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Work Out The Number Of 4 Timer Accumulators in Your Sports Bets  Quick and Easy Way to Calculate 4 Timer Accas in Bets.This article will explain how to work out the number of 4 timer accas in your bets. Sometimes doubles and trebles are not worthwhile when doing multiple bets on sports with low odds like tennis,golf match play,football matches etc. Accumulators alone is the best tactic when taking those low odds,and this is a quick way to work out the number of bets you need to have to cover 4 timer accas. As you are doing 4 timers,you need to work out the bottom fraction that will be used every time you work out those 4 timer accumulators. As you are doing 4 timer accas the figure you need to remember every time is 24. 4 selections,so,.................1 × 2 × 3 × 4 = 24. Now you just need to apply that 24 as a divisor into the number of selections you are backing. Lets Start With Easy Number  5 selections. 5 selections,so count back from 5  4 times (as you are working out 4 timers). Calculation is 5 × 4 × 3 × 2 ÷ 24 (you always divide by 24 ) = there are 5 4timers in 5 selections. You can multiply out on calculator,but you will quicky see that you can always make fraction easier just by looking at the numbers  in this case the 4 × 3 × 2 (total 24) is cancelled out by the bottom number 24  and this just leaves the 5 which is the number of 4 timers in 5 selections. More selections this time 12. Still simple. Again always go back 4 numbers and divide by that 24 which stays constant. so,12 × 11 × 10 × 9 ÷ 24 = 495 4 timers in 12 selections. Again,you will see that the top 12 brings down the botton 24 to 2 which gives you 11 × 10 × 9 ÷ 2 = 495 bets. However it only takes a few seconds by calculator to multiply full odds,so you can just do that. Many more selections  this time 25 Selections. Exactly the same,and not too difficult if you have calculator on your mobile phone or computer. 25 × 24 × 23 × 22 ÷ 24 = 12,650 bets. Again you can knock out the top 24 with the bottom 24 to reduce calculation,but you need calculator to work this one out,and doing full equation still only takes a couple of seconds to arrive at the answer. That's how you work out the number of 4 timers in any number of selections. .
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