LOTTO WHEELS OR COVERS CON-ARTIST CLAIMS
TOTALLY DEBUNKED IN TABLE
by Colin Fairbrother

Lesser Pool Covers or Wheels are shown in the following table to overwhelmingly reduce your chances of winning a prize. Using the classic Pick 6, Pool 49 Lotto game (the principle is applicable to any Lotto game) the reduction can be as much as 65% in the reasonably short term, say, 1,000 plays.

Basically the extent of repetition of paying sub-set combinations in the set played such as CombThrees, CombFours and even CombFives along with how much of the Pool is used and good coverage will determine how well a play set structure will perform.

Meaning of Guarantee

The guarantee of the prize when playing a set of Lotto numbers which is a Cover or Wheel with guarantee is only applicable to the Pool of numbers used in that particular Cover or Wheel for the lowest set of lines. For the 6/49 Lotto game the record minimum set of lines with no ifs or buts is 163 for a CombThree prize. Prefixing a guarantee for a lesser Pool Cover or Wheel with a highly improbable 'if' does not make it more likely! If you play a 7 line Full Wheel or all the possible combinations of 6 from a Pool of 7 in a 6/49 Lotto game then, sure, if the 6 main integers drawn are in the 7 integers you have used in your Pool of 7 then you win or share first prize - but the likelihood of this happening is the same as playing any other 7 lines. The principle applies to the sub-prizes and because generally a Cover or Wheel for the minimum set of lines is distorted compared to random selections which are in accord with the odds your chances of success are diminished as the table below makes abundantly clear.

A 3if6 guarantee for a 6/49 Lotto game means that for all the 13,983,816 combinations of six integers at least one CombThree in each combination is in the 163 line set played. While it is possible to have 163 x 20 = 3260 CombThrees the 163 line set actually has only 3007 distinct CombThrees with 142 repeated twice, 11 three times, 18 four times, 5 five times and 3 six times.

Little mathematical ability is needed to work out that if a pool of 12 is used then the possible number of CombThrees is 220 (ie 12c3) but after 4 lines repeats are unavoidable and a minimum number of 15 lines is needed to get them all in. When this 15 line set is applied to a 6/49 Lotto game the coverage of the CombThrees is only 14.8% as shown in the table below. Using the first 15 lines from my 365 line set which uses the full Pool of 49 integers, no repeat CombThrees and coverage progressively calculated to next best play, a coverage some 50% more of 23.5% is obtained.

Generally, the choice between using the Full Pool or a Lesser Pool for a given Lotto game boils down to wanting overall a better percentage return or yield which is the universal method of measuring ones chances of success in a game of chance. Would you prefer 17 CombThree and 1 CombFour wins over 2 years playing 10 lines once a week in a 6/49 Lotto game or 12 CombThrees and 1 CombFour wins as is the case for a reduced Pool of 10 which has a GUARANTEE OF A COMBTHREE PRIZE FOR THE POOL OF 10 BUT NOT FOR THE POOL OF 49. I prefer the better percentage return or yield of 22.6% compared to 20.6% with more wins more often.

It is easily seen that using the full Pool for a 6/49 game gives better results than the Covers or Wheels where the Pool used is less than 49. While the guarantee does apply to the lesser Pool IT DOES NOT APPLY to the full Pool of 49 and usually because of the repetition of CombThrees, CombFours and even CombFives gives significantly less coverage and consequent yield.

Worth noting is the fact that since the full pool calculations have been done with no duplicate CombThrees then they are all optimized for 3if3 ie each added line covers the maximum 20 CombThrees in a line for the 18,424 possible CombThrees.

Comparing the 3if6 calculations for a given number of lines then the higher the 3if6 figure is the higher the likelihod of more wins more often and the higher the Yield figure the more likely you are to get the expected return over a reasonable number of draw participations. Most constructions will return the expected yield over a thousand or so draws but why wait 20 years when you can get that same return in 2 years?

One can also see that to win 1st prize in a 6/49 Lotto game ie 6if6 then whatever the method used to construct the set no difference is made to the likelihood of winning the jackpot as the only requirement is not to repeat a line.

As the increase in the Yield or Percentage Return is only around the 2 to 4 Percent compared to Random Selections it is only the finicky few, like myself, that bother to deliberately maximize the chances of a better return with the lower prizes and under no dellusions about the chances of winning first prize.

