Just Friends (B2-a/S12)

[breaker's glider gun]

Period-doubling big glider to glider 90-degree reflector:

Code: Select all

x = 75, y = 74, rule = B2-a/S12
bo$bo$2obo$3bo$2bo45$50bo$48b3o$52bo$50b2o15$59b2o$60bo$57b2o7bo$58bo
8b5o$64b2o6b3o$67bo2bo$67bo2bo!

0-degrees

Code: Select all

x = 32, y = 25, rule = B2-a/S12
2bo17bo9bo$3o16b2o9b2o$4bo17bo5bo$2b2o17b2o5b2o15$11b2o$12bo$9b2o7bo$
10bo8b2o$16b2o$19bo$19bo!

but it makes a domino

[confocaloid]

0-degrees

Code: Select all

x = 32, y = 25, rule = B2-a/S12
2bo17bo9bo$3o16b2o9b2o$4bo17bo5bo$2b2o17b2o5b2o15$11b2o$12bo$9b2o7bo$
10bo8b2o$16b2o$19bo$19bo!

but it makes a domino

Works as a quadrupling converter:

Code: Select all

x = 73, y = 92, rule = B2-a/S12
59bo$58b3o$62bo$58b3o$53bo3$58bobo9$51bo$49bo$53b2o$49bo$51bo$31b4o$
31bo2bo$51bo$30bobo18bo2$54bo5bo$54bo5bo$29bo24b2o$29bo2$60bo$59bob3o$
59bo3bo$63bo8$45b2o$51b2o$19bo$14b2o3bo25bobo$14b5o$12b2o31bo$13bo$13b
o4b2o6$40bo$38b3o$42bo$obo2bo34b2o19bo9bo$5bo54b2o9b2o$2bo60bo5bo$62b
2o5b2o$35bo$35bo$4bo3bobo$4bo5bo$34bo$13bo$13bo17bobo4bo2$31b2o$12bo$
14bo$10bo4bo$14bo$12bo$52b2o$53bo$50b2o7bo$51bo8b2o$57b2o$60bo$60bo2$
5bo$4bobo2$3bo3bo2b2o$2bo5bo$3bo3bo2$5bo!

[Freywa]

New SKOP22 by 1 cell, adapted from this soup:

Code: Select all

x = 13, y = 10, rule = B2-a/S12
9bo$9bo$6b2o$8b4o2$10bo$b2o3bobobo$6bo$4o5bob2o$9bo!

[GUYTU6J]

Can you find more compatible drifter components?

This is how I analyse drifter components.

Code: Select all

#C State 3 for start and end,
#C state 4 for signal cell,
#C state 9 and 11 for horizontal and vertical chain segments.
x = 296, y = 48, rule = B2-a/S12Super
269.2C2$267.C.C$267.C.C$229.C2.C31.2C.C.C.2C$194.2C33.C2.C$231.C34.3C
D3C.C$192.C.C32.3C.C.2C29.2C3.C4.C$192.C.C36.C5.4C26.C6.C.5I$154.C2.C
31.2C.C.C.2C27.C.3C.DC34.C4.C$119.2C33.C2.C67.C5.C3.2C2.C30.C.C.3I2.K
$156.C34.3CD3C.C29.C.C7.C30.C8.K$117.C.C32.3C.C.2C29.2C3.C4.C29.C.C2.
2C3.C28.C5.2I3.K$117.C.C36.C5.4C26.C6.C.5I33.C.5I22.C10.K.5I$79.C2.C
31.2C.C.C.2C27.C.3C.DC34.C4.C33.3C.K.K30.C.4C.K.K$44.2C33.C2.C67.C5.C
3.2C2.C30.C.C.3I2.K30.K.K.3I2.K23.C6.K.K.3I2.K$81.C34.3CD3C.C29.C.C7.
C30.C8.K28.K.K8.K28.K.K8.K$42.C.C32.3C.C.2C29.2C3.C4.C29.C.C2.2C3.C
28.C5.2I3.K28.K5.2I3.K28.K5.2I3.K$42.C.C36.C5.4C26.C6.C.5I33.C.5I22.C
10.K.5I22.K10.K.5I22.K10.K.5I$4.C2.C31.2C.C.C.2C27.C.3C.DC34.C4.C33.
3C.K.K30.C.4C.K.K30.K.4I.K.K30.K.4I.K.K$4.C2.C67.C5.C3.2C2.C30.C.C.3I
2.K30.K.K.3I2.K23.C6.K.K.3I2.K23.K6.K.K.3I2.K23.K6.K.K.3I2.K$6.C34.3C
D3C.C29.C.C7.C30.C8.K28.K.K8.K28.K.K8.K28.K.K8.K28.K.K8.K$2.3C.C.2C
29.2C3.C4.C29.C.C2.2C3.C28.C5.2I3.K28.K5.2I3.K28.K5.2I3.K28.K5.2I3.K
28.K5.2I3.K$6.C5.4C26.C6.C.5I33.C.5I22.C10.K.5I22.K10.K.5I22.K10.K.5I
22.K10.K.5I22.K10.K.5I$C.3C.DC34.C4.C33.3C.K.K30.C.4C.K.K30.K.4I.K.K
30.K.4I.K.K30.K.4I.K.K30.K.4I.K.K$C5.C3.2C2.C30.C.C.3I2.C30.K.K.3I2.C
23.C6.K.K.3I2.C23.K6.K.K.3I2.C23.K6.K.K.3I2.C23.K6.K.K.3I2.C23.K6.K.K
.3I2.C$4.C.C7.C30.C8.C28.K.K8.C28.K.K8.C28.K.K8.C28.K.K8.C28.K.K8.C
28.K.K8.C$4.C.C2.2C3.C28.C5.2I3.C28.K5.2I3.C28.K5.2I3.C28.K5.2I3.C28.
K5.2I3.C28.K5.2I3.C28.K5.2I3.C$14.C28.C10.C28.K10.C28.K10.C28.K10.C
28.K10.C28.K10.C28.K10.C$6.3C.C.C.C28.C.4C.C.C.C28.K.4I.C.C.C28.K.4I.
C.C.C28.K.4I.C.C.C28.K.4I.C.C.C28.K.4I.C.C.C28.K.4I.C.C.C$10.C.C30.C
6.C.C30.K6.C.C30.K6.C.C30.K6.C.C30.K6.C.C30.K6.C.C30.K6.C.C$7.2C.C.C.
2C31.2C.C.C.2C31.2C.C.C.2C31.2C.C.C.2C31.2C.C.C.2C31.2C.C.C.2C31.2C.C
.C.2C31.2C.C.C.2C2$5.C.3CD3C31.C.3CD3C31.C.3CD3C31.C.3CD3C31.C.3CD3C
31.C.3CD3C31.C.3CD3C31.C.3CD3C$5.C4.C3.2C29.C4.C3.2C29.C4.C3.2C29.C4.
C3.2C29.C4.C3.2C29.C4.C3.2C29.C4.C3.2C29.C4.C3.2C$5.C6.C32.C6.C32.C6.
C32.C6.C32.C6.C32.C6.C32.C6.C32.C6.C$12.C39.C39.C39.C39.C39.C39.C39.C
7$9.D.3D33.3D.3D33.3D.3D33.3D.D35.3D.3D33.3D.3D33.D.D.3D33.D.D.3D$9.D
.D.D35.D3.D35.D3.D35.D.D37.D.D37.D.D.D33.D.D3.D33.D.D3.D$9.D.3D33.3D.
3D33.3D3.D33.3D.D35.3D.3D33.3D.3D33.3D.3D33.3D3.D$9.D3.D33.D5.D33.D5.
D35.D.D37.D3.D35.D3.D35.D3.D35.D3.D$9.D.3D33.3D.3D33.3D3.D33.3D.D35.
3D.3D33.3D.3D35.D.3D35.D3.D!

The base case is a 19-tick turn-without-flip component, and adding a turn-with-flip segment adds 4 ticks to duration. What were described as "a 27-generation 90 degree turn component and a 23-generation flipping component" by Dean Hickerson are simply the second and third instance of this family. (And they didn't realize that the casing/rotor can be reduced.) Signals travel at (5,5)c/8 in a diagonal wire with repeat time 8 (not 13, which is a limitation on the 19-tick turn part).

The smallest drifter loop is, of course, the following p19:

Code: Select all

x = 24, y = 24, rule = B2-a/S12
4bo7bo2bo$4bob5obo2bo$4bo9bo$4bo5b3obob2o$6bo7bo5b4o$6bobob3ob2o$3bo4b
o5bo3b2o2bo$3bo6bobobo7bo$2o3bo4bobobo2b2o3bo$2b7obo11bo$14b3obobobo$
2obobob2o9bobo$3bobo9b2obobob2o$bobobob3o$bo11bob7o$bo3b2o2bobobo4bo3b
2o$bo7bobobo6bo$bo2b2o3bo5bo4bo$8b2ob3obobo$4o5bo7bo$6b2obob3o5bo$9bo
9bo$8bo2bob5obo$8bo2bo7bo!

To construct a p13 drifter loop, I solve 19*4+4*4x=13y and get x=5, y=12, which corresponds to

Code: Select all

x = 99, y = 49, rule = B2-a/S12Super
4.C7.C2.C38.A7.A2.A$4.C.5C.C2.C38.A.5A.A2.A$4.C9.C39.A7.B.A$4.C5.3C.C
.2C36.A.4B3A3B2A$6.C7.C5.4C32.A.2B3.3B4.4A$6.C.C.3C.DC40.A.A.3A3B$3.C
4.C5.C3.2C2.C30.A2.2BA5.B.2B2AB.A$3.C6.C.C.C7.C30.A2.B3.A.A.A2.B2.B.A
$2C3.C4.C.C.C2.2C3.C27.2A.2BA4.A.A.A2.2A2B.A$2.3CD3C.C11.C.5I23.7A.A
8.2B.A.5A$14.3C.K.K32.3B8.3A.A.B$2C.C.C.2C9.K.K.3I2.K22.4A.A.2A9.A.AB
3AB.A$3.C.C6.K.E.K.K8.K25.A.A6.A.A.A.A.AB3.B.A$.C.C.C.4I.K.E.K5.2I3.K
23.A.B.A.4A.A.A.A.6A2B.A$.C10.K3.K10.K.5I17.A.BAB6.A3.A6.3B.A.5A$.C3.
2I5.K3.K.4I.K.K25.A.2B2A4B.A3.A.4A.A.A$.C8.K.K3.K6.K.K.3I2.K18.A.B3.
2B.A.A3.A6.A.AB3AB.A$.C2.3I.K.K6.K3.K.K8.K18.A.B3ABA.A6.A3.A.A.2B3.A.
A$8.K.K.4I.K3.K5.2I3.K25.A.A.4A.A3.A.4BABAB.A$5I.K10.K3.K10.K.5I11.5A
.A.2BA6.A3.A6.3B.A.5A$6.K3.2I5.K3.K.4I.K.K25.A.3BA4B.A3.A.4A.A.A$6.K
8.K.K3.K6.K.K.3I2.K18.A.B3.2A.A.A3.A6.A.5AB.A$6.K2.3I.K.K6.K3.K.K8.K
18.A.B3ABA.A6.A3.A.A.2B3.B.A$13.K.K.4I.K3.K5.2I3.K25.A.A.4A.A3.A.4B2A
2B.A$5.5I.K10.K3.K10.K.5I11.5A.A.3B6.A3.A6.3B.A.5A$11.K3.2I5.K3.K.4I.
K.K25.A.2B2A4B.A3.A.4A.A.A$11.K8.K.K3.K6.K.K.3I2.K18.A.B3.2B.A.A3.A6.
A.AB3AB.A$11.K2.3I.K.K6.K3.K.K8.K18.A.B5A.A6.A3.A.A.2A3.B.A$18.K.K.4I
.K3.K5.2I3.K25.A.A.4A.A3.A.4BA3B.A$10.5I.K10.K3.K10.K.5I11.5A.A.3B6.A
3.A6.A2B.A.5A$16.K3.2I5.K3.K.4I.K.K25.A.BABA4B.A3.A.4A.A.A$16.K8.K.K
3.K6.K.K.3I2.C18.A.A3.2B.A.A3.A6.A.AB3AB.A$16.K2.3I.K.K6.K3.K.K8.C18.
A.B3ABA.A6.A3.A.A.2B3.B.A$23.K.K.4I.K3.K5.2I3.C25.A.A.4A.A3.A.4B2A2B.
A$15.5I.K10.K3.K10.C17.5A.A.3B6.A3.A6.BAB.A$21.K3.2I5.K.E.K.4I.C.C.C
23.A.2B6A.A.A.A.4A.A.B.A$21.K8.K.K.E.K6.C.C25.A.B3.BA.A.A.A.A6.A.A$
21.K2.3I.K.K9.2C.C.C.2C22.A.B3ABA.A9.2A.A.4A$28.K.K.3C43.B.A.3A8.3B$
20.5I.C11.C.3CA3C23.5A.A.2B8.A.7A$26.C3.2C2.C.C.C4.C3.2C27.A.2B2A2.A.
A.A4.A2B.2A$26.C7.C.C.C6.C30.A.B2.B2.A.A.A3.B2.A$26.C2.2C3.C5.C4.C30.
A.B2A2B.B5.A2B2.A$33.CD.3C.C.C40.3B3A.A.A$25.4C5.C7.C32.4A4.3B3.2B.A$
31.2C.C.3C5.C36.2A3B3A4B.A$34.C9.C39.A.B7.A$33.C2.C.5C.C38.A2.A.5A.A$
33.C2.C7.C38.A2.A7.A!

