The majority of the bingo games available at William Hill are set in a 90-ball format; there are currently fifteen of them: Lucky Numbers Bingo, Willy’s Den, and Bargain Basement are available, among other famous titles. More than half of them are brand new additions and promise to. On a more positive note, bingo wise there’s loads to choose from at William Hill Bingo – with up to 22 rooms accessible to players. These include 75 ball, 80 ball and 90 ball games. Plus you’ll find Deal Or No Deal, Lucky Numbers, Rainbow Riches Room and the recently added exclusive Bingo Bowl to add some variation to the traditional games.

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If you go to the web site and click on the demo video, you will see how to interpret the numbers on the screen as a paytable.
When I interpret payout=1 as a push, then I calculate a net positive return of 0.019353, in agreement with ThatDonGuy.Can someone please post the pay table or a link to where it can be found?

Can someone please post the pay table or a link to where it can be found?

6/48, how many balls does it take to match all 6 numbers?
Number of balls to match 6 numbers: Payout
6:10000
7:7500
8:5000
9:2500
10:1000
11:500
12:300
13:200
14:150
15:100
16:90
17:80
18:70
19:60
20:50
21:40
22:30
23:25

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24:20

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25:15
26:10
27:9
28:8
29:7
30:6
31:5
32:4
33:3
34:2
35:1

Can someone please post the pay table or a link to where it can be found?

HereI concur with the return already mentioned. Here is my return table.

Balls	Pays	Density	Return
6	10000	0.00000008	0.00081490
7	7500	0.00000049	0.00366703
8	5000	0.00000171	0.00855640
9	2500	0.00000456	0.01140854
10	1000	0.00001027	0.01026768
11	500	0.00002054	0.01026768
12	300	0.00003765	0.01129445
13	200	0.00006454	0.01290794
14	150	0.00010488	0.01573156
15	100	0.00016314	0.01631421
16	90	0.00024471	0.02202418
17	80	0.00035595	0.02847571
18	70	0.00050426	0.03529801
19	60	0.00069820	0.04189215
20	50	0.00094756	0.04737802
21	40	0.00126341	0.05053656
22	30	0.00165823	0.04974693
23	25	0.00214595	0.05364865
24	20	0.00274204	0.05484084
25	15	0.00346363	0.05195448
26	10	0.00432954	0.04329540
27	9	0.00536038	0.04824344
28	8	0.00657865	0.05262921
29	7	0.00800879	0.05606155
30	6	0.00967729	0.05806375
31	5	0.01161275	0.05806375
32	4	0.01384597	0.05538388
33	3	0.01641004	0.04923012
34	2	0.01934040	0.03868081
35	1	0.02267496	0.02267496
36 to 48	0	0.86772942	0.00000000
Total	1.00000000	1.01935279

Either this game is indeed paying 101.95%, not including the Clover Bonus, whatever that is, or it is gaffed. Either way, I will dig deeper.

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Anyone feel free to PM if you want to tell me anything confidentially.I just finished a first draft of my new page on Lucky 6 35-48. I chose that title to differentiate the game from a different game I title just Lucky 6. What you will probably be most interested to know is that with the Clover multiplier feature, assuming the clovers are randomly distributed, the return is 134.6%.
I'm off to Burning Man on Saturday and won't have time to do any testing for fairness of the game until my return and even then I'll probably be swamped catching up. Meanwhile, I will post the page, but won't draw a lot of attention to the high return. Leave that to the astute players willing to read carefully.

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I just finished a first draft of my new page on Lucky 6 35-48.

Link is not active.
I seem to remember that I calculated a similar value (134.6%) for the return with bonuses.
In situations like this, I try to imagine/recreate the error that someone might have made when doing the math analysis that underlies the payout table. So far, I can't figure out any math error that would explain this situation.

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