.00790300184270	0.00206718358059	0.00038759692136	0.00005191556938	0.00000491093224	0.00000032144284	0.00000001409837	0.00000000039436	0.00000000000650	0.00000000000005	0.00000000000000
18	0.00367742423517	0.01855950043686	0.04111643173704	0.05295298026740	0.04425920738767	0.02538395717823	0.01030073624624	0.00300613323104	0.00063509856994	0.00009702894819	0.00001063330939	0.00000082297112	0.00000004389179	0.00000000155487	0.00000000003462	0.00000000000044	0.00000000000000	0.00000000000000
19	0.00282533813190	0.01533754985887	0.03666633013135	0.05114482972168	0.04649529974698	0.02914630730408	0.01300153904251	0.00419925484603	0.00098982435656	0.00017039229925	0.00002129903741	0.00000190975180	0.00000012043480	0.00000000518796	0.00000000014628	0.00000000000253	0.00000000000002	0.00000000000000	0.00000000000000
20	0.00216260449602	0.01259193908166	0.03237927192427	0.04873754992768	0.04798774146726	0.03271891463677	0.01595250564380	0.00566380977689	0.00147751559397	0.00028377680456	0.00003996856402	0.00000408769405	0.00000029864431	0.00000001521161	0.00000000052154	0.00000000001144	0.00000000000015	0.00000000000000	0.00000000000000	0.00000000000000
21	0.00164898592821	0.01027237135609	0.02833186293374	0.04587063522605	0.04873754992768	0.03599080610044	0.01908603353811	0.00740652047748	0.00212392866634	0.00045146309816	0.00007094420114	0.00000817538810	0.00000068128234	0.00000004020212	0.00000000162982	0.00000000004346	0.00000000000071	0.00000000000001	0.00000000000000	0.00000000000000
22	0.00125239437586	0.00832842259946	0.02457567324432	0.04267710998880	0.04877383998720	0.03886665373980	0.02232341137876	0.00942221908844	0.00295323284861	0.00069005277345	0.00012000917799	0.00001542975146	0.00000144880295	0.00000009751558	0.00000000457999	0.00000000014441	0.00000000000289	0.00000000000003	0.00000000000000	0.00000000000000
23	0.00094732395097	0.00671154934755	0.02114138044480	0.03927906749306	0.04814853434633	0.04127017229686	0.02557890887149	0.01169321548411	0.00398632346049	0.00101806602474	0.00019463026943	0.00002769442569	0.00000290132079	0.00000022003516	0.00000001178760	0.00000000043060	0.00000000001018	0.00000000000014	0.00000000000000	0.00000000000000
24	0.00071356869034	0.00537637099447	0.01804273655771	0.03578476083946	0.04693083388781	0.04314608921944	0.02876405947963	0.01418941327008	0.00523916797665	0.00145532443796	0.00030409764375	0.00004756607529	0.00000551490728	0.00000046664600	0.00000002816777	0.00000000117366	0.00000000003215	0.00000000000054	0.00000000000000	0.00000000000000
25	0.00053517651776	0.00428141214205	0.01528021230007	0.03228700226117	0.04520180316563	0.04446078999898	0.03179185521433	0.01686914766474	0.00672130102267	0.00202213500853	0.00045957613830	0.00007857068307	0.00001001391059	0.00000093775751	0.00000006315510	0.00000000296503	0.00000000009266	0.00000000000179	0.00000000000002	0.00000000000000
26	0.00039959846659	0.00338945127912	0.01284423642615	0.02886262323347	0.04304933634822	0.04520180316563	0.03458061444365	0.01968067227554	0.00843457383237	0.00273830782405	0.00067404500284	0.00012533894681	0.00001746015179	0.00000179736857	0.00000013396536	0.00000000701723	0.00000000024709	0.00000000000545	0.00000000000007	0.00000000000000
27	0.00029699886030	0.00266758976346	0.01071799458533	0.02557275901062	0.04056368670649	0.04537632750218	0.03705733412678	0.02256418471420	0.01037224619927	0.00362205422832	0.00096210815440	0.00019376723669	0.00002935867223	0.00000330327196	0.00000027064623	0.00000001568964	0.00000000061638	0.00000000001532	0.00000000000021	0.00000000000000
28	0.00021969778707	0.00208712897721	0.00887978510303	0.02246374207611	0.03783367086502	0.04500902223597	0.03916039222791	0.02545425494814	0.01251848604007	0.00468882362433	0.00133966389266	0.00029114854485	0.00004777822275	0.00000584698530	0.00000052361062	0.00000003336734	0.00000000145075	0.00000000004023	0.00000000000063	0.00000000000000
29	0.00016172198215	0.00162332253783	0.00730495142022	0.01956841531963	0.03494359878505	0.04413928267586	0.04084152017709	0.02828250549793	0.01484831538642	0.00595014459929	0.00182343140946	0.00042625669312	0.00007548295607	0.00001000484152	0.00000097449755	0.00000006787545	0.00000000324405	0.00000000009956	0.00000000000174	0.00000000000001
30	0.00011844426862	0.00125505369248	0.00596742510384	0.01690770446089	0.03197093207151	0.04281821259577	0.04206701588356	0.03098038854479	0.01732801393183	0.00741253929306	0.00243034075182	0.00060936696270	0.00011606989766	0.00001660134354	0.00000175135053	0.00000013267807	0.00000000693094	0.00000000023383	0.00000000000452	0.00000000000004
31	0.00008629510999	0.00096447475875	0.00484092138526	0.01449231810934	0.02898463621867	0.04110548409194	0.04281821259577	0.03348191060120	0.01991596406451	0.00907657872620	0.00317680255417	0.00085219740648	0.00017410484649	0.00002678536100	0.00000304922636	0.00000025019293	0.00000001421551	0.00000000052419	0.00000000001113	0.00000000000010
32	0.00006253268840	0.00073663506936	0.00389983272016	0.01232447135282	0.02604416587765	0.03906624881647	0.04309125627029	0.03572616910165	0.02256389627472	0.01093614129790	0.00407788319583	0.00116775746062	0.00025524753238	0.00004211900968	0.00000515742976	0.00000045664743	0.00000002810138	0.00000000112706	0.00000000002617	0.00000000000026
33	0.00004506031958	0.00055911580217	0.00311986617613	0.01039955392043	0.02319900489942	0.03676823418021	0.04289627321025	0.03765958531185	0.02521847230704	0.01297792726912	0.00514641943431	0.00157009406470	0.00036635528176	0.00006467810775	0.00000849459019	0.00000080900859	0.00000005372323	0.00000000233368	0.00000000005893	0.00000000000065
34	0.00003228202000	0.00042168388625	0.00247846855590	0.00870768619308	0.02048867339547	0.03427912664243	0.04225603032651	0.03923774244605	0.02782312646174	0.01518126939877	0.00639211343106	0.00207393021980	0.00051555327498	0.00009716196336	0.00001365273490	0.00000139463421	0.00000009961673	0.00000000466953	0.00000000012771	0.00000000000153
35	0.00002298871121	0.00031597249879	0.00195507983624	0.00723512538037	0.01794311094331	0.03166431342937	0.04120420273180	0.04042676494441	0.03032007370831	0.01751826480924	0.00782065393270	0.00269419657012	0.00071225886336	0.00014300895040	0.00002145134256	0.00000234440902	0.00000017961198	0.00000000905607	0.00000000026728	0.00000000000346
36	0.00001626893409	0.00023519219932	0.00153125134027	0.00596550001314	0.01558334697310	0.02898502536996	0.03978336815485	0.04120420273180	0.03265238707049	0.01995423654307	0.00943291182036	0.00344546292140	0.00096714748671	0.00020651292488	0.00003300206548	0.00000385024097	0.00000031559352	0.00000001706720	0.00000000054182	0.00000000000757
37	0.00001143909428	0.00017387423307	0.00119066050907	0.00488086364711	0.01342237502956	0.02629689801710	0.03804284579807	0.04155941137604	0.03476604605496	0.02244851611096	0.01122425805548	0.00434128328096	0.00129204859552	0.00029293409453	0.00004978436582	0.00000618788728	0.00000054144014	0.00000003132730	0.00000000106670	0.00000000001604
