e exceptionally accurate
information with which you are furnished."
As much care should be taken in selecting the correct declaration, when
in doubt whether to bid two Spades or double one, as when determining
whether to call a Royal or a Heart. Many a player doubles one Spade
with five or six, headed by Knave, Ten, apparently never realizing that
with such a hand he wishes the trump to be Royals, and yet, by his bid,
is inviting his partner to call No-trump; or he bids two Spades with
the Queen of Spades and a couple of Kings, and after his partner has
declared a Royal, or doubled an adverse No-trump, counting on the
announced Spade strength, says: "I realize I deceived you in the
Spades, but I had two Kings about which you did not know."
That sort of a declarer makes it impossible for his partner to take
full advantage of any sound bid he may make.
Every Second Hand bidder should remember that when he doubles one Spade
or bids two, he tells his partner he has short or exactly four Spades,
as the case may be; that he has not three suits stopped, and that his
minimum high-card holding is one of the following combinations:--
SPADES MINIMUM STRENGTH IN OTHER SUIT
Ace, King, Queen No strength required
Ace, King Queen, Knave, and one other
Ace, Queen King, Knave
Ace, Knave Ace, or King and Queen, or King, Knave, Ten
Ace Ace and King; Ace, Queen, Knave; or King,
Queen, Knave
King, Queen Ace, or King and Queen, or King, Knave, Ten
King, Knave, Ten Ace, or King and Queen, or King, Knave, Ten
King, Knave Ace and King; Ace, Queen, Knave; or King,
Queen, Knave
Queen, Knave, Ten Ace and King; Ace, Queen, Knave; or King,
Queen, Knave
In order that the distinction between the various Second Hand Spade
declarations may be clearly marked, take such a holding as
Spades Ace, King
Hearts Three small
Diamonds Four small
Clubs Ace
Only ten cards are mentioned, and the remaining three are either Spades
or Clubs.
_When Making the The Second
the missing number of Hand
cards are Spades in the Hand should_
All Clubs Two Double
Two Clubs and one Spade Three
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