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| This is a '''list of the most [[common]] [[spaceship]]s''' in the [[Conway's Game of Life|Game of Life]], specifically [[Catagolue]]'s B3/S23/[[symmetry|C1]] census. The patterns in this table beyond row 4 are only approximately ranked, as they all occur very infrequently so it is difficult to generate accurate estimates of their occurrence. The minimum known [[glider synthesis]], as of July 2019, of each spaceship is also displayed. The '''approximate relative frequency''' column gives an estimate of the proportion of all randomly-occurring spaceships that will be of the given type.
| | #REDIRECT [[List of natural spaceships]] |
| | |
| {| class="wikitable"
| |
| |-
| |
| ! Rank
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| ! Pattern
| |
| ! [[Period]]
| |
| ! [[Heat]]
| |
| ! [[Speed]]
| |
| ! Minimum # of [[cell]]s
| |
| ! [[Glider synthesis|Glider cost]]
| |
| ! Approximate relative frequency (out of 1.00)
| |
| |-
| |
| ! 1
| |
| | [[Glider]]
| |
| | {{periodS|4|brief}}
| |
| | 4
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| | [[c/4 diagonal]]
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| | 5
| |
| | {{gliders|2|brief}}
| |
| | 0.9981
| |
| |-
| |
| ! 2
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| | [[Lightweight spaceship]]
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| | 4
| |
| | 11
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| | [[c/2 orthogonal|2c/4 orthogonal]]
| |
| | 9
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| | {{gliders|3|brief}}
| |
| | 0.001491
| |
| |-
| |
| ! 3
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| | [[Middleweight spaceship]]
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| | 4
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| | 15
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| | 2c/4 orthogonal
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| | 11
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| | 3
| |
| | 0.0003842
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| |-
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| ! 4
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| | [[Heavyweight spaceship]]
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| | 4
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| | 19
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| | 2c/4 orthogonal
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| | 13
| |
| | 3
| |
| | 0.00006676
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| |-
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| ! 5
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| | [[MWSS on MWSS 1]]
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| | 4
| |
| | 29
| |
| | 2c/4 orthogonal
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| | 20
| |
| | {{gliders|5|brief}}
| |
| | 1.874×10<sup>-10
| |
| |-
| |
| ! 6
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| | [[HWSS on HWSS 1]]
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| | 4
| |
| | 36
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| | 2c/4 orthogonal
| |
| | 22
| |
| | {{gliders|7|brief}}
| |
| | 5.574×10<sup>-11
| |
| |-
| |
| ! 7
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| | [[LWSS on MWSS 1]]
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| | 4
| |
| | 26.5
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| | 2c/4 orthogonal
| |
| | 20
| |
| | 7
| |
| | 2.324×10<sup>-11
| |
| |-
| |
| ! 8
| |
| | {{LinkCatagolue|xq4_0791h1az8smec|patternname=LWSS on MWSS 2|style=raw}}
| |
| | 4
| |
| | 26.5
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| | 2c/4 orthogonal
| |
| | 23
| |
| | {{gliders|6|brief}}
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| | 1.776×10<sup>-11
| |
| |-
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| ! 9
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| | [[LWSS on HWSS 1]]
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| | 4
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| | 29
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| | 2c/4 orthogonal
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| | 20
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| | 7
| |
| | 1.660×10<sup>-11
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| |-
| |
| ! 10
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| | {{LinkCatagolue|xq4_27du6ze98885|patternname=LWSS on MWSS 3|style=raw}}
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| | 4
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| | 26
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| | 2c/4 orthogonal
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| | 23
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| | 7
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| | 8.273×10<sup>-12
| |
| |-
| |
| ! 11
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| | {{LinkCatagolue|xq4_06eed72zaghgis|patternname=MWSS on MWSS 4|style=raw}}
| |
| | 4
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| | 30
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| | 2c/4 orthogonal
| |
| | 26
| |
| | 7
| |
| | 6.541×10<sup>-12
| |
| |-
| |
| ! 12
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| | {{LinkCatagolue|xq4_27dumze988885|patternname=LWSS on HWSS 7|style=raw}}
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| | 4
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| | 29.5
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| | 2c/4 orthogonal
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| | 25
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| | 7
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| | 3.283×10<sup>-12
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| |-
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| ! 13
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| | {{LinkCatagolue|xq4_6ed72z6777be4|patternname=LWSS on HWSS 2|style=raw}}
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| | 4
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| | 29
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| | 2c/4 orthogonal
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| | 20
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| | 7
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| | 2.689×10<sup>-12
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| |-
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| ! 14
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| | {{LinkCatagolue|xq4_27de6zw8smeeec|patternname=LWSS on HWSS 3|style=raw}}
| |
| | 4
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| | 30.5
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| | 2c/4 orthogonal
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| | 22
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| | 6
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| | 2.430×10<sup>-12
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| |-
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| ! 15
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| | {{LinkCatagolue|xq4_27due6ze98885|patternname=MWSS on MWSS 5|style=raw}}
