The winner of each ace reckons ... ... ... 1 "

The winner of the majority of the cards of

the spade suit reckons ... ... ... 1 "

The winner of the majority of the entire pack

of cards reckons ... ... ... ... ... 3 points.

The partners whose winnings show the greater number of points then deduct

the points of their opponents from their own, and score the remainder

to their game; thus, if one sides secures 6, and the other side 5,

the former score 1 point and the latter score nothing; while if the

respective scores were 7 and 4, the winners of the seven points would

add to their score.

The object of those engaged in the game being to secure Great Cassino,

Little Cassino, the four aces, the majority of spades, and the greater

number of cards, a few rules will at once suggest themselves to guide

the play of the hands. [100] Secure the Cassino cards on the first

opportunity, also aces and spades, after which aim to make as many

combinations as possible, leaving the pairs until last, unless they be

the ten or the two, which are always best got off the board as early as

possible, so as to prevent the opponents making the Cassinos if they

have them in hand.

When three players are engaged, it is sometimes agreed that the two lowest

shall add their points together, and subtract them from the highest.

In such a case, if the two lower numbers together either amount to or

exceed the higher, then neither party scores. This method will not be

found desirable in actual play, as it leads to so many hands resulting

in a negative score.

If a card is exposed by the dealer in the first round, other than those

dealt for the exposed hand, then the deal is forfeited, but the exposure of

a card at a subsequent period does not disqualify the dealer, the player

being compelled to take the exposed card, although it is best to impose

some penalty for the fault.

[101]

Round Games with Cards A Practical Treatise on All the Most Popular Games, with Their Different Variations, and Hints for Their Practice · 第 37 / 43 题