44P7.2: Difference between revisions
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m New page: {{oscillator|name=44P7.2|pname=44p7.2|c=44|p=7|bx=16|by=16|h=5.7|discoverer=David Buckingham|discoveryear=1977|animated=true|rle=true}} '''44P7.2''' is an unnamed period [[:Category:os... |
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{{oscillator|name=44P7.2|pname=44p7.2|c=44|p=7|bx=16|by=16|h=5.7|discoverer=David Buckingham|discoveryear=1977|animated=true|rle=true}} | {{oscillator|name=44P7.2|pname=44p7.2|c=44|p=7|bx=16|by=16|h=5.7|discoverer=David Buckingham|discoveryear=1977|animated=true|rle=true|life105=true|life106=true|plaintext=true}} | ||
'''44P7.2''' is an unnamed [[period]] [[:Category:oscillators with period 7|7]] [[oscillator]] discovered by [[David Buckingham]] on June 19, [[:Category:patterns found in 1977|1977]].<ref>{{CiteHickersonOscillators}}</ref> In [[generation]] 6 it supplies two accessible [[Polyomino#Dominoes|domino]] [[spark]]s, allowing this oscillator to be combined with other oscillators to form non-trivial oscillators of higher periods. | '''44P7.2''' is an unnamed [[period]] [[:Category:oscillators with period 7|7]] [[oscillator]] discovered by [[David Buckingham]] on June 19, [[:Category:patterns found in 1977|1977]].<ref>{{CiteHickersonOscillators}}</ref> In [[generation]] 6 it supplies two accessible [[Polyomino#Dominoes|domino]] [[spark]]s, allowing this oscillator to be combined with other oscillators to form non-trivial oscillators of higher periods. | ||
Revision as of 22:23, 5 July 2009
| 44P7.2 | |||||||
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| Pattern type | Oscillator | ||||||
|---|---|---|---|---|---|---|---|
| Number of cells | 44 | ||||||
| Bounding box | 16 × 16 | ||||||
| Period | 7 (mod: Unknown) | ||||||
| Heat | 5.7 | ||||||
| Volatility | Unknown | Unknown | ||||||
| Kinetic symmetry | Unspecified | ||||||
| Discovered by | David Buckingham | ||||||
| Year of discovery | 1977 | ||||||
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44P7.2 is an unnamed period 7 oscillator discovered by David Buckingham on June 19, 1977.[1] In generation 6 it supplies two accessible domino sparks, allowing this oscillator to be combined with other oscillators to form non-trivial oscillators of higher periods.
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