ossible.

We have not yet been able to find a remedy for the remarkable practice
which prevails in some railways of sending a passenger, like a bank-note,
_cut in half_, for better security.

* * * * *

THE POLITICAL EUCLID.--NO. 2.

PROP. I.--PROBLEM.

_To describe an Independent Member upon a given indefinite line of
politics._

[Illustration: L]Let C R, or Conservative Reform, be the given indefinite
line--it is required to describe on C R an independent member.

[Illustration]

With the centre Reform, and at the distance of Conservatism, describe G B
and M--or Graham, Brougham, and Melbourne--the extremes of the Whig
Administration of 1834.

With the centre Conservatism, and at the distance of Reform, describe G B
and P--or Graham, Buckingham, and Peel--the extremes of the Tory
Administration of 1841.

From the point Graham, where the administrations cut one another, draw the
lines Graham and Reform, and Graham and Conservatism.

Then Graham and Conservative Reform is an independent member.

For because Reform was the centre of the Whig Administration, Graham,
Brougham, and Melbourne

Therefore Graham and Reform was the same as Reform with a shade
Conservatism.

And because Conservatism is the centre of the Tory Administration, Graham,
Buckingham, and Peel

Therefore Graham and Conservatism is the same as Conservatism with a shade
Reform

Therefore Graham and Conservatism is the same as Graham and Reform

Therefore Graham is either a Conservative or a Reformer, as the case may
require.

And therefore he is a Conservative Reformer--

Wherefore, having three sides, which are all the same to him--viz. Reform,
Conservatism, and himself--he is an independent member, and has been
described as a Conservative Reformer.

_Quod erat_ double-_face-iendum_.

PROP. II.--PROBLEM.

_From a given point to draw out a Radical Member to a given length._

Let A or his ancestors be the given point, and an A s s the given length;
it is required to draw out upon the point of his ancestors a Radical
member equal to an A s s.

[Illustration]

Connect the A s s with A, his ancestors.

On the A s s and A his ancestors, describe an independent member S R I,
Sir Robert Inglis.

Then with S R I, Sir Robert Inglis, draw out the A s s to G L and S A, or
great literary and scientific attainments.

And with S R I, Sir Robert Inglis, let R Roebuck, be got into a l