Escape Level : "The Wheels on the Bus go..." by N7DOT 2

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"The Wheels on the Bus go..." by N7DOT 2

added 23 Nov 2010 19:32

Solved 11/11

Cooked 0/11

Difficulty 3.18

Style 3.54

Rigidity 4.00

Shortest Solution
Name Speed Record

Length 205 moves

By Dave

On 25 Nov 2010 17:28

Comments (turn spoilers off)

14894 The Wheels on the Bus go... Dave (2400) Thu 25 Nov 2010 17:28 SPOILER

Added speedrun: 205 moves (old: 221).

14885 The Wheels on the Bus go... wowei (685) Wed 24 Nov 2010 18:19 SPOILER

Added speedrun: 221 moves (old: 307).

14873 The Wheels on the Bus go... Dave (2400) Tue 23 Nov 2010 21:05 SPOILER

Added speedrun: 307 moves (old: 341).

14871 The Wheels on the Bus go... N7DOT 2 (2486) Tue 23 Nov 2010 19:32

'The Wheels on the Bus go...' uploaded by N7DOT 2:
The wall in the middle is spinning, At speed of one revolution in approx. 16 moves.

Here are two cipher texts enciphered by the same cipher (it's a substitution cipher I made up, and the alphabet is different in each one):

#1:HIIRSRMSTTHIEESHEIHISRDHIGTTHI

#2:AGGDUUGMTHMDOSEOMLUSOMUAMOMG

They should be really hard to crack, if not impossible (I don't even know how to crack or even decode it, all I know is how to use it. I'm not a cryptanalyst though, but I might be able to crack simple substitution ciphers).

Enjoy.

Comments (turn spoilers off)

14894	The Wheels on the Bus go...	Dave (2400)	Thu 25 Nov 2010 17:28	SPOILER
	Added speedrun: 205 moves (old: 221).

14885	The Wheels on the Bus go...	wowei (685)	Wed 24 Nov 2010 18:19	SPOILER
	Added speedrun: 221 moves (old: 307).

14873	The Wheels on the Bus go...	Dave (2400)	Tue 23 Nov 2010 21:05	SPOILER
	Added speedrun: 307 moves (old: 341).

14871	The Wheels on the Bus go...	N7DOT 2 (2486)	Tue 23 Nov 2010 19:32
	'The Wheels on the Bus go...' uploaded by N7DOT 2: The wall in the middle is spinning, At speed of one revolution in approx. 16 moves. Here are two cipher texts enciphered by the same cipher (it's a substitution cipher I made up, and the alphabet is different in each one): #1:HIIRSRMSTTHIEESHEIHISRDHIGTTHI #2:AGGDUUGMTHMDOSEOMLUSOMUAMOMG They should be really hard to crack, if not impossible (I don't even know how to crack or even decode it, all I know is how to use it. I'm not a cryptanalyst though, but I might be able to crack simple substitution ciphers). Enjoy.