What's the odds of winning the last 2 digits of Big Sweep
- Thread starter Sinkie
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Then u must be lucky to cheat death many times.
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From 0 to 99 there are 100 number.
You buy one number.
Therefore chances is 1 divided by 100. That is 0.01.
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It just occurs to me that you are a Maths idiot. Your earlier post of interest rate already make me laugh.
This post just reinforce my believe that you are Mathematically Retarded.
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I think yours is about right....
There are 3.5 million tickets with 315,000 of the $6 2 digit prizes.
Chumps who want to diss others on maths should first do their own calculations.
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Only you buy 4 d har? Simplistic maths.
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I like your style bro....
Got a kaki that quit his long time horse betting and converted to football betting....
He told me bet horse very hard must pick a winner amongst so many horses....football easier, either choose team A or team B.....50-50.
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There are 315,000 chances of $6 within 3.5 million tickets issued.
This is from the pools website unless they are lying.
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The chances of getting struck by lightning is much higher than striking 1st prize in 4D. Btw, this is NOT based on personal experience.
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yes, the MIW's lightning, gana jia luck jia luck one :*:
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Here's something to ponder. What is the likelihood that the top 3 EPL clubs (Man U, Man C and Chelsea) will all have new managers next season?
Bookies would have given you very high odds at the start of the season.
Bookies would have given you very high odds at the start of the season.
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Someone ever used this analogy to describe the odds for 4D first prize....
National stadium full house....someone from the field kick 5 footballs into the stands....if you are one if the 5 spectators who caught the ball then it's same odds as 4D.
Toto is 1 in 8 million.....more than total population in sinkieland even after they increase to 6.9 million.
If use the odds on a clock.....it's a specific 4 seconds window time frame in an entire year...that's the odds.
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After yesterday's FA cup debacle, it's nearly 100% that all 3 clubs will have new managers.
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