Crowns | Bits | Tads | |
3 | 7 | 5 | |
2 | 13 | 7 | |
7 | 6 | 7 | |
8 | 11 | 6 | |
Total | 22 | 12 | 1 |
So how many Tads are in a Bit and how many Bits are in a Crown?
If you add up the Crowns column there are 20, which means that there must be a carry of two from the Bits column to make 22.
The Tads column adds up to 25, but only one is recorded, so the number of Tads in a bit must divide exactly into 24. And it must be at least eight as there is a seven in the Tads column. That is, eight, twelve or 24.
Finally, there are at least 14 Bits in a Crown as there is a 13 in the Bits column.
A little trial and error gives eight Tads to the Bit and 14 Bits to the Crown.
]]>Crowns | Bits | Tads | |
3 | 7 | 2 | |
2 | 13 | 7 | |
7 | 6 | 7 | |
8 | 11 | 6 | |
Total | 22 | 12 | 1 |
So how many Tads are in a Bit and how many Bits are in a Crown?
As usual you can post your suggested answers as a comment on this website, reply to the post on Facebook, or retweet or reply on Twitter @quizmastershop.
Answer at 9.00 on Monday
]]>Five boys applied for the job of paperboy at a local shop - Al, Bill, Chas, Dave and Ed. The manager runs a trial from Monday to Friday, and the boy who sells the most newspapers will get the job.
The sales figures are recorded on a chalk board at the back of the shop, but on Saturday morning, when the job is to be awarded, it rains, and some of the figures are washed out - see below.
Mo | Tu | We | Th | Fr | Tot | |
A | 6 | 2 | 10 | |||
B | 2 | 13 | 9 | 35 | ||
C | 4 | 12 | 1 | 35 | ||
D | 13 | 8 | 4 | 40 | ||
E | 5 | 11 | 3 | 29 | ||
Tot | 29 | 33 | 43 | 26 | 178 |
Of the twelve missing number the manager could remember only that Ed sold one more paper on Wednesday than Chas had sold on the Tuesday. He decided to give the job to the boy who could restore all the numbers to the table.
Could you get the job?
The table should read
Mo | Tu | We | Th | Fr | Tot | |
A | 6 | 10 | 2 | 10 | 11 | 39 |
B | 2 | 13 | 4 | 9 | 7 | 35 |
C | 4 | 6 | 12 | 12 | 1 | 35 |
D | 14 | 13 | 8 | 1 | 4 | 40 |
E | 3 | 5 | 7 | 11 | 3 | 29 |
Tot | 29 | 47 | 33 | 43 | 26 | 178 |
]]>
Five boys applied for the job of paperboy at a local shop - Al, Bill, Chas, Dave and Ed. The manager runs a trial from Monday to Friday, and the boy who sells the most newspapers will get the job.
The sales figures are recorded on a chalk board at the back of the shop, but on Saturday morning, when the job is to be awarded, it rains, and some of the figures are washed out - see below.
Mo | Tu | We | Th | Fr | Tot | |
A | 6 | 2 | 10 | |||
B | 2 | 13 | 9 | 35 | ||
C | 4 | 12 | 1 | 35 | ||
D | 13 | 8 | 4 | 40 | ||
E | 5 | 11 | 3 | 29 | ||
Tot | 29 | 33 | 43 | 26 | 178 |
Of the twelve missing number the manager could remember only that Ed sold one more paper on Wednesday than Chas had sold on the Tuesday. He decided to give the job to the boy who could restore all the numbers to the table.
Could you get the job?
As usual you can post your suggested answers as a comment on this website, reply to the post on Facebook, or retweet or reply on Twitter @quizmastershop.
Answer at 9.00 on Monday
]]>The Joneses were the first to move in and picked the top-floor apartment, with the Smiths and the Browns in the other two.
The three couples get on well together. On his way down to go to work Ryan calls in on Jon and they walk to the station together. And each morning Cath goes up for a cup of coffee with Mrs Brown. Naomi is quite forgetful, and she often nips down to Debs' flat to borrow sugar.
In fact, the only complaint comes from Paul who feels the couples above and below rise a bit early which disturbs his sleep.
So what are the first names and surnames of the occupants of the three apartments?
Ryan and Naomi Jones are in the top flat, Debs and Paul Brown are in the middle and Jon and Cath Smith occupy the ground floor apartment.
