Received: from lcs.mit.edu (CHAOS 15044) by AI.AI.MIT.EDU; 8 Jan 90 23:28:36 EST Received: from sunic.sunet.se by mintaka.lcs.mit.edu id aa10291; 8 Jan 90 23:25 EST Received: from kuling.DoCS.UU.SE by sunic.sunet.se (5.61+IDA/KTH/LTH/1.106) id AAsunic01708; Tue, 9 Jan 90 04:34:27 +0100 Received: by kuling.DoCS.UU.SE (VAX11/750, BSD UNIX 4.2) with sendmail 5.59++/ICU/IDA-1.2.5 id AA04286; Tue, 9 Jan 90 04:34:17 +0100 Date: Tue, 9 Jan 90 04:34:17 +0100 From: Per Starb{ck Message-Id: <9001090334.AA04286@kuling.DoCS.UU.SE> To: pbeck@pica.army.mil, CUBE-LOVERS@ai.ai.mit.edu In-Reply-To: Peter Beck's message of Mon, 8 Jan 90 11:31:19 EST Subject: CFF pbeck> FEEDBACK PLEASE: Is anybody out there interested in my continuing to pbeck> post the CFF table of contents? 1 yes and I will continue, none pbeck> and I will stop. I'm interested. Thanks a lot! pbeck> SUBJECT : Review of "Cubism For Fun" newsletter issue #22, DEC 89; pbeck> 1.. The table of contents for issue # 22, DEC 89 follows: - - - pbeck> RUBIK'S CUBE IN 44 MOVES: HANS KLOOSTERMAN I guess that's on an algorithm to always solve the cube in at most 44 moves. Is that right? Is that the best known algorithm (best = has minimum maximum number of moves)? Singmaster gives a broad outline of Thistlethwaite's algorithm in his "Notes on Rubik's 'Magic Cube'". That algorithm would always solve it in 52 moves, and I know that has been improved to 50 moves. Is this new algorithm something like Thistlethwaite's algorithm or is it working in a different way? pbeck> OR -- Per Starback email: starback@kuling.Docs.UU.SE Flogstav. 71 C:313 S-752 63 UPPSALA SWEDEN Quote: "Life is but a gamble! Let flipism chart your ramble!"