# No help needed, just a pun I wrote

• November 7th 2011, 01:16 AM
SlipEternal
No help needed, just a pun I wrote
Hello everyone,

No help needed here. Just wanted to offer up a math pun to anyone who enjoys them.

--SlipEternal
• November 7th 2011, 08:23 AM
Soroban
Re: No help needed, just a pun I wrote

$(2B) \vee (\sim 2B)$

• November 19th 2011, 10:09 AM
Deveno
Re: No help needed, just a pun I wrote
suppose we have a category: OR (for outrageous fortune). we shall define the objects of this category to be "slings", as a certain primitive undefined concept. suppose further than we have a partial order defined on any sling, ≤, which we shall call "nobility". now, if we have two slings, designated by M (mind) and S (suffer), we might well ask if the partial order on slings induces a partial order on the morphisms, that is, given two morphisms f,g:M-->S if it makes sense to ask
if f ≤ g, or:

whether 'tis nobler in the mind to suffer, the slings and arrows of outrageous fortune.
• November 19th 2011, 07:55 PM
CaptainBlack
Re: No help needed, just a pun I wrote
Quote:

Originally Posted by Deveno
suppose we have a category: OR (for outrageous fortune). we shall define the objects of this category to be "slings", as a certain primitive undefined concept. suppose further than we have a partial order defined on any sling, ≤, which we shall call "nobility". now, if we have two slings, designated by M (mind) and S (suffer), we might well ask if the partial order on slings induces a partial order on the morphisms, that is, given two morphisms f,g:M-->S if it makes sense to ask
if f ≤ g, or:

whether 'tis nobler in the mind to suffer, the slings and arrows of outrageous fortune.

This would be funnier if you did not include the last line, better to leave them laughing or scratching their heads.

CB