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--Halliwell s _Popular Rhymes_, p. 217. X. How many miles to Barney Bridge? Three score and ten. Will I be there by Candlemass? Yes, and back again. A curtsey to you, another to you, And pray, fair maids, will you let us through? Thro and thro shall you go for the king s sake, But take care the last man does not meet a mistake. --Dublin (Mrs. Lincoln). XI. How many miles to Burslem? Three score and ten.
50. If an adversary lays his cards on the table, face up, and claims to have already defeated the player’s game, all that adversary’s cards shall be taken by the player and counted with the tricks already taken in by the player. If the adversary be found to be in error, the player shall score his game as won, even if he would have lost it had it been continued. 51. If the single player gives up his game as lost, and lays his cards on the table, the adversaries shall take all such cards and add them to their own, and count their cards to see if they have also made the player schneider. THE REVOKE. 52. Should the single player revoke, and not discover the error before the trick is turned and quitted, he loses his game. If he discovers the error and corrects it in time, there is no penalty; but any adversary who plays after him may amend his play. 53.
” 8 ” 2 to 1. These odds may be slightly increased by taking into account the fact that players who cannot follow suit do not always discard hearts, having perhaps more dangerous cards to get rid of. The odds against a suit going round a second time may be influenced by the cards played to the first round; but it sometimes happens that you have to calculate in advance for two rounds of a suit, regardless of the cards that may be played by others. This is especially the case when you fear that the suit will be led to you, and you have such cards as must win two rounds. If you have 4 cards of the suit the odds _against_ your getting a heart in two rounds are 2 to 1. The odds _in favour_ of your getting a heart in two rounds are:-- If you have 5 cards of the suit, 4 to 3. ” 6 ” 2 to 1. ” 7 ” 6 to 1. As an example of the value of a thorough knowledge of these odds to a careful player, suppose he had to win two rounds of a plain suit, of which he held six cards; or to lead the ♡7, having three higher. The suit would be the better play, because it takes in only one heart, while the lead of the heart might take in four.