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| | 4
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| | 29.5
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| | 2c/4 orthogonal
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| | 26
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| | 7
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| | 2.172×10<sup>-12
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| |-
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| ! rowspan= "2"|16
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| | {{LinkCatagolue|xq4_027deee6z8smec|patternname=LWSS on HWSS 4|style=raw}}
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| | 4
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| | 31
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| | 2c/4 orthogonal
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| | 22
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| | 6
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| | 1.913×10<sup>-12
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| |-
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| | {{LinkCatagolue|xq4_677be4zx48889e|patternname=MWSS on MWSS 3|style=raw}}
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| | 4
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| | 30
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| | 2c/4 orthogonal
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| | 24
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| | 7
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| | 1.913×10<sup>-12
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| |-
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| ! 18
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| | {{LinkCatagolue|xq4_27de6z8smeeec|patternname=LWSS on HWSS 5|style=raw}}
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| | 4
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| | 31
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| | 2c/4 orthogonal
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| | 22
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| | 7
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| | 1.887×10<sup>-12
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| |-
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| ! 19
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| | {{LinkCatagolue|xq4_27dee6zw4eb776|patternname=MWSS on MWSS 2|style=raw}}
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| | 4
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| | 29
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| | 2c/4 orthogonal
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| | 20
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| | 7
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| | 1.603×10<sup>-12
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| |-
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| ! 20
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| | {{LinkCatagolue|xq4_27dee6z4eb7776|patternname=MWSS on HWSS 2|style=raw}}
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| | 4
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| | 33.5
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| | 2c/4 orthogonal
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| | 22
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| | 7
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| | 1.577×10<sup>-12
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| |-
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| ! 21
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| | {{LinkCatagolue|xq4_06eeed72zcems8|patternname=LWSS on HWSS 6|style=raw}}
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| | 4
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| | 31
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| | 2c/4 orthogonal
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| | 22
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| | 7
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| | 1.422×10<sup>-12
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| |-
| |
| ! 22
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| | {{LinkCatagolue|xq4_sighgazz791hh1a|patternname=MWSS on HWSS 6|style=raw}}
| |
| | 4
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| | 35
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| | 2c/4 orthogonal
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| | 24
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| | 7
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| | 1.008×10<sup>-12
| |
| |-
| |
| ! 23
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| | {{LinkCatagolue|xq4_6eeed72zaghgis|patternname=MWSS on HWSS 10|style=raw}}
| |
| | 4
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| | 33.5
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| | 2c/4 orthogonal
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| | 27
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| | 7
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| | 9.824×10<sup>-13
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| |-
| |
| ! 24
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| | {{LinkCatagolue|xq4_0791hh1az8smeec|patternname=MWSS on HWSS 12|style=raw}}
| |
| | 4
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| | 34
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| | 2c/4 orthogonal
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| | 28
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| | 7
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| | 7.756×10<sup>-13
| |
| |-
| |
| ! 25
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| | {{LinkCatagolue|xq4_06eeed72z677be4|patternname=MWSS on HWSS 3|style=raw}}
| |
| | 4
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| | 33.5
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| | 2c/4 orthogonal
| |
| | 22
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| | 7
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| | 7.497×10<sup>-13
| |
| |-
| |
| ! 26
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| | {{LinkCatagolue|xq4_6eed72zaghhgis|patternname=MWSS on HWSS 14|style=raw}}
| |
| | 4
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| | 34
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| | 2c/4 orthogonal
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| | 28
| |
| | 7
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| | 6.980×10<sup>-13
| |
| |-
| |
| ! rowspan= "2"|27
| |
| | {{LinkCatagolue|xq4_0aghhgiszza1h197|patternname=MWSS on HWSS 8|style=raw}}
| |
| | 4
| |
| | 34.5
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| | 2c/4 orthogonal
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| | 24
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| | 7
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| | 6.205×10<sup>-13
| |
| |-
| |
| | {{LinkCatagolue|xq4_aghgiszza1hh197|patternname=MWSS on HWSS 7|style=raw}}
| |
| | 4