38	0.00000798920870	0.00012764576634	0.00091904951766	0.00396256857252	0.01146615586941	0.02364894648066	0.03603648987528	0.04149344405640	0.03661186240271	0.02495552159501	0.01318404914453	0.00539347465004	0.00169976170789	0.00040859656440	0.00007373171087	0.00000974614569	0.00000090853900	0.00000005611564	0.00000000204429	0.00000000003297
39	0.00000554090281	0.00009303562394	0.00070411051756	0.00319196767961	0.00971468424230	0.02108293175988	0.03382053636481	0.04101849308385	0.03814719856798	0.02742609047371	0.01529531968726	0.00661135602262	0.00220378534087	0.00056096354131	0.00010732720816	0.00001506346781	0.00000149336103	0.00000009826703	0.00000000382150	0.00000000006594
40	0.00000381504784	0.00006730834398	0.00053533613121	0.00255095777674	0.00816306488557	0.01863308289096	0.03145158672376	0.04015693662051	0.03933740730172	0.02980901308864	0.01753471358155	0.00800097944893	0.00281795502604	0.00075868019932	0.00015370663778	0.00002287301157	0.00000240768543	0.00000016848914	0.00000000698072	0.00000000012859
41	0.00000260694936	0.00004832393927	0.00040385006389	0.00202238094012	0.00680255407130	0.01632612977113	0.02898479560817	0.03894005975322	0.04015693662051	0.03205270224585	0.01987267539243	0.00956438922630	0.00355599086619	0.00101157359909	0.00021676577123	0.00003415703062	0.00000381216860	0.00000028325711	0.00000001248068	0.00000000024494
42	0.00000176742329	0.00003442056861	0.00030222938289	0.00159030222900	0.00562153346067	0.01418159577577	0.02647231211477	0.03740652798826	0.04059006228514	0.03410692733682	0.02227391173017	0.01129894795039	0.00443095998055	0.00133059892907	0.00030126768205	0.00005021128034	0.00000593406040	0.00000046749425	0.00000002187108	0.00000000045647
43	0.00000118843980	0.00002431730667	0.00022432715402	0.00124018264013	0.00460639266332	0.01221229682834	0.02396200665561	0.03560069560262	0.04063122867691	0.03592453788455	0.02469811979563	0.01319676901881	0.00545466452778	0.00172772179613	0.00041294449523	0.00007271978532	0.00000908997317	0.00000075830792	0.00000003761448	0.00000000083356
44	0.00000079229320	0.00001703430379	0.00016510171370	0.00095896578708	0.00374230551055	0.01042499392226	0.02149649909550	0.03357083137967	0.04028499765560	0.03746310168456	0.02710096717606	0.01524429403654	0.00663697155332	0.00221572742626	0.00055858674612	0.00010383984383	0.00001371469635	0.00000121012027	0.00000006356187	0.00000000149347
45	0.00000052347944	0.00001182780562	0.00012045686255	0.00073509572529	0.00301389247368	0.00882114870345	0.01911248885747	0.03136734051691	0.03956562269747	0.03868638663752	0.02943529418072	0.01742205032747	0.00798510640009	0.00280794950333	0.00074611229660	0.00014629652874	0.00002039711218	0.00000190161756	0.00000010564542	0.00000000262850
46	0.00000034264109	0.00000813772577	0.00008709565960	0.00055848181726	0.00240576782821	0.00739773607175	0.01684037479749	0.02904105449771	0.03849628154348	0.03956562269747	0.03165249815797	0.01970461841850	0.00950293654226	0.00351791400843	0.00098460567000	0.00020348517180	0.00002992428997	0.00000294503759	0.00000017287432	0.00000000454932
47	0.00000022208218	0.00000554570941	0.00006238923091	0.00042042472721	0.00190297508105	0.00614807333877	0.01470414206855	0.02664165113465	0.03710801408041	0.04008049066050	0.03370404896451	0.02206083204950	0.01119027712656	0.00435889681853	0.00128431781260	0.00027957938778	0.00004333480511	0.00000449842268	0.00000027874841	0.00000000775070
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73	0.00000000000000	0.00000000000063	0.00000000004023	0.00000000145075	0.00000003336734	0.00000052361062	0.00000584698530	0.00004777822275	0.00029114854485	0.00133966389266	0.00468882362433	0.01251848604007	0.02545425494814	0.03916039222791	0.04500902223597	0.03783367086502	0.02246374207611	0.00887978510303	0.00208712897721	0.00021969778707
74	0.00000000000000	0.00000000000021	0.00000000001532	0.00000000061638	0.00000001568964	0.00000027064623	0.00000330327196	0.00002935867223	0.00019376723669	0.00096210815440	0.00362205422832	0.01037224619927	0.02256418471420	0.03705733412678	0.04537632750218	0.04056368670649	0.02557275901062	0.01071799458533	0.00266758976346	0.00029699886030
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85					0.00000000000000	0.00000000000086	0.00000000007963	0.00000000384501	0.00000011102466	0.00000206259154	0.00002578239425	0.00022300096845	0.00135658922476	0.00584376896819	0.01778175414608	0.03771887243107	0.05422087911966	0.05005004226431	0.02661391136277	0.00616322157875
86						0.00000000000006	0.00000000001142	0.00000000083802	0.00000003268259	0.00000076894860	0.00001168801873	0.00011953655516	0.00084244810305	0.00413933635247	0.01419201035133	0.03358775783148	0.05343506927735	0.05422087911966	0.03151298957382	0.00793748233626
87							0.00000000000088	0.00000000013032	0.00000000772171	0.00000024537877	0.00000472354140	0.00005874367854	0.00048953065447	0.00278655911008	0.01089743651977	0.02905983071939	0.05158119952691	0.05792541123343	0.03700790162136	0.01018841016297
88								0.00000000001090	0.00000000130825	0.00000006315963	0.00000164215026	0.00002586386656	0.00026208718116	0.00176404833476	0.00799221898605	0.02430966608256	0.04861933216513	0.06091716324219	0.04307274168640	0.01303517182615
89									0.00000000011992	0.00000001172584	0.00000046317059	0.00000985290155	0.00012644556986	0.00103490835639	0.00554415190924	0.01953653529923	0.04456772115137	0.06291913574311	0.04963620708623	0.01662456696668
90										0.00000000118591	0.00000009487269	0.00000306611272	0.00005314595380	0.00055087825191	0.00358857832671	0.01495240969462	0.03951708276435	0.06363412592201	0.05656366748623	0.02113694942906
91											0.00000001067318	0.00000069860796	0.00001839667632	0.00025755346842	0.00212481611450	0.01076573498013	0.03364292181289	0.06276242556691	0.06363412592201	0.02679331617769
92												0.00000008829628	0.00000470913515	0.00010015968216	0.00111606502984	0.00716141727479	0.02721338564421	0.06002952715634	0.07051087316776	0.03386377461347
93													0.00000067693818	0.00002916041379	0.00049364414781	0.00427824928104	0.02058907466503	0.05522716498383	0.07670439581088	0.04267763375944
94														0.00000484271158	0.00016603582548	0.00218613836889	0.01420989939775	0.04827186413061	0.08152581497613	0.05363540458956
95															0.00003251534916	0.00086707597753	0.00856237527813	0.03928619245261	0.08402880052365	0.06722304041892
96																0.00020593054466	0.00411861089328	0.02870914063845	0.08293751739996	0.08402880052365
97																	0.00123558326798	0.01744352848918	0.07655770836920	0.10476317987364
98																		0.00705009276438	0.06266749123892	0.13028241599670
99																			0.03838383838384	0.16161616161616
100																				0.20000000000000

