Catacryst: Difference between revisions

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{{Pattern|name=Catacryst|pname=catacryst|c=58|bx=2555|by=1772|discoverer=Nick Gotts|discoveryear=2000|life105=true|life106=true|rle=true}}
{{Pattern|name=Catacryst|pname=catacryst|c=58|bx=2555|by=1772|discoverer=Nick Gotts|discoveryear=2000|life105=true|life106=true|rle=true}}
'''Catacryst''' is a [[:Category:Patterns with 58 cells|58]]-cell quadratic growth pattern found by [[:Category:Patterns found by Nick Gotts|Nick Gotts]] in April [[:Category:Patterns found in 2000|2000]]. This was formerly the smallest known pattern with superlinear growth, but has since been superseded by the related [[metacatacryst]] and [[26-cell quadratic growth]]. The catacryst consists of three [[ark|arks]] plus a [[glider]]-producing [[switch engine]]. It produces a [[block]]-laying switch engine every 47616 generations. Each block-laying switch engine has only a finite life, but the length of this life increases linearly with each new switch engine, so that the pattern overall grows quadratically, as an unusual type of MMS [[breeder]].
'''Catacryst''' is a [[:Category:Patterns with 58 cells|58]]-cell [[infinite growth#quadratic growth|quadratic growth]] pattern found by [[:Category:Patterns found by Nick Gotts|Nick Gotts]] in April [[:Category:Patterns found in 2000|2000]]. This was formerly the smallest known pattern with superlinear growth, but has since been superseded by the related [[metacatacryst]] and [[26-cell quadratic growth]]. The catacryst consists of three [[ark|arks]] plus a [[glider]]-producing [[switch engine]]. It produces a [[block]]-laying switch engine every 47616 generations. Each block-laying switch engine has only a finite life, but the length of this life increases linearly with each new switch engine, so that the pattern overall grows quadratically, as an unusual type of MMS [[breeder]].


==Image gallery==
==Image gallery==

Revision as of 14:05, 17 June 2011

Catacryst
x = 2555, y = 1772, rule = B3/S23 2350bo204b$2350bo204b$2348b2o205b$2347bo207b$2347bo207b$2347bo207b$ 2347bo207b6$2377bo177b$2376b2o177b$2374bo2bo177b2$2374bobo178b$2375bo 179b133$2552b2ob$2553b2o$2553bob29$2538bo16b$2537bobo15b$2539bo15b$ 2540bo14b1489$1201bo1353b$1201bo1353b$1202b2o1351b$1204bo1350b$1204bo 1350b$1204bo1350b$1204bo1350b17$1180b2o1373b$1182bo1372b$1182bo1372b$ 1183b4o1368b50$3bo2551b$2b2o2551b$o2bo2551b2$obo2552b$bo2553b11$30bo 2524b$30bo2524b$28b2o2525b$27bo2527b$27bo2527b$27bo2527b$27bo! #C [[ THUMBSIZE 2 THEME 6 GRID GRIDMAJOR 0 SUPPRESS THUMBLAUNCH ]]
Pattern type Miscellaneous
Number of cells 58
Bounding box 2555 × 1772
Static symmetry Unspecified
Discovered by Nick Gotts
Year of discovery 2000

Catacryst is a 58-cell quadratic growth pattern found by Nick Gotts in April 2000. This was formerly the smallest known pattern with superlinear growth, but has since been superseded by the related metacatacryst and 26-cell quadratic growth. The catacryst consists of three arks plus a glider-producing switch engine. It produces a block-laying switch engine every 47616 generations. Each block-laying switch engine has only a finite life, but the length of this life increases linearly with each new switch engine, so that the pattern overall grows quadratically, as an unusual type of MMS breeder.