Comment is kept deliberately to a minimim to keep this an accurate reference table. Articles exposing the con-artists that promote these lesser pool Covers or Wheels will refer back to the following table.

Comparison Coverage and Yield for Lesser Pool Covers or Wheels applied to 6/49 Lotto Game
Copyright © Colin Fairbrother 2012
Lines Played	Guarantee	Pool used for Guarantee	Coverage 6/49 Game for Partial Cover (Nil) using max Pool for lines and Partial Pool Covers				Expected Yield for Draws required to approximate 1000 Plays
			3 if 6	4 if 6	5 if 6	6if6
1	3 if 6	6	260624 1.86375%	13804 0.09871%	259 0.00185%	1 0.00000007%	23.6% 1000 draws
	4 if 6	6
	5 if 6	6
	6 if 6	6
	3 if 6	7
	4 if 6	7
	5 if 6	7
	3 if 6	8
	Fairbrother Partial Cover	49
2	3 if 5	9	481704 3.44472%	27203 0.19453%	518 0.0037%	2 0.00000014%	22.6% 500 draws
	3 if 5	10	504532 3.60797%	27572 0.19717%
	3 if 5	11	517148 3.69819%	27608 0.19743%
	3 if 5	12	520848 3.72465%				23.6% 500 draws
	3 if 6	13	520848 3.72465%
	Fairbrother Partial Cover	49	520848 3.72465%	27608 0.19743%			23.6% 500 draws
3	3 if 4	8	518104 3.70503%	33443 0.23916%	722 0.00516%	3 0.00000021%	20.6% Say 333 draws
	4 if 5	8	571404 4.08618%	36764 0.2629%	765 0.00547%		15.0% Say 333 draws
	4 if 6	9	575304 4.11407%	35564 0.25432%	728 0.00521%		23.6% Say 333 draws
	3 if 4	9	636924 4.55472%	38964 0.27864%	773 0.00553%		19.6% Say 333 draws
	Fairbrother Partial Cover	49	780672 5.58268%	41412 0.29614%	777 0.00556%		23.6% Say 333 draws
4	3 if 3	7	432824 3.09518%	30163 0.2157%	763 0.00546%	4 0.00000029%	15.0% 250 draws
	3 if 3	8	656684 4.69603%	46604 0.33327%	1012 0.00724%		21.6% 250 draws
	5 if 6	8	656684 4.69603%	46604 0.33327%	1012 0.00724%		23.6% 250 draws
	3 if 6	14	924448 6.61084%	53476 0.38241%	1032 0.00738%		21.6% 250 draws
	3 if 6	15	896468 6.41075%	52768 0.37725%			22.6% 250 draws
	Fairbrother Partial Cover	49	1040096 7.46786%	55216 0.39486%	1036 0.00741%		23.6% 250 draws
5	4 if 4	7	432824 3.09518%	31626 1.65852%	847 0.00606%	5 0.00000036%	18.6% 200 draws
	4 if 6	11	931215 6.65923%	59932 0.42858%	1238 0.00885%		23.6% 200 draws
	Fairbrother Partial Cover	49	1299120 9.29017%	69020 0.49357%	1295 0.00926%
6	5 if 5	7	432824 3.09518%	31024 0.22186%	889 0.00636%	6 0.00000043%	17.0% Say 167 draws
	3 if 4	12	1199058 8.57461%	77450 0.55385%	1542 0.01103%		21.6% Say 167 draws
	4 if 6	12	1200168 8.58255%	78846 0.56384%	1554 0.01111%
	Fairbrother Partial Cover	49	1557744 11.13962%	82824 0.59228%			23.6% Say 167 draws
7	6 if 6 System 7	7	432824 3.09518%	31024 0.22186%	889 0.00636%	7 0.00000050%	16.0% Say 143 draws
	5 if 6	9	874044 6.2504%	68304 0.48845%	1604 0.01147%		17.6% Say 143 draws
	3 if 3	9	933324 6.67432%	71424 0.51076%	1640 0.01173%		20.6% Say 143 draws
	4 if 5	10	1042992 7.45856%	76728 0.54869%	1699 0.01215%		19.6% Say 143 draws
	3 if 5	15	1549064 11.07755%	95996 0.68648%	1813 0.01296%		22.6% Say 143 draws
	3 if 6	18	1457522 10.42292%	91254 0.65257%	1801 0.01288%		20.6% Say 143 draws