Appended: plain two-state patterns

Code: Select all

x = 296, y = 37, rule = B2-a/S12
269b2o2$267bobo$267bobo$229bo2bo31b2obobob2o$194b2o33bo2bo$231bo34b3ob
3obo$192bobo32b3obob2o29b2o3bo4bo$192bobo36bo5b4o26bo6bob5o$154bo2bo
31b2obobob2o27bob3o2bo34bo4bo$119b2o33bo2bo67bo5bo3b2o2bo30bobob3o2bo$
156bo34b3ob3obo29bobo7bo30bo8bo$117bobo32b3obob2o29b2o3bo4bo29bobo2b2o
3bo28bo5b2o3bo$117bobo36bo5b4o26bo6bob5o33bob5o22bo10bob5o$79bo2bo31b
2obobob2o27bob3o2bo34bo4bo33b3obobo30bob4obobo$44b2o33bo2bo67bo5bo3b2o
2bo30bobob3o2bo30bobob3o2bo23bo6bobob3o2bo$81bo34b3ob3obo29bobo7bo30bo
8bo28bobo8bo28bobo8bo$42bobo32b3obob2o29b2o3bo4bo29bobo2b2o3bo28bo5b2o
3bo28bo5b2o3bo28bo5b2o3bo$42bobo36bo5b4o26bo6bob5o33bob5o22bo10bob5o
22bo10bob5o22bo10bob5o$4bo2bo31b2obobob2o27bob3o2bo34bo4bo33b3obobo30b
ob4obobo30bob4obobo30bob4obobo$4bo2bo67bo5bo3b2o2bo30bobob3o2bo30bobob
3o2bo23bo6bobob3o2bo23bo6bobob3o2bo23bo6bobob3o2bo$6bo34b3ob3obo29bobo
7bo30bo8bo28bobo8bo28bobo8bo28bobo8bo28bobo8bo$2b3obob2o29b2o3bo4bo29b
obo2b2o3bo28bo5b2o3bo28bo5b2o3bo28bo5b2o3bo28bo5b2o3bo28bo5b2o3bo$6bo
5b4o26bo6bob5o33bob5o22bo10bob5o22bo10bob5o22bo10bob5o22bo10bob5o22bo
10bob5o$ob3o2bo34bo4bo33b3obobo30bob4obobo30bob4obobo30bob4obobo30bob
4obobo30bob4obobo$o5bo3b2o2bo30bobob3o2bo30bobob3o2bo23bo6bobob3o2bo
23bo6bobob3o2bo23bo6bobob3o2bo23bo6bobob3o2bo23bo6bobob3o2bo$4bobo7bo
30bo8bo28bobo8bo28bobo8bo28bobo8bo28bobo8bo28bobo8bo28bobo8bo$4bobo2b
2o3bo28bo5b2o3bo28bo5b2o3bo28bo5b2o3bo28bo5b2o3bo28bo5b2o3bo28bo5b2o3b
o28bo5b2o3bo$14bo28bo10bo28bo10bo28bo10bo28bo10bo28bo10bo28bo10bo28bo
10bo$6b3obobobo28bob4obobobo28bob4obobobo28bob4obobobo28bob4obobobo28b
ob4obobobo28bob4obobobo28bob4obobobo$10bobo30bo6bobo30bo6bobo30bo6bobo
30bo6bobo30bo6bobo30bo6bobo30bo6bobo$7b2obobob2o31b2obobob2o31b2obobob
2o31b2obobob2o31b2obobob2o31b2obobob2o31b2obobob2o31b2obobob2o2$5bob3o
b3o31bob3ob3o31bob3ob3o31bob3ob3o31bob3ob3o31bob3ob3o31bob3ob3o31bob3o
b3o$5bo4bo3b2o29bo4bo3b2o29bo4bo3b2o29bo4bo3b2o29bo4bo3b2o29bo4bo3b2o
29bo4bo3b2o29bo4bo3b2o$5bo6bo32bo6bo32bo6bo32bo6bo32bo6bo32bo6bo32bo6b
o32bo6bo$12bo39bo39bo39bo39bo39bo39bo39bo!

Code: Select all

x = 99, y = 49, rule = B2-a/S12
4bo7bo2bo38bo7bo2bo$4bob5obo2bo38bob5obo2bo$4bo9bo39bo9bo$4bo5b3obob2o
36bo5b3o3b2o$6bo7bo5b4o32bo13b4o$6bobob3o2bo40bobob3o$3bo4bo5bo3b2o2bo
30bo4bo9b2o2bo$3bo6bobobo7bo30bo6bobobo7bo$2o3bo4bobobo2b2o3bo27b2o3bo
4bobobo2b2o3bo$2b3ob3obo11bob5o23b7obo11bob5o$14b3obobo43b3obo$2obobob
2o9bobob3o2bo22b4obob2o9bobob3o2bo$3bobo6bobobobo8bo25bobo6bobobobobo
6bo$bobobob4obobobo5b2o3bo23bo3bob4obobobob6o3bo$bo10bo3bo10bob5o17bo
2bo7bo3bo10bob5o$bo3b2o5bo3bob4obobo25bo3b2o5bo3bob4obobo$bo8bobo3bo6b
obob3o2bo18bo8bobo3bo6bobob3o2bo$bo2b3obobo6bo3bobo8bo18bo2b3obobo6bo
3bobo6bobo$8bobob4obo3bo5b2o3bo25bobob4obo3bo5bobo2bo$5obo10bo3bo10bob
5o11b5obo3bo6bo3bo10bob5o$6bo3b2o5bo3bob4obobo25bo4bo5bo3bob4obobo$6bo
8bobo3bo6bobob3o2bo18bo5b2obobo3bo6bob5o2bo$6bo2b3obobo6bo3bobo8bo18bo
2b3obobo6bo3bobo8bo$13bobob4obo3bo5b2o3bo25bobob4obo3bo5b2o3bo$5b5obo
10bo3bo10bob5o11b5obo10bo3bo10bob5o$11bo3b2o5bo3bob4obobo25bo3b2o5bo3b
ob4obobo$11bo8bobo3bo6bobob3o2bo18bo8bobo3bo6bobob3o2bo$11bo2b3obobo6b
o3bobo8bo18bo2b5obo6bo3bobob2o5bo$18bobob4obo3bo5b2o3bo25bobob4obo3bo
5bo4bo$10b5obo10bo3bo10bob5o11b5obo10bo3bo6bo3bob5o$16bo3b2o5bo3bob4ob
obo25bo2bobo5bo3bob4obobo$16bo8bobo3bo6bobob3o2bo18bobo6bobo3bo6bobob
3o2bo$16bo2b3obobo6bo3bobo8bo18bo2b3obobo6bo3bobo8bo$23bobob4obo3bo5b
2o3bo25bobob4obo3bo5b2o3bo$15b5obo10bo3bo10bo17b5obo10bo3bo7bo2bo$21bo
3b2o5bobobob4obobobo23bo3b6obobobob4obo3bo$21bo8bobobobo6bobo25bo6bobo
bobobo6bobo$21bo2b3obobo9b2obobob2o22bo2b3obobo9b2obob4o$28bobob3o45bo
b3o$20b5obo11bob7o23b5obo11bob7o$26bo3b2o2bobobo4bo3b2o27bo3b2o2bobobo
4bo3b2o$26bo7bobobo6bo30bo7bobobo6bo$26bo2b2o3bo5bo4bo30bo2b2o9bo4bo$
33bo2b3obobo43b3obobo$25b4o5bo7bo32b4o13bo$31b2obob3o5bo36b2o3b3o5bo$
34bo9bo39bo9bo$33bo2bob5obo38bo2bob5obo$33bo2bo7bo38bo2bo7bo!

EDIT two hours later: slightly reduced stator. Also the drifter can be easily started with a glider or a big glider; if a drifter-to-glider signal receiver is built, we would have fast stable reflectors.

Code: Select all

x = 36, y = 26, rule = B2-a/S12Super
4.C2.C16.C2.C$4.C2.C16.C2.C$6.C19.C$2.3C.C.2C12.3C.C.2C$6.C5.4C10.C5.
4C$C.3C.DC12.C.3C.DC$C5.C3.2C2.C5.C5.C3.2C2.C$4.C.C7.C9.C.C7.C$4.C.C
2.2C3.C9.C.C2.2C3.C$14.C19.C$6.3C.C.C.C11.3C.C.C.C$10.C.C17.C.C$7.2C.
C.C.2C11.2C.C.C.2C2$6.E3CD3C12.E3CD3C$10.C3.2C14.C3.2C$12.C19.C$12.C
19.C$12.A19.A$12.A19.A.2A$12.A19.A$5.A19.A7.A$6.A19.A6.A$6.A16.2A.A$
24.A$24.A!

EDIT2: the p97 oscillator is monomerized at 17 cells with the "skewed equal sign" catalyst

Code: Select all

x = 20, y = 10, rule = B2-a/S12
3o8bo4bo$16bob2o$b3o7bo$11bo5bo$17bo4$11bo$11bo!

EDIT3: 0-degree and 180-degree big glider to glider converters that does not multiply period

Code: Select all

x = 68, y = 23, rule = B2-a/S12
17bo42bo$17bo42bobo$o50bo8bobo$o50bo10bo$2bo50bo$obo21b3o24bobo2$25b3o
3$66b2o6$5b2o$6bo$3b2o7bo49bo$4bo8b2o48b2o$10b2o48b2o$13bo49bo$13bo49b
o!

Catalysis of unclear usefulness:

Code: Select all

x = 22, y = 18, rule = B2-a/S12
2bo$2bo$2bo$3bo11bo$2obo11bo$3bo9b2ob2o$4bo9bobo3b2o$b2obo9bobo$4bo$4b
o$4bo$4bo$4bo$4bo$4bo$4bo$4bo$4bo!

[Freywa]

EDIT two hours later: slightly reduced stator. Also the drifter can be easily started with a glider or a big glider; if a drifter-to-glider signal receiver is built, we would have fast stable reflectors.

This is how far I managed to reduce the stator on my side:

Code: Select all

x = 114, y = 39, rule = B2-a/S12Super
12.E2.E31.E2.E36.E2.E$12.E2.E31.E2.E36.E2.E$4.E9.E24.E9.E29.E9.E$4.E
5.3E.E.2E21.E5.3E.E.2E26.E5.3E.E.2E$6.E7.E5.2E2D17.E7.E5.4E22.E7.E5.
4E$6.E.E.3E.DE25.E.E.3E.DE30.E.E.3E.DE$3.E4.E5.E3.2E18.E4.E5.E3.2E2.K
20.E4.E5.E3.2E2.K$3.E6.E.E.E23.E6.E.E.E7.K20.E6.E.E.E7.K$2E3.E4.E.E.E
2.2E16.2E3.E4.E.E.E2.2E3.K17.2E3.E4.E.E.E2.2E3.K$2.3ED3E.E26.3ED3E.E
11.K.3K2L13.3ED3E.E11.K.5K$14.3E.E.E28.3E.K.K33.3E.K.K$2E.E.E.2E9.E.E
14.2E.E.E.2E9.K.K.3K15.2E.E.E.2E9.K.K.3K2.I$3.E.E9.2E.E.E.2E14.E.E5.
3L2.K.K24.E.E5.3L2.K.K8.I$3.E.E.3E28.E.E.7KE.K5.2K19.E.E.7K2.K5.2K3.I
$13.E.3ED3E24.3L.3L33.3L2.K10.I.5I$5.2E2.E.E.E4.E3.2E16.2K5.K2.7K.E.E
19.2K5.K3.K.4K.I.I$9.E.E.E6.E24.K.K2.3L5.E.E24.K.K3.K6.I.I.3I2.K$4.2E
3.E5.E4.E18.3K.K.K9.2E.E.E.2E15.3K.K.K6.I3.I.I8.K$8.ED.3E.E.E25.K.K.
3E33.K.K.4I.I3.I5.2I3.K$2D2E5.E7.E17.2L3K.K11.E.3ED3E13.2L3K.K10.I3.I
10.K.3K2L$6.2E.E.3E5.E21.K3.2E2.E.E.E4.E3.2E17.K3.2I5.I3.I.4I.K.K$9.E
9.E21.K7.E.E.E6.E20.K8.I.I3.I6.K.K.3K$8.E2.E29.K2.2E3.E5.E4.E20.K2.3I
.I.I6.K3.K.K$8.E2.E36.ED.3E.E.E30.I.I.4K.K3.K5.2K$40.4E5.E7.E22.5I.I
10.K2.3L$46.2E.E.3E5.E26.I3.2K5.K2.7K.E.E$49.E9.E26.I8.K.K2.3L5.E.E$
48.E2.E34.I2.3K.K.K9.2E.E.E.2E$48.E2.E41.K.K.3E$85.5K.K11.E.3ED3E$91.
K3.2E2.E.E.E4.E3.2E$91.K7.E.E.E6.E$91.K2.2E3.E5.E4.E$98.ED.3E.E.E$90.
4E5.E7.E$96.2E.E.3E5.E$99.E9.E$98.E2.E$98.E2.E!