dr san

bgonÃ§alves
Brasil
Member #92,558
June 9, 2010
4,155 Posts
Offline

May 25, 2017, 8:09 pm

Ok datapile thanks but how can i
Cross a search algorithm of the best percentage in each position but a lot of variant, let's assume that half of the 20 or ten numbers is drawn within the average of the highest percentage how to do this?

Datapile

United States
Member #181,328
April 22, 2017
68 Posts
Offline

May 25, 2017, 9:02 pm

dr san I didn't see a way to pull the historical data from the game's website, but here is the order derived from the probability table above. The first row has the highest chance per slot, followed by the second, etc. You can compare this to your past draw results, and find a rough idea of how your game behaves.

The 'Apex' number on the left most column is the rank of its chance to come out.

ApexListFull

Apex	S1	S2	S3	S4	S5	S6	S7	S8	S9	S10	S11	S12	S13	S14	S15	S16	S17	S18	S19	S20
1	1	6	11	16	22	27	32	37	43	48	53	58	64	69	74	79	85	90	95	100
2	2	5	12	17	21	26	33	38	42	47	54	59	63	68	75	80	84	89	96	99
3	3	7	10	15	23	28	31	36	44	49	52	57	65	70	73	78	86	91	94	98
4	4	8	13	18	20	25	34	39	41	46	55	60	62	67	76	81	83	88	93	97
5	5	4	9	14	24	29	30	35	45	50	51	56	66	71	72	77	87	92	97	96
6	6	9	14	19	19	24	35	40	40	45	56	61	61	66	77	82	82	87	92	95
7	7	10	8	20	25	30	29	34	46	51	50	55	67	72	71	76	81	93	91	94
8	8	3	15	13	18	23	36	41	39	44	57	62	60	65	78	83	88	86	98	93
9	9	11	16	21	26	31	28	33	47	52	49	54	68	73	70	75	80	85	90	92
10	10	12	7	12	17	32	37	42	38	43	58	63	59	64	69	84	89	94	89	91
11	11	13	17	22	27	22	27	32	48	53	48	53	69	74	79	74	79	84	88	90
12	12	2	18	11	28	33	38	43	37	42	59	64	58	63	68	73	90	83	99	89
13	13	14	6	23	16	21	26	44	49	54	47	52	57	75	80	85	78	95	87	88
14	14	15	19	24	29	34	39	31	36	41	60	65	70	62	67	72	77	82	86	87
15	15	16	20	10	15	20	25	45	50	55	46	51	56	76	81	86	91	81	85	86
16	16	17	5	25	30	35	40	30	35	40	61	66	71	61	66	71	76	96	84	85
17	17	18	21	26	14	19	41	46	51	56	45	50	55	60	82	87	75	80	83	84
18	18	19	22	9	31	36	24	29	34	39	62	67	72	77	65	70	92	79	82	83
19	19	20	23	27	32	37	42	47	52	57	44	49	54	59	64	69	74	78	81	82
20	20	21	24	28	13	18	23	28	33	38	63	68	73	78	83	88	73	77	80	81
21	21	22	4	8	33	38	43	48	53	58	43	48	53	58	63	68	93	97	79	80
22	22	23	25	29	34	17	22	27	32	37	64	69	74	79	84	67	72	76	78	79
23	23	24	26	30	12	39	44	49	54	59	42	47	52	57	62	89	71	75	77	78
24	24	25	27	31	35	40	45	26	31	36	65	70	75	56	61	66	70	74	76	77
25	25	26	28	7	36	16	21	50	55	60	41	46	51	80	85	65	94	73	75	76
26	26	27	29	32	11	41	46	51	56	61	40	45	50	55	60	90	69	72	74	75
27	27	28	3	33	37	15	20	25	30	35	66	71	76	81	86	64	68	98	73	74
28	28	29	30	34	38	42	47	52	57	62	39	44	49	54	59	63	67	71	72	73
29	29	30	31	6	10	43	19	24	29	34	67	72	77	82	58	91	95	70	71	72
30	30	31	32	35	39	14	48	53	58	63	38	43	48	53	87	62	66	69	70	71
31	31	32	33	36	40	44	49	23	28	33	68	73	78	52	57	61	65	68	69	70
32	32	33	34	37	9	45	18	54	59	64	37	42	47	83	56	92	64	67	68	69
33	33	34	35	5	41	13	50	55	27	32	69	74	46	51	88	60	96	66	67	68
34	34	35	36	38	42	46	17	22	60	65	36	41	79	84	55	59	63	65	66	67
35	35	36	37	39	43	47	51	56	26	31	70	75	45	50	54	58	62	64	65	66
36	36	37	38	40	8	12	52	21	61	66	35	40	80	49	89	93	61	63	64	65
37	37	38	39	41	44	48	16	57	25	30	71	76	44	85	53	57	60	62	63	64
38	38	39	40	42	45	49	53	20	62	67	34	39	81	48	52	56	59	61	62	63
39	39	40	41	43	46	11	54	58	63	29	72	38	43	47	90	55	58	60	61	62
40	40	41	42	4	7	50	15	59	24	68	33	77	42	86	51	94	97	59	60	61
41	41	42	43	44	47	51	55	19	64	28	73	37	82	46	50	54	57	58	59	60
42	42	43	44	45	48	10	56	60	23	69	32	78	41	45	91	53	56	57	58	59
43	43	44	45	46	49	52	14	18	65	27	74	36	83	87	49	52	55	56	57	58
44	44	45	46	47	50	53	57	61	22	70	31	79	40	44	48	51	54	55	56	57
45	45	46	47	48	6	54	13	62	66	26	75	35	39	88	47	95	53	54	55	56
46	46	47	48	49	51	9	58	17	21	71	30	80	84	43	92	50	52	53	54	55
47	47	48	49	50	52	55	59	63	67	25	76	34	38	42	46	49	51	52	53	54
48	48	49	50	51	53	56	12	16	68	72	29	33	85	89	45	48	50	51	52	53
49	49	50	51	52	54	57	60	64	20	24	77	81	37	41	44	47	49	50	51	52
50	50	51	52	53	5	8	61	65	69	73	28	32	36	40	93	96	48	49	50	51
51	51	52	53	54	55	58	62	15	19	23	78	82	86	39	43	46	47	48	49	50
52	52	53	54	55	56	59	11	66	70	74	27	31	35	90	42	45	46	47	48	49
53	53	54	55	56	57	60	63	67	18	22	79	83	34	38	41	44	45	46	47	48
54	54	55	56	57	58	7	64	14	71	75	26	30	87	37	94	43	44	45	46	47
55	55	56	57	58	59	61	10	68	72	76	25	29	33	91	40	42	43	44	45	46
56	56	57	58	59	60	62	65	13	17	21	80	84	88	36	39	41	42	43	44	45
57	57	58	59	60	61	63	66	69	73	77	24	28	32	35	38	40	41	42	43	44
58	58	59	60	61	62	64	9	70	16	20	81	85	31	92	37	39	40	41	42	43
59	59	60	61	62	63	65	67	12	74	78	23	27	89	34	36	38	39	40	41	42
60	60	61	62	63	64	6	68	71	75	19	82	26	30	33	95	37	38	39	40	41
61	61	62	63	64	65	66	69	72	15	79	22	86	29	32	35	36	37	38	39	40
62	62	63	64	65	66	67	8	11	76	18	83	25	90	93	34	35	36	37	38	39
63	63	64	65	66	67	68	70	73	14	80	21	87	28	31	33	34	35	36	37	38
64	64	65	66	67	68	69	71	74	77	17	84	24	27	30	32	33	34	35	36	37
65	70	66	67	68	69	70	72	10	78	81	20	23	91	29	31	32	33	34	35	31
66	80	67	68	69	70	71	73	75	13	16	85	88	26	28	30	31	32	33	34	21
67	79	68	69	70	71	72	7	76	79	82	19	22	25	94	29	30	31	32	33	22
68	78	69	70	71	72	73	74	77	12	15	86	89	24	27	28	29	30	31	32	23
69	77	70	71	72	73	74	75	9	80	83	18	21	92	26	27	28	29	30	31	24
70	76	71	72	73	74	75	76	78	81	84	17	20	23	25	26	27	28	29	30	25
71	75	81	73	74	75	76	77	79	11	14	87	90	22	24	25	26	27	28	20	26
72	74	80	74	75	76	77	78	80	82	85	16	19	21	23	24	25	26	27	21	27
73	73	79	83	76	77	78	79	8	83	13	88	18	93	22	23	24	25	18	22	28
74	71	78	75	77	78	79	80	81	10	86	15	91	20	21	22	23	24	26	23	30
75	69	77	76	78	79	80	81	82	84	12	89	17	19	20	21	22	23	25	24	32
76	68	76	77	84	80	81	82	83	85	87	14	16	18	19	20	21	17	24	25	33
77	67	75	78	79	81	82	83	84	9	11	90	92	17	18	19	20	22	23	26	34
78	66	74	79	80	82	83	84	85	86	88	13	15	16	17	18	16	21	22	27	35
79	65	72	80	81	83	86	85	86	87	89	12	14	15	16	15	19	20	21	29	36
80	81	82	81	82	84	84	86	87	88	10	91	13	14	15	17	18	19	20	19	20
81	72	73	82	83	85	85	87	88	89	90	11	12	13	14	16	17	18	19	28	29