]]>This rarely causes a problem except in the odd cash-only establishment, and when someone wants to do your quiz. Collecting £1 per head with a card machine would be impractical, and often the money is going to charity, so can’t go through the till. Worse still, many bars don’t take cash at all, and so don’t have any to give out as cashback.
The solution that we all use is to let them do the quiz, and promise to come to the next one and pay double. Some do and some don’t, but many of those that do become regulars – and they remember how accommodating you were. And those that don’t come back – well, if you’d refused to let them do the quiz you would still have had no money from them!
]]>The Joneses were the first to move in and picked the top-floor apartment, with the Smiths and the Browns in the other two.
The three couples get on well together. On his way down to go to work Ryan calls in on Jon and they walk to the station together. And each morning Cath goes up for a cup of coffee with Mrs Brown. Naomi is quite forgetful, and she often nips down to Debs' flat to borrow sugar.
In fact, the only complaint comes from Paul who feels the couples above and below rise a bit early which disturbs his sleep.
So what are the first names and surnames of the occupants of the three apartments?
As usual you can post your suggested answers as a comment on this website, reply to the post on Facebook, or retweet or reply on Twitter @quizmastershop.
Answer at 9.00 on Monday
]]>One country had a law that married couples who wanted children must continue having children until they had produced a male child, and then they had to stop. If the first child is male - stop there. If the first child is female - keep going until a boy is born.
Assuming a 50% chance of a male child, and thus a 50% chance of a female child, over the long term what is the likely ratio of male to female children going to be?
Take a random sample of 1,024 child-producing couples. 512 should have a boy and 512 should have a girl, and the ratio is 1:1.
The 512 couples who had a girl will produce another child. 256 should be boys and 256 should be girls, and the ratio is still 1:1.
The 256 couples who had a girl will produce another child. 128 should be boys and 128 should be girls, and the ratio is still 1:1.
And this continues. Counterintuitively the number of boys and girls will be equal.
]]>The event was a huge success, with the upstairs function room packed and £700 raised towards the Eisteddfod. As the quizzers enjoyed it so much, the Rugby Club is now planning to have an annual quiz.
]]>One country had a law that married couples who wanted children must continue having children until they had produced a male child, and then they had to stop. If the first child is male - stop there. If the first child is female - keep going until a boy is born.
Assuming a 50% chance of a male child, and thus a 50% chance of a female child, over the long term what is the likely ratio of male to female children going to be?
As usual you can post your suggested answers as a comment on this website, reply to the post on Facebook, or retweet or reply on Twitter @quizmastershop.
Answer at 9.00 on Monday
]]>Sunday 3rd - The Inn on the Green 20.00
Monday 4th - Hemingways (Jomtien) 20.00
Tuesday 5th - The Udder Quiz 19.00 for 20.00
Wednesday 6th - Plough & Harrow, Warfield 20.00
Sunday 10th - The Inn on the Green 20.00
Monday 11th - Hemingways (Jomtien) 20.00
Tuesday 12th - The Udder Quiz 19.00 for 20.00
Wednesday 13th - Plough & Harrow, Warfield 20.00
Thursday 14th - Academy Espresso Bar 19.30
Sunday 17th - The Inn on the Green 20.00
Monday 18th - Hemingways (Jomtien) 20.00
Tuesday 19th - The Udder Quiz 19.00 for 20.00
Wednesday 20th - Plough & Harrow, Warfield 20.00
Thursday 21st - One Bar at Wales Millennium Centre 19.30
Sunday 24th - The Inn on the Green 20.00
Monday 25th - Hemingways (Jomtien) 20.00
Tuesday 26th - The Udder Quiz 19.00 for 20.00
Wednesday 27th - Plough & Harrow, Warfield 20.00
Thursday 28th - Academy Espresso Bar 19.30
Sunday 31st - The Inn on the Green 20.00
]]>The street has the same number of houses on both sides, and each boy is meant to deliver to one side of the street. However, Bright is never early, so Early starts delivering newspapers on Bright's side of the road.
After Early has delivered five newspapers Bright appears and starts delivering on his side of the street at the sixth house. Early then starts his side of the road at the first house.
Now Early is quite bright and does not rush to deliver to his houses, especially as he has done some of Bright's houses. As it happens Bright finishes his side before Early finishes his and crosses over to deliver to the last nine houses on Early's side.
Clearly Bright delivers to more houses than Early, but how many more?
Bright delivers to eight more houses than Early, however many houses are in the street.
Consider a street with nine houses each side. Early would deliver to five houses on Bright's side and then stop. Bright would deliver to the remaining four houses on his side, and then all nine on Early's side, making 13, which is eight more than Bright.