Stamp collection:

Code: Select all

x = 1010, y = 269, rule = B2-a/S12
313b6o21b2o127bo122bo$335bo131bobobo120bo$312b2obobo17bob3o15b5o44b6o
2bo6bo2b3o2bo18bo20bobobo117b2o$315bobo14bo2bo5bo11b2o57bo6bo7bo18bo
19bo5bo119b4o$206bo6bo2b3o2bo110bo4b2o17bobo16bo36bo6bo7bo20b2o18bob3o
73b4o2bo6bo2b3o2bo20b3o75bo7bo6bo2b3o2bo135bo2b6o6b4o2bo30bo95bo11bo$
206bo6bo7bo34b4o5b4o37bo25bob2o16b3o11bo9b2o34bo6bo7bo17b2o5b2o14bo83b
o6bo7bo24bobo71bo7bo6bo7bo13b10o112bo20bo26b3obob3o90b2ob9ob2o$206bo6b
o7bo56bo27bob2o11bo8bob2o32bobobo2b2o37bo6bo7bo20bo3bob5o93bo6bo7bo22b
o3bo71bo7bo6bo7bo135bo20bo30bo60b4o2bo6bo2b6o$206bo6bo7bo13b2o5b2o11b
4o7b4o8bo18bo8bo8bo5bobo6bo3bo4bo26bo9bo27bo2b3o2bo6bo7bo14b5obo3bo20b
o78bo6bo7bo23bo74bo7bo6bo7bo17b3o115bo20bo27bob3obo63bo6bo21bo4bobo4bo
$206bo6bo7bo13bo7bo14bo7bo23bo3bo2bo8bob2o3b3o7bo10bo4bo3bo24bobo3bobo
27bo14bo7bo19b2o5b2o13b3obo78bo6bo7bo98bo7bo6bo7bo16bo4bo113bo20bo27bo
5bo63bo6bo21bo4bobo4bo$206bo6bo7bo10b2obobo3bobob2o9bob3o3b3obo21bobob
o2bo8bo7b3o3b2obo16b2obo24bobobobo29bo14bo7bo23b2o16bo5bo70b4o2bo6bo7b
o34bo63bo2b3o2bo6bo7bo13b3ob4o114bo2b3o2bo6b4o2bo27bo5bo63bo6bo21bo11b
o$206bo6bo7bo13bobo3bobo12bo11bo10bobo13b3obo6bobo5bo8bo14b2obo13b3o
12bobobo29bo14bo7bo26bo15bobobo77bo6bo7bo34bobo69bo6bo7bo16bo4bo121bo
12bo24b2o9b2o60bo6bo21bobo7bobo$206bo6bo7bo13bobo3bobo12bob3o3b3obo7b
3obo11bo6bo8bo11b2obo11b2o4bo9bobo18bo31bo14bo7bo26bo15bobobo77bo6bo7b
o14bo17bobobo69bo6bo7bo17b3o123bo12bo26b2o5b2o62bo6bo2b3o2bo13bobob5ob
obo$206bo6bo7bo13bo7bo14bo7bo14bo10bo30bo8bo5bo2bo13b2o47bo2b6o6bo2b3o
2bo44bo79bo6bo7bo14bob2o13bo74bo6bo7bo143bo12bo97bo6bo7bo13bobo7bobo$
206bo6bo7bo33b4o7b4o7b2o55b3obo11b5o197bo6bo7bo14bo18bobob2o67bo6bo7bo
13b10o120bo12bo21bo17bo57bo6bo7bo13bo11bo$19b2o2b2o181bo6bo2b3o2bo57b
5o28bobo23bo207b4o2bo6bo2b3o2bo11b2obobo18bo70bo6bo2b3o2bo135b6o2bo6b
4o2bo21bo17bo57bo6bo7bo13bo4bobo4bo$21b2o233b4o5b4o43bobob2o14b2o252bo
13b2obo259bo5bo15bo5bo52bo6bo7bo13bo4bobo4bo$20bo2bo557bobobo17bo259bo
b3obo15bob3obo52bo6bo2b3o2bo$20bo2bo287b6o264bobo279bo27bo80b2ob9ob2o$
583bo281bo23bo83bo11bo$862b4o23b4o$60bo533bo270bo23bo$50bo6b2obo17bo3b
o11bo496bo3bo267bo27bo$46b2o2bo11bo15bo3bo8b2obo496bobo113bo155bob3obo
15bob3obo$21bo26b2o12bo16b2o12bo54bo446b3o109bo155bo5bo15bo5bo$19bobob
2o22bo2b2o6bobobo16bo13bo37bo16bo4b2o120bo314b4o80bo7bo6bo13b3o162bo
17bo$18b2o38bob2o17bobo10bobo11bo24b2o16b2o124bo319b2o77bo7bo6bo17bobo
158bo17bo$24b2o20bo14bo19b2o22b2ob2o2b2o2b2o2b2o2b2o2b2o19bo2bo4b2o
140bo155bo137bo80bo7bo6bo19bo$19b2obobo20b2o15bo16bobo28b2o2b2o2b2o2b
2o2b2o2bo15bo2bo2b3o118b4o22bo31bo4b4o4bo110bo137bo80bo7bo6bo183b2o5b
2o97bo$22bo22bo12bobobo15b2o12bobo11bo3bo3bo3bo3bo3bo3bo15bo4b3o2bo4b
2o110bo22b2obo14b3o4bo9bob3o4b3obo67b6o2bo6bo25bo2b2o14b5o197bo7bo6bo
15bo165b2o9b2o95bo$58bob2o17bobo11bo12bo40b2o4bo2b3o113bo25b2obo19bobo
7bo5b2o5bo6b10o59bo6bo26bo3bo215bo2b3o2bo6bo184bo5bo100b6o$44bo16bo19b
2o10bo13b2o2b2o2b2o2b2o2b2o2b2o18bo2bo4b3o2bo4b2o48bo5bo12bo13bo23b2o
20b4o3bo11b3o3bobobo7bob4o2b4obo75bo6bo15bo10bo227bo6bo13bo3bo166bo5bo
97b2o$43b2o17bo16bobo10bobo12bo2b2o2b2o2b2o2b2o2b2o2bo13bo2bo2b3o4bo2b
3o52bo5bo12bo13bo31bo20bobo13b2o4bo7bo12bo7bob2o3bo60bo6bo15bo238bo6bo
184bob3obo54bo48bo$6o2bo34bo14bobobo15b2o26bo3bo3bo3bo3bo3bo3bo13bo4b
3o2bo4b3o2bo4b2o44bo5bo11b2ob2o9b2ob2o28bob2o7b4o6bobo11bo4bo10bob3o4b
3obo7bobo2bobo60bo6bo254bo6bo14bobo170bo$8bo49bob2o17bobo24bo38b2o4bo
2b3o4bo2b3o48bo5bo13bo13bo18b2o10bo13bo7bo13bo3bo10bo3bo4bo3bo7bo6bo
52bo2b3o2bo6bo45bobo206bo6bo183b3obob3o51bo3bo46bo9bo$8bo9b2o5b2o15bo
18bo19b2o9bobo12b2o2b2o2b2o2b2o2b2o2b2o16bo2bo4b3o2bo4b3o2bo46bo5bo13b
o13bo16b2obo7bob2o12bobo6b4o10bo4bo9bob3o4b3obo7bobo4bo52bo14bo17bo15b
o12bo79b4o2bo6bo114bo6bo12b7o168bo62b4o2bo6b4o2bo24bo9bob2o$8bo11b3o
18b2o19bo16bobo11bo13bo2b2o2b2o2b2o2b2o2b2o2bo11bo2bo2b3o4bo2b3o4bo2bo
46bo5bo44bo10b2o14bobo17bo4b2o11bo12bo7bo4bobo52bo14bo13bo3bo11bo3bo9b
2obob2o82bo6bo367bo10bo12bo$8bo11bo3bo16bo16bobobo15b2o13bo12bo3bo3bo
3bo3bo3bo3bo11bo4b3o2bo4b3o2bo4b2o46bo5bo14bo9b3o2b2o10b2obo28bo3b4o
10bobobo3b3o7bob4o2b4obo7bo2bo3bo52bo14bo14b2o2bo11b2o2bo11bo85bo6bo
18b3o357bo12bo35bo$o2b3o2bo13b3o33bob2o17bobo10bobo11bo36b2o4bo2b3o4bo
2b3o4bo45bo5bo14bo29bo28bob2o14bobo15bo5b2o5bo67bo14bo16bo15bo99bo6bo
378bo12bo35bo$o17b2o5b2o13bo20bo19b2o24b2o2b2o2b2o2b2o2b2o2b2o14bo2bo
4b3o2bo4b3o2bo2bo45bo5bo12b2ob2o6b9o19b2o22bob2o14bo4b3o8bob3o4b3obo
67bo2b6o6bo16bo15bo99bo6bo13b3o3b4o355bo12bo14bo20bo$o39b2o20bo16bobo
25bo2b2o2b2o2b2o2b2o2b2o2bo9bo2bo2b3o4bo2b3o4bo2bo48bo5bo15bo36bo22bo
33bo4b4o4bo209b4o2bo6bo16bo361bo12bo14bo15b2obobo$o40bo16bobobo15b2o
12bobo11bo3bo3bo3bo3bo3bo3bo9bo4b3o2bo4b3o2bo4b2o48bo5bo15bo35bo23bo
262bo6bo14bo6b3o354bo12bo14bobob2o15bo$o57bob2o17bobo11bo12bo34b2o4bo
2b3o4bo2b3o4bo102b4o286bo6bo14bo363bo12bo14bo20bo$o2b6o31bo20bo19b2o
10bo13b2o2b2o2b2o2b2o2b2o2b2o12bo2bo4b3o2bo4b3o2bo2bo392bo6bo21bo356bo
12bo14bo$40b2o20bo16bobo10bobo12bo2b2o2b2o2b2o2b2o2b2o2bo10bo2b3o4bo2b
3o4bo2bo106bo288bo6bo21bo356bo12bo14bo$18bo6b2o14bo16bobobo15b2o26bo3b
o3bo3bo3bo3bo3bo12b3o2bo4b3o2bo4b2o106bo282b4o2bo6bo378bo12bo$18bo3b3o
33bob2o17bobo24bo32b2o4bo2b3o4bo2b3o4bo806b2obo9bo$19b2o3bo15bo20bo19b
o10bobo12b2o2b2o2b2o2b2o2b2o2b2o18b3o2bo4b3o2bo2bo500bo7bo6b6o2bo285bo
9bo$19bo19b2o21bo17b2o11bo13bo2b2o2b2o2b2o2b2o2b2o2bo12b2o4bo2b3o4bo2b
o503bo7bo14bo14bo$19bo5bo9b2o2bo18bobobo15bo3bo10bo12bo3bo3bo3bo3bo3bo
3bo20b3o2bo4b2o503bo7bo14bo14bo2bo5bo12b2o3b4o250bo$25bo32bo2bo16bo3bo
9bobo11bo40b2o4bo2b3o4bo124b5o373bo7bo14bo12bo2bo7bo276b2o$20bo3b2o10b
o2b2o17bo2bo45b2o2b2o2b2o2b2o2b2o2b2ob2o23b3o2bo2bo502bo7bo14bo13bo3bo
3b2o14bo4b2o249b6o$20b3o3bo9bo23bob2o40b2o24bo20b2o4bo2bo128bobo374bo
2b3o2bo6bo2b3o2bo13bo23bo262bo$18b2o6bo33bo31bob2o9bo53b2o128bobo290bo
13bo77bo6bo42b2o264bo$92bo62b2o4bo96bo14b2o14b3o12b5o152bo11bo107b2ob
11ob2o76bo6bo45b2o96bo2b6o6bo2b6o$161bo93bo2bobo62bo137bobo9bobo198bo
6bo23bo20bo98bo14bo27b3o2b3o$240bo14bo2bobo13bob4o27b4o10bobo135bobobo
bo5bobobobo68b4o2bo6bo7bo14bo2bobobo6bo77bo6bo23bo119bo14bo$236bo3bobo
9b2obo33b2o11b3o2bo13bobo81b6o2bo6b6o2bo30bobo3bo5bobo3bo11bo62bo6bo7b
o14bo2bo7b2obo77bo6bo2b6o135bo14bo24bo3bo4bo3bo$236bo3bobo15bob3o10b2o
2b5o25b3o11bobo89bo14bo13b9o8bo5bo5bo5bo11bo62bo6bo7bo14bo3bo4b2o3bo
228bo14bo25b2o3b2o3b2o$241bo9b3ob4o16bobo42b2obobo87bo14bo30bo2bo2bo5b
o2bo2bo13b2o59bo6bo7bo14bo3b3o2bo2bobo228bo2b3o2bo6bo2b3o2bo14b2o4b2o
2b2o4b2o$234b2obo3b4o11bobo15bobo44b3obo87bo14bo18bo11bo2bo2bo5bo2bo2b
o9b4o61bo6bo7bo14bo8bo4bo236bo6bo7bo17bobo6bobo$256b4ob3o6b5o2b2o12b2o
10b3o14b2o3bo87bo14bo14b3o13bobobobo5bobobobo68b4o2bo6bo2b3o2bo14bobo
9bobo14b3o9b3o207bo6bo7bo17bobo6bobo$237b5o10b3obo48bo2b3o6b3o85bo2b3o
2bo6bo2b3o2bo30bo2bo2bo5bo2bo2bo10bo63bo14bo14bo4bo8bo21bo214bo6bo7bo
19bo6bo$259bob2o9b4obo24b4o99bo14bo27bobo8bobobobo5bobobobo10bob2o3b3o
54bo14bo14bobo2bo2b3o3bo15b3o7b3o208bo6bo7bo$254bobo2bo30b3o27b2o83bo
14bo38bo2bo2bo5bo2bo2bo74bo14bo14bo3b2o4bo3bo228b6o2bo6bo2b3o2bo89bo2b
3o2bo6b4o2bo22bo5bo$254bobo2bo17b2o11bobo11b5o96bo14bo22b9o7bo2bo2bo5b
o2bo2bo8b2obobo4b3o53bo14bo14bob2o7bo2bo18bo5bo146bo169bo7bo12bo22bo5b
