The theory of opening is to mobilise your forces for the attack in the fewest possible moves. Lasker thinks six moves should be enough for this purpose, and he recommends that only the King’s and Queen’s Pawns should be moved, after which each piece should be placed at once upon the square from which it can operate to the best advantage. He thinks the Knights should be first brought out, and posted at B 3, and then the K’s B, somewhere along his own diagonal. The great mistake made by beginners is that they rush off to the attack and try to capture some of the adverse pieces before they have properly prepared themselves for re-inforcement or retreat. It should never be forgotten that the game is not won by capturing the adversary’s pieces, but by check-mating his King. Take the board and pieces, arrange them with the white men next you, and play over the following simple little game. Remember that the figures above the line are for the white men; those below for the black. P-K4 Kt-KB3 Kt-QB3 B-B4 1 ---- 2 ------ 3 ------ 4 ----- P-K4 P-Q3 P-KR3 B-Kt5 The third move made by Black accomplishes nothing, and is simply a waste of time. He should have continued by bringing his Knights into play. His fourth move is also a mistake; he should develop the Knights before the Bishops.
Is at the option of the adversaries, who at the end of the hand may either take three tricks from the revoking player or deduct three points from his score, or add three to their own score; II. Can be claimed for as many revokes as occur during the hand; III. Is applicable only to the score of the game in which it occurs; IV. Cannot be divided, _i.e._, a player cannot add one or two to his own score and deduct one or two from the revoking player; V. Takes precedence of every other score--_e.g._, the claimants two, their opponents nothing; the former add three to their score, and thereby win a treble game, even should the latter have made thirteen tricks, and held four honours. 73.
(8) It is advisable that the game be played at a round table so that the hand of the dummy can be placed in front of the declarer without obliging any player to move; but, in the event of a square table being used, the two players who become the adversaries of the declarer should sit opposite each other, the dummy being opposite the declarer. At the end of the play the original positions should be resumed. (9) If, after the deal has been completed and before the conclusion of the declaration, any player expose a card, each of his adversaries counts 50 points in his honour score, and the declarer, if he be not the offender, may call upon the player on his left to lead or not to lead the suit of the exposed card. If a card be exposed by the declarer after the final declaration, there is no penalty, but if exposed by an adversary of the declarer, it is subject to the same penalty as in Auction. (10) If a player double out of turn, each of his adversaries counts 100 points in his respective honour score, and the player whose declaration has been doubled may elect whether the double shall stand. The bidding is then resumed, but if the double shall be disallowed, the declaration may not be doubled by the other player. (11) The rubber continues until two games have been won by the same player; it may consist of two, three, or four games. (12) When the declarer fulfils his contract, he scores as in Auction. When he fails to do so, both of his adversaries score as in Auction. (13) Honours are scored by each player separately, _i.
[See note at foot of page 58.] _=RANK OF THE BIDS.=_ In order to over-call a previous bid, whether of the partner or the opponent, the bidder must undertake to win the same number of tricks in a suit of higher value, or a greater number of tricks having the same aggregate value as the preceding bid. Players should restrict themselves to the same form of expression throughout, and all bids, even passing, must be made orally and not by gesture. Let us suppose this to be the bidding: The dealer, Z, begins with “One spade,” second player, A, says, “I pass,” or simply, “No.” Third bidder, Y, says, “One club,” fourth player, B, “No trump.” The dealer, starting on the second round, says, “Two clubs,” supporting his partner’s declaration. Next player, A, who passed the first time, says, “Two royals.” Both Y and B pass, but the dealer, Z, says, “Three clubs.” Observe that while three clubs is worth no more than two royals, 18, the club bid offers to win more tricks than the royals and therefore ranks as a higher bid.
|Mortar and bricks will|Lime and stone would | -- | | |waste away. |waste away. | | |15.| -- | -- |Build it up with penny| | | | |loaves. | |16.| -- | -- |Penny loaves will melt| | | | |away. | |17.|Build it up with |Build it up with |Build it up with | | |silver and gold. |silver and gold. |silver and gold.
They thus make an even and solid row of their backs. The other side, the Bungs, leap on to the backs of the Buckets, the first one going as far up the row as possible, the second placing himself close behind the first, and so on. If they all succeed in getting a secure place, they cry out twice the two first lines-- Bung the Bucket, One, two, three. Off, off, off! If no breakdown occurs, the Buckets count one in their favour, and the Bungs repeat the process. When a breakdown occurs the Bungs take the place of the Buckets.--Barnes, Surrey (A. B. Gomme). (_b_) Mr. Emslie, to whom I am indebted for the tune to this game, gives me the words as-- Jump a little nag-tail, One, two, three.
| -- | -- | -- | | 2.|Stepping up the green |Up and down the green |Tripping up the green | | |grass. |grass. |grass. | | 3.|Thus, and thus, and |This, and that, and | -- | | |thus. |thus. | | | 4.| -- | -- |Dusty, dusty day. | | 5.
