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B3-ckq/S2-c34ci: Pi-plicator

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Re: B3-ckq/S2-c34ci: Pi-plicator

Postby BlinkerSpawn » September 28th, 2016, 11:33 pm

Reflection, but only at p16:
x = 66, y = 35, rule = B3-ckq/S2-c34ci
60b2o$63bo$38b5o5b6o10b2o$37bo4bo4bo5bo11bo$42bo10bo6bo2b3o$37bo3bo5bo
4bo7bo$39bo9b2o12b3o$62bo2bo$38b2o6b2o4b2o2b2o3bo3bo$38bobo5bobo3b2o2b
2o3b4o$39b2o6b2o12b2o$30bo$29bo$29b3o19b2o7b5o$48b3ob2o5bo4bo$18b2o28b
5o11bo$18bob3o26b3o7bo3bo$18b2o2bo38bo$19b3o2b3o$20bo2b5o$23b3ob2o$8bo
17b2o$7bo6b3o$8bo$3o6bo$o9b2ob2o$bo9b3o$12bo3$13b6o$12bo5bo$18bo$12bo
4bo$14b2o!
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Re: B3-ckq/S2-c34ci: Pi-plicator

Postby Hdjensofjfnen » September 29th, 2016, 10:05 pm

Very messy puffer:

x = 11, y = 3, rule = B3-ckq/S2-c34ci
3ob3ob3o$obobobobobo$4bobo3bo!
Life is hard. Deal with it.
My favorite oscillator of all time:
x = 7, y = 5, rule = B3/S2-i3-y4i
4b3o$6bo$o3b3o$2o$bo!
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Re: B3-ckq/S2-c34ci: Pi-plicator

Postby wildmyron » September 29th, 2016, 11:46 pm

Hdjensofjfnen wrote:Very messy puffer:

x = 11, y = 3, rule = B3-ckq/S2-c34ci
3ob3ob3o$obobobobobo$4bobo3bo!

That evolves into the same p9276 puffer I posted on the previous page.
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Re: B3-ckq/S2-c34ci: Pi-plicator

Postby AbhpzTa » September 30th, 2016, 5:51 pm

c/2 p16 glider forerake:
x = 18, y = 16, rule = B3-ckq/S2-c34ci
15b2o$5b5o4bo2bo$4bo4bo7bo$9bo5b3o$4bo3bo5bo$6bo6b5o$7bo5b2o2bo$6bobo
3bo3b2o$5b2obo3b2obo$7bo$12bo$11bo3bo$b4o11bo$6o5bo4bo$4ob2o5b5o$4b2o!

c/2 p28 glider backrake:
x = 26, y = 27, rule = B3-ckq/S2-c34ci
14bo$12bo3bo$17bo$12bo4bo$13b5o4$15b2o$9bo6bo6bo$7bo3bo11b2o$2b2o8bo9b
ob2o$2ob2o2bo4bo10b2o$4o4b5o$b2o20b2o$22bob2o$23b2o$16bo6bo$15b2o4$8b
5o$7bo4bo$12bo$7bo3bo$9bo!

Reflection:
x = 50, y = 27, rule = B3-ckq/S2-c34ci
33bo$31bo3bo$26b2o8bo$17b3o4b2ob2o2bo4bo$16b5o3b4o4b5o$16b3ob2o3b2o$
19b2o2$39b2o$40bo6bo$47b2o$23bo22bob2o$10b2o10b2o23b2o$10b2o11b2o7b5o$
31bo4bo10b2o$25b4o7bo9bob2o$b3o20bo3bo2bo3bo11b2o$5o23bo4bo6bo6bo$3ob
2o18bo2bo11b2o$3b2o3$37b5o$36bo4bo$41bo$36bo3bo$38bo!