dr san

bgonÃ§alves
Brasil
Member #92,558
June 9, 2010
4,155 Posts
Offline

May 26, 2017, 7:14 am

Hello ok DATAPILE very good job, perfect, I'll post a list of the last 30 draws of my lottery, 100/20 (lotomania) but the table works perfect
dr san

bgonÃ§alves
Brasil
Member #92,558
June 9, 2010
4,155 Posts
Offline

May 26, 2017, 7:16 am

hello draws 100/20

02 07 09 12 23 25 34 35 45 46 48 51 53 57 62 74 76 80 88 90
07 08 11 18 23 25 26 34 38 40 42 43 51 58 70 72 85 93 94 97
05 09 15 24 27 36 39 40 50 52 54 55 60 63 66 69 73 75 82 96
03 05 11 13 21 23 24 32 33 39 46 47 49 60 73 74 79 86 93 94
03 04 05 06 16 19 28 35 44 45 54 55 60 61 78 80 86 87 90 93
21 39 40 43 63 66 68 70 72 73 76 77 80 87 90 91 94 95 97 98
04 06 17 22 24 31 33 39 54 59 63 66 75 80 83 92 94 95 97 00
09 11 14 20 24 26 27 29 34 38 43 44 45 48 52 57 59 61 86 95
11 15 25 30 34 40 41 60 61 62 63 64 69 73 74 78 81 85 86 92
01 03 18 19 21 24 26 35 36 39 44 49 50 62 72 80 81 85 86 98
06 10 15 18 20 21 22 38 49 55 57 59 68 69 70 81 82 87 90 93
04 07 10 19 25 27 31 36 41 48 56 60 64 69 78 79 87 90 95 00
06 07 14 17 18 23 27 31 44 46 55 56 66 79 82 87 89 95 96 98
05 11 12 13 14 19 22 23 25 26 44 49 55 62 65 82 88 89 90 91
02 17 24 25 27 35 38 39 42 43 46 48 57 58 61 70 77 81 89 99
03 06 07 10 14 16 22 27 29 31 34 37 39 43 55 56 61 64 74 96
04 08 10 21 24 25 31 38 53 58 59 61 64 66 72 73 76 79 92 97
15 16 20 31 36 37 38 40 41 43 45 54 56 58 61 76 77 79 83 99
06 18 22 23 27 30 32 40 45 53 60 65 71 76 79 81 82 85 88 99
05 10 13 15 18 20 21 33 34 49 50 55 63 69 75 81 86 89 90 91
02 06 17 27 31 49 50 52 60 61 63 64 70 78 82 85 86 95 96 00
02 16 23 28 30 31 34 37 39 41 43 59 65 66 69 73 74 77 95 96
01 08 10 17 19 25 44 48 49 60 63 68 73 74 80 82 84 95 96 98
07 33 37 38 40 51 59 60 61 63 65 67 68 71 72 74 77 83 85 93
06 08 15 24 30 35 37 45 47 50 54 58 59 68 70 73 77 83 93 97
03 13 14 22 43 46 55 62 65 67 69 71 75 77 83 84 85 89 91 00
12 14 23 25 29 32 35 40 43 51 53 60 64 82 83 88 89 96 97 98
04 05 22 24 28 30 32 38 39 40 43 46 53 55 57 59 60 63 64 82
04 05 10 19 23 26 29 31 32 36 44 49 60 63 66 75 84 89 94 99
01 06 13 15 30 43 47 50 55 63 68 74 75 78 79 80 81 82 86 90
02 05 06 08 34 35 36 37 53 56 65 70 72 77 78 83 87 92 96 97
04 07 09 10 17 30 39 42 44 48 51 55 59 74 75 77 80 82 88 92
03 11 12 14 30 31 33 38 43 44 48 60 62 64 65 67 79 85 90 93
01 07 08 16 21 38 41 49 51 53 56 58 59 64 66 69 73 75 79 87
01 04 05 06 13 14 27 37 38 44 47 50 61 72 77 79 84 93 94 98
02 16 17 20 22 33 34 49 54 60 63 66 68 69 71 73 83 86 89 90
03 08 10 11 23 28 39 41 44 49 51 52 55 59 68 69 74 76 78 81
01 08 17 19 29 31 37 40 42 43 45 47 50 53 62 66 70 80 94 96
08 12 17 19 21 26 33 35 42 57 62 66 73 83 85 87 90 93 98 99
03 06 10 25 26 33 40 43 45 49 51 65 71 72 75 79 83 84 93 99
08 09 16 42 44 48 50 52 54 55 57 62 66 74 79 80 84 88 90 99
dr san

bgonÃ§alves
Brasil
Member #92,558
June 9, 2010
4,155 Posts
Offline

May 26, 2017, 8:40 am

Hello datafile and novan ok on your 80/20 lottery we have 27 pairs of polyindromes (inverted digitios)
Rarely, it is drawn to doubles
An example
32,23 or is drawn 23 or 32 times the two together and thus with the remaining 27 pairs
Can make the table of 27 pairs polindromos (capicuas) and see how many doubles is drawn
Example if playing 25 do not play 52
01 10
02 20
03 30
04 40
05 50
06 60
07 70
08 80
12 21
13 31
23 32
14 41
15 51
24 42
15 51
16 61
17 71
26 62
35 53
27 72
36 63
45 54
46 64
37 73
47 74
57 75
67 76
Datapile

United States
Member #181,328
April 22, 2017
68 Posts
Offline

May 26, 2017, 8:28 pm

dr san unfortunately, it doesn't work. For your game:

There are 44 possible palindromes.

