Keno Odds

In order to fully understand these odds you need to know how the game is played and understand how to do some math calculations. That is to say you understand that the game is played with 80 numbered balls from 1 thru 80 and that each game/drawing there will be 20 numbers selected.

As long as the game you are playing does have 80 balls in the bubble and 20 are selected for the game these probabilities will not change.

Mark 1
Hits	Odds	Probability
Hit 0	1 in 1.3333333333333332	75.0000000000000000%
Hit 1	1 in 4.0000000000000000	25.0000000000000000%

Mark 2
Hits	Odds	Probability
Hit 0	1 in 1.7853107344632768	56.0126582278481000%
Hit 1	1 in 2.6333333333333333	37.9746835443038000%
Hit 2	1 in 16.6315789473684170	6.0126582278481020%

Mark 3
Hits	Odds	Probability
Hit 0	1 in 2.4009351256575100	41.6504381694255100%
Hit 1	1 in 2.3209039548022600	43.0866601752677740%
Hit 2	1 in 7.2070175438596490	13.8753651411879250%
Hit 3	1 in 72.0701754385965000	1.3875365141187927%

Mark 4
Hits	Odds	Probability
Hit 0	1 in 3.2433685030811974	30.8321425410033030%
Hit 1	1 in 2.3109000584453536	43.2731825136888450%
Hit 2	1 in 4.7028843294677380	21.2635465800022730%
Hit 3	1 in 23.1225146198830400	4.3247891349157170%
Hit 4	1 in 326.4355005159958400	0.3063392303898633%

Mark 5
Hits	Odds	Probability
Hit 0	1 in 4.4017143970387690	22.7184208196866420%
Hit 1	1 in 2.4649600623417105	40.5686086065832900%
Hit 2	1 in 3.6974400935125660	27.0457390710555250%
Hit 3	1 in 11.9139736346516020	8.3935052289482660%
Hit 4	1 in 82.6969934640523000	1.2092338041705128%
Hit 5	1 in 1,550.5686274509805000	0.0644924695557607%

Mark 6
Hits	Odds	Probability
Hit 0	1 in 6.0023378141437770	16.6601752677702000%
Hit 1	1 in 2.7510714981492303	36.3494733114986350%
Hit 2	1 in 3.2433685030811974	30.8321425410033030%
Hit 3	1 in 7.7030001948178450	12.9819547541066520%
Hit 4	1 in 35.0410989254458800	2.8537917778424110%
Hit 5	1 in 323.0351307189542300	0.3095638538676513%
Hit 6	1 in 7,752.8431372549020000	0.0128984939111521%

Mark 7
Hits	Odds	Probability
Hit 0	1 in 8.2254258934562840	12.1574251953998810%
Hit 1	1 in 3.1726642731902820	31.5192505065922700%
Hit 2	1 in 3.0613427197450087	32.6654050704683500%
Hit 3	1 in 5.7145064101906815	17.4993241448937700%
Hit 4	1 in 19.1604038459334620	5.2190966747928770%
Hit 5	1 in 115.7607732358480000	0.8638504841036487%
Hit 6	1 in 1,365.9771241830064000	0.0732076681443770%
Hit 7	1 in 40,979.3137254901960000	0.0024402556048126%

Mark 8
Hits	Odds	Probability
Hit 0	1 in 11.3293601928737500	8.8266237720026510%
Hit 1	1 in 3.7528505638894294	26.6464113871778200%
Hit 2	1 in 3.0474275255643490	32.8145621712467560%
Hit 3	1 in 4.6557920529455330	21.4786225120887830%
Hit 4	1 in 12.2693814101152860	8.1503701496765490%
Hit 5	1 in 54.6370890919196500	1.8302585599273650%
Hit 6	1 in 422.5268223108452000	0.2366713655078490%
Hit 7	1 in 6,232.2706290849670000	0.0160455163056169%
Hit 8	1 in 230,114.6078431372300000	0.0004345660666105%

Mark 9
Hits	Odds	Probability
Hit 0	1 in 15.6868064209021150	6.3747838353352490%
Hit 1	1 in 4.5317440771495010	22.0665594300066300%
Hit 2	1 in 3.1602952116963620	31.6426135222736600%
Hit 3	1 in 4.0632367007524660	24.6109216284350700%
Hit 4	1 in 8.7638438643680630	11.4105182095471680%
Hit 5	1 in 30.6734535252882240	3.2601480598706190%
Hit 6	1 in 174.8386850941428500	0.5719557999773016%
Hit 7	1 in 1,690.1072892433808000	0.0591678413769622%
Hit 8	1 in 30,681.9477124183000000	0.0032592454995784%
Hit 9	1 in 1,380,687.6470588236000000	0.0000724276777684%

Mark 10
Hits	Odds	Probability
Hit 0	1 in 21.8384952134127560	4.5790700789027840%
Hit 1	1 in 5.5688162794202510	17.9571375643246430%
Hit 2	1 in 3.3868824155538370	29.5256781105722500%
Hit 3	1 in 3.7396826671740286	26.7402367793861900%
Hit 4	1 in 6.7879954294923540	14.7318897071618350%
Hit 5	1 in 19.4447785740666400	5.1427687705001320%
Hit 6	1 in 87.1126080118185500	1.1479394577009220%
Hit 7	1 in 620.6773320842071000	0.1611143098527610%
Hit 8	1 in 7,384.4687714633880000	0.0135419355264174%
Hit 9	1 in 163,381.3715686274500000	0.0006120648825499%
Hit 10	1 in 8,911,711.1764705870000000	0.0000112211895134%

