############################################################################# ## ## This file is part of GAP, a system for computational discrete algebra. ## This file's author is Alexander Hulpke ## ## Copyright of GAP belongs to its developers, whose names are too numerous ## to list here. Please refer to the COPYRIGHT file for details. ## ## SPDX-License-Identifier: GPL-2.0-or-later ## ## Pre-computed confluent rewriting systems for certain simple groups, ## that are not too large, but for which the calculation is slow. ## They have been created by the function `SplitBNRewritingPresentation`, ## typically with `weyl` and `borel` hand-selected and not computed by the ## generic routine. This data could be verified by calling ## `IsomorphismFpGroupForRewriting` on the respective simple group (which ## will fetch the data from this file) and verifying that the associated ## monoid presentation matches the generators, and is confluent. ## They will be interpreted by the function `BuildRewritingFromData`. ## The creator function `ConfluentRewritingData` is in a comment ## in `lib.grpfpiso.gi`. 25308 ,"L" ,[2 ,37 ],"L2(37)" ],3 ,21 )(4 ,22 )(5 ,23 )(6 ,24 )(7 ,25 )(8 ,26 )(9 ,27 )(10 ,28 )(11 ,29 )(12 ,30 )13 ,31 )(14 ,32 )(15 ,33 )(16 ,34 )(17 ,35 )(18 ,36 )(19 ,37 )(20 ,38 ),3 ,35 ,31 ,27 ,23 ,19 ,15 ,11 ,7 )(4 ,36 ,32 ,28 ,24 ,20 ,16 ,12 ,8 )(5 ,37 ,33 ,29 ,25 ,21 ,17 ,13 ,9 )(6 ,38 ,34 ,30 ,26 ,22 ,18 ,14 ,10 ),3 ,27 ,15 )(4 ,28 ,16 )(5 ,29 ,17 )(6 ,30 ,18 )(7 ,31 ,19 )(8 ,32 ,20 )(9 ,33 ,21 )10 ,34 ,22 )(11 ,35 ,23 )(12 ,36 ,24 )(13 ,37 ,25 )(14 ,38 ,26 ),2 ,37 ,38 ,27 ,3 ,24 ,28 ,33 ,4 ,17 ,25 ,31 ,29 ,12 ,34 ,14 ,5 ,8 ,18 ,36 ,26 ,23 ,32 ,16 ,30 ,11 ,13 ,7 ,35 ,22 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