Hi Ed,
Whoops. I missed not one but two paths in the
cooperation maze. So, I have
now found the path:
AA-CI-KO-MO-CN-
KP-HI-AE-CM-OO-KN-FI- 
CE-AM-DE-AB-DI-JP-BM-NO-GO-HK- 
IP-DK-LL
It may not be the shortest.
Regards Chris

Here a solution of Maze from 12 May 2001
(Sorry for terrible English)
AA-CI-KO-MO-CN-AF-DN-LM-AI-AD-
BE-DM-NP-HP-FH-EN-MP-EM-EH-GP-
EL-DH-BD-AL-DD-CH-AP-IN-BK-CD-
BG-CO-DG-HH-FP-MN-BO-CG-EG-FO-
CE-AM-DE-AB-DI-JP-BM-NO-GO-HK-
IP-DK-LL
(52 movings total)
Best Regards, NorT (Eugene V. Bryzgalov)

I propose the following solution in 52 moves
 for the cooperation maze:
AA-CI-OK-MO-NC-FA-ND-ML-AI-DA- 
BE-DM-PN-HP-FH-NE-PM-ME-EH-GP- 
EL-HD-DB-LA-DD-CH-AP-IN-KB-CD- 
GB-OC-GD-HH-FP-NM-BO-CG-GE-OF- 
CE-AM-DE-BA-DI-PJ-MB-ON-GO-HK- 
PI-DK-LL
 Cheers,
 Luc Lornoy.

I've found a solution
AA-IC-KO-OM-CN-AF-DN-LM-IA-AD-
EB-MD-NP-PH-HF-EN-MP-EM-HE-PG-
LE-DH-BD-AL-DD-CH-AP-IN-KB-CD-
GB-OC-GD-HH-FP-NM-BO-CG-GE-OF-
CE-AM-DE-BA-II-PJ-MB-ON-GO-HK-
PI-DK-LL
Juan Montalvo Bressi 

May be cheating to use a program for these, but a 
slight tweak for my 1.0 solver gives me a solution 
for the second maze:
AA CI KO MO CN AF DN LM AI AD 
BE DM NP HP FH EN MP EM EH GP 
EL DH BD AL DD CH AP IN BK CD 
BG CO DG HH FP MN BO CG EG FO 
CE GK EO AM DE AB DI JP BM NO GO HK 
IP DK LL
Derek Westcott

---------------------- Probably wrong ------------------

Hi Ed,
Whoops. I missed not one but two paths in the
cooperation maze. So, I have
now found the path:
AA-CI-KO-MO-CN-
KP-HI-AE-CM-OO-KN-FI- 
CE-AM-DE-AB-DI-JP-BM-NO-GO-HK- 
IP-DK-LL
It may not be the shortest.
Regards Chris

Alright.  Now that school's out, I have far too much free time.  ::)
Anywho...
I didn't make a point of maintaining pointer order when I wrote
 down the solution.  Sorry.
AA CI KO MO CN AF DN ML AI AD
BE MD AN FC OH GG HC AP NI BK 
CD BG EF CO DK LL
 That's the last time I map out the whole maze.  Honest. 
 Until the next time.
- Matt Elder  (HappyMutant)