	Fairbrother Partial Cover	49	1815968 12.98621%	96628 0.691%	1813 0.01296%		23.6% Say 143 draws
8	3 if 5	16	1676136 11.98626%	105032 0.7511%	2060 0.01473%	8 0.00000057%	21.6% 125 draws
	Fairbrother Partial Cover	49	2073792 14.82994%	110432 0.78971%	2072 0.01482%		23.6% 125 draws
9	3 if 4	13	1583778 11.32579%	112322 0.80323%	2308 0.0165%	9 0.00000064%	22.6% Say 111 draws
	3 if 6	19	1652512 11.81732%	110773 0.79215%	2299 0.01644%		20.6% Say 111 draws
	Fairbrother Partial Cover	49	2312716 16.53852%	124236 0.88843%	2331 0.01667%		22.6% Say 111 draws
10	3 if 3	10	1262328 9.02706%	108435 0.77543%	2510 0.01795%	10 0.00000072%	18.6% 100 draws
	4 if 5	11	1431048 10.2336%	112220 0.8025%	2471 0.01767%
	4 if 6	13	1615698 11.55406%	117330 0.83904%	2478 0.01772%		21.6% 100 draws
	3 if 6	20	1849694 13.22739%	124054 0.88713%	2554 0.01826%		20.6% 100 draws
	Fairbrother Partial Cover	49	2547860 18.22006%	138040 0.98714%	2590 0.01852%		22.6% 100 draws
11	3 if 3	11	1641948 11.74177%	133595 0.95535%	2849 0.02037%	11 0.00000079%	21.6% Say 91 draws
	3 if 4	14	1912218 13.67451%	139436 0.99712%	2833 0.02026%		20.6% Say 91 draws
	3 if 5	17	2198856 15.72429%	147453 1.05445%	2845 0.02034%		21.6% Say 91 draws
	Fairbrother Partial Cover	49	2782284 19.89646%	151844 1.08586%	2849 0.02037%		22.6% Say 91 draws
12	5 if 5	8	610148 4.97207%	56868 0.46341%	2268 0.01848%	12 0.00000086%	18.0% Say 83 draws
	4 if 4	9	933324 6.67432%	103404 0.73945%	2964 0.0212%		14.0% Say 83 draws
	3 if 5	18	2384112 17.04908%	163776 1.17118%	3108 0.02223%		21.6% Say 83 draws
	Fairbrother Partial Cover	49	3016308 21.56999%	165648 1.18457%			23.6% Say 83 draws
13	3 if 6	21	2146942 15.35305%	150314 1.07491%	3216 0.023%	13 0.00000093%	21.6% Say 77 draws
	Fairbrother Partial Cover	49	3249932 23.24067%	179452 1.28328%	3367 0.02408%		23.6% Say 77 draws
14	5 if 6	10	1262328 9.02706%	131562 0.94082%	3408 0.02437%	14 0.00000100%	17.6% Say 71 draws
	4 if 5	12	1944978 13.90878%	168090 1.20203%	3614 0.02584%		20.6% Say 71 draws
	3 if 4	15	2315016 16.55497%	175807 1.25722%	3602 0.02576%
	Fairbrother Partial Cover	49	3483156 24.90848%	193256 1.382%	3626 0.02593%		23.6% Say 71 draws
15	3 if 3	12	2069298 14.79781%	174528 1.24807%	3857 0.02758%	15 0.00000107%	20.6% Say 67 draws
	3 if 5	19	2849672 20.37836%	199060 1.4235%	3877 0.02772%		22.6% Say 67 draws
	3 if 6	22	2467416 17.6448%	179910 1.28656%	3817 0.0273%		21.6% Say 67 draws
	Fairbrother Partial Cover	49	3705456 26.49817%	207060 1.48071%	3885 0.02778%		23.6% Say 67 draws
16	3 if 4	16	2826296 20.21119%	214915 1.53688%	4144 0.02963%	16 0.00000114%	22.6% Say 63 draws
	Fairbrother Partial Cover	49	3927356 28.08501%	220864 1.57943%			23.6% Say 63 draws
17	3 if 6	23	2823186 20.18895%	211045 1.50921%	4391 0.0314%	17 0.00000122%	19.6% Say 59 draws
	Fairbrother Partial Cover	49	4145602 29.64571%	234668 1.67814%	4403 0.03149%		23.6% Say 59 draws
18	3 if 5	20	2561412 18.31697%	204239 1.46054%	4493 0.03213%	18 0.00000129%	17.6% Say 56 draws