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| | 35
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| | 2c/4 orthogonal
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| | 24
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| | 7
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| | 6.205×10<sup>-13
| |
| |-
| |
| ! 29
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| | {{LinkCatagolue|xq4_27dee6zx8smeeec|patternname=MWSS on HWSS 4|style=raw}}
| |
| | 4
| |
| | 34.5
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| | 2c/4 orthogonal
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| | 24
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| | 7
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| | 5.946×10<sup>-13
| |
| |-
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| ! 30
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| | {{LinkCatagolue|xq4_0sighhgazz791h1a|patternname=MWSS on HWSS 5|style=raw}}
| |
| | 4
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| | 34.5
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| | 2c/4 orthogonal
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| | 24
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| | 7
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| | 5.429×10<sup>-13
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| |-
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| ! 31
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| | [[MWSS on HWSS 1]]
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| | 4
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| | 33
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| | 2c/4 orthogonal
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| | 22
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| | 7
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| | 4.653×10<sup>-13
| |
| |-
| |
| ! rowspan= "2"|32
| |
| | {{LinkCatagolue|xq4_02111197zcssqe4|patternname=MWSS on HWSS 9|style=raw}}
| |
| | 4
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| | 32.5
| |
| | 2c/4 orthogonal
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| | 25
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| | 7
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| | 4.395×10<sup>-13
| |
| |-
| |
| | {{LinkCatagolue|xq4_27duee6ze98885|patternname=MWSS on HWSS 11|style=raw}}
| |
| | 4
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| | 33.5
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| | 2c/4 orthogonal
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| | 28
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| | 7
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| | 4.395×10<sup>-13
| |
| |-
| |
| ! 34
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| | {{LinkCatagolue|xq4_27duu6ze988885|patternname=MWSS on HWSS 13|style=raw}}
| |
| | 4
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| | 33.5
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| | 2c/4 orthogonal
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| | 28
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| | 7
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| | 3.878×10<sup>-13
| |
| |-
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| ! 35
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| | [[Coe ship]]
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| | {{periodS|16|brief}}
| |
| | 38
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| | 8c/16 orthogonal
| |
| | 28
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| | 7
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| | 3.361×10<sup>-13
| |
| |-
| |
| ! rowspan= "3"|36
| |
| | {{LinkCatagolue|xq4_06eeed72zaghhgis|patternname=HWSS on HWSS 8|style=raw}}
| |
| | 4
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| | 37
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| | 2c/4 orthogonal
| |
| | 29
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| | 7
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| | 2.327×10<sup>-13
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| |-
| |
| | {{LinkCatagolue|xq4_27duue6ze988885|patternname=HWSS on HWSS 7|style=raw}}
| |
| | 4
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| | 37
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| | 2c/4 orthogonal
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| | 29
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| | 7
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| | 2.327×10<sup>-13
| |
| |-
| |
| | {{LinkCatagolue|xq4_aghhgiszzwa1hh197|patternname=HWSS on HWSS 5|style=raw}}
| |
| | 4
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| | 39
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| | 2c/4 orthogonal
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| | 26
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| | 7
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| | 2.327×10<sup>-13
| |
| |-
| |
| ! rowspan= "2"|39
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| | {{LinkCatagolue|xq4_0aghhgiszza1hh197|patternname=HWSS on HWSS 4|style=raw}}
| |
| | 4
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| | 39
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| | 2c/4 orthogonal
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| | 26
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| | 6
| |
| | 1.551×10<sup>-13
| |
| |-
| |
| | {{LinkCatagolue|xq4_27deee6zw4eb7776|patternname=HWSS on HWSS 2|style=raw}}
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| | 4
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| | 36
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| | 2c/4 orthogonal
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| | 22
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| | 7
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| | 1.551×10<sup>-13
| |
| |-
| |
| ! 41
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| | {{LinkCatagolue|xq4_a1hh197zx6777be4|patternname=HWSS on HWSS 9|style=raw}}
| |
| | 4
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| | 37
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| | 2c/4 orthogonal
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| | 30
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| | 7
| |
| | 1.034×10<sup>-13
| |
| |-
| |
| ! rowspan= "2"|42
| |
| | {{LinkCatagolue|xq4_027deee6zsighhga|patternname=HWSS on HWSS 6|style=raw}}
| |
| | 4
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| | 37
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| | 2c/4 orthogonal
| |
| | 29
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| | 7
| |
| | 2.585×10<sup>-14
| |
| |-
| |
| | [[Schick engine]]
| |
| | {{periodS|12|brief}}
| |
| | 43.2
| |
| | 6c/12 orthogonal
| |
| | 39
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| | {{gliders|10|brief}}
| |
| | 2.585×10<sup>-14
| |
| |-
| |
| |}
| |
| | |
| ==See also==
| |
| *[[Common]]
| |
| *[[Frequency class]]
| |
| *[[List of common still lifes]]
| |
| *[[List of common oscillators]]
| |
| *[[List of common spaceships in HighLife]]
| |
| | |
| [[Category:Lists of patterns]]
| |