Double blank played to this would count 10 more. If 5-6 is now played on one end, and 0-4 on the other, the count will be 10 again, as shown on the diagram. The figures show the order in which the dominoes were played. [Illustration] The highest possible score is 20 points, made with the 4-4 and 6-6, at different ends. If either player makes a multiple of five without noticing or claiming it, his adversary says, “_=muggins=_,” and scores it himself. If a player makes an erroneous score, it must be taken down, and his adversary marks it as penalty. When a player cannot follow suit, he must draw from the bone-yard until he gets a domino that can be played; but the last two in the stock must never be drawn. When one player gets rid of all his bones, he calls _=domino=_, and scores the nearest multiple of five that is found in the dominoes remaining in his adversary’s hand. Remainders of 3 or 4 count as 5; those of 1 or 2 as nothing; so that 12 pips would count as 10; but 13 would count as 15. The players usually settle at the end of the game for the difference between their scores.
=_ The dealer’s partner usually assists on plain-suit cards, such as two aces, rather than on trumps. The score and the turn-up trump will often be a guide as to whether or not to assist. For instance: If the score is 1 all, or to 2 to 1, and a bower is turned, it is rarely right to assist, because it prevents the dealer from playing alone. If the partner has good suit cards, they may be useful to make a march; if he has strong trumps, especially if sure of three tricks, he should play alone, instead of assisting. If the score is 3 in the dealer’s favour, he does not need a lone hand to win the game, and with two reasonably certain tricks in his own hand the dealer’s partner should assist, as they may win the game by a march. If the dealer’s side is at the bridge, the score being 4 to 1 or 4 to 0 in their favour, and the eldest hand passes, the dealer’s partner must be on the alert to prevent the pone from placing a lone hand. He should assist unless a bower is turned, or he has it himself, or holds such cards that, combined with the turn-up, he is sure of a trick. For instance: The dealer’s partner has the King and two other trumps, and the ace is turned. It is impossible for the pone to make a lone hand, even if he has both bowers, and the ace is bare; for he cannot catch the King, even if his partner leads the trump through it. But if a small trump was turned, the pone might easily make a lone hand with both bowers and the ace.
After the first throw, the caster’s chances vary according to his point. If his point was six, he would have 5 chances out of 36 to throw it again, while the players would have 6 chances out of 36 to get a seven. If the player’s point is four or ten, the odds will be 6 to 3 against him; because there are only three ways to get his point, while there are six ways to get a seven. If the caster wins he shoots again, but when he loses he passes the dice to the next player in turn. The old game of Hazard was a very complicated affair compared to modern craps, an intimate knowledge of odds and probabilities being requisite for success. The game was generally against the caster, and certain throws were barred when a certain number was the point. Those interested in the subject will find it exhaustively treated in George Lowbut’s “Game of Hazard Investigated.” POKER DICE. If ordinary dice are used, the aces rank above the sixes, the deuces being the lowest. Any number of persons may play, and five dice are used.
The player who remains to the end, having a card when his adversary has none, wins the pool. If two players remain with a card each, the winner of the trick draws from the stock, and the card so drawn wins the game, his adversary having none. EARL OF COVENTRY. This game is sometimes called Snip Snap Snorem, by those who are not of a poetical turn of mind. Any number of persons may play, and a full pack of cards is dealt out, one at a time. If some players have a card more than others, it does not matter. The eldest hand lays upon the table any card he pleases, and each player in turn pairs or matches it, if he can, with another of the same denomination, accompanying the action with a rhyme. Suppose the first card played is a King; the person playing it would say: “There’s as good as King can be.” The first player to lay down another King would say: “There is one as good as he.” The player holding the third King would say: “There’s the best of all the three,” and the holder of the fourth would then triumphantly exclaim: “And there’s the Earl of Coventry.
|Asks boy to taste. | |11.|Fixing of wedding day.| |12.| -- | |13.| -- | |14.| -- | |15.| -- | |16.|Applause for bride. | +---+----------------------+ It appears by the analysis that all the incidents of the Hants version of this game occur in one or other of the versions, and these incidents therefore may probably be typical of the game.
To prove both these, we must find the probability that he has neither Ace nor Queen. There being six cards apart from his three, the Ace may be any one of them, and the Queen may be any one of the remaining five. This gives us 6 × 5 = 30, and the fraction 30/72. If we now add these four numerators together, we have:--for both cards in partner’s hand, 6; for Ace alone, 18; for Queen alone, 18; and for neither, 30; a total of 72, or unity, proving all the calculations correct. In some of the problems connected with Whist, it is important to know the probability of the suits being distributed in various ways among the four players at the table; or, what is the same thing, the probable distribution of the four suits in any one hand. The author is indebted to Dr. Pole’s “Philosophy of Whist” for these calculations. As an example of the use of this table, suppose it was required to find the probability of any other player at the table holding four or more trumps if you had six. Take all the combinations in which the figure 6 appears, and add together the number of times they will probably occur. That will be your denominator, 166.
