friends.' We afterwards find them
bearing just as bad a
character among the Romans. Says Juvenal--
Graeculus esuriens in coelum jusseris, ibit.
'Bid the hungry Greek to heaven, to heaven he goes.'
Dr Johnson translated the words, 'Bid him to h--l, to h--l he
goes'--which is wrong. A DIFFICULTY is implied, and everybody
knows that it is easier to go to the latter place than the
former. It means that a needy Greek was
capable of doing
anything. Lord Byron protested that he saw no difference between
Greeks and Jews--of course, meaning 'Jews' in the
offensive sense
of the word. Among
gamblers the term was
chieflyapplied to
'decoys.'
GAMING TABLE SLANG AND MANOEUVRES.
Captain Sharp. A cheating bully, whose office it was to bully
any 'Pigeon,' who, suspecting roguery, refused to pay what he had
lost.
St Hugh's bones. Dice. A bale of bard cinque deuces; a bale of
flat cinque deuces; a bale of flat size aces; a bale of bard
cater treys; a bale of flat cater treys; a bale of Fulhams; a
bale of light graniers; a bale of gordes, with as many highmen
and lowmen for passage; a bale of demies; a bale of long dice for
even or odd; a bale of bristles; a bale of direct
contraries,--names of false dice.
Do. To cheat.
Done up. Ruined.
Down-hills. False dice which run low.
Elbow-shaker. A gamester.
Fulhams. Loaded dice.
Fuzz. To
shuffle cards closely: to change the pack.
Game. Bubbles, Flats, Pigeons.
Gull Gropers. Usurers who lend money to gamesters.
Greeks. Cheats at play.
Hedge. To secure a bet by betting on the other side.
High Jinks. A
gambler who drinks to
intoxicate his Pigeon.
Hunting. Drawing in the unwary.
Main. Any number on the dice from five to nine.
Paum. To hide a card or die.
Pigeons. Dupes of sharpers at play.
Vincent's Law. The art of cheating at cards, by the
banker, who
plays booty, Gripe, who bets, and the Vincent, who is cheated.
The gain is called termage.
Vowel. To give an I. O. U. in payment.
Up-hills. False dice which run high.
SPECIMEN OF A QUASI GAMING HOUSE CIRCULAR.
'SIR,--I hope you will join with the rest of the parishioners in
recommending what friends you can to my shops. They shall have
good candles and fair play. Sir, we are a not gang of swindlers,
Like other Gaming Houses,
We are men of character.
Our Party is,
Tom Carlos--alias Pistol,
Ned Mogg,--from Charing Cross,
Union Clarke, ------------
{The best in the world at
A Frenchman,{
{sleight of hand.
My poor Brother,
and
Melting Billy,
Your
humble Servant.
To the Church-Wardens, Overseers, and each
respectable inhabitant in the Parish.'
A card was enclosed, as follows:--
'****
Gaming House Keeper,
and **** **** to
The Honourable House of Commons
No. 7 and 8 **** St, St James's.'
This
circular was sent to Stockdale, the
publisher, in 1820, who
published it with the names in asterisks suppressed. It was
evidently intended to
expose some
doings in high places.
CHAPTER VIII.
THE DOCTRINE OF PROBABILITIES APPLIED TO GAMBLING.
A
distinction must be made between games of skill and games of
chance. The former require
application, attention, and a certain
degree of
ability to
insure success in them; while the latter are
devoid of all that is
rational, and are
equally within the reach
of the highest and lowest
capacity. To be successful in throwing
the dice is one of the most
fickle achievements of
ficklefortune; and
therefore the
principal game played with them is
very
properly and
emphatically called 'Hazard.' It requires,
indeed, some
exertion of the
mental powers, of memory, at least,
and a turn for such diversions, to play well many games at cards.
Nevertheless, it is often found that those who do so give no
further proofs of superior memory and judgment,
whilst persons of
superior memory and judgment not unfrequently fail egregiously at
the card-table.
The gamester of skill, in games of skill, may at first sight seem
to have more
advantage than the gamester of chance, in games of
chance; and while cards are played merely as an
amusement, there
is no doubt that a
recreation is more
rational when it requires
some degree of skill than one, like dice,
totallydevoid of all
meaning
whatever. But when the pleasure becomes a business, and
a matter of mere gain, there is more
innocence, perhaps, in a
perfect
equality of antagonists--which games of chance, fairly
played, always secure--than where one party is likely to be an
overmatch for the other by his superior knowledge or
ability.
Nevertheless, even games of chance may be artfully managed; and
the most
apparently" target="_blank" title="ad.显然,表面上地">
apparentlycasual throw of the dice be made subservient
to the purposes of chicanery and fraud, as will be shown in the
sequel.
In the matter of skill and chance the nature of cards is mixed,--
most games having in them both elements of interest,--since the
success of the
player must depend as much on the chance of the
'deal' as on his skill in playing the game. But even the chance
of the deal is
liable to be perverted by all the tricks of
shuffling and cutting--not to mention how the
honourableplayermay be deceived in a thousand ways by the craft of the sharper,
during the playing, of the cards themselves; consequently
professed
gamblers of all denominations, whether their games be
of
apparent skill or mere chance, may be confounded together or
considered in the same
category, as being
equally meritorious and
equally infamous.
Under the name of the Doctrine of Chances or Probabilities, a
very
learned science,--much in vogue when lotteries were
prevalent,--has been
applied to gambling purposes; and in spite
of the
obvious abstruseness of the science, it is not impossible
to give the general reader an idea of its processes and
conclusions.
The prob
ability of an event is greater or less according to the
number of chances by which it may happen, compared with the whole
number of chances by which it may either happen or fail.
Wherefore, if we
constitute a
fractionwhereof the numerator be
the number of chances
whereby an event may happen, and the
denominator the number of all the chances
whereby it may either
happen or fail, that
fraction will be a proper designation of the
prob
ability of
happening. Thus, if an event has 3 chances to