The chance of any number is 20% the chance of any 2 numbers being drawn is 20% * 20%= 4%. The average number of sets drawn will be 50*4%=2 pairs.

In the sample you posted above.

02 07 09 12 23 25 34 35 45 46 48 51 53 57 62 74 76 80 88 90 2
07 08 11 18 23 25 26 34 38 40 42 43 51 58 70 72 85 93 94 97 2
05 09 15 24 27 36 39 40 50 52 54 55 60 63 66 69 73 75 82 96 3
03 05 11 13 21 23 24 32 33 39 46 47 49 60 73 74 79 86 93 94 4
03 04 05 06 16 19 28 35 44 45 54 55 60 61 78 80 86 87 90 93 3
21 39 40 43 63 66 68 70 72 73 76 77 80 87 90 91 94 95 97 98 0
04 06 17 22 24 31 33 39 54 59 63 66 75 80 83 92 94 95 97 00 1
09 11 14 20 24 26 27 29 34 38 43 44 45 48 52 57 59 61 86 95 2
11 15 25 30 34 40 41 60 61 62 63 64 69 73 74 78 81 85 86 92 0
01 03 18 19 21 24 26 35 36 39 44 49 50 62 72 80 81 85 86 98 2
06 10 15 18 20 21 22 38 49 55 57 59 68 69 70 81 82 87 90 93 1
04 07 10 19 25 27 31 36 41 48 56 60 64 69 78 79 87 90 95 00 1
06 07 14 17 18 23 27 31 44 46 55 56 66 79 82 87 89 95 96 98 1
05 11 12 13 14 19 22 23 25 26 44 49 55 62 65 82 88 89 90 91 2
02 17 24 25 27 35 38 39 42 43 46 48 57 58 61 70 77 81 89 99 1
dr san

bgonÃ§alves
Brasil
Member #92,558
June 9, 2010
4,155 Posts
Offline

May 26, 2017, 9:18 pm

Hello, very good work are 45 pairs, well we can when playing use of minimum of one and maximum of 3 pairs polindronos
My lottery has a prize pool of 15,16,17,18,19,20 = it has 6 prize money
Novan60

United States
Member #180,178
February 23, 2017
125 Posts
Offline

May 29, 2017, 3:47 pm

I've been spending a lot of time on this over the last 6 months and in the end regardless of what method I choose the problem is consistently getting past 6 digits with any kind of reliability. The conditions that allow me to isolate 6 matching digits simply do not occur often enough in the remaining 4 digits (I am only concerned about matching 10 out of 10) to establish any kind of affordable playing strategy.

The best I've been able to do is about 40% consistency when simulating playing 500.00 a day over a 3 year period. Although I guess I should just be happy that technically speaking I am still beating the odds even if it is a net loss.
Datapile

United States
Member #181,328
April 22, 2017
68 Posts
Offline

May 30, 2017, 7:45 pm

Hey Novan60 !!

Care to try a trip down the rabbit hole??

Sudoku has over 27,000 times more possiblities than Keno... 5 Years ago a simple Blackberry could solve an ultra hard Sudoku puzzle in less than 10 seconds.

The only difference is that a puzzles rules are designed for a clear outcome...

We've been looking at the same thing different ways, so why don't you join me and let's make some rules in the Systems section?

https://www.lotterypost.com/thread/312911

New Topic New Poll

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Total sub-pools of 10 from pool of 80	1,646,492,110,120
In range 0-6	1,643,528,424,322
out of range	2,963,685,798