Adding houses to both sides of the road adds the same number to each boy's total, keeping the gap between them at eight.
]]>The street has the same number of houses on both sides, and each boy is meant to deliver to one side of the street. However, Bright is never early, so Early starts delivering newspapers on Bright's side of the road.
After Early has delivered five newspapers Bright appears and starts delivering on his side of the street at the sixth house. Early then starts his side of the road at the first house.
Now Early is quite bright and does not rush to deliver to his houses, especially as he has done some of Bright's houses. As it happens Bright finishes his side before Early finishes his and crosses over to deliver to the last nine houses on Early's side.
Clearly Bright delivers to more houses than Early, but how many more?
As usual you can post your suggested answers as a comment on this website, reply to the post on Facebook, or retweet or reply on Twitter @quizmastershop.
Answer at 9.00 on Monday
]]>The excitement is obvious, but the concern comes from the need to paint the new tank. All of the tanks need regular painting to prevent corrosion, and they know that 100 litres of paint is needed to cover the 100,000-gallon tanks, but they are not sure how much paint is needed for the 800,000-gallon tank.
So they came to us, thinking we might be able to help.
How many litres of paint is needed for the 800-gallon tank?
The volume of a sphere is proportional to the cube of its radius, and the bigger tank is eight times the size of the smaller tanks. Eight is two cubed, so the radius of the bigger tank is twice that of the smaller tanks.
However, the surface area of a sphere is proportional to the square of its radius. So doubling the radius quadruples the surface area.
Thus 400 litres of paint is needed.
]]>The excitement is obvious, but the concern comes from the need to paint the new tank. All of the tanks need regular painting to prevent corrosion, and they know that 100 litres of paint is needed to cover the 100,000-gallon tanks, but they are not sure how much paint is needed for the 800,000-gallon tank.
So they came to us, thinking we might be able to help.
How many litres of paint is needed for the 800-gallon tank?
As usual you can post your suggested answers as a comment on this website, reply to the post on Facebook, or retweet or reply on Twitter @quizmastershop.
Answer at 9.00 on Monday
]]>The recipe she uses is based on fruit juice, and she rotates through orange juice, apple juice and pineapple juice on a three-day cycle. Apparently, it is important to include different fruits in your diet, not just the same one each day.
She then adds some fruit, and as with the juices, she keeps a variety in her freezer and takes out the following morning's fruit every night before she retires to bed, to allow it to defrost. She did not give us details of the cycle of fruits that she uses, and none of us asked.
Finally she adds porridge oats for energy and roughage.
She makes up her smoothie in a 16 ounce cup using a one fluid ounce measuring cup to put in the correct ratio of ingredients.
But then it started to get interesting, as she told us how much her breakfast smoothies cost. The fruit juices are all the same price, and work out at 36p per fluid ounce. The frozen fruits are also all the same price, and work out at 45p per fluid ounce cup. And the porridge oats cost 43p for each fluid ounce cup.
She informed us that her smoothie was extremely healthy and worked out at only 39p per fluid ounce.
How many cups of juice, fruit and oats does she use?
At 39p per ounce her smoothie must cost a total of £6.24. The only way to arrive at that figure using whole ounces of the ingredients is ten ounces of juice, and three ounces each of fruit and porridge oats.
10 x 36 + 3 x (43 + 45) = 624
]]>The recipe she uses is based on fruit juice, and she rotates through orange juice, apple juice and pineapple juice on a three-day cycle. Apparently, it is important to include different fruits in your diet, not just the same one each day.
She then adds some fruit, and as with the juices, she keeps a variety in her freezer and takes out the following morning's fruit every night before she retires to bed, to allow it to defrost. She did not give us details of the cycle of fruits that she uses, and none of us asked.
Finally she adds porridge oats for energy and roughage.
She makes up her smoothie in a 16 ounce cup using a one fluid ounce measuring cup to put in the correct ratio of ingredients.
But then it started to get interesting, as she told us how much her breakfast smoothies cost. The fruit juices are all the same price, and work out at 36p per fluid ounce. The frozen fruits are also all the same price, and work out at 45p per fluid ounce cup. And the porridge oats cost 43p for each fluid ounce cup.
She informed us that her smoothie was extremely healthy and worked out at only 39p per fluid ounce.
How many cups of juice, fruit and oats does she use?
As usual you can post your suggested answers as a comment on this website, reply to the post on Facebook, or retweet or reply on Twitter @quizmastershop.
