Solver Statistics - Aymeric
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Revision as of 18:04, 14 March 2019 by Matthias Meger (Talk | contribs)
Summary of the Aymeric level set
Each solver is tested separately to ensure that they don't compete for system resources.
Though some people might be interested in how long it takes to solve a given level and/or how good the solution is (optimal or not),
this summary disregards all timing associated with solving the levels and solution statistics.
These tests are mainly for gauging solvability, not timing nor how good the solution is.
All solvers combined solved 282 of 282 levels.
All solvers 100%
A note about the level set being tested:
The Aymeric Du Peloux collection set is made up of these collections: (and in this order)
COSMONOTES ( 20 levels) COSMOPOLY ( 22 levels) LOMA (100 levels) -- this is a collection by many authors. MicroCosmos ( 40 levels) MiniCosmos ( 40 levels) NaboKosmos ( 40 levels) PicoKosmos ( 20 levels)