(anonymous)  •  log in  
Home   •   Rules   •   Objects   •   Census   •   Software   •   Syntheses   •   Statistics

ship-tie-boats fumarole (xp5_356o8gy0g8o653zy09cvwvc9)

#C [[ GRID THUMBLAUNCH THUMBSIZE 2 THEME Catagolue ]]
x = 1, y = 1, rule = B3/S23
b!
This pattern is an oscillator.
This pattern is periodic with period 5.
This pattern runs in standard life (b3s23).
The population fluctuates between 34 and 38.
This evolutionary sequence works in multiple rules, from b3aijqs2-n3-aeiy through to b2n34ceiqtz5-cjn6-n78s0234-aqr5-ainq6-a78.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all
#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xp5_356o8gy0g8o653zy09cvwvc9 costs 8 gliders (true).
#CLL state-numbering golly
x = 52, y = 65, rule = B3/S23
6bobo$7b2o$bo5bo$2bo$3o3$39bobo$3bo35b2o$4bo35bo$2b3o11$6bo$7bo$5b
3o17$22bo$20b2o$21b2o3$23b2o$22b2o$24bo15$50bo$49b2o$49bobo!

Sample occurrences

There are 1034 sample soups in the Catagolue:

Official symmetries

SymmetrySoupsSample soup links
C1 8 • • • • •   • • • 
C2_1 1 • 
C2_2 1 • 
C2_4 1 • 
C4_1 2 • • 
D2_+2 176 • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • 
D4_+2 99 • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • 
D4_+4 99 • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • 
D4_x1 1 • 
D8_4 49 • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • 
G1 8 • • • • •   • • • 
G2_4 2 • • 
H2_+2 61 • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • 
H4_+1 2 • • 
H4_+2 20 • • • • •   • • • • •   • • • • •   • • • • •  
H4_+4 22 • • • • •   • • • • •   • • • • •   • • • • •   • • 

Inflated symmetries

SymmetrySoupsSample soup links
iD2_+1 21 • • • • •   • • • • •   • • • • •   • • • • •   • 
iD2_+2 28 • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • 
iD4_+1 29 • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • 
iD4_+2 29 • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • 
iD4_+4 26 • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • 
iD8_1 47 • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • 
iD8_4 27 • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • 
iiD2_+1 6 • • • • •   • 
iiD2_+2 21 • • • • •   • • • • •   • • • • •   • • • • •   • 
iiD4_+1 17 • • • • •   • • • • •   • • • • •   • • 
iiD4_+2 14 • • • • •   • • • • •   • • • • 
iiD4_+4 22 • • • • •   • • • • •   • • • • •   • • • • •   • • 
iiD8_1 5 • • • • •  
iiD8_4 13 • • • • •   • • • • •   • • • 
iiH2_+1 1 • 
iiiD2_+1 15 • • • • •   • • • • •   • • • • •  
iiiD2_+2 13 • • • • •   • • • • •   • • • 
iiiD4_+1 28 • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • 
iiiD4_+2 29 • • • • •   • • • • •   • • • • •   • • • • •   • • • • •   • • • • 
iiiD4_+4 15 • • • • •   • • • • •   • • • • •  
iiiD8_1 7 • • • • •   • • 
iiiD8_4 10 • • • • •   • • • • •  

Unofficial symmetries

SymmetrySoupsSample soup links
10G_D2_+1_stdin 4 • • • • 
10G_D2_+2_stdin 1 • 
QuFince_stdin 23 • • • • •   • • • • •   • • • • •   • • • • •   • • • 
ikpx2_stdin 16 • • • • •   • • • • •   • • • • •   • 
mvr_catsoup_stdin 7 • • • • •   • • 
oscthread_stdin 2 • • 
ror_stdin_test 6 • • • • •   • 

Comments (4)

Displaying comments 1 to 4.

On 2021-03-11 at 12:32:20 UTC, Ignacy.Jackl wrote:

Fumarole with two boat-ship-ties.

On 2018-12-08 at 14:46:12 UTC, Someone wrote:

And now it's here!

On 2016-03-27 at 16:20:03 UTC, Xyowli wrote:

@below I want to find this in regular life so badly

On 2016-03-21 at 21:43:57 UTC, Someone wrote:

Common generator:

x = 13, y = 21, rule = B3/S23
4$5bo$4b3o$3bobo$3b2o3$2b2o$bo2bo$bo2bo$2b2o3$3b2o$3bobo$4b3o$5bo!

Please log in to post comments.

Catagolue — the largest distributed search of cellular automata.