EDIT:
Faster L56: (49)(also 36-41, 43)
x = 70, y = 21, rule = B3-ckqS2-c34ciHistory
14.3D45.2A$14.DBD46.A2.2D$13.BDBD33.2A6.2A2.A2.D2B2D$2A6.2A3.5BD31.2A
2.2B2.A2.A2.2D3BD$2A2.2B2.A.A2.5BDB33.4B2.2A2.BD4BD$3.4B2.2A2.5BD33.
6B5.B5D$2.6B5.5B33.8B2.4B2DB$.8B2.7B34.7B2.8B$2.7B2.8B35.3C2B2.8B$4.
3C2B2.8B34.3BC12B$3.3BC12B34.B3C11B$3.B3C11B34.16B$2.16B33.3C15B$.3C
15B33.16B$2.16B35.5B.9B$3.5B.9B36.13B$4.13B37.12B$4.12B40.4B2.3B2.2A$
6.4B2.3B2.2A36.B2A2B6.A.A$5.B2A2B6.A.A37.2A8.2A$6.2A8.2A!
F47(33):
x = 25, y = 47, rule = B3-ckqS2-c34ciHistory
.AB2A3.2A$B4A3.A.A$.2B2.2A2.2A$4.A3C$4.2DB2C$4.2DBABD$4.BDA2BD2B.5B$
4.BD2BD9B$5.B3D14B$5.17B3D$6.18BD$7.15B3D$3.A.A3B.12B$3.3AB4.B2.3B2.
3D$6.2B12.B$3.2A.AB$2.A.3AB$2.A$3.4A.A$5.A.2A11$6.5D$6.D3.D$10.D$5D4.
D$8.D$8.D$8.D4$.A.2A$.4A$5.2A$4.4A$7.2A$7.A6.F$6.A!

EDIT 2:
Fewer population:
x = 29, y = 10, rule = B3-ckqS2-c34ciHistory
.A19.A$3A17.3A$A.2A16.A.2A$2.A19.A$2A2.2C14.2A2.2C$3.C.C17.C.C$3.2C
18.2C$7.2C12.C5.2C$.2C3.C.C12.2C3.C.C$.2C3.2C18.2C!
Faster recovery (44 -> 43):
x = 42, y = 19, rule = B3-ckqS2-c34ciHistory
37.2C$37.2C$2.2C30.2C$3.C31.C$C.C29.C.C$2C30.2C5$3.3A29.3A$5.A31.A$3.
3A29.3A$8.2C30.2C$8.2C30.2C$3.C31.C$3.3C29.3C$6.C31.C$5.2C30.2C!
Lx11(30 / 37(+F56) / 43):
x = 80, y = 42, rule = B3-ckqS2-c34ciHistory
43.3D$43.DBD$43.DBDB$41.D5B$40.BD5B$41.D5B$42.5B$42.7B$41.8B$41.8B$
41.8B$42.6B$42.5B$42.5B$41.5B$.2E.2E29.2E3.6B19.2E$2.E.E30.2E3.6B19.
2E$.2E.2E32.7B$37.8B33.2E$7.3D26.B3D6B21.3D8.2E$7.DBD26.BDBD5B22.DBD$
6.BDBD26.BDBD5B21.BDBD6.2E$6.5B25.8B22.5B4.E.E$5.B3C2B24.B3C4B22.B3C
2B3.E$5.3BC3B23.3BC3B2.2E19.3BC3B2.2E$5.B3C3B23.B3C3B2.2E19.B3C3B$6.
3B.2B24.3B.2B24.3B.2B$10.A.A27.A.A27.A.A$6.A3.3A23.A3.3A23.A3.3A$6.3A
27.3A27.3A$9.A.2A26.A.2A26.A.2A$8.2A.2A25.2A.2A25.2A.2A4$.D3.3D3.3D3.
D13.D3.3D2.5D2.D13.D5.D3.3D3.D$D3.D3.D.D3.D3.D11.D3.D3.D.D3.D3.D11.D
5.2D2.D3.D3.D$D7.D.D3.D3.D11.D7.D5.D3.D11.D4.D.D6.D3.D$D5.2D2.D3.D3.D
11.D5.2D5.D4.D11.D3.D2.D4.2D4.D$D7.D.D3.D3.D11.D7.D3.D5.D11.D3.5D5.D
3.D$D3.D3.D.D3.D3.D11.D3.D3.D3.D5.D11.D6.D2.D3.D3.D$.D3.3D3.3D3.D13.D
3.3D4.D4.D13.D5.D3.3D3.D!
L31(35):
x = 11, y = 24, rule = B3-ckqS2-c34ciHistory
5.3D$5.DBD$4.BDBD$4.5BD$4.5BDB$4.5BD$4.5B$2.7B$2.8B$2.8B$2.8B$3.6B$.A
2.A4B$3.BDCD2B$A.3BAD3B$A2.B2CD2B$2.B.5B$.3C4B$.4B$2.BC.C.C.C$2.B3C.
3C2$.C.5C$.2C.C2.C!


