Crosswords3 mins ago
Answers
Best Answer
No best answer has yet been selected by frannie38. Once a best answer has been selected, it will be shown here.
For more on marking an answer as the "Best Answer", please visit our FAQ.I believe the answer is 24, for what it's now worth- although please correct me if I calculated this wrong:
Person A pots all the reds on the table, but fails to pot any colours subsequently:
Person A now has 15 points (15 x 1 for each red). There are currently 27 points now left available on the table (2+3+4+5+6+7 for each of the colours, yellow through to black.)
If person A then pots the yellow, (s)he has 17 points; 25 left on the table.
If person A pots the green, (s)he will have 20 points; 22 left on the table.
If person A now pots the brown, (s)he will have 24 points; leaving 18 on the table.
Thus, 24 points is the minimum I calculate person A to need, presuming that person B doesn't start looking for snookers.
Person A pots all the reds on the table, but fails to pot any colours subsequently:
Person A now has 15 points (15 x 1 for each red). There are currently 27 points now left available on the table (2+3+4+5+6+7 for each of the colours, yellow through to black.)
If person A then pots the yellow, (s)he has 17 points; 25 left on the table.
If person A pots the green, (s)he will have 20 points; 22 left on the table.
If person A now pots the brown, (s)he will have 24 points; leaving 18 on the table.
Thus, 24 points is the minimum I calculate person A to need, presuming that person B doesn't start looking for snookers.
The way I worked it out is:-
Player A pots 13 reds with no subsequent colours therefore scores 13 points.
Player B then pots 2 reds with no subsequent colours and then pots yellow(2),green(3),brown(4),blue(5),pink(6) giving him 22 points.
With just the black ball remaining and a snooker needed the game is effectively over.
Player A pots 13 reds with no subsequent colours therefore scores 13 points.
Player B then pots 2 reds with no subsequent colours and then pots yellow(2),green(3),brown(4),blue(5),pink(6) giving him 22 points.
With just the black ball remaining and a snooker needed the game is effectively over.
Having done a bit of online research I think the theoretical albeit highly unlikely answer (although endorsed by Steve Davis) is actually 16.
Player A pots all 15 reds and the cue ball in one shot,score is therefore Player A 0 - 4 Player B.
The colours are then potted in this sequence:-
Yellow(2) - Player B
Green(3) - Player B
Brown(4) - Player A
Blue (5) - Player A
Pink(6) - Player A
Black(7) - Player B
Final Score:-
Player A 15 - 16 Player B
Player A pots all 15 reds and the cue ball in one shot,score is therefore Player A 0 - 4 Player B.
The colours are then potted in this sequence:-
Yellow(2) - Player B
Green(3) - Player B
Brown(4) - Player A
Blue (5) - Player A
Pink(6) - Player A
Black(7) - Player B
Final Score:-
Player A 15 - 16 Player B