The game is played by two or more contestants, on a pool table, with one cue ball and three colored balls numbered respectively 1, 3 and 5. 2. At the commencement of the game the ball numbered 1 shall be placed on the spot at the head of the table, the ball numbered 5 shall be placed on the centre spot, and the ball numbered 3 shall be placed on the lower spot, and whenever any object ball is pocketed or forced off the table it shall be replaced on the original spot, except as provided for in Rule No. 12. 3. The opening player may play from any point within the string line he may choose, but must play upon the No. 3 ball before striking any other, or forfeit his hand. 4. The winner is the player who first accomplishes the main object of the game, which is to score 101 points by the “Cow-Boy method,” which is that the first 90 points may be scored by either carroms or the pocketing of one or more of the numbered balls, which shall count that number for the player; the scoring of a single carrom shall count 1, and a double 2. 5.
When singing Penny loaves ll get stole away, one of the two outside children goes into the ring, the other remains and continues her part, singing the next verse. When the last verse is sung the prisoner is released. The Berkshire game (Miss Kimber) is played by the children forming two long lines, each line advancing and retiring alternately while singing their parts. When the last verse is begun the children form a ring and gallop around, all singing this last verse together. In the Cork version (Mrs. Green) the children form a circle by joining hands. They march round and round, singing the verses to a sing-song tune. When singing, If the cock should meet a hen, they all unclasp hands; two hold each other s hands and form an arch. The rest run under, saying the last verse. The arch lower their hands and try to catch the last child.
Rimbault has, in his _Nursery Rhymes_, p. 34, reconstructed a copy of the original rhyme from the versions given by Halliwell and the _Mirror_, and gives the tune to which it was sung, which is reprinted here. The tune from Kent is the one generally used in London versions. The tune of a country dance called London Bridge is given in Playford s _Dancing Master_, 1728 edition. [4] Another informant gives the refrain, Grand says the little Dee. [5] I have identified this with a version played at Westminster and another taught to my children by a Hanwell girl.--A. B. G. Long-duck A number of children take hold of each other s hands and form a half-circle.
_=PLAYING ALONE.=_ No player but the one that takes up, orders up, or makes the trump can play a lone hand. If the dealer takes up the trump card of his own accord, he can play alone. If any player orders up or assists, that player can play alone. Any player making a new trump after the first has been turned down, can play alone. If one player orders up the trump, neither his partner nor his adversary can play alone; and if the dealer’s partner assists, that prevents the dealer from playing a lone hand. In many clubs the mistake is made of allowing the dealer to play alone on his partner’s assist; or letting the pone play alone after the dealer has been assisted; or letting the partner of the player who makes the new trump play alone. This is not good Euchre, because it gives an unfair advantage to one side, as we shall see when we come to the suggestions for good play, especially in connection with ordering up at what is called the “bridge;” that is, when the score is 4 to 1, or 4 to 0. _=METHOD OF PLAYING.=_ The trump settled, the eldest hand, or the player next him on the left, if the partner of the eldest hand is playing alone, begins by leading any card he pleases, and the others must follow suit if they can.
OPEN-END STRAIGHT. ] It is 4½ to 1 against filling a four-card flush. It is 23 to 1 against filling a three-card flush. It is 95 to 1 against filling a two-card flush. It is 3 to 1 against improving a four-card straight flush which is open at both ends. The chances against getting the straight or the flush have been given; the odds against getting the straight flush are 24 to 1. The chance for getting a pair exists; but the pair would probably be worthless. It is 4 to 1 against improving a four-card straight flush open in the middle, or at one end only; the odds against getting the straight flush being 46 to 1. There are several minor or speculative draws which may be of interest. Drawing to an ace and a King, it is 3 to 1 against making a pair of either.
This Y will do with his Diamonds, or A with his Clubs, according to circumstances. 3rd. By trumping winning cards played by the adversaries. This Y will do if Clubs are led a second time, or A will do if Diamonds are led twice. 4th. By being able to take tricks with cards which are not the best of the suit, the player who holds better cards having already played smaller. This B will do with the ♡10 if A leads trumps, and Y does not play either Q or J. If B leads trumps he will lose this advantage. These four methods of winning tricks suggest four systems of play, which are those in common use by experts at the present day: 1st. Playing high cards to the best advantage, so as to secure the best results from such combinations as may be held.