	Fairbrother Partial Cover	49	4363448 31.20356%	248472 1.77685%	4662 0.03334%		22.6% Say 56 draws
19	4 if 6	15	2863861 20.47982%	240047 1.71661%	4917 0.03516%	19 0.00000136%	20.6% Say 53 draws
	Fairbrother Partial Cover	49	4580702 32.75717%	262276 1.87557%	4921 0.03519%		22.6% Say 53 draws
20	4 if 4	10	1262328 9.02706%	165648 1.18457%	4880 0.0349%	20 0.00000143%	20.6% Say 50 draws
	3 if 4	17	3280632 23.46021%	263367 1.88337%	5176 0.03701%
	3 if 6	24	3112646 22.25892%	235019 1.68065%	5002 0.03577%
	Fairbrother Partial Cover	49	4797556 34.30792%	276080 1.97428%	5180 0.03704%		22.6% Say 50 draws
21	4 if 5	13	2511978 17.96347%	242718 1.73571%	5415 0.03872%	21 0.00000150%	20.6% Say 48 draws
	3 if 3	13	2540538 18.1677%	237678 1.69966%	5362 0.03834%		16.6% Say 48 draws
	3 if 5	21	2884476 20.62725%	242030 1.73079%	5359 0.03832%		21.6% Say 48 draws
	Fairbrother Partial Cover	49	5007243 35.80741%	289884 2.073%	5439 0.03889%		22.6% Say 48 draws
22	5 if 6	11	1641948 11.74177%	211343 1.51134%	5478 0.03917%	22 0.00000157%	18.6% Say 45 draws
	3x2 if 3	12	2069298 14.79781%	250008 1.78784%	5698 0.04075%		17.6% Say 45 draws
	3 if 5	22	3256671 23.28886%	267190 1.91071%	5698 0.04075%		19.6% Say 45 draws
	3 if 6	25	3446256 24.6446%	267972 1.9163%	5658 0.04046%		21.6% Say 45 draws
	Fairbrother Partial Cover	49	5216530 37.30405%	303688 2.17171%	5698 0.04075%		23.6% Say 45 draws
23	Fairbrother Partial Cover	49	5422099 38.7741%	317492 2.27042%	5957 0.04260%	23 0.00000164%	23.6% Say 43 draws
24	Fairbrother Partial Cover	49	5627268 40.24129%	331296 2.36914%	6216 0.04445%	24 0.00000172%	23.6% Say 42 draws
25	3 if 3	14	3051048 21.81842%	276668 1.97849%	6339 0.04533%	25 0.00000179%	21.6% 40 draws
	4 if 6	16	3468520 24.80382%	310618 2.22127%	6467 0.04625%		19.6% 40 draws
	3 if 4	18	3761287 26.89743%	322836 2.30864%	6467 0.04625%		20.6% 40 draws
	3 if 6	26	3934656 28.13721%	311107 2.22476%	6463 0.04622%		18.6% 40 draws
	Fairbrother Partial Cover	49	5825525 41.65905%	345100 2.46785%	6475 0.04630%		23.6% 40 draws
26	3 if 5	23	3733446 26.69833%	310091 2.2175%	6710 0.04798%	26 0.00000186%	18.6% Say 38 draws
	Fairbrother Partial Cover	49	6020368 43.0524%	358904 2.56657%	6734 0.04816%		23.6% Say 38 draws
27	3 if 6	27	4416434 31.58247%	348510 2.49224%	6993 0.05001%	27 0.00000193%	21.6% Say 40 draws
	Fairbrother Partial Cover	49	6208606 44.39851%	372708 2.66528%			22.6% Say 40 draws
28	6 if 6 System 8	8	656684 4.69603%	59724 0.42709%	2324 0.01662%	28 0.00000200%	0 to 20.0% Say 36 draws
	Fairbrother Partial Cover	49	6396444 45.74176%	386512 2.764%	7252 0.05186%		22.6% Say 36 draws
29	4 if 5	14	2893968 20.69512%	302148 2.1607%	7319 0.05234%	29 0.00000207%	15.6% Say 34 draws
	Fairbrother Partial Cover	49	6583265 47.07774%	400316 2.86271%	7511 0.05371%		22.6% Say 34 draws
30	5 if 5	9	933324 6.67432%	103404 0.73945%	5124 0.03664%	30 0.00000215%	14.0% Say 33 draws
	3 if 4	19	4250372 30.39494%	383203 2.74033%	7758 0.05548%		18.6% Say 33 draws
