the poor "n" backwards
and forwards like a shuttlecock, the final state of the game being "an
adder." May not "a nought" have similarly become "an ought"? Anyhow,
"oughts and crosses" is a very old game. I don't think I ever heard it
called "noughts and crosses."
In the following Class-list, I hope the solitary occupant of III. will
sheathe her claws when she hears how narrow an escape she has had of not
being named at all. Her account of the process by which she got the
answer is so meagre that, like the nursery tale of "Jack-a-Minory" (I
trust I. E. A. will be merciful to the spelling), it is scarcely to be
distinguished from "zero."
CLASS LIST.
I.
GUY.
OLD CAT.
SEA-BREEZE.
II.
AYR.
BRADSHAW OF THE FUTURE.
F. LEE.
H. VERNON.
III.
CAT.
ANSWERS TO KNOT VI.
_Problem 1._--_A_ and _B_ began the year with only 1,000_l._ a-piece.
They borrowed nought; they stole nought. On the next New-Year's Day they
had 60,000_l._ between them. How did they do it?
_Solution._--They went that day to the Bank of England. _A_ stood in
front of it, while _B_ went round and stood behind it.
* * * * *
Two answers have been received, both worthy of much honour. ADDLEPATE
makes them borrow "0" and steal "0," and uses both cyphers by putting
them at the right-hand end of the 1,000_l._, thus producing 100,000_l._,
which is well over the mark. But (or to express it in Latin) AT SPES
INFRACTA has solved it even more ingeniously: with the first cypher she
turns the "1" of the 1,000_l._ into a "9," and adds the result to the
original sum, thus getting 10,000_l._: and in this, by means of the
other "0," she turns the "1" into a "6," thus hitting the exact
60,000_l._
CLASS LIST
I.
AT SPES INFRACTA.
II.
ADDLEPATE.
* * * * *
_Problem 2._--_L_ makes 5 scarves, while _M_ makes 2: _Z_ makes 4 while
_L_ makes 3. Five scarves of _Z_'s weigh one of _L_'s; 5 of _M_'s weigh
3 of _Z_'s. One of _M_'s is as warm as 4 of _Z_'s: and one of _L_'s as
warm as 3 of _M_'s. Which is best, giving equal weight in the result to
rapidity of work, lightness, and warmth?
_Answer._--The order is _M_, _L_, _Z_.
* * * * *
_Solution._--As to rapidity (other things being constant) _L_'s merit is
to _M_'s in the ratio of 5 to 2: _Z_'s to _L_'s in the ratio of 4 to 3.
In order to get one set of 3 numbers fulf
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