EDIT 3:
Canonical U(Unit) , B and P(Pi):
x = 25, y = 15, rule = B3-ckqS2-c34ciHistory
D3.D5.4D6.4D$D3.D5.D3.D5.D3.D$D3.D5.D3.D5.D3.D$D3.D5.4D6.4D$D3.D5.D3.
D5.D$D3.D5.D3.D5.D$.3D6.4D6.D4$3.3D5.2D8.3D$5.D6.2D9.D$3.3D5.2D8.3D$
11.D$3D!

U-to-B:
x = 162, y = 72, rule = B3-ckqS2-c34ciHistory
D3.D2.5D8.5D2.4D49.D3.D2.D13.3D5.D3.4D13.D3.D2.4D6.D5.D3.4D$D3.D2.D
12.D6.D3.D48.D3.D2.D12.D3.D3.2D3.D3.D12.D3.D2.D3.D4.2D4.2D3.D3.D$D3.D
2.D12.4D3.D3.D48.D3.D2.D5.D3.D6.D2.D.D3.D3.D12.D3.D2.D3.D3.D.D3.D.D3.
D3.D$D3.D2.4D3.5D.D3.D2.4D49.D3.D2.D6.D.D6.D2.D2.D3.4D13.D3.D2.4D3.D
2.D2.D2.D3.4D$D3.D2.D16.D2.D3.D48.D3.D2.D7.D6.D3.5D2.D3.D12.D3.D2.D.D
4.5D.5D2.D3.D$D3.D2.D12.D3.D2.D3.D48.D3.D2.D6.D.D4.D7.D3.D3.D12.D3.D
2.D2.D6.D5.D3.D3.D$.3D3.D13.3D3.4D50.3D3.5D.D3.D2.5D4.D3.4D14.3D3.D3.
D5.D5.D3.4D4$.D3.3D3.3D3.D23.D5.D4.D4.D23.D3.3D5.D3.D33.D3.3D5.D3.D$D
3.D3.D.D3.D3.D21.D5.2D3.2D5.D21.D3.D3.D3.2D4.D31.D3.D3.D3.2D4.D$D7.D.
D3.D3.D21.D4.D.D4.D5.D21.D7.D2.D.D4.D31.D7.D2.D.D4.D$D5.2D2.D3.D3.D
21.D3.D2.D4.D5.D21.D5.2D2.D2.D4.D31.D5.2D2.D2.D4.D$D7.D.D3.D3.D21.D3.
5D3.D5.D21.D7.D.5D3.D31.D7.D.5D3.D$D3.D3.D.D3.D3.D21.D6.D4.D5.D21.D3.
D3.D4.D4.D31.D3.D3.D4.D4.D$.D3.3D3.3D3.D23.D5.D3.3D3.D23.D3.3D5.D3.D
33.D3.3D5.D3.D4$9.E.E.2E36.E.E.2E36.2E45.2A$9.3E.2E36.3E.2E36.2E45.2A
$143.A$9.3E39.3E31.D4.2E.2E43.2AB.2A$9.E.E39.E.E30.3D4.E.E42.2B2AB$3.
4B34.2B.5B34.2DBDB2.2E.2E41.6B$2.3A2B33.B2A6B34.5B48.6B$.B.B2A4B30.BA
BA8B31.5B47.7B$B2A.AB2AB2D29.3BA7B2D29.6B47.2B3C2B$.2AB.B.A2B2D28.AB
2A8B2D28.6B47.2B.BC3B3.2A$3.4BAB2D30.A9B2D29.7B46.2B3C4B2.2A$2.B4A2BD
31.10BD30.7B46.10B$2.B2A2B35.B.5B32.8B45.3C9B$3.B2.2B37.B2.2B31.7B47.
11B$.A.A.A.A35.A.A.A.A32.B3C2B48.10B$.5A.3A33.5A.3A29.3B.C3B46.11B$
10.A41.A28.2B3C2B5.2A40.10B$3.3A3.2A34.3A3.2A28.7B.B3.2A40.8B$3.A.A
39.A.A32.3C9B43.7B$81.2B.6B2A.2A40.7B$85.4B2.A.A42.7B$84.B2A2B.2A.2A
38.12B$85.2A45.13B$132.12B2A$133.11B2A$130.2A2.3B.5B.B$130.A.A4.5B$
