Talk:Lotto Max
Appearance
This article is written in Canadian English, which has its own spelling conventions (colour, centre, travelled, realize, analyze) and some terms that are used in it may be different or absent from other varieties of English. According to the relevant style guide, this should not be changed without broad consensus. |
This article is rated Start-class on Wikipedia's content assessment scale. It is of interest to the following WikiProjects: | ||||||||||||||||||||||||||
|
Relaunch/replace
[edit]An unregistered editor rewrote this article and other lottery article to state that Super 7 is being relaunched as Lotto Max. The ILC news release annoucing Lotto Max:
- said "Lotto Max will launch..."
- included references to the "newest introduction", and
- made no reference whatsoever to Super 7.
Given that Max has a different ticket price, draw structure, prize structure and name from Super 7, there is no basis for describing it as a relaunch of Super 7. Ground Zero | t 02:05, 31 July 2009 (UTC)
- I agree with you; replace is more appropriate here. Mindmatrix 14:58, 31 July 2009 (UTC)
- Lotto max didn't replace Super 7, super 7 was "phased out" to make room for future lottery games, much like pay-day will be, I wouldn't call lotto max a Super 7 replacement (GCompsupport (talk) 02:13, 9 June 2010 (UTC))
Odds
[edit]When I created this article I didn't calculate the odds however I was wondering if somebody could do that b/c ??? aren't really the odds. Krj373 (talk) 22:29, 9 August 2009 (UTC)
- The odds currently given in the article are wrong. What they've done is calculate the probability of a given selection winning each prize, and then divide the denominator by three (since there are three selections in each $5 play). But that method fails to take into account that one $5 play might a given prize twice (or all three times). The standard way to do the calculation is to apply the formula 1-(1-p)^3 where p is the probability of a single selection winning. (This assumes that at least two selections in each play are picked randomly by the computer and are stochastically independent of each other and of the third selection.) The correct probabilities in decimal form are as follows:
Match Probability on a single selection Probability on a $5 play 7/7 0.00000001 0.00000003 6/7 + bonus number 0.00000008 0.00000024 6/7 0.00000334 0.00001002 5/7 0.00021049 0.00063133 4/7 0.00467750 0.01396697 3/7 + bonus number 0.00434339 0.01297367 3/7 0.04126223 0.11874924 any prize 0.05049705 0.14397006 no prize 0.94950295 0.85602994
- and in fractional form the probabilities are:
Match chance on a single selection chance on a $5 play 7/7 1 in 85,900,584. 1 in 28,633,686. 6/7 + bonus number 1 in 12,271,512. 1 in 4,090,506.5 6/7 1 in 299,305.2 1 in 99,768.7 5/7 1 in 4,750.88 1 in 1,583.96 4/7 1 in 213.79 1 in 71.60 3/7 + bonus number 1 in 230.23 1 in 77.08 3/7 1 in 24.235 1 in 8.421 any prize 1 in 19.803 1 in 6.946 no prize 1 in 1.0532 1 in 1.1682
70 million was one by one person need to update stats
[edit]Alberta Calgary man $70,000,000 in November 2022 2604:3D09:7B79:A400:ADCB:7DA:7467:3F70 (talk) 04:48, 26 November 2022 (UTC)