=_ Experience has shown that it pays to keep certain classes of hand in one section, either left to right or up and down. Many players put all the flushes in the vertical columns, and build the pairs, triplets and fours from right to left. Straights are uncertain quantities unless they are flush also and are seldom played for. Each card has a double value, and it may help to make up two hands of high scoring power, if well placed. The highest possible point value for a tableau would probably be five hands of four of a kind and five straight flushes, four of which would be royal, like this: [Illustration: 🂱 🃑 🃁 🂡 🃉 🂾 🃞 🃎 🂮 🃈 🂽 🃝 🃍 🂭 🃇 🂻 🃛 🃋 🂫 🃆 🂺 🃚 🃊 🂪 🃅 ] The odds against the cards coming from the stock in such order as to make a tableau like this possible would be enormous, but there are many sets of twenty-five cards that can be rearranged so as to make a much higher count than that actually arrived at in the solitaire. The player’s skill consists in anticipating the possibilities that certain cards will be drawn and in so arranging his table that if the hoped for card comes out, the most advantageous place will be found open for it. _=TWO OR MORE PLAYERS.=_ Any number can play this game, the only limitation being the number of packs available and space enough on the table for each one to lay out his own tableau. One player is selected as the “caller” and he shuffles his pack and presents it to be cut. In the meantime each of the others sorts his individual pack into sequence and suit, so as to be able to pick out any named card without unnecessary delay.
When _=six=_ play, three are partners against the other three, and the opposing players sit alternately round the table. _=STAKES.=_ If there is any stake upon the game, its amount must be settled before play begins. When _=rubbers=_ are played, it is usual to make the stake so much a rubber point. If the winners of the game are five points to their adversaries’ nothing, they win a _=treble=_, and count three rubber points. If the losers have scored one or two points only, the winners mark two points for a _=double=_. If the losers have reached three or four, the winners mark one for a _=single=_. The side winning the rubber adds two points to its score for so doing; so that the largest rubber possible is one of eight points;--two triples to nothing, and two added for the rubber. The smallest possible is one point;--two singles and the rubber, against a triple. If the first two games are won by the same partners, the third is not played.