131.2A4.5B$137.2DBDB2.2E.2E$138.3D4.E.E$139.D4.2E.2E2$147.2E$147.2E2$
8.D4.3D31.3D2.5D$7.2D3.D3.D29.D3.D.D$8.D7.D33.D.4D$5D3.D6.D24.5D3.2D
2.D3.D$8.D5.D35.D5.D$8.D4.D32.D3.D.D3.D$7.3D2.5D30.3D3.3D4$6.3A$8.2A
37.2A$5.2A.A.2A35.A.A$5.2A4.A37.A$11.A8.F25.A.2A$7.4A36.A16.F$7.2A!
B-to-U:
x = 148, y = 102, rule = B3-ckqS2-c34ciHistory
4D3.D6.5D2.3D3.D3.D5.D3.3D3.3D3.D16.4D3.5D2.5D2.3D3.D3.D5.D3.3D2.5D2.
D$D3.D2.D6.D3.D.D3.D2.D3.D4.D3.D3.D.D3.D3.D15.D3.D2.D6.D3.D.D3.D2.D3.
D4.D3.D3.D.D7.D$D3.D2.D10.D.D3.D2.D3.D4.D7.D5.D3.D15.D3.D2.D10.D.D3.D
2.D3.D4.D7.D.4D4.D$4D3.D9.D2.D3.D2.D3.D4.D5.2D4.2D4.D15.4D3.4D6.D3.3D
3.D3.D4.D5.2D2.D3.D3.D$D3.D2.D8.D3.D3.D2.D3.D4.D7.D5.D3.D15.D3.D2.D8.
D3.D3.D2.D3.D4.D7.D5.D3.D$D3.D2.D8.D3.D3.D2.D3.D4.D3.D3.D.D3.D3.D15.D
3.D2.D8.D3.D3.D2.D3.D4.D3.D3.D.D3.D3.D$4D3.5D4.D4.3D4.3D6.D3.3D3.3D3.
D16.4D3.D8.D4.3D4.3D6.D3.3D3.3D3.D4$16.3D53.A.A.2A7.A.A$16.DBD53.3A.
2A7.3A$15.BDBD$15.5BD51.3AB9.3A$15.5BDB50.A.AB9.A.A$15.5BD52.4B9.B$
15.5B52.4B.3B2.2B.3B.B3.2B.5B$13.7B51.20B.9B$2.A.A.2A5.8B49.2B2C32B$
2.3A.2A5.8B49.3B2C30B3D$13.8B49.2B2C33BD$2.3AB7.7B51.BC32B3D$2.A.AB8.
6B51.5B.12B.2B.12B$3.4B6.8B63.5B5.B2.3B2.3D$2.4B.3B2.8B63.7B13.B$.18B
63.A.A.A.A.A.2A$2B2C16B62.3A.3A.2A.A$3B2C15B65.A$2B2C14B2.2B60.3A2.2A
$.BC14B2.2A2B59.A4.2A$.5B.8B3.A.AB$18.2AB$16.A2.B2.2A$16.2A3.A.A$21.
2A26$4D3.4D4.3D3.3D3.D3.D78.4D3.5D11.D2.5D2.D3.D$D3.D2.D3.D2.D3.D.D3.
D2.D3.D78.D3.D2.D14.2D2.D3.D2.D3.D$D3.D2.D3.D2.D3.D5.D2.D3.D78.D3.D2.
D5.D3.D3.D.D6.D2.D3.D$4D3.4D4.4D3.2D3.D3.D78.4D3.4D3.D.D3.D2.D5.D3.D
3.D$D3.D2.D.D8.D5.D2.D3.D78.D3.D2.D7.D4.5D3.D4.D3.D$D3.D2.D2.D3.D3.D.
D3.D2.D3.D78.D3.D2.D6.D.D6.D4.D4.D3.D$4D3.D3.D3.3D3.3D4.3D79.4D3.D5.D
3.D5.D4.D5.3D4$10.D2.5D2.3D3.D32.D3.3D2.5D2.D35.D3.3D3.3D3.D$.2D6.D3.
D5.D3.D3.D22.D7.D3.D3.D.D7.D33.D3.D3.D.D3.D3.D$3.D5.D3.4D2.D3.D3.D22.
D7.D3.D5.4D4.D33.D7.D.D3.D3.D$.3D5.D3.D3.D2.3D4.D22.3D5.D3.4D2.D3.D3.