Apex	S1	S2	S3	S4	S5	S6	S7	S8	S9	S10	S11	S12	S13	S14	S15	S16	S17	S18	S19	S20
1	1	6	11	16	22	27	32	37	43	48	53	58	64	69	74	79	85	90	95	100
2	2	5	12	17	21	26	33	38	42	47	54	59	63	68	75	80	84	89	96	99
3	3	7	10	15	23	28	31	36	44	49	52	57	65	70	73	78	86	91	94	98
4	4	8	13	18	20	25	34	39	41	46	55	60	62	67	76	81	83	88	93	97
5	5	4	9	14	24	29	30	35	45	50	51	56	66	71	72	77	87	92	97	96
6	6	9	14	19	19	24	35	40	40	45	56	61	61	66	77	82	82	87	92	95
7	7	10	8	20	25	30	29	34	46	51	50	55	67	72	71	76	81	93	91	94
8	8	3	15	13	18	23	36	41	39	44	57	62	60	65	78	83	88	86	98	93
9	9	11	16	21	26	31	28	33	47	52	49	54	68	73	70	75	80	85	90	92
10	10	12	7	12	17	32	37	42	38	43	58	63	59	64	69	84	89	94	89	91
11	11	13	17	22	27	22	27	32	48	53	48	53	69	74	79	74	79	84	88	90
12	12	2	18	11	28	33	38	43	37	42	59	64	58	63	68	73	90	83	99	89
13	13	14	6	23	16	21	26	44	49	54	47	52	57	75	80	85	78	95	87	88
14	14	15	19	24	29	34	39	31	36	41	60	65	70	62	67	72	77	82	86	87
15	15	16	20	10	15	20	25	45	50	55	46	51	56	76	81	86	91	81	85	86
16	16	17	5	25	30	35	40	30	35	40	61	66	71	61	66	71	76	96	84	85
17	17	18	21	26	14	19	41	46	51	56	45	50	55	60	82	87	75	80	83	84
18	18	19	22	9	31	36	24	29	34	39	62	67	72	77	65	70	92	79	82	83
19	19	20	23	27	32	37	42	47	52	57	44	49	54	59	64	69	74	78	81	82
20	20	21	24	28	13	18	23	28	33	38	63	68	73	78	83	88	73	77	80	81
21	21	22	4	8	33	38	43	48	53	58	43	48	53	58	63	68	93	97	79	80
22	22	23	25	29	34	17	22	27	32	37	64	69	74	79	84	67	72	76	78	79
23	23	24	26	30	12	39	44	49	54	59	42	47	52	57	62	89	71	75	77	78
24	24	25	27	31	35	40	45	26	31	36	65	70	75	56	61	66	70	74	76	77
25	25	26	28	7	36	16	21	50	55	60	41	46	51	80	85	65	94	73	75	76
26	26	27	29	32	11	41	46	51	56	61	40	45	50	55	60	90	69	72	74	75
27	27	28	3	33	37	15	20	25	30	35	66	71	76	81	86	64	68	98	73	74
28	28	29	30	34	38	42	47	52	57	62	39	44	49	54	59	63	67	71	72	73
29	29	30	31	6	10	43	19	24	29	34	67	72	77	82	58	91	95	70	71	72
30	30	31	32	35	39	14	48	53	58	63	38	43	48	53	87	62	66	69	70	71
31	31	32	33	36	40	44	49	23	28	33	68	73	78	52	57	61	65	68	69	70
32	32	33	34	37	9	45	18	54	59	64	37	42	47	83	56	92	64	67	68	69
33	33	34	35	5	41	13	50	55	27	32	69	74	46	51	88	60	96	66	67	68
34	34	35	36	38	42	46	17	22	60	65	36	41	79	84	55	59	63	65	66	67
35	35	36	37	39	43	47	51	56	26	31	70	75	45	50	54	58	62	64	65	66
36	36	37	38	40	8	12	52	21	61	66	35	40	80	49	89	93	61	63	64	65
37	37	38	39	41	44	48	16	57	25	30	71	76	44	85	53	57	60	62	63	64
38	38	39	40	42	45	49	53	20	62	67	34	39	81	48	52	56	59	61	62	63
39	39	40	41	43	46	11	54	58	63	29	72	38	43	47	90	55	58	60	61	62
40	40	41	42	4	7	50	15	59	24	68	33	77	42	86	51	94	97	59	60	61
41	41	42	43	44	47	51	55	19	64	28	73	37	82	46	50	54	57	58	59	60
42	42	43	44	45	48	10	56	60	23	69	32	78	41	45	91	53	56	57	58	59
43	43	44	45	46	49	52	14	18	65	27	74	36	83	87	49	52	55	56	57	58
44	44	45	46	47	50	53	57	61	22	70	31	79	40	44	48	51	54	55	56	57
45	45	46	47	48	6	54	13	62	66	26	75	35	39	88	47	95	53	54	55	56
46	46	47	48	49	51	9	58	17	21	71	30	80	84	43	92	50	52	53	54	55
47	47	48	49	50	52	55	59	63	67	25	76	34	38	42	46	49	51	52	53	54
48	48	49	50	51	53	56	12	16	68	72	29	33	85	89	45	48	50	51	52	53
49	49	50	51	52	54	57	60	64	20	24	77	81	37	41	44	47	49	50	51	52
50	50	51	52	53	5	8	61	65	69	73	28	32	36	40	93	96	48	49	50	51
51	51	52	53	54	55	58	62	15	19	23	78	82	86	39	43	46	47	48	49	50
52	52	53	54	55	56	59	11	66	70	74	27	31	35	90	42	45	46	47	48	49
53	53	54	55	56	57	60	63	67	18	22	79	83	34	38	41	44	45	46	47	48
54	54	55	56	57	58	7	64	14	71	75	26	30	87	37	94	43	44	45	46	47
55	55	56	57	58	59	61	10	68	72	76	25	29	33	91	40	42	43	44	45	46
56	56	57	58	59	60	62	65	13	17	21	80	84	88	36	39	41	42	43	44	45
57	57	58	59	60	61	63	66	69	73	77	24	28	32	35	38	40	41	42	43	44
58	58	59	60	61	62	64	9	70	16	20	81	85	31	92	37	39	40	41	42	43
59	59	60	61	62	63	65	67	12	74	78	23	27	89	34	36	38	39	40	41	42
60	60	61	62	63	64	6	68	71	75	19	82	26	30	33	95	37	38	39	40	41
61	61	62	63	64	65	66	69	72	15	79	22	86	29	32	35	36	37	38	39	40
62	62	63	64	65	66	67	8	11	76	18	83	25	90	93	34	35	36	37	38	39
63	63	64	65	66	67	68	70	73	14	80	21	87	28	31	33	34	35	36	37	38
64	64	65	66	67	68	69	71	74	77	17	84	24	27	30	32	33	34	35	36	37
65	70	66	67	68	69	70	72	10	78	81	20	23	91	29	31	32	33	34	35	31
66	80	67	68	69	70	71	73	75	13	16	85	88	26	28	30	31	32	33	34	21
67	79	68	69	70	71	72	7	76	79	82	19	22	25	94	29	30	31	32	33	22
68	78	69	70	71	72	73	74	77	12	15	86	89	24	27	28	29	30	31	32	23
69	77	70	71	72	73	74	75	9	80	83	18	21	92	26	27	28	29	30	31	24
70	76	71	72	73	74	75	76	78	81	84	17	20	23	25	26	27	28	29	30	25
71	75	81	73	74	75	76	77	79	11	14	87	90	22	24	25	26	27	28	20	26
72	74	80	74	75	76	77	78	80	82	85	16	19	21	23	24	25	26	27	21	27
73	73	79	83	76	77	78	79	8	83	13	88	18	93	22	23	24	25	18	22	28
74	71	78	75	77	78	79	80	81	10	86	15	91	20	21	22	23	24	26	23	30
75	69	77	76	78	79	80	81	82	84	12	89	17	19	20	21	22	23	25	24	32
76	68	76	77	84	80	81	82	83	85	87	14	16	18	19	20	21	17	24	25	33
77	67	75	78	79	81	82	83	84	9	11	90	92	17	18	19	20	22	23	26	34
78	66	74	79	80	82	83	84	85	86	88	13	15	16	17	18	16	21	22	27	35
79	65	72	80	81	83	86	85	86	87	89	12	14	15	16	15	19	20	21	29	36
80	81	82	81	82	84	84	86	87	88	10	91	13	14	15	17	18	19	20	19	20
81	72	73	82	83	85	85	87	88	89	90	11	12	13	14	16	17	18	19	28	29