Mark 11
Hits	Odds	Probability
Hit 0	1 in 30.5738932987778470	3.2707643420734180%
Hit 1	1 in 6.9486121133586030	14.3913631051230340%
Hit 2	1 in 3.7303075555925127	26.8074410781703630%
Hit 3	1 in 3.5921480164964943	27.8384965042538360%
Hit 4	1 in 5.5995248492445340	17.8586581348043500%
Hit 5	1 in 13.4988545472859310	7.4080359670299520%
Hit 6	1 in 49.4958000067150860	2.0203734455536230%
Hit 7	1 in 277.1764800376044500	0.3607809724202898%
Hit 8	1 in 2,430.6245172528392000	0.0411416898374015%
Hit 9	1 in 35,244.0555001661700000	0.0028373579198208%
Hit 10	1 in 945,181.4884135472000000	0.0001057997868408%
Hit 11	1 in 62,381,978.2352941260000000	0.0000016030270733%

Mark 12
Hits	Odds	Probability
Hit 0	1 in 43.0530334207279900	2.3227167066898180%
Hit 1	1 in 8.7899943233986300	11.3765716246031920%
Hit 2	1 in 4.2057389107170495	23.7770346954206630%
Hit 3	1 in 3.5748780741094920	27.9729819946125500%
Hit 4	1 in 4.8599649634952570	20.5762800248832700%
Hit 5	1 in 10.0616462134862710	9.9387314837172030%
Hit 6	1 in 31.0473654587576460	3.2208852030565005%
Hit 7	1 in 142.3004250193058600	0.7027385897577820%
Hit 8	1 in 980.7783139792158000	0.1019598400318210%
Hit 9	1 in 10,482.0682306528680000	0.0095401019912815%
Hit 10	1 in 184,230.2901145049800000	0.0005427989064005%
Hit 11	1 in 5,978,272.9142156870000000	0.0000167272390262%
Hit 12	1 in 478,261,833.1372549000000000	0.0000002090904878%

Mark 13
Hits	Odds	Probability
Hit 0	1 in 60.9917973460313200	1.6395647341339894%
Hit 1	1 in 11.2600241254211680	8.8809756432257740%
Hit 2	1 in 4.8398349311020805	20.6618617005660900%
Hit 3	1 in 3.6665416144712740	27.2736574447472360%
Hit 4	1 in 4.3998499373655280	22.7280478706226960%
Hit 5	1 in 7.9441734980210930	12.5878418975756460%
Hit 6	1 in 21.0520597697558920	4.7501290179530750%
Hit 7	1 in 81.2008019690584400	1.2315149305804267%
Hit 8	1 in 458.0558059793041000	0.2183140104210757%
Hit 9	1 in 3,847.6687702261547000	0.0259897631453662%
Hit 10	1 in 49,844.7999779297300000	0.0020062273305195%
Hit 11	1 in 1,060,032.7461973056000000	0.0000943367083316%
Hit 12	1 in 41,694,621.3504273500000000	0.0000023983908898%
Hit 13	1 in 4,065,225,581.6666665000000000	0.0000000245988809%

Mark 14
Hits	Odds	Probability
Hit 0	1 in 86.9457536634914600	1.1501424254372760%
Hit 1	1 in 14.5944657935146380	6.8519123217539850%
Hit 2	1 in 5.6723429804753250	17.6293994111795230%
Hit 3	1 in 3.8603445283790414	25.9044236245903200%
Hit 4	1 in 4.1287107255390810	24.2206360889919500%
Hit 5	1 in 6.5801327188279110	15.1972618597596530%
Hit 6	1 in 15.2074178390689490	6.5757383047036960%
Hit 7	1 in 50.3745715919158800	1.9851285448162108%
Hit 8	1 in 239.1408233814029000	0.4181636518015628%
Hit 9	1 in 1,644.0931607471452000	0.0608238038984091%
Hit 10	1 in 16,739.8576366982050000	0.0059737664543080%
Hit 11	1 in 262,397.2684552443000000	0.0003811015281855%
Hit 12	1 in 6,764,018.4757351875000000	0.0000147841110072%
Hit 13	1 in 324,250,135.6805555000000000	0.0000003084038802%
Hit 14	1 in 38,910,016,281.6666700000000000	0.0000000025700323%

Mark 15
Hits	Odds	Probability
Hit 0	1 in 124.7482552563138400	0.8016144177290105%
Hit 1	1 in 19.1280658059681230	5.2279201156239820%
Hit 2	1 in 6.7595420517330970	14.7939016037870100%
Hit 3	1 in 4.1597181856819050	24.0400901061538940%
Hit 4	1 in 3.9965919823218305	25.0213182737520120%
Hit 5	1 in 5.6769772476162370	17.6150080647214150%
Hit 6	1 in 11.5810335851371200	8.6348078748634400%
Hit 7	1 in 33.4563192459516900	2.9889719566834984%
Hit 8	1 in 136.3988400027260700	0.7331440648468960%
Hit 9	1 in 789.1647171586296000	0.1267162581216857%
Hit 10	1 in 6,576.3726429885810000	0.0152059509746023%
Hit 11	1 in 81,020.9109616193000000	0.0012342492674190%
Hit 12	1 in 1,539,397.3082707668000000	0.0000649604877589%
Hit 13	1 in 48,362,732.1015065900000000	0.0000020677078332%
Hit 14	1 in 2,853,401,193.9888890000000000	0.0000000350458955%
Hit 15	1 in 428,010,179,098.3334000000000000	0.0000000002336393%