o$256bo33bobo112bo14bo38bo5bo5bo5bo11bo56b4o2bo14bo14bo6bobobo2bo18bob
obobo88bo16bo20bo19bo3bo165bo7bo12bo$405bo2b6o6bo2b6o30bo3bobo5bobo3bo
139bobo90bobo13b2o20b2o15b2obobobobo163bo7bo12bo$2b4o2bo280b5o165bobob
obo5bobobobo103b2ob11ob2o19bobo90bobo16bo16bo21bobobobo163bo7bo12bo$8b
o46bo405bobobo5bobobo106bo13bo22bo48bo7bo6b4o2bo14bo7bobo13b2o16b2o14b
4o2bo3bobo163bo2b3o2bo6b4o2bo$8bo11bo34bo39bo15bo6bo5bo338bo9bo194bo7b
o12bo14bo5b2o2bo20bo4bo31bobobo161bo7bo12bo$8bo11bo12bo19b2ob2o8bo15b
4o7bobob2o12bo6bob3obo8bo12bo14b3o504bo7bo12bo14bobo7bo20bob2obo20b5o
10bo161bo7bo12bo13bo23bo$8bo10bo11bobo10bo10bo10bo10bo15bo2bo12bo8bo5b
o5b2obo9b2obo521bo7bo12bo14bobo7bo223bo7bo12bo13bo9b2ob2o9bo$2b4o2bo
11b3o8bobo10bo10bo8b2obo9bob2obobo9bo3b2o9b4o5bo2bo2bo9bo11bo3bo7b4o
506bo7bo12bo14bobo2bobo2bo20b2o2b2o21b2o10b5o159bo7bo12bo13bo23bo$8bo
33b2ob2o19bobo8bo6bo7b2o3bo9b2o9bobobobo8bo13bo2bo12bo102b6o8b9o8b9o
362bo2b3o2bo6b4o2bo12bobobobobobobo223bo2b3o2bo6b4o2bo13bo9b2ob2o9bo$
8bo12bo8bobobo9bo10bo11bob2o6bob2obobo10bo2bo9bo9bo2bo2bo7bo15bobo8b2o
515bo12bo12bo2bobo2bobo21b3o2b3o18b5o10b2o196bo23bo$8bo12bo22bo10bo12b
o8bo15b2obobo6b2obo9bo5bo8bob2o8b3o2bo12bo101b3obo11bo2bobo11bo2bobo
13bo358bo12bo12bo7bobo19bo10bo$8bo20b7o17b2ob2o10bo13b4o10bo11bo9bob3o
bo8bo24b4o44bo6b6o2bo29bo16bob2o9bobobob2o9bobobob2o11bobo356bo12bo12b
o7bobo21b2o4b2o20bo10b5o$2b4o2bo46bo62bo5bo23b4o54bo14bo29bo14bo2bo13b
o2bo13bo2bo13bobobo142b3o209bo12bo12bo2b2o5bo18b2o10b2o17bobobo$55bo
105b3o42bo14bo24bo9bo9bo2bo13bo2bo13bo2bo17bob3o220b4o2bo6bo2b6o13b17o
78bo6b4o2bo12bobo7bo21bo6bo22bobo3bo2b4o$206bo14bo12b2o10bob3ob3obo9bo
6bo9bo6bo9bo6bo8b2o149b3o82bo6bo144bobo27bo6bo22bobobobo$206bo14bo13bo
10bo9bo13b2obo13b2obo13b2obo15b2o227bo6bo22bo6b5o2bo107bobo57bobobobob
2o208bo5bo$206bo6bo2b3o2bo13bobo8bo9bo7bob2o13bob2o13bob2o13b2o90b6o2b
o6b4o2bo16bo3bo17b4o81bo6bo22bo2bo6bo3bo109bo59bo3bo211bo5bo$206bo6bo
23bo8bo9bo7bo6bo9bo6bo9bo6bo15b3o91bo12bo13b2obo3bob2o13bo85bo6bo22bo
2bo4bob3obo173bo$206bo6bo23b2o7bob3ob3obo11bo2bo13bo2bo13bo2bo8b3obobo
94bo12bo16bo3bo16bob2o76b4o2bo6bo2b3o2bo16bo5bo5bo$206bo6bo32bo9bo11bo
2bo13bo2bo13bo2bo12bobobo92bo12bo16bo3bo10b2o90bo14bo16bob3obo4bo2bo$
206bo6bo37bo14b2obo13b2obo13b2obobobo12bobo92bo12bo18bo19b4o81bo14bo
16bo3bo6bo2bo$112bo93bo6bo2b6o29bo16bob3o12bob3o12bobo2bo14bo84bo2b3o
2bo6b4o2bo13b2o3bo3b2o6b4o89bo14bo16bo2b5o6bo$100bo8b2obob2o291bo20bo
18bo20b2o82bo14bo$81bo18bo11bo13bo139b6o11b6o11b9o98bo20bo16bo3bo10b2o
bo82b4o2bo6b6o2bo15b17o269bob3o$o7bo58bo13bobobo25bobo10bobo10b2o268bo
20bo16bo3bo13bo404bo3bo$o7bo23b4o13bo17b2o12bo17b3o22bobo20bo3bo2bo
252bo20bo13b2obo3bob2o6b4o203bo7bo6bo7bo13bo15bo150bo$o7bo37b7o10b3o
15bobobo11b2o11b5o9bo13bob2o5bob3o2bo252bo2b6o6b4o2bo16bo3bo216bo7bo6b
o7bo12b2o15b2o145bo5bo6bo$o7bo11bo13b4o11bo12b2o2bo14bo16bo13bo10b3o
12bo8bobo2bobo305b3o203bo7bo6bo7bo15bo11bo159bo$o7bo11b3o9bo12b3o3b3o
8bobobo13b7o8b2obo13bo11bo13b2o7bob3o2bo511bo7bo6bo7bo14b2o11b2o106bo
2b6o6bo2b3o2bo18bo13bo56bo2b3o2bo6b4o2bo16bo13b3o$o2b3o2bo10b3o13bo26b
o2b2o8b7o30bo11bobo8b3o9bo6bo308b3o200bo7bo6bo7bo135bo14bo7bo33bo55bo
7bo12bo13b2obo4bo$8bo12bo8b2obobo12b3o12b3o14bo16bob2o11bo11bobo20bob
4obo511bo2b3o2bo6bo2b3o2bo19b2o114bo14bo7bo31bo57bo7bo12bo16bo4bo7b3o$
8bo24bobo24b2o14bobobo16bo12b5o9bo13b2o7bo6bo519bo14bo21bo113bo14bo7bo
33bo55bo7bo12bo15bo4bobo$8bo24bo27bo18bo16b2o575bo14bo19b2o114bo14bo7b
o14bo15bob2o55bo7bo12bo15bo$8bo67bobobo13b3o14bobo560bo14bo14b2o11b2o
106bo2b3o2bo6bo2b3o2bo14b2obo15bo55bo2b3o2bo12bo$8bo71bo31bo129bo431bo
14bo143bo6bo7bo14bo82bo12bo$95bo13b2obob2o124b5o36bo34b9o34bo225bo6bo
81bo14bo143bo6bo7bo16bo80bo12bo$95bo16bo166bobo18bo39b3o13b2obo186b4o
2bo6bo2b6o17bo6bo240bo6bo7bo14bo82bo12bo$208bo6b4o2bo19b3o35bobo18bobo
14bobo3bo35bo192bo6bo22b2o10b2o237bo6bo7bo15bo13bo67bo12bo$208bo12bo
57bobo18bobo16bobobo12b3obo12b2obo2bo192bo6bo25b9o231b6o2bo6bo2b3o2bo
19bo69b6o2bo12bo$208bo12bo19b3o33bo5bo12b2o3bo2bo11bo2bobobo10b2o4bo
15bo2bo192bo6bo306bo6bo5bo$208bo12bo20bo34bobobobo14bo2b2obo16bobo15bo
19bo192bo6bo29bobo283bo$208bo12bo12bo15bo9bo7bo9bo3bo11b2obo5bo14bo2bo
bo9b3ob2o16bobobo186b4o2bo6bo2b3o2bo305bo3bo$208bo6b4o2bo12bobobo7bobo
bo9bo7bo27b2o16bo2b2o2bobobo13bobo8bo8bo105b6o81bo6bo7bo21bobo280b3obo
99bo23bo$208bo12bo11b2obob2o5b2obob2o41b3o9b3o6bob3o2b3obo8bob4obo8bo
8bo192bo6bo7bo142b5o258b2obo4bo13bo4bob2o$208bo12bo12bobobo7bobobo52b
2o9bobobo2b2o2bo8bobo13bobobo50b6o2bo6bo7bo35b3o85bo6bo7bo17b9o72bo7bo
6bo2b6o286bo4bo13bo4bo$208bo12bo12bo15bo11bo3bo11bo3bo14bo5bob2o9bobo
2bo15b2ob3o7bo62bo6bo7bo13bo3bo5bo3bo12bo82bo6bo7bo14b2o10b2o70bo7bo6b
o293bo4bobo11bobo4bo$38bo169bo12bo20bo18bobobobo9bobobobo12bob2o2bo13b
obo17bo13bo2bo59bo6bo7bo13bob3o5b3obo8b7o74b4o2bo6bo2b3o2bo17bo6bo73bo
7bo6bo293bo25bo$o2b6o29bobo2bo87bo76bo6b4o2bo19b3o17bo5bo9bo5bo12bo2bo
3b2o11bobobo2bo11bo4b2o8bo2bob2o56bo6bo7bo13bo3b3ob3o3bo12bobo113bo6bo
73bo7bo6bo22bo5b3o$o37bobo2b3o71bo2bo10bo18b2o2b2o107bobo13bobo16bobo
15bobobo14bob3o10bo62bo6bo7bo13bob3o5b3obo9bobo2bo194bo7bo6bo22bobo3bo
bo$o39bobob2o9b8o35b5o14bo2bo10bo3b7o10b2o30b2o55b3o19bobo13bobo16bobo
15bo3bobo27bob2o51bo2b3o2bo6bo2b3o2bo13bo3bo5bo3bo9bobo2bob2o191bo2b3o
2bo6bo2b3o2bo14bobo3bobo$o18bo2bo17bobo2b2o37bo32bo3b2o8b3o4bo10b3o2b
3o13bo92bobo13bobo18bo32b3o14bo54bo22bo245bo6bo7bo14bobo3bobo$o18bo2b
3o18b2o12b5o7b2o3b2o8bobo12bobo15bobo11bobob4o9bo8bo6bo5bo10b3o56b5o
18bo15bo35b9o26bo54bo22bo36b7o202bo6bo7bo14b3o5bo$o2b3o2bo10bobob2o7b
3o20b2o4bo10bo11bobo12bobo29bobo15bobo2bobo7bobo3bo14bo56bo162bo22bo
245bo6bo7bo$8bo10bobo2b2o13bo3b4o8b3ob3o6b9o6bo3bo10bo3bo9b4o3b4o8bobo
3bobo265bo22bo245bo6bo7bo$8bo13b2o9b4o3bo14bo4b2o10bo10b5o10b5o34bobo
7bo10bo7bobo9bo2bobo221bo2b6o14bo245bo6bo2b3o2bo$8bo36b3o7b5o9b2o3b2o
39bobo14b4obobo26bobobo7bo523b5o$8bo13b4o9b2o45bob3obo9b5o9b2o3bo14bo
4b3o9bobo2bobo11bobo7bo2bo435bo$6o2bo24b2o2bobo14b8o20bo5bo25bo2bo11b
7o3bo8bo8bo12bo5bo440bob12o$34b2obobo56b3o3b3o9bo2bo21bo9b3o2b3o19bo2b
o423b7o7bo$34b3o2bobo97bo12b2o394b4o2bo6b4o2bo18b7o24bobob2o202bo2b6o
6bo2b3o2bo$36bo2bobo108b2o2b2o398bo12bo49bobo205bo14bo7bo22bo$41bo512b
o12bo15bo16bo16bo3bo4bobo196bo14bo7bo22bo$554bo12bo15bo16bo4bobo9bo3bo
5bo197bo14bo7bo$206bo6bo7bo332bo12bo15bo4bobo9bo5bo20bo197bo14bo7bo17b
11o$206bo6bo7bo53b9o12b4o248b4o2bo12bo21bo16bo25bo192bo2b3o2bo6bo7bo
17bo9bo$206bo6bo7bo47bo284bo12bo21bo32bo9bo192bo7bo6bo7bo20b5o$206bo6b
o7bo31bo15bob5o6bo14bob4o102b6o2bo6bo2b6o17bo107bo12bo16bo16bo20bo5bo
3bo33bo7bo6bo2b3o2bo14bo120bo7bo6bo7bo19bo5bo$206bo6bo7bo31bo15bo5bo3b
2obo14bobo113bo6bo23bobobo105bo12bo16bo16bo5bo13bobo4bo3bo33bo7bo6bo7b
o14bobo118bo7bo6bo7bo19bo2bo2bo$206bo6bo2b3o2bo37b2o8bo2b4o6bo14bo115b
o6bo23bo3bo105bo12bo15bobo4bo9bobo4bo22bobo33bo7bo6bo7bo12bo122bo7bo6b
o7bo19bo2bo2bo$206bo14bo31b3o13bo8b3obo130bo6bo21bo5bo99b4o2bo12bo22bo
16bo19b2obobo33bo7bo6bo7bo13bobo119bo2b3o2bo6bo2b3o2bo$206bo14bo12b2o
33bob3o8bo10bo119bo6bo22bobo144bo41bo33bo7bo6bo7bo13bobo$115bo90bo14bo
14bo15b3o14bo6b4o2bo10bo3b3o105bo2b3o2bo6bo2b3o2bo14bobo173b12obo33bo
2b3o2bo6bo2b3o2bo12bo5bo$o2b6o90bo15bobo88bo14bo14bo10b2o20bob2o3bo5bo