	3 if 5	24	4090196 29.2495%	349056 2.49614%	7714 0.05516%
	Fairbrother Partial Cover	49	6769686 48.41086%	414120 2.96142%	7770 0.05556%		22.6% Say 33 draws
31	3 if 3	15	3595592 25.71252%	348099 2.4893%	7977 0.05704%	31 0.00000222%	19.6% Say 32 draws
	3 if 6	28	4859715 34.75242%	396962 2.83872%	8025 0.05739%		21.6% Say 32 draws
	Fairbrother Partial Cover	49	6955463 49.73938%	427924 3.06014%	8029 0.05742%		22.6% Say 32 draws
32	4 if 4	11	1641948 11.74177%	250008 1.78784%	7526 0.05382%	32 0.00000229%	11.0% Say 31 draws
	Fairbrother Partial Cover	49	7140840 51.06503%	441728 3.15885%	8288 0.05927%		22.6% Say 31 draws
33	4 if 6	17	4077208 29.15662%	401256 2.86943%	8515 0.06089%	33 0.00000236%	19.6% Say 30 draws
	Fairbrother Partial Cover	49	7314012 52.30341%	455532 3.25757%	8547 0.06112%		23.6% Say 30 draws
34	3 if 5	25	4758516 34.02874%	405240 2.89792%	8733 0.06245%	34 0.00000243%	20.6% Say 29 draws
	Fairbrother Partial Cover	49	7486784 53.53892%	469336 3.35628%	8806 0.06297%		23.6% Say 29 draws
35	3 if 4	20	4530918 32.40116%	421917 3.01718%	8985 0.06425%	35 0.00000250%	21.6% Say 29 draws
	3 if 6	29	5266110 37.6586%	437895 3.13144%	9033 0.0646%		22.6% Say 29 draws
	Fairbrother Partial Cover	49	7653657 54.73225%	483140 3.45499%	9065 0.06482%		23.6% Say 29 draws
36	Fairbrother Partial Cover	49	7820130 55.92272%	496944 3.55371%	9324 0.06668%	36 0.00000257%	23.6% Say 28 draws
37	Fairbrother Partial Cover	49	7982492 57.08379%	510748 3.65242%	9583 0.06853%	37 0.00000265%	23.6% Say 27 draws
38	5 if 6	12	2069298 14.79781%	308616 2.20395%	8916 0.06376%	38 0.00000272%	15.6% Say 26 draws
	3 if 3	16	4168472 29.80926%	438126 3.13309%	9818 0.07021%		18.6% Say 26 draws
	Fairbrother Partial Cover	49	8144454 58.242%	524552 3.75114%	9842 0.07038%		22.6% Say 26 draws
39	3 if 5	26	5253798 37.57056%	459680 3.28723%	10045 0.07183%	39 0.00000279%	17.6% Say 26 draws
	3 if 6	30	5906954 42.24136%	498278 3.56325%	10089 0.07215%		22.6% Say 26 draws
	Fairbrother Partial Cover	49	8305963 59.39697%	538356 3.84985%	10101 0.07223%
40	4 if 5	15	3595592 25.71252%	412852 2.95236%	9991 0.07145%	40 0.00000286%	14.6% 25 draws
	3 if 4	21	5107494 36.52432%	485810 3.47409%	10288 0.07357%		17.6% 25 draws
	Fairbrother Partial Cover	49	8467072 60.54908%	552160 3.94856%	10360 0.07409%		22.6% 25 draws
41	4 if 4	12	2069298 14.79781%	359898 2.57368%	10025 0.07169%	41 0.00000293%	11.0% Say 24 draws
	Fairbrother Partial Cover	49	8624873 61.67753%	565964 4.04728%	10619 0.07594%		22.6% Say 24 draws
42	4 if 6	18	5132262 36.70144%	514347 3.67816%	10878 0.07779%	42 0.00000300%	18.6% Say 24 draws
	Fairbrother Partial Cover	49	8779624 62.78418%	579768 4.14599%	10878 0.07779%		22.6% Say 24 draws
43	Fairbrother Partial Cover	49	8925529 63.82756%	593572 4.24471%	11137 0.07964%	43 0.00000307%	22.6% Say 23 draws
44	3 if 3	17	4763672 34.06561%	503112 3.59782%	11336 0.08107%	44 0.00000315%	20.6% Say 23 draws
