Was playing a friend of mine and he potted 14 reds with either yellow or the green. Got me thinking as to what the lowest total clearance has been, could be my memory playing tricks but I think Steve Davis once got 14 reds and 14 greens but not sure if he cleared up.
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Lowest Total Clearance?
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Originally Posted by fredkite View PostWas playing a friend of mine and he potted 14 reds with either yellow or the green. Got me thinking as to what the lowest total clearance has been, could be my memory playing tricks but I think Steve Davis once got 14 reds and 14 greens but not sure if he cleared up.
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I can believe it... Some frames you get the reds scattered everywhere beyond the blue spot...
A clearance wouldn't be too tricky, if only you thought to do it, but of course in a game where you need to score as many points as possible, it's counter intuitive...
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The lowest possible break in snooker, clearing ALL 21 balls, is 37
This is achieved as follows:
The player breaks and all 15 reds are potted (not likely but theoretically possible): 15 points
He takes one yellow with these reds: 17 points
He pots yellow, green, brown, blue and pink: 37 points
He then pots the black but goes in off with the white so the black does not count!
Total score: 37 points
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Originally Posted by les147 View PostThe lowest possible break in snooker, clearing ALL 21 balls, is 37
This is achieved as follows:
The player breaks and all 15 reds are potted (not likely but theoretically possible): 15 points
He takes one yellow with these reds: 17 points
He pots yellow, green, brown, blue and pink: 37 points
He then pots the black but goes in off with the white so the black does not count!
Total score: 37 points
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Originally Posted by golferson123 View Postsurely the laws of physics says it is possible its the laws of probability which says its unlikely
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Originally Posted by Odrl View PostI remember reading on here a while back about someone trying to pot all 15 reds as a trickshot, but got nowhere near no matter how he positioned them. It would be interesting to see how many you could realistically get. :smile:
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