10bob2o108bo22bo14bo2b2o133b7o10b7o27bo41bo6bo7bo14bo3bo$o99bo14bobobo
86bo14bo14bo17bo14bo6b5obo10bo3b4o104bo22bo15bo229bo6bo7bo14bobobo$o
47bo14bo2bo10bo2bo2bo12bo5bo14bobob3o130bo27bo122bo22bo15bo6b2o221bo6b
o7bo16bo$o33bo13bo14bo2bob2o4b2obo2bo2bob2o27b3o151b9o15b5o108bo22bo
22bo222bo6bo7bo$o33bo12bobo12bobobo10bobobobo10bobobobobobo16b2o282bo
2b6o6b6o2bo24b2o219bo6bo2b3o2bo$o2b3o2bo14b2o8bo10b3obob3o6b3obobo12bo
bobo11bobobobobobo8b2o338bo538bo$o7bo13bo9bo61bo3bo3bo16b3o870bo$o7bo
13bo9bo14b3o12b6o8b9o27b3obobo875b2o$o7bo107bobobo870b3o$o7bo109bobo
425b4o2bo6bo2b3o2bo352b6o2bo6bo2b3o2bo6bo7bo$o2b3o2bo111bo173b5o253bo
6bo7bo16b7o337bo6bo7bo6bo7bo$552bo6bo7bo360bo6bo7bo6bo7bo$239b7o13b7o
25b4obo255bo6bo7bo17bobo340bo6bo7bo6bo7bo$207bo6bo2b6o71bobo255bo6bo7b
o15bobobo340bo6bo7bo6bo7bo47b3o$207bo6bo26bobo17bobo13bo14bobo161b4o9b
9o9b3o56b4o2bo6bo2b3o2bo12b2obobo3b2o329bo2b3o2bo6bo7bo6bo2b3o2bo25b3o
4bobo$207bo6bo28bo11bo7bo11bobo14bo2b3o254bo6bo7bo352bo14bo7bo14bo48b
3o$207bo6bo26bobo11bo5bobo11bobo4bo9bo112b6o2bo6bo2b6o28bobob2o7bobo3b
o8b4o63bo6bo7bo14bobo242bo2b6o6b4o2bo71bo14bo7bo14bo26b3o4bo$207bo6bo
19bo43bo3bo9bo120bo6bo36bobo10bobobobo11bo63bo6bo7bo14bo244bo20bo71bo
14bo7bo14bo$207bo6bo2b3o2bo11bo38b7o2bo12bo117bo6bo36bo12bo3bobo6b3o
66bo6bo7bo259bo20bo71bo14bo7bo14bo$207bo14bo11bobobo5b2o10bobo5bo15bo
14bo117bo6bo53bobo69b4o2bo6bo2b3o2bo259bo20bo18bo18bo33bo2b6o6bo2b3o2b
o14bo$207bo14bo11bo21bo7bo11b3obo9b3o2bo117bo6bo53bo352bo20bo15b2obo
18bob2o$207bo14bo11bob3o17bobo21bo12bobo109bo2b3o2bo6bo2b3o2bo45bo352b
o2b3o2bo6b4o2bo23bo2bo2bo2bo118b3o$207bo14bo11bo6bo49bobo111bo14bo7bo
13b3o11b3o10b3o2bo10b3o339bo7bo12bo17bo9b2o9bo110b2o$207bo6b6o2bo11bo
6bo12b7o30bob4o108bo14bo7bo13bobo11bobo10bobo2bo10bobo339bo7bo12bo17bo
5bo2bo2bo2bo5bo113bo$103bo15bo8bo276bo14bo7bo13bobo11bobo10bobo2bo10bo
bo339bo7bo12bo152bo$101bobo15bo8bo161b4o111bo14bo7bo13bobo11bobo10bobo
2bo10bobo339bo7bo12bo$58b7o18bo17bobo4bo296bo2b6o6bo2b3o2bo398bo2b3o2b
o6b4o2bo$81bobobo11b3obo2b3obo332b5o9b5o8b8o8b5o$42bo3bo12bo3bo17bobob
o15bo6bo12bo4bo$2b4o2bo15bobo15bo3bo12bo3bo17bo4bo11bobo5bo13bo6bo453b
o14bo$8bo33bo3bo12bo3bo20bobo11bo8b4o9bo2b2o2bo418b4o2bo6bo2b3o2bo13bo
14bo$8bo13bo5bo10b4o3b4o6b4o3b4o17bo13bo21b3o2b3o424bo6bo7bo$8bo67b3o
16b3o11b3o440bo6bo7bo$8bo13bo5bo11bo7bo8bo7bo42bo443bo6bo7bo17b3o2b3o$
8bo31bo7bo8bo7bo9b3o18b4o8bo11b3o2b3o424bo6bo7bo$8bo15bobo52b2o19bo5bo
bo11bo2b2o2bo132b9o277b4o2bo6bo2b3o2bo14bo3bo4bo3bo$8bo67b2o20bo6bo14b
o6bo424bo14bo15b2o3b2o3b2o$8bo69b2o18bob3o2bob3o11bo4bo134bo5bo188bo
95bo14bo12b2o4b2o2b2o4b2o$8bo89bo4bobo155bob3obo139b6o2bo6b4o2bo17b3o
5bobo95bo14bo15bobo6bobo$8bo94bobo155bobobobo147bo12bo25bobo95bo14bo
15bobo6bobo327b6o2bo6b4o2bo6bo2b6o$103bo15bo8bo77bo6bo2b6o193bo12bo12b
6o5bobo91b4o2bo6b6o2bo17bo6bo337bo12bo6bo32bobo$119bo8bo77bo6bo49bobo
20bo33bo94bo12bo19bo3bo477bo12bo6bo$206bo6bo39bo21bo10bo31bobo94bo12bo
13b4o3bo2bo477bo12bo6bo31b5o2b2o$206bo6bo20bo7bo10bob3o13b3obo11b2o14b
o12bobobo86bo2b3o2bo12bo17bo2bo3b4o473bo12bo6bo32bobo$206bo6bo20bo7bo
10bo21bo8b2o2bo14bo2bo9bobo3bo84bo20bo17bo3bo471bo2b3o2bo6b4o2bo6bo2b
3o2bo24b3o$206bo6bo2b3o2bo12bo2bobo2bo10bo2b2obo9bob2o2bo15bo8b2o4bo
11b3o86bo20bo15bobo5b6o464bo20bo6bo7bo$206bo6bo7bo12bobo5bo10bo2bo15bo
2bo7b3obo3bob2o6bo4b2o6b5o3bo84bo20bo13bobo477bo20bo6bo7bo$206bo6bo7bo
12bo2bobo2bo10bo2b2obo9bob2o2bo25bo2bo102bo20bo13bobo5b3o469bo20bo6bo
7bo$206bo6bo7bo12bo7bo10bo21bo11b5o12bo12b7o83bo2b6o12bo13bo479bo20bo
6bo7bo$206bo6bo7bo12bo7bo10bob3o13b3obo646bo2b6o6b4o2bo6bo2b3o2bo$206b
o6bo2b3o2bo31bo21bo$263bobo2$261bobobobo$261bob3obo$42b2o217bo5bo$o2b
3o2bo52bo12bo10bo$o7bo31bob3o16bobo10bobo8bobo172b9o$o7bo10bo20bo18bob
obobo8bobo8bobo354bo11bo52bo$o7bo10bobobo7bo10b3o14bo3bobo10bo7bo3bo
20bo331b2ob9ob2o50b2o$o7bo10bo7bobobo7b2o18bo5bo18bob3o8bo8b2obo296b6o
2bo6bo2b3o2bo79bo$o2b3o2bo10bobobo7bo10bo16bo5bo18bo3bo8bobobo3bo308bo
6bo7bo12bo5b2o4bo9b12o11b2o19b2o$o7bo10bo7bobobo9bo5bobo9bobobobo8bobo
7bo2bo17bobo306bo6bo7bo12bo11bo$o7bo22bo11bo3bobobo7bo5bo19bobo11bobo
3bobo306bo6bo7bo12bo4b3o4bo7b10o2b3o9b4o23bo$o7bo36bobobobo7bobobobo8b
obo8bobo11bobobobo308bo6bo7bo12bobobo3bo3bo11b2o4bo20b3o17bo$o7bo35bo
16bobo21bo15bobo155b2o145bo2b3o2bo6bo2b3o2bo12bobobo3bobobo8b2o2b5o3b
3o9b4o20bobo$o2b3o2bo37bob2o11bo11b5o25bo302bo14bo7bo12bo3bo3bobobo40b
2o$46bo189bo10bo13b3o13b3o126bo14bo7bo12bo4b3o4bo9b13o13b3o16bobo$208b
o6b4o2bo14bo2b2o2b2o2bo158bo14bo7bo12bo11bo39b2o20b2o$208bo12bo12bo2b
2obo2bob2o2bo12bo9bo3b3o127bo14bo7bo12bo4b2o5bo37bo23bo$208bo12bo13bo
4b4o4bo10b2obo9bob2o130bo2b6o6bo2b3o2bo62bo25b2o$208bo12bo13bo2bobo2bo
bo2bo10b2o11bo3b5o160b2ob9ob2o62bo$208bo12bo16b3o2b3o14b4o8bo3bo165bo
11bo$208bo12bo16b3o2b3o15bo16b4o$208bo12bo16b3o2b3o12bo11b4o$208bo12bo
13bo2bobo2bobo2bo7b4o15bo3bo$208bo12bo13bo4b4o4bo10b2o10b5o3bo$208bo
12bo12bo2b2obo2bob2o2bo7bob2o15b2obo$208bo12bo14bo2b2o2b2o2bo9bo15b3o
3bo$236bo10bo$256b3o13b3o$63b9o23bo$48b5o40bobo16bo146b2o145b6o2bo6bo
2b3o2bo14b3o$32bo32b5o12bo10bobo16bo41b6o254bo6bo7bo$o2b3o2bo10b5o5b2o
bob2o13bobo11b2o5b2o8bobo10bobo12bo17b4o10b4o270bo6bo7bo11b2obobob2o$o
7bo40bobo14bobo11bobo8bo2bo2bo9bobob3o39b2obobo255bo6bo7bo14bobo$o7bo
11bobo8bobo8bo7bo15bobo9bobobobo6bo5bo6b2obobo4bo8b2obobo8b2obobo13bob
o9b3o3b3o237bo6bo7bo12bobobobo$o7bo11bobo8bobo8bob2o21bo10bo2bo2bo6bo
5bo9bo4b2o12bobo11bobo7b3o4bo94bo15bo137bo2b3o2bo6bo2b3o2bo12bo5bo$o7b
o12bo10bo9bo3bo9bo21bo5bo9bo32bo13bo25b3o5b3o73b2ob13ob2o136bo22bo12bo
5bo$o2b3o2bo33bob2o7b2obo21bo5bo9bo12b2o4bo56b5o231bo22bo$8bo33bo9bo3b
o21bo5bo6bo5bo8bo4bobob2o36bo4b3o7b2o5b2o75bo6bobo3bo2bo10b11o116bo22b
o$8bo44b2obo10bo10bo2bo2bo6bo5bo9b3obobo10b3o12b2o11bobo16b3o32bo6bo2b
3o2bo30bob3o2bobo3bo2bo137bo22bo12bo5bo$8bo12bo10bo15bo7bo9bobo9bobobo
bo6bo2bo2bo14bo26bo12bobob2o12bo3bo31bo6bo7bo12b9o9bo6b3o3bo2bo11bo7bo
117bo2b6o6b6o2bo12bo5bo$8bo11bobo8bobo13bobo16bobo11bobo10bobo12bo18b
2o7b4o66bo6bo7bo30bo15bo11bo3bobobo153bobobobo$6o2bo11bobo8bobo13bobo
13b2o5b2o8bobo10bobo12bo42b6o49bo6bo7bo13bo3bo12bo15bo11bo163bobo$65b
5o10bo12bobo43b2o65bo6bo7bo13bo3bo2bo9bob3o7b3obo11bobobobo154b2obobob
2o$19b5o5b2obob2o10b5o44bo110bo6bo2b3o2bo17b2o11bo3bo7bo3bo11bo5bo$32b
o30b9o134bo6bo7bo20bo9bob3o7b3obo11bo5bo157b3o$206bo6bo7bo16b3obo9bo
15bo11bobobobo$206bo6bo7bo30bo15bo17bo$206bo6bo7bo13b9o8bo2bo3b3o6bo9b
obobo3bo$206bo6bo2b3o2bo30bo2bo3bobo2b3obo9bo7bo$252bo2bo3bobo6bo$277b
11o$251b2ob13ob2o$252bo15bo7$333bo$313b4o16bo$328b3o$298bo13b3o16bo$
272b2o15b8obo16b2o9b5o$206bo6bo2b3o2bo47b5o6bo17bobo10b3o17bo36bo$206b
o6bo7bo19b3o31bo2bobo6b6o5bobo13bo14bo15b2o21bo$206bo6bo7bo48b5o3bobo
17bobo8b4o16bo36bo$206bo6bo7bo17b4o10bobo2bobo17bob2o6bo3bob3obobo42bo
bo2b2o3b2o12b5o$206bo6bo7bo21b2o33bob2o6bo3bobo5bo9b2o31bobobobo16bo$
206bo6bo2b3o2bo19bo11bobo2bobo9bo7bo9bo3b2ob2o3bo15b2o25bo3bobobobo13b
3o$206bo14bo14bo3bobo9bo8bo9bo7bo8bo5bobo3bo48bobobo10bo$206bo14bo14bo
2bobo11b8o7b2obo16bobob3obo3bo14b4o13bo18bo12bo$206bo14bo12bobobobo27b
2obo16bobo22bo18bo$206bo14bo12bobo2bo11b12o6bobo3b5o8bobo5b6o12b3o13bo
$206bo6b6o2bo12bo2bo31bobo2bo13bobo20b2o18b5o$237bo31bo6b5o9bob8o13b3o
14bo$276b2o12bo40b3o$310b4o14bo$328bo!