Answer at 9.00 on Monday
]]>We were sitting in The Jolly Quizmaster having a quiet drink after a hard day at the coalface writing quiz questions, when we noticed a young and attractive lady walk in. She walked to the bar and ordered a drink, and then (and this is what really attracted our attention) asked the barman who was the best dart player in the pub.
The barman indicated someone at the dartboard practising with friends, and said he was unbeaten in the local darts leagues for quite a few seasons - he is the best in here by some distance. We couldn't wait to see what happened next.
Well, what happened next was that she approached the champion darts player and challenged him to a game for £50. He and his friends looked incredulous and he told her not to waste her money.
She responded by saying that she was so confident that he could double all of his scores, and if he was too frightened to play she would find someone who would play her at darts. To reinforce the point she took a £50 note from her handbag and waved it under his nose.
The top darts player looked stunned, and clearly had no idea what to do. This sounded like easy money.
So, the question is, what should he do? What would you do if you were him?
There is an old adage that if something sounds to good to be true, it probably isn't going to be good - and the adage holds out here.
If you double every score you make then the score that is recorded must be an even number. And you will note that 501 is an odd number, so it is impossible to score 501 when you double your scores.
If the champion darts player takes up the challenge the young lady will take £50 off him, no matter how bad a darts player she is.
]]>Thursday 1st - Academy Espresso Bar 19.30
Sunday 4th - The Inn on the Green 20.00
Monday 5th - Hemingways (Jomtien) 20.00
Tuesday 6th - The Udder Quiz 19.00 for 20.00
Wednesday 7th - Plough & Harrow, Warfield 20.00
Thursday 8th - Academy @ Platform 18.30
Sunday 11th - The Inn on the Green 20.00
Monday 12th - Hemingways (Jomtien) 20.00
Tuesday 13th - The Udder Quiz 19.00 for 20.00
Wednesday 14th - Plough & Harrow, Warfield 20.00
Thursday 15th - Academy Espresso Bar 19.30
Sunday 18th - The Inn on the Green 20.00
Monday 19th - Hemingways (Jomtien) 20.00
Tuesday 20th - The Udder Quiz 19.00 for 20.00
Wednesday 21st - Plough & Harrow, Warfield 20.00
Thursday 22nd - Academy @ Platform 18.30
Friday 23rd - National Eisteddfod Quiz 19.30 in Cilfynydd RFC
Sunday 25th - The Inn on the Green 20.00
Monday 26th - Hemingways (Jomtien) 20.00
Tuesday 27th - The Udder Quiz 19.00 for 20.00
Wednesday 28th - Plough & Harrow, Warfield 20.00
Thursday 29th - Academy Espresso Bar 19.30
]]>We were sitting in The Jolly Quizmaster having a quiet drink after a hard day at the coalface writing quiz questions, when we noticed a young and attractive lady walk in. She walked to the bar and ordered a drink, and then (and this is what really attracted our attention) asked the barman who was the best dart player in the pub.
The barman indicated someone at the dartboard practising with friends, and said he was unbeaten in the local darts leagues for quite a few seasons - he is the best in here by some distance. We couldn't wait to see what happened next.
Well, what happened next was that she approached the champion darts player and challenged him to a game for £50. He and his friends looked incredulous and he told her not to waste her money.
She responded by saying that she was so confident that he could double all of his scores, and if he was too frightened to play she would find someone who would play her at darts. To reinforce the point she took a £50 note from her handbag and waved it under his nose.
The top darts player looked stunned, and clearly had no idea what to do. This sounded like easy money.
So, the question is, what should he do? What would you do if you were him?
As usual you can post your suggested answers as a comment on this website, reply to the post on Facebook, or retweet or reply on Twitter @quizmastershop.
Answer at 9.00 on Monday
]]>And it is quite hard to find all the fun in the grid below. Starting at any F and moving horizontally or vertically to an adjacent U, and then horizontally or vertically to an adjacent N, how many ways can you make the word FUN?
N | U | F | U | N |
U | N | U | N | U |
F | U | F | U | F |
U | N | U | N | U |
N | U | F | U | N |
From each of the four Fs on the edges there are three Us that can be used, and for each of those three Us there are two Ns that can be used. This makes six FUNs for each of the four Fs on the edges, and 24 in total.
From the F in the middle there are four Us that can be used, and for each of those four Us there are two Ns that can be used. This makes eight FUNs for the middle F.
So there are 32 FUNs to be found in the grid.
