EBU Master Points Promotions |
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Jokes about Bridge |
Q & A :
Do you know what the difference is between a mad psycho serial killer and a bridge partner? …
A : You can reason with the serial killer.
Bruised Shin
Giving a man his physical, the doctor noticed several dark, ugly bruises on his shins, so he asked, “Do you play hockey, soccer, or some physical sport?”
“No,” he answered. “I play bridge with my wife.”
Misunderstanding
“We had a partnership misunderstanding. My partner assumed I knew what I was doing.”
A Woman’s Viewpoint
Life with Men is like Bridge
You need a Heart ♥ to love them;
A Diamond ♦ to marry them;
A Club ♣ to beat them;
And a Spade ♠ to bury them.
A Man’s Viewpoint
The bride came down the aisle, and when she reached the altar, she saw the groom with a deck of bridge cards in his tuxedo pocket.
She said, “Darling, what are your bridge cards doing here?”
He looked her right in the eye and said, “This isn’t going to take all day, is it?”
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Probability of Drop of |
![](data:image/png;base64,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)
With 2 cards missing go for the drop of the King (52%)
With 4 cards missing go for the drop of the Queen (52%), the cards may be 2-2 (41%) or she may be singleton (12%)
With 6 cards missing go for the drop of the Jack (54%), the cards may be 3-3 (35%) or he may be doubleton (18%) or singleton(2%)
With 3, 5 or 7 cards out do NOT expect to drop K, Q or J respectively
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Various “Rules” of Bridge |
Rule of BOSTON. This is a little know acronym for leading. It stands for Bottom Of Something, Top Of Nothing.
Helpful (?) Partner Rule. A rule that says it’s permissible to injure a partner who overtakes your trick (as a choice) and then starts to think.![laugh laugh](https://www.bridgewebs.com/ckeditor_4.19.0/plugins/smiley/images/teeth_smile.png)
Queen Finding Rule. If you have a two-way finesse for a Queen, finesse the opponent you like the least.....or if you dislike them both play for the drop![cheeky cheeky](https://www.bridgewebs.com/ckeditor_4.19.0/plugins/smiley/images/tongue_smile.png)
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Percentages of Card Division between two hidden hands |
![](data:image/png;base64,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)
Cards out:
2 cd: 1:1 52%; 2:0 48%
3 cd: 2:1 78%; 3:0 22%
4 cd: 2:2 41%; 3:1 50% 4:0 10%
5 cd: 3:2 68%; 4-1 28%; 5:0 4%
6 cd: 3:3 35%; 4:2 49%; 5:1 15%; 6:0 2%
7 cd: 4:3 62%; 5:2 30%; 6:1 7%; 7:0 0.5%
8 cd: 4:4 33%; 5:3 47% 6:2 17% 7:1 3% 8:0 0.2%
9 cd: 5:4 59%; 6:3 31%; 7:2 9%; 8:1 1%; 9:0 0.1%
Except for 2 cards the general rule is:
Even cards probably do not split evenly
Odd cards probably do split as evenly as possible
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Famous Bridge Quotes |
I never disliked a man so much that I would return his diamonds. |
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Zsa Zsa Gabor
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Since the average person's small supply of politeness must last him all his life, he can't afford to waste it on bridge partners.
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Alfred Sheinwold
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Where's the hand you held during the auction?
- A comment made when dummy hit the table.
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Jan Janitschke
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The real test of a bridge player isn't in keeping out of trouble, but in escaping once he's in.
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Alfred Sheinwold
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If 3NT is a viable option - then bid it. |
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Paul Soloway
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Odds against a player being dealt |
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)
Playing 26 boards twice a week expect:
13 cards in one suit = 169,066,442 to 1 Once every 60 000 years! ![surprise surprise](https://www.bridgewebs.com/ckeditor_4.19.0/plugins/smiley/images/omg_smile.png)
8 cards in one suit = 213 to 1 Once a month
7 cards in one suit = 28 to 1 Once a session
6 cards in one suit = 6 to 1 Four times a night
at least one singleton = 2 to 1 Once a two board round
at least one void = 19 to 1 Once a session
AKQJ10 in a suit = 500 to 1 Once every three months
four Aces = 378 to 1 Once every two months
a hand with no points = 278 to 1 Once a month
a Yarborough (no10) = 1827 to 1 Twice a year
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EBU Competitions |
This poster shows the upcoming EBU events.
You can enter for any of the events online via My EBU.
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Did you know? |
43.6 percent of all slam contracts fail.
62.7 percent of all bridge players are women.
97.8 percent of all bridge statistics, including these, are made up! ![wink wink](https://www.bridgewebs.com/ckeditor_4.14.0/plugins/smiley/images/wink_smile.png)
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EBU Membership - New Members' Guidance |
![EBU Membership - New Members' Guidance](/images/ebu.gif) What is NGS?
How to order your EBU diary?
EBU magazine?
What is "My EBU"?
You can find the answers of the above questions and many more in the:
New Members Booklet
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