Then again:

Code: Select all

x = 63, y = 39, rule = B2-a/S12Super
12.C2.C20.E2.E$12.C2.C20.E2.E$4.E9.C13.I9.E$4.E5.3C.C.2C10.I5.3E.E.2E
$6.E7.C5.4C4.I.I7.E5.4E$6.E.E.3C.DC14.I.I.3E.DE$3.E4.E5.C3.2C2.I3.3E.
I.I5.E3.2E2.K$3.E6.E.C.C7.I11.I.E.E7.K$2E3.E4.E.C.C2.2C3.I.E.E2.2E3.I
.E.E2.2E3.K$2.3ED3E.E11.I.E.E7.I11.K.5K$14.3C.I.I5.E3.2E2.I3.3E.K.K$
2E.E.E.2E9.I.I.3E.DE14.K.K.3K2.I$3.E.E5.3L2.I.I7.E5.4E4.K.K8.I$3.E.E.
7K2.I5.3E.E.2E10.K5.2K3.I$11.3L2.I9.E24.I.5I$5.2K5.K11.E2.E11.7K.I.I$
10.K.K11.E2.E19.I.I.3I2.K$4.3K.K.K34.I.I8.K$8.K.K.7I26.I5.2I3.K$2L3K.
K49.K.3K2L$6.K3.2I5.I26.7I.K.K$6.K8.I.I34.K.K.3K$6.K2.3I.I.I19.E2.E
11.K.K$13.I.I.7K11.E2.E11.K5.2K$5.5I.I24.E9.I2.3L$11.I3.2K5.K10.2E.E.
3E5.I2.7K.E.E$11.I8.K.K4.4E5.E7.I.I2.3L5.E.E$11.I2.3K.K.K14.ED.3E.I.I
9.2E.E.E.2E$18.K.K.3E3.I2.2E3.E5.I.I.3C$10.5K.K11.I7.E.E.I11.E.3EC3E$
16.K3.2E2.E.E.I3.2E2.E.E.I3.2C2.C.C.E4.E3.2E$16.K7.E.E.I11.I7.C.C.E6.
E$16.K2.2E3.E5.I.I.3E3.I2.2C3.C5.E4.E$23.ED.3E.I.I14.CD.3C.E.E$15.4E
5.E7.I.I4.4C5.C7.E$21.2E.E.3E5.I10.2C.C.3C5.E$24.E9.I13.C9.E$23.E2.E
20.C2.C$23.E2.E20.C2.C!

Code: Select all

x = 101, y = 72, rule = B2-a/S12Super
70.3F.3F$70.F.F3.F$37.C2.C29.3F.3F$37.C2.C31.F.F$39.C13.I16.3F.3F$35.
3C.C.2C10.I$39.C5.4C4.I.I$35.3C2.C14.I.I10.F.3F.3F$39.C3.2C2.I3.3E.I.
I7.F2.F3.F.F$37.C.C7.I11.I4.3F.F3.F.3F$37.C.C2.2C3.I.E.E2.2E3.I5.F2.F
3.F.F.F$47.I.E.E7.I8.F3.F.3F$39.3C.I.I5.E3.2E2.I$43.I.I.3E2.E$2.3F.3F
32.I.I7.E5.4E$4.F.F34.I5.3E.E.2E$4.F.3F32.I9.E$4.F.F.F40.E2.E$4.F.3F
10.I29.E2.E$19.I$19.E$F.3F.F.F10.E$F3.F.F.F12.E$F.3F.3F12.E.E$F.F5.F
9.E4.E$F.3F3.F9.E6.E$15.2E3.E4.E$17.3E.3E.E2$15.2E.E.E.2E$18.E.E$18.E
.E2$50.C2.C20.E2.E$50.C2.C20.E2.E$42.E9.C13.I9.E$42.E5.3C.C.2C10.I5.
3E.E.2E$44.E7.C5.4C4.I.I7.E5.4E$44.E.E.3C2.C14.I.I.3E2.E$26.K14.E4.E
5.C3.2C2.I3.3E.I.I5.E3.2E2.K$21.4K.K14.E6.E.C.C7.I11.I.E.E7.K$26.K11.
2E3.E4.E.C.C2.2C3.I.E.E2.2E3.I.E.E2.2E3.K$6.F.3F8.2K5.K13.3E.3E.E11.I
.E.E7.I11.K.5K$6.F.F15.K.K25.3C.I.I5.E3.2E2.I3.3E.K.K$6.F.3F7.3K.K.K
13.2E.E.E.2E9.I.I.3E2.E14.K.K.3K2.K$6.F.F.F11.K.K16.E.E10.I.I7.E5.4E
4.K.K8.K$6.F.3F3.5K.K20.E.E.4K3M2.I5.3E.E.2E10.K5.2K3.K$20.K33.I9.E
13.K10.K.5K$20.K22.2K5.K11.E2.E12.K.4K.K.K$4.3F.3F9.K27.K.K11.E2.E12.
K6.K.K.3K2.K$.F2.F3.F33.3K.K.K6.K27.K.K8.K$3F.3F.3F35.K.K.4K.K27.K5.
2K3.K$.F4.F.F.F27.5K.K10.K27.K10.K.5K$4.3F.3F33.K3.2K5.K27.K.4K.K.K$
44.K8.K.K27.K6.K.K.3K$44.K2.3K.K.K6.K12.E2.E11.K.K$51.K.K.4K.K12.E2.E
11.K5.2K$43.5K.K10.K13.E9.I$49.K3.2K5.K10.2E.E.3E5.I2.3M4K.E.E$49.K8.
K.K4.4E5.E7.I.I10.E.E$49.K2.3K.K.K14.E2.3E.I.I9.2E.E.E.2E$56.K.K.3E3.
I2.2E3.E5.I.I.3C$48.5K.K11.I7.E.E.I11.E.3E.3E$54.K3.2E2.E.E.I3.2E2.E.
E.I3.2C2.C.C.E4.E3.2E$54.K7.E.E.I11.I7.C.C.E6.E$54.K2.2E3.E5.I.I.3E3.
I2.2C3.C5.E4.E$61.E2.3E.I.I14.C2.3C.E.E$53.4E5.E7.I.I4.4C5.C7.E$59.2E
.E.3E5.I10.2C.C.3C5.E$62.E9.I13.C9.E$61.E2.E20.C2.C$61.E2.E20.C2.C!

[GUYTU6J]

EDIT: almost 180-degree big glider reflector (actually a period tripler)

Code: Select all

x = 31, y = 25, rule = B2-a/S12
2bo$3o$4bo$2b2o2$28b3o2$27b3o11$11b2o$12bo$9b2o7bo$10bo8b2o$16b2o$19bo
$19bo!

Out of sheer luck, combining two copies gives a 42-cell p318 oscillator, working as if there is no residual domino.

Code: Select all

x = 30, y = 29, rule = B2-a/S12
19bo$17bobo$17bobo$17bo4$25bo$25b2o$23bo$3bo19b2o$2obo6b2o$4bo$2bo18bo
$2bo18bo5bo$27bo$21bo$26bob2o$5b2o19bo$6bo$3b2o$4bo4$12bo$10bobo$10bob
o$10bo!

It suggests the following candidate bottleneck active region.

Code: Select all

x = 48, y = 27, rule = B2-a/S12History
9.A$7.A.A$7.A.A$7.A4$35.A$18.D.D.3D10.A$15.D2.D.D3.D8.A3.A$2A2.A9.3D.
3D3.D7.6A$6.A8.D4.D3.D5.2A$4.A15.D3.D4$4.A$4.A5$45.A$46.2A$43.2A$46.A
$46.A!

Unrelatedly, another candidate bottleneck appears at generation 102 of this pattern.

Code: Select all

x = 12, y = 15, rule = B2-a/S12
2obo2$2b2o8$9bo$2b7o$10b2o$8bo$8bo!

(EDIT: and it can be converted to a clean big glider! I have not found any preceding conduit, though, so I will not make a new post.

Code: Select all

x = 10, y = 5, rule = B2-a/S12
9bo$8bo$b3o4bo$8b2o$3o!

)

This is how far I managed to reduce the stator on my side...

Well spotted! On a side note, I have a faint hope that someone might restart drifter search and find a better connection between 5c/8 diagonal wires (marked with state 3 in my last post) with lower repeat time.

Stamp collection...

While constructing the LifeWiki article OCA:Just_Friends, I expanded the old collection under RLE:Justfriendsoscillators with more oscillators, including a number of those from soups. Updates to that page will be displayed on the LifeWiki article at the same time.
EDIT: 80-cell p872 and 84-cell p436 loops

Code: Select all

x = 92, y = 42, rule = B2-a/S12
21bo49bo$21bo49bo$23b2o48b2o$10bo9b2o8bo29bo9b2o8bo$10bobo9bo7b2o28bob
o9bo7b2o$10bobo15bo31bobo15bo$12bo15b2o32bo15b2o4$4bo31b3o15bo31b3o$3b
2o48b2o$6bo28b3o18bo28b3o$5b2o48b2o$18b2o48b2o2$8bo49bo$2bo5bo43bo5bo$
2bo49bo$8bo49bo$2obo34bo11b2obo34bo$3bo34bob2o11bo34bob2o$37bo45bo$39b
o49bo$39bo43bo5bo$83bo2$72b2o$35b2o48b2o$4b3o28bo18b3o28bo$37b2o48b2o$
3b3o31bo15b3o31bo4$12b2o15bo32b2o15bo$13bo15bobo31bo15bobo$10b2o7bo9bo
bo28b2o7bo9bobo$11bo8b2o9bo29bo8b2o9bo$17b2o48b2o$20bo49bo$20bo49bo!

[Freywa]

On a side note, I have a faint hope that someone might restart drifter search and find a better connection between 5c/8 diagonal wires (marked with state 3 in my last post) with lower repeat time.

Drifters are almost moot now. Because of the stable big glider reflector I found there are only 24 periods where the only known oscillators are drifter loops – here are those periods with their corresponding minpops:

Code: Select all

bests = {32: 742, 33: 622, 45: 962, 47: 504, 49: 1070, 50: 900, 51: 560, 54: 224, 55: 616, 57: 1302, 59: 672, 61: 1408, 62: 280, 64: 744, 65: 1516, 66: 1236, 67: 784, 69: 1632, 70: 336, 71: 840, 72: 458, 73: 572, 74: 734, 75: 896}

New SKOPs from C4_1 (p9, p37, p56):

Code: Select all

x = 49, y = 13, rule = B2-a/S12
45bo$22bo22b2o$3bo18bo20bo$bobobo37b2o$bobobo8bo21bo$14bo9bo11bo$4bob
2o6bo2b3o4bo11bo$4bo9bo2bo5bo12bo$o13bo2b3o3bob2o9bobobo$o13bo8bo9b2ob
o3bo4b2o$14bo22bo7bo$35bo11b2o$35bo11bo!

[Freywa]

New SKOP22 from C4_1 (again?):

Code: Select all

x = 9, y = 14, rule = B2-a/S12
5bo$3bobo$2obobob2o$3bobo4$3b2o3$5bo$3bobo$3bobo$3bo!

