You are given a round ball and a marker pen. Your task is to draw $K_8-C_4$ on the ball – the complete graph on 8 vertices labelled 0 to 7, but with the edges 0-1,1-2,2-3,3-0 removed, thus 24 edges – such that no two edges cross except at up to two designated crossing points.
Any number of edges ...
The answer is a single word (11 letters long).
[]
[] [][]
[] [][] [][] [][][][][][][]
[][][][][][][][][] [] [][]
My, my - it's a maze made up of Mr. Men! (The British children's book characters originally created by Roger Hargreaves.)
Images courtesy of mrmen.fandom.com
Make the most of the following clues to uncover the path through the maze from IN to OUT, travelling orthogonally one space at a time. Doi...
Take for example, this clue:
Base 8, which is not drunk, lost 'als', and became this month. (7)
Where the solution would be:
Would this be acceptable? What about if this month was part of the wordplay instead, indicating October (this month)?
Another example could be:
Paper from book, with '...
Call me George
Remove my first, and you'll get old cattle
Remove my second, and you'll start to be right
Remove my third, and you'll find yourself
Remove my last, and nothing is left
$\int ln(x^\pi) \,dx$ @ $(-1,\pi)$
(4.03335, 3.80018)
(3.55573, 3.80018)
(2.71828, 3.55573)
(3.80018, 2.71828)
(2.71828, 4.25722)
(4.68249, 3.80018)
(4.88585, 3.55573)
(3.29721, 2.71828)
| 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
0 | A | B | C | D | E | F | G | H | I | J |
1 | K | L | M | N | ...