]]>
At this time of year fun can be hard to find; cold dark mornings, feeling flat after Christmas and a long time until the next pay check.
And it is quite hard to find all the fun in the grid below. Starting at any F and moving horizontally or vertically to an adjacent U, and then horizontally or vertically to an adjacent N, how many ways can you make the word FUN?
N | U | F | U | N |
U | N | U | N | U |
F | U | F | U | F |
U | N | U | N | U |
N | U | F | U | N |
As usual you can post your suggested answers as a comment on this website, reply to the post on Facebook, or retweet or reply on Twitter @quizmastershop.
Answer at 9.00 on Monday
]]>In the simplest way of playing each player has to hit One followed by Two, and so on, hitting all the numbers from One to Twenty in order. After hitting Twenty the next target is the Outer Bull, followed by the Inner Bull to finish. The first person to hit all the targets in order wins the game.
In the way of playing above it doesn't matter which bit of the numbered segment you hit - Single, Double and Treble One all move you on to Two. A slightly more complicated way of playing gives benefit to hitting Doubles and Trebles. For example, hitting Treble One (that is a score of three) makes the next target Four (that is one more than the three scored). In this way a good player can advance more quickly.
Clearly, in the first method of playing 22 darts is the fewest in which a player can complete the game - 20 numbers plus the two bullseyes.
In the second method of playing what is the fewest darts needed to complete the game?
We believe that it can be done in five darts, but not fewer, as follows:
In the simplest way of playing each player has to hit One followed by Two, and so on, hitting all the numbers from One to Twenty in order. After hitting Twenty the next target is the Outer Bull, followed by the Inner Bull to finish. The first person to hit all the targets in order wins the game.
In the way of playing above it doesn't matter which bit of the numbered segment you hit - Single, Double and Treble One all move you on to Two. A slightly more complicated way of playing gives benefit to hitting Doubles and Trebles. For example, hitting Treble One (that is a score of three) makes the next target Four (that is one more than the three scored). In this way a good player can advance more quickly.
Clearly, in the first method of playing 22 darts is the fewest in which a player can complete the game - 20 numbers plus the two bullseyes.
In the second method of playing what is the fewest darts needed to complete the game?
As usual you can post your suggested answers as a comment on this website, reply to the post on Facebook, or retweet or reply on Twitter @quizmastershop.
Answer at 9.00 on Monday
]]>The elder Pearce explained that it was the elder Edward who had made the suggestion.
He went on to say that Norris named his son after young Edward's father.
Major's son is named after Bill's father.
Young Lyon is called Andrew and young O'Neal is named David.
And Pearce himself named his son after Charles' father.
So can you name the five fathers and five sons who work for the company?
Bill Pearce and his son Edward
David Lyon and his son Andrew
Edward Major and his son Charles
Charles Norris and his son Bill
Andrew O'Neal and his son David
]]>In 2023 New Year's Eve fell on a Sunday, and Owen, the manager, decided to run a New Year's Eve/Quiz of the Year and make it a big fund raising night for Caring in Bristol, a local homeless charity.
Quiz Master Shop was delighted to help, preparing several special rounds to fit with the night's themes. It was a great success and raised £506 for the charity. It fact it went so well that they are planning to run a quiz night every New Year's Eve, as well as the Sunday nights.
]]>The elder Pearce explained that it was the elder Edward who had made the suggestion.
He went on to say that Norris named his son after young Edward's father.
Major's son is named after Bill's father.
Young Lyon is called Andrew and young O'Neal is named David.
And Pearce himself named his son after Charles' father.
So can you name the five fathers and five sons who work for the company?
As usual you can post your suggested answers as a comment on this website, reply to the post on Facebook, or retweet or reply on Twitter @quizmastershop.
Answer at 9.00 on Monday
]]>A local delivery company has three depots named, rather confusingly, Day, Night and Morrow, with one logistics manager in overall charge of all three.
At 8.00 AM on 18th December he issued the following instruction:
DRIVERS NOW AT DAY MUST GO TO NIGHT TO MORROW. DRIVERS NOW AT MORROW MUST GO TO DAY TO NIGHT. DRIVERS NOW AT NIGHT MUST GO TO MORROW TO DAY.
At 6.00 PM he sent the following message:
ORDERS GIVEN THIS MORNING FOR DRIVERS TO GO TO NIGHT ARE CANCELLED FOR DRIVERS WHO HAVE NOT YET MOVED.
At one minute to midnight he instructed:
DRIVERS WHO WENT TO DAY TO NIGHT WILL RETURN AT 6.00 AM TO MORROW.