[PHPBB12345]

Two glider collisions (right angle):

Code: Select all

x = 251, y = 221, rule = B2-a/S12
2bo30bo30bo30bo30bo30bo30bo30bo30bo$2o29b2o29b2o29b2o29b2o29b2o29b2o
29b2o29b2o7$4b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o$6bo29bo29bo
29bo29bo29bo29bo29bo29bo21$2bo30bo30bo30bo30bo30bo30bo30bo30bo$2o29b2o
29b2o29b2o29b2o29b2o29b2o29b2o29b2o8$4b2o28b2o28b2o28b2o28b2o28b2o28b
2o28b2o28b2o$6bo29bo29bo29bo29bo29bo29bo29bo29bo20$2bo30bo30bo30bo30bo
30bo30bo30bo30bo$2o29b2o29b2o29b2o29b2o29b2o29b2o29b2o29b2o7$4b3o27b3o
27b3o27b3o27b3o27b3o27b3o27b3o27b3o$6bo29bo29bo29bo29bo29bo29bo29bo29b
o21$2bo30bo30bo30bo30bo30bo30bo30bo30bo$2o29b2o29b2o29b2o29b2o29b2o29b
2o29b2o29b2o8$4b3o27b3o27b3o27b3o27b3o27b3o27b3o27b3o27b3o$6bo29bo29bo
29bo29bo29bo29bo29bo29bo20$2bo30bo30bo30bo30bo30bo30bo30bo30bo$2o29b2o
29b2o29b2o29b2o29b2o29b2o29b2o29b2o7$4bobo27bobo27bobo27bobo27bobo27bo
bo27bobo27bobo27bobo$6bo29bo29bo29bo29bo29bo29bo29bo29bo21$2bo30bo30bo
30bo30bo30bo30bo30bo30bo$2o29b2o29b2o29b2o29b2o29b2o29b2o29b2o29b2o8$
4bobo27bobo27bobo27bobo27bobo27bobo27bobo27bobo27bobo$6bo29bo29bo29bo
29bo29bo29bo29bo29bo20$33bo30bo30bo30bo30bo30bo30bo30bo$31b2o29b2o29b
2o29b2o29b2o29b2o29b2o29b2o6$35bo29bo29bo29bo29bo29bo29bo29bo$36bo29bo
29bo29bo29bo29bo29bo29bo$36bo29bo29bo29bo29bo29bo29bo29bo21$33bo30bo
30bo30bo30bo30bo30bo30bo$31b2o29b2o29b2o29b2o29b2o29b2o29b2o29b2o7$35b
o29bo29bo29bo29bo29bo29bo29bo$36bo29bo29bo29bo29bo29bo29bo29bo$36bo29b
o29bo29bo29bo29bo29bo29bo!

Two glider collisions (head on):

Code: Select all

x = 424, y = 100, rule = B2-a/S12
32bo29bo29bo29bo29bo29bo29bo29bo29bo29bo29bo29bo29bo$30b2o28b2o28b2o
28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o7$45b2o27b2o27b2o27b
2o27b2o27b2o27b2o27b2o27b2o27b2o27b2o27b2o27b2o$44bo28bo28bo28bo28bo
28bo28bo28bo28bo28bo28bo28bo28bo21$2bo29bo29bo29bo29bo29bo29bo29bo29bo
29bo29bo29bo29bo29bo29bo$2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b
2o28b2o28b2o28b2o28b2o28b2o7$15b3o26b3o26b3o26b3o26b3o26b3o26b3o26b3o
26b3o26b3o26b3o26b3o26b3o26b3o26b3o$15bo28bo28bo28bo28bo28bo28bo28bo
28bo28bo28bo28bo28bo28bo28bo21$2bo29bo29bo29bo29bo29bo29bo29bo29bo29bo
29bo29bo29bo29bo29bo$2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o
28b2o28b2o28b2o28b2o28b2o7$15bobo26bobo26bobo26bobo26bobo26bobo26bobo
26bobo26bobo26bobo26bobo26bobo26bobo26bobo26bobo$15bo28bo28bo28bo28bo
28bo28bo28bo28bo28bo28bo28bo28bo28bo28bo21$2bo29bo29bo29bo29bo29bo29bo
29bo29bo29bo29bo29bo29bo29bo29bo$2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o
28b2o28b2o28b2o28b2o28b2o28b2o28b2o6$16bo28bo28bo28bo28bo28bo28bo28bo
28bo28bo28bo28bo28bo28bo28bo$15bo28bo28bo28bo28bo28bo28bo28bo28bo28bo
28bo28bo28bo28bo28bo$15bo28bo28bo28bo28bo28bo28bo28bo28bo28bo28bo28bo
28bo28bo28bo!

[Anivec]

Here's a W110 emulator:

Code: Select all

x = 870, y = 818, rule = B2-a/S12
485bo$485bo2$487b2o$487bo2bo$486bobo$484b2o4bo10b2o$489b2obo14bo$490b
obo12b2ob2o$490b3o14bo$507bo$508b2o7$493bobo$493bo4$518bo$518bo3bo$519b
2obo4$482bo$521bo$481bobo3bo33bo$480b2obo28bo$481bobo3bo24bo12bobo$511b
o$524bo3bo$520b2o$525bobo$484bo$526bo$510bo$509bobo40bo$552bo$508bo3b
o2b2o$507bo5bo39bo$508bo3bo39bobo$524b3o23bo$510bo13bo24bo6bo$516bo33b
o$514bo37bobo$553bo3$517bo$514bo2bo$514bo2b3o5$543bo$541b2o7$528bo$527b
o$527bob2o$528bobo13bob4o$530bo13bo3b2obo$534b2o10bob2o$546bo2bobo$547b
obo3$551bo$551bo2$522bobo$522bo38$562b2o$561bo38$601b2o$601bo$601bo38$
640bobo$640bo38$680b2o$679bo37$457bo$451b2o4bo261b2o$719bo$455bo263bo
$454bo$455bo$455b3obo$460bo21b2obo$458b2o22bo$482b2obo2$461bo$461b2o$
483bo$483bo$469b2o$463b2o$439bo2b4o23bo$441bo3bo23bo$437bo5bo26b2o$441b
obo$439bo3$438bo$438bo$421bo341bo$763b2o$761bo$761b2o2$418bobo3bo$417b
2obo$418bobo3bo2$419bo43bo$462bobo297b2o$460bo301bo$459bo6bo297b2o$450b
o9bo303bo$450bo11bobo$449b2obo10bo294bobo$452bo305bo$451bo10bo$462bo$
445bo$445bo2$442bo$440b2obo$440bo$412bobo25bo4b2o$438bo$414bo23bobo$415b
o3b2o18bo$413b3o$400bo$400bo$421b2o$422bo$399bo$401bo$397bo4bo20bobo$
401bo25bo$399bo23bo2b2o$429bo$426b2obo23bo$426bo2bo24bo$426b2o2bo23bo
$426bo4b2o$426bo10$798b2o$797bo10$520bo$520b2o$518bo$518b2o2$393bo$392b
obo$398b2o$365bo27bo$365bo26b2o$392bo126b2o$392bo126bo$364bo156b2o$360b
obo158bo$360bo5bo$358bo3bo21bo28b3o$358b4o2bo21bo28bo$842b2o$837b2o5b
o$841b2o$383bo455bo2bo$383bo2bo452b2o$381b3o2bo453bo$840bo$362bo477bo
$362bobo$350b2o3bobo2$355bobo479b2o29bo$355bobo479bo30bo$355bo2bo478b
o28bo$358bo503b2o$356bobo470bo$829bo36b2obo$371bobo$868b2o$370bo3bo$377b
2o449bo$371bobo170bo284b2o$544bo283bo3b2o$331bo40bo171bo$330bobo211bo
$544bo$325b2o2bo3bo210bo$328bo5bo208bo$329bo3bo209bob2o311bo$543bo314b
o$331bo13b2o510bo$345bo$345bob2o$345bo495b2o$346bobo19bo472bo$368bo472b
ob2o$345bo3bo491bo$340b2o10b2o16bo3b2o297bo168bobo14b3o$341bo5bo314bo
10b2o183bo2bo$341bo33bo285b2o8bo169bo3bo13bo2bo$321bo42bo299bo6b2o175b
2o11bo$317bo3bo43bo297b2o178bo14bo2bo$317bob2o41b2o494bobo$363bo373bo
121b5o$737bo2$344bo327bo$318bo24bobo325bo61bobo$318bo26bo325bob2o57bo
2bobo$337b2o4bo329bo46b2o10bob2o$343bo329bo42bo13bo3b2obo$340bob2o324b
2o44bobo13bob4o$341bo327bo43bob2o$669bo43bo$338bo375bo$309b3o26bo$304b
2o3bobo2$309bobo3$727b2o$729bo5$700bo2b3o$700bo2bo$703bo3$739bo$700bo
37bobo$297bo404bo33bo$297bo398bo13bo24bo6bo$335bo77bo296b3o23bo$336bo
76bo280bo3bo39bobo$268b2o27bo38bo76bo65bo213bo5bo39bo$264bob2o27bobob
o113bo65bo214bo3bo2b2o$264bobo2bo26b2o115bo65bo258bo$265bob2obo24bobo
bo113bo65bo215bobo40bo$270bo26bo114bo66bo216bo$270bo141bob2o63bo232bo
$412bo67bo189bo$477b2obo230bobo$480bo225b2o$394bo315bo3bo$394bo302bo$
394bo272bobo3bo24bo12bobo$394bo271b2obo28bo$394bo233bobo36bobo3bo33bo
$394bo235bo76bo$277b2o116bo272bo$392b2obo$278bo116bo$294bo$294bo410b2o
bo$704bo3bo$295bo408bo$295bo4b2o$272bo21bobo115b3o$273b2o131b6o$413bo
265bo$260b3o150bo265bobo$258b2o3b2o$257bo3bob2o$257bobo14bo$256b2o2b2o
12bo$257bobo16b2o$258bo18b4o$258bo16bo418b2o$249b2o22bob2o416bo$273bo
402b3o14bo$247b2obo23bo401bobo12b2ob2o$675b2obo14bo$243b2o19b2o29b3o372b
2o4bo10b2o$247bo15bo33bo374bobo$249bo14b2o189b2o216bo2bo$249bo13bobo195b
2o210b2o$263bo2bo161bo27bo$264bobo161bo27bo214bo$261b3o190b2o215bo2$227b
3o19bobo$227bobo21bo173bobo$222b2o3bobo$228bo194bo2bo21bo$423b4o21bo$
449b2o$229bo44b2o170bobo140b2o$275bo165bo3bobobo141bo$244bo27b2o171bo
b2o$244b3o26bo169bo$443b4o$419bo6bo15b2o$427b2o13bo$442bo$413b2o$417b
o$419bo$421bo$419bobo$253bo294b3o$227bo25bo3bo284b6o$225bob3o25b2o2bo
289bo$223b2o2bobo205bo113bo$225bob3o26b2obo$227bo25b7o173bo3bo$440b2o
$434bobo$226bo208bo$226bo$393bobo2$256b2o130b2o2bo3bo2$257bo136bo$394b
o2$15bo$15bo392b2o$13bob2o391bo$13bo394bo2bo$14bo393b2o21bo$411bo$415b
2o13b2obo$433bo$401bobo28b2o$2bo400bo23b2o121b2o$2bo380b3o42bo122bo$2b
o378b2o3b2o37b2o124bo$2bo377bo3bob2o38bo$2bo377bobo$2bo376b2o2b2o$3bo
376bobo$2obo377bo21bo2bo$3bo330bo46bo24bo$334bo67bo2b2o$334bo$334bo68b
o$334bo$334bo38bobo$204b3o126bo67bo$206bo126bob2o36bo27bo$173b3o26bob
o128bo33b2o3bo$173bobo3b2o23bo167b3o$198b2o3b2o$173bobo27b2o110bo$204b
o110bo$204bo110bo$315bo$177bo9bobo125bo$177bo7b2o3b2o123bo$163bo13b2o
5b2obobobo25bo98bo$163bo18b5o3b2o26bo94b2obo117b2o$186b5o27bo97bo$187b
obo245bo$187b3o$164bo$161b2o2bo$159b3o2bo8$510bobo$138bo45b2o326bo$138b
o4b2o$139bo42b2obo$140b2o39bo3bo$139bobo41b3o$137bo43b5o$135b4obo$135b
o41b2o3bobo$135b3o4$173bo$173bo$175bo$173bobo2$156bob2o$159bo$133bo22b
ob2o$133bo$133bo39b2o$174bo$158bo12b2o$131b4o8b2o13bo13bo4b3o215bo$135b
o9bo33bo216bo$131b2obo261bo3$147bo2$122b2o21bo3bo$118bo22b2o$116bobo27b
obo$115bob2o28bo$115bo$116bo2$471b2o$473bo7$384b2o$384bo$386b2o$386bo
4$537bo$537bob2o$537bo$538bo$538bo$538bo$538bo$538bo$538bo2$138b2o$355b
3o$139bo217bo11$330bo$432b2o$328bo3bo100bo$324b2o107bo$329bobo2$330bo
4$130b2o$130bo$132b2o182bo$132bo185bo82bo$313b2o4bo81bo$318bo5bo71bob
2obo$316bo8bo69bobo2bo$325bo69bob2o$399b2o$316bo$316bo26b3o$340bobo$340b
o2bo$341bobo$341b2o$79bo243bo19bo$79bo19bo223bo17b2o76bo$81b2o17bo224b
o91bo$82b4o14bo227b2o85bo5bo$80bo312bo23bo$78bob2o240bob2o67bo25bo$78b
o$79bo242b2o$391bo2bo9b2o12bo$391bo14bo11bo$389bo5b2o$389bobo2$317bo$
317bo89bo$406bobo$61bo314b3o3b2o$61bo314bobo22b2o2bo3bo$313b5o58bobo$
311b2o4bo58bobo28bo$60bo2bo247bo2b4o57bo2bo28bo$63bo248b2o61bobo$58b2o
5bo310b2o$63bobo31bo$97bo2$98bo$98bo4b2o$69bobo25bobo$71bo$75b4o2bo$75b
o3bo$77bo5bo$77bobo$81bo3$82bo$82bo6$67bo$67bo3bo$67bob2ob2o$67b2o4bo
$67bo3bobo$68b2o2bo70$381b3o$375b6o$382bo$382bo!

[C_R_116]

I want this revived again.

Here's a c/4 wickstretcher

Code: Select all

x = 20, y = 10, rule = B2-a/S12
5b3o4b3o$4bo2bo4bo2bo$4bo10bo$3b2o3bo2bo3b2o$o3bo10bo3bo$o2b2o2bo4bo2b
2o2bo2$2bo5bo2bo5bo$b3o5b2o5b3o$o18bo!