Apex	S1	S2	S3	S4	S5	S6	S7	S8	S9	S10	S11	S12	S13	S14	S15	S16	S17	S18	S19	S20
1	1	6	11	16	22	27	32	37	43	48	53	58	64	69	74	79	85	90	95	100
2	2	5	12	17	21	26	33	38	42	47	54	59	63	68	75	80	84	89	96	99
3	3	7	10	15	23	28	31	36	44	49	52	57	65	70	73	78	86	91	94	98
4	4	8	13	18	20	25	34	39	41	46	55	60	62	67	76	81	83	88	93	97
5	5	4	9	14	24	29	30	35	45	50	51	56	66	71	72	77	87	92	97	96
6	6	9	14	19	19	24	35	40	40	45	56	61	61	66	77	82	82	87	92	95
7	7	10	8	20	25	30	29	34	46	51	50	55	67	72	71	76	81	93	91	94
8	8	3	15	13	18	23	36	41	39	44	57	62	60	65	78	83	88	86	98	93
9	9	11	16	21	26	31	28	33	47	52	49	54	68	73	70	75	80	85	90	92
10	10	12	7	12	17	32	37	42	38	43	58	63	59	64	69	84	89	94	89	91
11	11	13	17	22	27	22	27	32	48	53	48	53	69	74	79	74	79	84	88	90
12	12	2	18	11	28	33	38	43	37	42	59	64	58	63	68	73	90	83	99	89
13	13	14	6	23	16	21	26	44	49	54	47	52	57	75	80	85	78	95	87	88
14	14	15	19	24	29	34	39	31	36	41	60	65	70	62	67	72	77	82	86	87
15	15	16	20	10	15	20	25	45	50	55	46	51	56	76	81	86	91	81	85	86
16	16	17	5	25	30	35	40	30	35	40	61	66	71	61	66	71	76	96	84	85
17	17	18	21	26	14	19	41	46	51	56	45	50	55	60	82	87	75	80	83	84
18	18	19	22	9	31	36	24	29	34	39	62	67	72	77	65	70	92	79	82	83
19	19	20	23	27	32	37	42	47	52	57	44	49	54	59	64	69	74	78	81	82
20	20	21	24	28	13	18	23	28	33	38	63	68	73	78	83	88	73	77	80	81
21	21	22	4	8	33	38	43	48	53	58	43	48	53	58	63	68	93	97	79	80
22	22	23	25	29	34	17	22	27	32	37	64	69	74	79	84	67	72	76	78	79
23	23	24	26	30	12	39	44	49	54	59	42	47	52	57	62	89	71	75	77	78
24	24	25	27	31	35	40	45	26	31	36	65	70	75	56	61	66	70	74	76	77
25	25	26	28	7	36	16	21	50	55	60	41	46	51	80	85	65	94	73	75	76
26	26	27	29	32	11	41	46	51	56	61	40	45	50	55	60	90	69	72	74	75
27	27	28	3	33	37	15	20	25	30	35	66	71	76	81	86	64	68	98	73	74
28	28	29	30	34	38	42	47	52	57	62	39	44	49	54	59	63	67	71	72	73
29	29	30	31	6	10	43	19	24	29	34	67	72	77	82	58	91	95	70	71	72
30	30	31	32	35	39	14	48	53	58	63	38	43	48	53	87	62	66	69	70	71
31	31	32	33	36	40	44	49	23	28	33	68	73	78	52	57	61	65	68	69	70
32	32	33	34	37	9	45	18	54	59	64	37	42	47	83	56	92	64	67	68	69
33	33	34	35	5	41	13	50	55	27	32	69	74	46	51	88	60	96	66	67	68
34	34	35	36	38	42	46	17	22	60	65	36	41	79	84	55	59	63	65	66	67
35	35	36	37	39	43	47	51	56	26	31	70	75	45	50	54	58	62	64	65	66
36	36	37	38	40	8	12	52	21	61	66	35	40	80	49	89	93	61	63	64	65
37	37	38	39	41	44	48	16	57	25	30	71	76	44	85	53	57	60	62	63	64
38	38	39	40	42	45	49	53	20	62	67	34	39	81	48	52	56	59	61	62	63
39	39	40	41	43	46	11	54	58	63	29	72	38	43	47	90	55	58	60	61	62
40	40	41	42	4	7	50	15	59	24	68	33	77	42	86	51	94	97	59	60	61
41	41	42	43	44	47	51	55	19	64	28	73	37	82	46	50	54	57	58	59	60
42	42	43	44	45	48	10	56	60	23	69	32	78	41	45	91	53	56	57	58	59
43	43	44	45	46	49	52	14	18	65	27	74	36	83	87	49	52	55	56	57	58
44	44	45	46	47	50	53	57	61	22	70	31	79	40	44	48	51	54	55	56	57
45	45	46	47	48	6	54	13	62	66	26	75	35	39	88	47	95	53	54	55	56
46	46	47	48	49	51	9	58	17	21	71	30	80	84	43	92	50	52	53	54	55
47	47	48	49	50	52	55	59	63	67	25	76	34	38	42	46	49	51	52	53	54
48	48	49	50	51	53	56	12	16	68	72	29	33	85	89	45	48	50	51	52	53
49	49	50	51	52	54	57	60	64	20	24	77	81	37	41	44	47	49	50	51	52
50	50	51	52	53	5	8	61	65	69	73	28	32	36	40	93	96	48	49	50	51
51	51	52	53	54	55	58	62	15	19	23	78	82	86	39	43	46	47	48	49	50
52	52	53	54	55	56	59	11	66	70	74	27	31	35	90	42	45	46	47	48	49
53	53	54	55	56	57	60	63	67	18	22	79	83	34	38	41	44	45	46	47	48
54	54	55	56	57	58	7	64	14	71	75	26	30	87	37	94	43	44	45	46	47
55	55	56	57	58	59	61	10	68	72	76	25	29	33	91	40	42	43	44	45	46
56	56	57	58	59	60	62	65	13	17	21	80	84	88	36	39	41	42	43	44	45
57	57	58	59	60	61	63	66	69	73	77	24	28	32	35	38	40	41	42	43	44
58	58	59	60	61	62	64	9	70	16	20	81	85	31	92	37	39	40	41	42	43
59	59	60	61	62	63	65	67	12	74	78	23	27	89	34	36	38	39	40	41	42
60	60	61	62	63	64	6	68	71	75	19	82	26	30	33	95	37	38	39	40	41
61	61	62	63	64	65	66	69	72	15	79	22	86	29	32	35	36	37	38	39	40
62	62	63	64	65	66	67	8	11	76	18	83	25	90	93	34	35	36	37	38	39
63	63	64	65	66	67	68	70	73	14	80	21	87	28	31	33	34	35	36	37	38
64	64	65	66	67	68	69	71	74	77	17	84	24	27	30	32	33	34	35	36	37
65	70	66	67	68	69	70	72	10	78	81	20	23	91	29	31	32	33	34	35	31
66	80	67	68	69	70	71	73	75	13	16	85	88	26	28	30	31	32	33	34	21
67	79	68	69	70	71	72	7	76	79	82	19	22	25	94	29	30	31	32	33	22
68	78	69	70	71	72	73	74	77	12	15	86	89	24	27	28	29	30	31	32	23
69	77	70	71	72	73	74	75	9	80	83	18	21	92	26	27	28	29	30	31	24
70	76	71	72	73	74	75	76	78	81	84	17	20	23	25	26	27	28	29	30	25
71	75	81	73	74	75	76	77	79	11	14	87	90	22	24	25	26	27	28	20	26
72	74	80	74	75	76	77	78	80	82	85	16	19	21	23	24	25	26	27	21	27
73	73	79	83	76	77	78	79	8	83	13	88	18	93	22	23	24	25	18	22	28
74	71	78	75	77	78	79	80	81	10	86	15	91	20	21	22	23	24	26	23	30
75	69	77	76	78	79	80	81	82	84	12	89	17	19	20	21	22	23	25	24	32
76	68	76	77	84	80	81	82	83	85	87	14	16	18	19	20	21	17	24	25	33
77	67	75	78	79	81	82	83	84	9	11	90	92	17	18	19	20	22	23	26	34
78	66	74	79	80	82	83	84	85	86	88	13	15	16	17	18	16	21	22	27	35
79	65	72	80	81	83	86	85	86	87	89	12	14	15	16	15	19	20	21	29	36
80	81	82	81	82	84	84	86	87	88	10	91	13	14	15	17	18	19	20	19	20
81	72	73	82	83	85	85	87	88	89	90	11	12	13	14	16	17	18	19	28	29