	Fairbrother Partial Cover	49	9071034 64.86809%	607376 4.34342%	11396 0.08149%		22.6% Say 23 draws
45	3 if 5	27	5770688 41.2669%	527466 3.77197%	11611 0.08303%	45 0.00000322%	17.6% Say 22 draws
	3 if 6	31	6192996 44.28688%	544795 3.8959%	11547 0.08257%		18.6% Say 22 draws
	Fairbrother Partial Cover	49	9215858 65.90374%	621180 4.44214%	11655 0.08335%		22.6% Say 22 draws
46	3 if 4	22	5602521 40.06432%	557053 3.98355%	11803 0.0844%	46 0.00000329%	20.6% Say 22 draws
	Fairbrother Partial Cover	49	9360282 66.93654%	634984 4.54085%	11914 0.0852%		23.6% Say 22 draws
47	Fairbrother Partial Cover	49	9501569 67.9469%	648788 4.63956%	12173 0.08705%	47 0.00000336%	21.6% Say 21 draws
48	3 if 3	18	5374992 38.43723%	561498 4.01534%	12364 0.08842%	48 0.00000343%	18.6% Say 21 draws
	Fairbrother Partial Cover	49	9642456 68.9544%	662592 14.73828%	12432 0.0889%		23.6% Say 21 draws
49	3 if 5	28	6037010 43.17141%	556776 3.98157%	12579 0.08995%	49 0.00000350%	21.6% Say 20 draws
	3 if 6	32	6688504 47.83032%	604804 4.32503%	12643 0.09041%		19.6% Say 20 draws
	Fairbrother Partial Cover	49	9772284 69.88281%	676360 4.83673%	12691 0.09075%		22.6% Say 20 draws
50	5 if 5	10	1262328 9.02706%	165648 1.18457%	10038 0.07178%	50 0.00000358%	16.0% 20 draws
	Fairbrother Partial Cover	49	9901791 70.80893%	690128 4.93519%	12950 0.09261%		22.6% 20 draws
77	3 if 3	21	7243446 51.79878%	932420 6.66785%	19943 0.14261%	77 0.00000551%	19.6% Say 13 draws
	3 if 3 Steiner	22	7857696 56.19136%	988988 7.07238%	19943 0.14261%		17.6% Say 13 draws
	Fairbrother Partial Cover	49	12293995 87.91588%	1059200 7.57447%	19943 0.14261%		21.6% Say 13 draws
84	6 if 6 System 9	9	933124 6.67432%	103404 0.73945%	5124 0.03664%	84 0.00000600%	20.0% Say 12 draws
	Fairbrother Partial Cover	49	12649151 90.45565%	1153921 8.25183%	21756 0.15558%		21.6% Say 12 draws
85	Fairbrother Partial Cover	49	12691622 90.75936%	1167401 8.34823%	22015 0.15743%	85 0.00000608%	23.6% Say 12 draws
86	3 if 4	27	8385300 59.96432%	1027937 7.3509%	22214 0.15886%	86 0.00000615%	17.6% Say 12 draws
	Fairbrother Partial Cover	49	12732005 91.04814%	1180845 8.44437%	22274 0.15928%		23.6% Say 12 draws
130	3 if 3 Steiner	26	10130120 72.44174%	1633320 11.68007%	33670 0.24078%	130 0.0000092%	16.6% Say 8 draws
	Fairbrother Partial Cover	49	13679520 97.82394%	1766101 12.62961%	33670 0.24078%		22.6% Say 8 draws
163	3 if 6	49	13983816 100.00000%	2016925 14.42328%	42157 0.30147%	163 0.0000116%	16.6% Say 6 draws
	Fairbrother Partial Cover	49	13890084 99.32971%	2197458 15.71429%	42217 0.30190%		22.6% Say 6 draws
210	6 if 6 System 10 *	10	1262328 9.02700%	165648 1.18457%	10038 0.07178%	210 0.0000150%	0 to 21% Say 5 draws
	Fairbrother Partial Cover	49	13966433 99.87569%	2797386 20.00445%	54390 0.38895%		22.6% Say 5 draws
* 1000 plays at 210 plays per draw could easily give nothing over 5 draws and even 10 draws; minimum payout if prize is obtained is 35 CombThrees ie £350.00. If you want regular wins then a System at this number of lines is the worst way to play.