Along with a c/6 diagonal

Code: Select all

x = 9, y = 7, rule = B2-a/S12
2o$o4bo$o4bo$2bo$2bo2bobo$b3o$7b2o!

[b-engine]

Anyone notice that the tagalong for glider can pull another tagalong?

Code: Select all

x = 179, y = 180, rule = B2-a/S12
176bobo$178bo$176bo$173b2obo$174bo$171b2obo2$169b2obo2$167b3o$169bo$165b
obo$167bo$165bo$162b2obo$163bo$160b2obo2$158b2obo2$156b3o$158bo$154bo
bo$156bo$154bo$151b2obo$152bo$149b2obo2$147b2obo2$145b3o$147bo$143bob
o$145bo$143bo$140b2obo$141bo$138b2obo2$136b2obo2$134b3o$136bo$132bobo
$134bo$132bo$129b2obo$130bo$127b2obo2$125b2obo2$123b3o$125bo$121bobo$
123bo$121bo$118b2obo$119bo$116b2obo2$114b2obo2$112b3o$114bo$110bobo$112b
o$110bo$107b2obo$108bo$105b2obo2$103b2obo2$101b3o$103bo$99bobo$101bo$
99bo$96b2obo$97bo$94b2obo2$92b2obo2$90b3o$92bo$88bobo$90bo$88bo$85b2o
bo$86bo$83b2obo2$81b2obo2$79b3o$81bo$77bobo$79bo$77bo$74b2obo$75bo$72b
2obo2$70b2obo2$68b3o$70bo$66bobo$68bo$66bo$63b2obo$64bo$61b2obo2$59b2o
bo2$57b3o$59bo$55bobo$57bo$55bo$52b2obo$53bo$50b2obo2$48b2obo2$46b3o$
48bo$44bobo$46bo$44bo$41b2obo$42bo$39b2obo2$37b2obo2$35b3o$37bo$33bob
o$35bo$33bo$30b2obo$31bo$28b2obo2$26b2obo2$24b3o$26bo$22bobo$24bo$22b
o$19b2obo$20bo$17b2obo2$15b2obo2$13b3o$15bo$11bobo$13bo$11bo$8b2obo$9b
o$6b2obo2$4b2obo2$2b3o$4bo$obo$2bo$o$o!

This means that we have infinite c/6 ships.
EDIT:
Probably known growing ship:

Code: Select all

x = 7, y = 8, rule = B2-a/S12
3bo$2bobo$2bobo$bobobo$bo3bo$bo3bo$bo3bo$2o3b2o!

[Haycat2009]

Anyone notice that the tagalong for glider can pull another tagalong?

Code: Select all

x = 179, y = 180, rule = B2-a/S12
176bobo$178bo$176bo$173b2obo$174bo$171b2obo2$169b2obo2$167b3o$169bo$165b
obo$167bo$165bo$162b2obo$163bo$160b2obo2$158b2obo2$156b3o$158bo$154bo
bo$156bo$154bo$151b2obo$152bo$149b2obo2$147b2obo2$145b3o$147bo$143bob
o$145bo$143bo$140b2obo$141bo$138b2obo2$136b2obo2$134b3o$136bo$132bobo
$134bo$132bo$129b2obo$130bo$127b2obo2$125b2obo2$123b3o$125bo$121bobo$
123bo$121bo$118b2obo$119bo$116b2obo2$114b2obo2$112b3o$114bo$110bobo$112b
o$110bo$107b2obo$108bo$105b2obo2$103b2obo2$101b3o$103bo$99bobo$101bo$
99bo$96b2obo$97bo$94b2obo2$92b2obo2$90b3o$92bo$88bobo$90bo$88bo$85b2o
bo$86bo$83b2obo2$81b2obo2$79b3o$81bo$77bobo$79bo$77bo$74b2obo$75bo$72b
2obo2$70b2obo2$68b3o$70bo$66bobo$68bo$66bo$63b2obo$64bo$61b2obo2$59b2o
bo2$57b3o$59bo$55bobo$57bo$55bo$52b2obo$53bo$50b2obo2$48b2obo2$46b3o$
48bo$44bobo$46bo$44bo$41b2obo$42bo$39b2obo2$37b2obo2$35b3o$37bo$33bob
o$35bo$33bo$30b2obo$31bo$28b2obo2$26b2obo2$24b3o$26bo$22bobo$24bo$22b
o$19b2obo$20bo$17b2obo2$15b2obo2$13b3o$15bo$11bobo$13bo$11bo$8b2obo$9b
o$6b2obo2$4b2obo2$2b3o$4bo$obo$2bo$o$o!

This means that we have infinite c/6 ships.
EDIT:
Probably known growing ship:

Code: Select all

x = 7, y = 8, rule = B2-a/S12
3bo$2bobo$2bobo$bobobo$bo3bo$bo3bo$bo3bo$2o3b2o!

I hate making others feel this way, but the first one is known-see the lifewiki entry. The second one is a nice discovery, though.

[b-engine]

G-to-2G and glider destruction:

Code: Select all

x = 41, y = 24, rule = B2-a/S12
9bo28bo$9bobo26bobo17$2bobo28bobo$2bobo28bobo$bo3bo26bo3bo$bo3bo26bo3b
o$bo3bo26bo3bo$2o3b2o24b2o3b2o!

c/2 signal:

Code: Select all

x = 4, y = 55, rule = B2-a/S12
bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$
bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$
bo$bo$bo$bo$obo$2bo$2bo$bobo$bo!

For some reason nothing can keep travel at speed of light.

[wildmyron]

c/2 signal:

Code: Select all

x = 4, y = 55, rule = B2-a/S12
bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$
bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$
bo$bo$bo$bo$obo$2bo$2bo$bobo$bo!

For some reason nothing can keep travel at speed of light.

I'm not sure if you were referring exclusively to signals, but here is a fuse that travels at c/1:

Code: Select all

x = 27, y = 8, rule = B2-a/S12
o22bo$ob20obo$o22bo$obobobobobobobobobobobo2b2o$o2bobobobobobobobobobo
2bo$o22bo$ob20obo$o22bo!

I don't see a way for that to be the basis of a signal though.

[b-engine]

Not sure if we can make an adjustable slope ship out of it:

Code: Select all

x = 18, y = 98, rule = B2-a/S12
bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$
bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$bo$
bo$bo$bo$bo$obo$2bo$2bo$bobo$3bo$3bo$2bobo$4bo$4bo$3bobo$5bo$5bo$4bob
o$6bo$6bo$5bobo$7bo$7bo$6bobo$8bo$8bo$7bobo$9bo$9bo$8bobo$10bo$10bo$9b
obo$11bo$11bo$10bobo$12bo$12bo$11bobo$13bo$13bo$12bobo$14bo$14bo$13bo
bo$15bo$15bo$14bobo$16bo$16bo$15bobo$17bo$17bo!

[ThePlayzr]

what is the maximum possible speed for a diagonal spaceship and an orthogonal spaceship in this rule?

[R2INT]

Seems like the orthogonal speed limit might be c/3 here:

Code: Select all

x = 8, y = 16, rule = B2-a/S12
bo$obo$obo$3o$bo$4bo$o3bo$5bo$3bobo$bo3bo$bobo$bo$6bo$2bo2bo$2b2o2b2o
$2b2o!

I haven't tested the diagonal speeds yet. I know for sure there is a c/6d in this rule, though.

[dbell]

The bigger sized gliders have been known for a long time, but I just found out that they can all be easily constructed in the most obvious way.

Code: Select all

#C A period 236 size 8 big glider gun.
#C This uses pairs of period 236 glider guns which prepend new big
#C gliders onto the front of previous big gliders, increasing their
#C size by two.  Also, a glider gun at the bottom right demonstrates
#C that a component of a big glider can be removed to decrease the
#C size by one.  Finally, the initial gun at the upper left can be
#C removed to make big gliders with the opposite parity size.  For
#C large glider sizes, higher period input guns are required to leave
#C enough room.
#C David I. Bell, 6 January 2026
x = 305, y = 247, rule = B2-a/S12
8bo$12bo$8bobobo$11boo$25boo$25boo$24bo$11bo12bobobo$11bo12bo3bo$25bob
obo$25bo4boo$26b4o$28bo$11boo$11bo$11bo6$41bo$39bo$43boo$39bo$3o38bo$
bbo105bobo$109bo4boo$o3bo36bo39bo27bo$bbo38bo39bo$7boo99bo$108bo$34bo
45bo$76b5o$33boo41bo4boo$74bo3b3o19bo$75b3obbo19b3o$30bo67boo$30bo67b
oo$99bo$99bo$99bobbo$27bobo67boo3bo$$25bobbo49bo$25b4o49b3o$66boo3b3o$
71bobo$71bobo$71bobo$71bobbo$72bobo$72boo$$87b3o$87bobo$86b5o$93boo$
87bobo$88bo$88bo11$36bobo$37bo36bo$31boobb5o32b3o$158bobo$35b5o34boobo
82bo$37bo90bo28bobbo$37bo14bo23boo50bo28bobo$51bo75bobo27bobo$51boboo
78boo$51bobbo71b5o21boo3bobo$52bobo72bobo$52bobo72b3o$51booboo$46bo6bo
4boo85bo$47bo5bo92bo$47bo91boobboobo$117bo11bo11bobbo$23bobbobo88bo11b
3o12bo$23bo$26bo$117bo24bo$115bobobo22bo$117boo$24bo21b4obo63bobobo$
24bo19boboo3bo65bo$46boobo$44bobobbo$46bobo$17bo$$44bo$16bo27bo$10boo
3bobo117boobbo$15bobo116bo3bobo$15b3o116boo4bo$134bobooboo$134bo3bo$
134bo3$113bo$113bo$115bo$113bobo81boobbo$117bo78bo3bobo$85bo29b3o51bo
26boo4bo$80boo3bo83bo26bobooboo$80b5o32boobo75bo3bo$78boo116bo$79bo39b
oo46bobbo$79bo4boo81bo$165bo5boo$165bobo$$184bobb4o$186bo3bo$182bo5bo$
186bobo$101bo82bo$99b3obo64bo$99bobobboo54bo7b3o$77bo21b3obo56bo22bo$
77bo23bo55boo24bo$154b4o$89bo69bo$76bo13bo11bo55boobo$90bo11bo58bo$73b
obo4bo79bo$$73boo$91bo$91bo$61bo27b5o$66boo107bobo$59bo3bo21boobb5o82b
o4boo$91bo84bo$60bobo27bobo$59bo115bo$59boboo112bo$59bo92bo$59boo$151b
oobo$154bo$153boobo$156bo$158bo$126bo29bobo$160bo83bobo$158b3o81bo$
125bo87bo28boobbo$119boo3bobo33boobo49bo26bo$124bobo86bo26boboo$124b3o
35boo76bobbo$239bobboo$211b4o22boo4bo$215bo27bo$211boobo$140boo$229bo
bbo$140boboo88bo$228bobboo$146boo54bo$118bo24bo58bo10bo15bo$118bo13bo
8bo60boo9b3o$133bo7bo60b3o$115bo17bo67boobo22bo$113boobo82b3obobo21bo$
113bo85bobo$113bo4boo79b3obobo$111bo89boobo$111bobo88b3o$112bo22boo$
136bo$129b6obo$131boo$134bo$105bo$100boo3bo113boo$100b5o27bo88bo3boo$
98boo32bo59bo27bo$99bo90b3o27bo$99bo4boo112b3o$192boobo$$194boobo$197b
o$196boobo$199bo$201bo$199bobo$170bo32bo$170bo30b3o72bo$168boo100boo$
168boo33boobo67bo3bo$163boo$168bobo34boo68bobo$278bo$275boobo$278bo19b
3obbo$277boo21boobbo$303bo$$280bo$184bobo93boo$184bobo115bo$186bobb3o
110bo$162bo21bobo96bo4boo$162bo22bo$175bo85b3o18bo$176bo80boboo26b3o$
176bo86bo25bo$159b3o95bob3o27bo$157bo4bo$156bobb3o$158bo$257bo$174bo3b
oo77bo$179bo$147bo4bo21bob4o51bo$148bo82bo$233bo$145b3obo26bo54bobo$
145bo3bo26bo58bo$147bo28bo56b3o$142boo$146boo87boobo$144bo$237boobo41b
o$240bo39bo3bo$239boobo35bo$242bo37bo3bo$244bo37bo$242bobo8bo$246bo6b
3o$244b3o34bo$281bo!

It's too bad that the big glider adding reaction doesn't work for two very close big gliders so as to close the gap to make an infinitely growing glider.

Maybe there is a different reaction that can fill the gap but I'm not hopeful.

BCNU,
-dbell

[Drelectron8]

Code: Select all

x = 25, y = 25, rule = B2-a/S12
2bobo2bo2bo2bo$2bo3bobo4bo$2o2bo4bobob2o$3bo2bo2bobo5bo$obo4bo2b2o2bo
$14b2o$bobo10bob2o$o3bo11bob2o$bo17bo$2b2o14bob2o$o3bo15bob2o$2b3o9bo
3bo4bo$14bo5bo$3o10bob3o3b2obo$2bob3o4b2o3bobob2o2bo$5bo7bo7bo$6b2o5b
2o4bo2bo$3bo2bo6bo6bo$7bobobo2bo4bo$7b2o7bobobo$9b2obobo2bobo$9bo3b3o
$10bo2bo2bo$10b2o$13b2o!

Here is a c/7 diagonal partial, have no other diagonal speeds apart from the glider's c/6 been found? I don't think the rule can truly be that scarce for diagonals.