(New member) Have any of you broken down a keno game?Prev TopicNext Topic

(New member) Have any of you broken down a keno game?Prev Topic Next Topic

Apex	S1	S2	S3	S4	S5	S6	S7	S8	S9	S10	S11	S12	S13	S14	S15	S16	S17	S18	S19	S20
1	1	6	11	16	22	27	32	37	43	48	53	58	64	69	74	79	85	90	95	100
2	2	5	12	17	21	26	33	38	42	47	54	59	63	68	75	80	84	89	96	99
3	3	7	10	15	23	28	31	36	44	49	52	57	65	70	73	78	86	91	94	98
4	4	8	13	18	20	25	34	39	41	46	55	60	62	67	76	81	83	88	93	97
5	5	4	9	14	24	29	30	35	45	50	51	56	66	71	72	77	87	92	97	96
6	6	9	14	19	19	24	35	40	40	45	56	61	61	66	77	82	82	87	92	95
7	7	10	8	20	25	30	29	34	46	51	50	55	67	72	71	76	81	93	91	94
8	8	3	15	13	18	23	36	41	39	44	57	62	60	65	78	83	88	86	98	93
9	9	11	16	21	26	31	28	33	47	52	49	54	68	73	70	75	80	85	90	92
10	10	12	7	12	17	32	37	42	38	43	58	63	59	64	69	84	89	94	89	91
11	11	13	17	22	27	22	27	32	48	53	48	53	69	74	79	74	79	84	88	90
12	12	2	18	11	28	33	38	43	37	42	59	64	58	63	68	73	90	83	99	89
13	13	14	6	23	16	21	26	44	49	54	47	52	57	75	80	85	78	95	87	88
14	14	15	19	24	29	34	39	31	36	41	60	65	70	62	67	72	77	82	86	87
15	15	16	20	10	15	20	25	45	50	55	46	51	56	76	81	86	91	81	85	86
16	16	17	5	25	30	35	40	30	35	40	61	66	71	61	66	71	76	96	84	85
17	17	18	21	26	14	19	41	46	51	56	45	50	55	60	82	87	75	80	83	84
18	18	19	22	9	31	36	24	29	34	39	62	67	72	77	65	70	92	79	82	83
19	19	20	23	27	32	37	42	47	52	57	44	49	54	59	64	69	74	78	81	82
20	20	21	24	28	13	18	23	28	33	38	63	68	73	78	83	88	73	77	80	81
21	21	22	4	8	33	38	43	48	53	58	43	48	53	58	63	68	93	97	79	80
22	22	23	25	29	34	17	22	27	32	37	64	69	74	79	84	67	72	76	78	79
23	23	24	26	30	12	39	44	49	54	59	42	47	52	57	62	89	71	75	77	78
24	24	25	27	31	35	40	45	26	31	36	65	70	75	56	61	66	70	74	76	77
25	25	26	28	7	36	16	21	50	55	60	41	46	51	80	85	65	94	73	75	76
26	26	27	29	32	11	41	46	51	56	61	40	45	50	55	60	90	69	72	74	75
27	27	28	3	33	37	15	20	25	30	35	66	71	76	81	86	64	68	98	73	74
28	28	29	30	34	38	42	47	52	57	62	39	44	49	54	59	63	67	71	72	73
29	29	30	31	6	10	43	19	24	29	34	67	72	77	82	58	91	95	70	71	72
30	30	31	32	35	39	14	48	53	58	63	38	43	48	53	87	62	66	69	70	71
31	31	32	33	36	40	44	49	23	28	33	68	73	78	52	57	61	65	68	69	70
32	32	33	34	37	9	45	18	54	59	64	37	42	47	83	56	92	64	67	68	69
33	33	34	35	5	41	13	50	55	27	32	69	74	46	51	88	60	96	66	67	68
34	34	35	36	38	42	46	17	22	60	65	36	41	79	84	55	59	63	65	66	67
35	35	36	37	39	43	47	51	56	26	31	70	75	45	50	54	58	62	64	65	66
36	36	37	38	40	8	12	52	21	61	66	35	40	80	49	89	93	61	63	64	65
37	37	38	39	41	44	48	16	57	25	30	71	76	44	85	53	57	60	62	63	64
38	38	39	40	42	45	49	53	20	62	67	34	39	81	48	52	56	59	61	62	63
39	39	40	41	43	46	11	54	58	63	29	72	38	43	47	90	55	58	60	61	62
40	40	41	42	4	7	50	15	59	24	68	33	77	42	86	51	94	97	59	60	61
41	41	42	43	44	47	51	55	19	64	28	73	37	82	46	50	54	57	58	59	60
42	42	43	44	45	48	10	56	60	23	69	32	78	41	45	91	53	56	57	58	59
43	43	44	45	46	49	52	14	18	65	27	74	36	83	87	49	52	55	56	57	58
44	44	45	46	47	50	53	57	61	22	70	31	79	40	44	48	51	54	55	56	57
45	45	46	47	48	6	54	13	62	66	26	75	35	39	88	47	95	53	54	55	56
46	46	47	48	49	51	9	58	17	21	71	30	80	84	43	92	50	52	53	54	55
47	47	48	49	50	52	55	59	63	67	25	76	34	38	42	46	49	51	52	53	54
48	48	49	50	51	53	56	12	16	68	72	29	33	85	89	45	48	50	51	52	53
49	49	50	51	52	54	57	60	64	20	24	77	81	37	41	44	47	49	50	51	52
50	50	51	52	53	5	8	61	65	69	73	28	32	36	40	93	96	48	49	50	51
51	51	52	53	54	55	58	62	15	19	23	78	82	86	39	43	46	47	48	49	50
52	52	53	54	55	56	59	11	66	70	74	27	31	35	90	42	45	46	47	48	49
53	53	54	55	56	57	60	63	67	18	22	79	83	34	38	41	44	45	46	47	48
54	54	55	56	57	58	7	64	14	71	75	26	30	87	37	94	43	44	45	46	47
55	55	56	57	58	59	61	10	68	72	76	25	29	33	91	40	42	43	44	45	46
56	56	57	58	59	60	62	65	13	17	21	80	84	88	36	39	41	42	43	44	45
57	57	58	59	60	61	63	66	69	73	77	24	28	32	35	38	40	41	42	43	44
58	58	59	60	61	62	64	9	70	16	20	81	85	31	92	37	39	40	41	42	43
59	59	60	61	62	63	65	67	12	74	78	23	27	89	34	36	38	39	40	41	42
60	60	61	62	63	64	6	68	71	75	19	82	26	30	33	95	37	38	39	40	41
61	61	62	63	64	65	66	69	72	15	79	22	86	29	32	35	36	37	38	39	40
62	62	63	64	65	66	67	8	11	76	18	83	25	90	93	34	35	36	37	38	39
63	63	64	65	66	67	68	70	73	14	80	21	87	28	31	33	34	35	36	37	38
64	64	65	66	67	68	69	71	74	77	17	84	24	27	30	32	33	34	35	36	37
65	70	66	67	68	69	70	72	10	78	81	20	23	91	29	31	32	33	34	35	31
66	80	67	68	69	70	71	73	75	13	16	85	88	26	28	30	31	32	33	34	21
67	79	68	69	70	71	72	7	76	79	82	19	22	25	94	29	30	31	32	33	22
68	78	69	70	71	72	73	74	77	12	15	86	89	24	27	28	29	30	31	32	23
69	77	70	71	72	73	74	75	9	80	83	18	21	92	26	27	28	29	30	31	24
70	76	71	72	73	74	75	76	78	81	84	17	20	23	25	26	27	28	29	30	25
71	75	81	73	74	75	76	77	79	11	14	87	90	22	24	25	26	27	28	20	26
72	74	80	74	75	76	77	78	80	82	85	16	19	21	23	24	25	26	27	21	27
73	73	79	83	76	77	78	79	8	83	13	88	18	93	22	23	24	25	18	22	28
74	71	78	75	77	78	79	80	81	10	86	15	91	20	21	22	23	24	26	23	30
75	69	77	76	78	79	80	81	82	84	12	89	17	19	20	21	22	23	25	24	32
76	68	76	77	84	80	81	82	83	85	87	14	16	18	19	20	21	17	24	25	33
77	67	75	78	79	81	82	83	84	9	11	90	92	17	18	19	20	22	23	26	34
78	66	74	79	80	82	83	84	85	86	88	13	15	16	17	18	16	21	22	27	35
79	65	72	80	81	83	86	85	86	87	89	12	14	15	16	15	19	20	21	29	36
80	81	82	81	82	84	84	86	87	88	10	91	13	14	15	17	18	19	20	19	20
81	72	73	82	83	85	85	87	88	89	90	11	12	13	14	16	17	18	19	28	29