Day is the period of time before 6.00 PM and Night is from 6.00 PM to midnight.
On 20th December there were 26 drivers at Day, 24 drivers at Night and 50 drivers at Morrow.
Assuming that all instructions that have two interpretations will be interpreted by half the drivers one way and half the drivers the other way, what was the distribution of drivers at 8.00 on 18th December?
Let the distribution of drivers on 18th December be x at Day, y ay Night and z at Morrow.
After the first instruction:
x/2 drivers think they should go to Night tomorrow,
x/2 drivers think they should go to Morrow tonight,
y/2 drivers think they should go to Day tomorrow,
y/2 drivers think they should go to Morrow today,
z/2 drivers think they should go to Day tonight,
z/2 drivers think they should go to Night today,
At 6.00 PM there are x drivers at Day, y/2 + z/2 drivers at Night and y/2 + z/2 drivers at Morrow.
As a result of the second instruction:
x/4 drivers who were going to go to Night now stay at Day
x/4 drivers who were going to go to Morrow now stay at Day
z/4 drivers who were going to go to Day now stay at Morrow
At midnight there are 3x/4 + z/4 drivers at Day, y/2 + z/2 drivers at Night and x/4 + y/2 + z/4 drivers at Morrow.
As a result of the third instruction:
z/8 drivers return from Day to Morrow
z/4 drivers return from Night to Morrow
At midnight on 19th December there are x/2 + y/2 + z/8 drivers at Day (totalling 26), x/4 + z/4 drivers at Night (totalling 24) and x/4 + y/2 + 5z/8 drivers at Morrow (totalling 50).
From this 32 drivers started at Day, 4 drivers started at Night and 64 drivers started at Morrow.
]]>A local delivery company has three depots named, rather confusingly, Day, Night and Morrow, with one logistics manager in overall charge of all three.
At 8.00 AM on 18th December he issued the following instruction:
DRIVERS NOW AT DAY MUST GO TO NIGHT TO MORROW. DRIVERS NOW AT MORROW MUST GO TO DAY TO NIGHT. DRIVERS NOW AT NIGHT MUST GO TO MORROW TO DAY.
At 6.00 PM he sent the following message:
ORDERS GIVEN THIS MORNING FOR DRIVERS TO GO TO NIGHT ARE CANCELLED FOR DRIVERS WHO HAVE NOT YET MOVED.
At one minute to midnight he instructed:
DRIVERS WHO WENT TO DAY TO NIGHT WILL RETURN AT 6.00 AM TO MORROW.
Day is the period of time before 6.00 PM and Night is from 6.00 PM to midnight.
On 20th December there were 26 drivers at Day, 24 drivers at Night and 50 drivers at Morrow.
Assuming that all instructions that have two interpretations will be interpreted by half the drivers one way and half the drivers the other way, what was the distribution of drivers at 8.00 on 18th December?
As usual you can post your suggested answers as a comment on this website, reply to the post on Facebook, or retweet or reply on Twitter @quizmastershop.
Answer at 9.00 on Monday 1st January
]]>Some of these will be Quiz of the Year Special Quizzes, and we'll add this information as we get it.
Thursday 4th - Academy Espresso Bar 19.30 Quiz of the Year
Sunday 7th - The Inn on the Green 20.00
Monday 8th - Hemingways (Jomtien) 20.00
Tuesday 9th - The Udder Quiz 19.00 for 20.00 Quiz of the Year
Wednesday 10th - Plough & Harrow, Warfield 20.00
Thursday 11th - Academy @ Platform 18.30
Sunday 14th - The Inn on the Green 20.00
Monday 15th - Hemingways (Jomtien) 20.00
Tuesday 16th - The Udder Quiz 19.00 for 20.00
Wednesday 17th - Plough & Harrow, Warfield 20.00
Thursday 18th - Academy Espresso Bar 19.30
Sunday 21st - The Inn on the Green 20.00
Monday 22nd - Hemingways (Jomtien) 20.00
Tuesday 23rd - The Udder Quiz 19.00 for 20.00
Wednesday 24th - Plough & Harrow, Warfield 20.00
Thursday 25th - Academy @ Platform 18.30
Sunday 28th - The Inn on the Green 20.00
Monday 29th - Hemingways (Jomtien) 20.00
Tuesday 30th - The Udder Quiz 19.00 for 20.00
Wednesday 31st - Plough & Harrow, Warfield 20.00
]]>