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Sports Participation: Scotland
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스포츠토토 ='float:left;margin-right:10px;' 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" width="255px" alt="betting"/>
What are the top betting sites?
If the horse runs 100 races and wins 50, the probability of winning is 50/100 = 0.50 or 50%, and the odds of winning are 50/50 = 1 (even odds). If the horse runs 100 races and wins 80, the probability of winning is 80/100 = 0.80 or 80%, and the odds of winning are 80/20 = 4 to 1.
All these agencies, according to indiabet.com, accept on the web betting accounts with Indian address. It even goes on to say that bet365, a single of the biggest betting agencies in the United Kingdom, will ‘accept bets from shoppers in each state of India’. Bovada’s proposition markets are vast, specifically when it comes to the NFL.