D33.D5.2D2.D3.D3.D$D2.D5.D7.D.D3.D3.D22.D2.D4.D3.D3.D5.D3.D33.D7.D.D
3.D3.D$D2.D5.D3.D3.D.D3.D3.D22.D2.D4.D3.D3.D.D3.D3.D33.D3.D3.D.D3.D3.
D$.2D.D5.D3.3D3.3D3.D23.3D6.D3.3D3.3D3.D35.D3.3D3.3D3.D4$2.A.A.2A8.2B
34.A.A.2A8.2B44.A.A.2A10.2A$2.3A.2A7.4B.B3.2A26.3A.2A7.4B.B3.2A36.3A.
2A10.A.A$14.8B2.A39.8B2.A50.2B2.2A$2.3AB7.10B2.A.A24.3AB7.10B2.A.A34.
3AB8.4B$2.A.AB7.11B2.2A24.A.AB7.11B2.2A34.A.AB8.5B$3.4B7.11B28.4B7.
11B38.4B7.5B4.B$2.4B.3B2.14B26.4B.3B2.14B36.4B.3B2.9B.3D$.25B25.25B
35.24B$2B2C23B.2A20.2B2C23B.2A30.2B2C21B3D$3B2C23B.A20.3B2C23B.A30.3B
2C22BD$2B2C24B2A.2A17.2B2C24B2A.2A27.2B2C21B3D$.BC25B.A.A19.BC25B.A.A
29.BC23B$.5B.19B2.2A.2A18.5B.19B2.2A.2A28.5B.14B$14.12B38.12B46.8B$
16.8B42.8B50.B.4B$18.6B44.D5B50.BA.AB$18.6B43.BD5B51.3AB$19.5B44.D5B
48.2A$16.2E2.DBDB46.DBDB48.A.4A.A$16.E3.DBD47.DBD53.A.2A$14.E.E3.3D
47.3D$14.2E!
B-to-B:
x = 38, y = 39, rule = B3-ckqS2-c34ciHistory
4D3.5D9.3D3.3D3.4D$D3.D2.D12.D3.D.D3.D2.D3.D$D3.D2.D5.D3.D6.D.D3.D2.D
3.D$4D3.4D3.D.D5.2D3.3D3.4D$D3.D2.D7.D8.D.D3.D2.D3.D$D3.D2.D6.D.D3.D
3.D.D3.D2.D3.D$4D3.D5.D3.D3.3D3.3D3.4D4$.D3.3D3.3D3.D$D3.D3.D.D3.D3.D
$D7.D.D3.D3.D$D5.2D2.D3.D3.D$D7.D.D3.D3.D$D3.D3.D.D3.D3.D$.D3.3D3.3D
3.D4$2.A.A.2A10.2A$2.3A.2A10.A.A$15.2B2.2A$2.3AB8.4B$2.A.AB8.5B$3.4B
7.5B$2.4B.3B2.7B$.17B.2BD$2B2C17B2D$3B2C17B2D$2B2C17B2D$.BC19B$.5B.
12B$14.4B$14.2B2AB2.E.E$16.2A3.3E2$21.3E.2E$21.E.E.2E!
Last edited by AbhpzTa on February 5th, 2018, 12:59 pm, edited 1 time in total.
Iteration of sigma(n)+tau(n)-n [sigma(n)+tau(n)-n : OEIS A163163] (e.g. 16,20,28,34,24,44,46,30,50,49,11,3,3, ...) :
965808 is period 336 (max = 207085118608).
AbhpzTa
 
Posts: 472
Joined: April 13th, 2016, 9:40 am
Location: Ishikawa Prefecture, Japan

Re: B3-ckq/S2-c34ci: Pi-plicator

Postby AbhpzTa » October 25th, 2016, 2:01 pm

7c/44 diagonal spaceship possible?
x = 367, y = 392, rule = B3-ckq/S2-c34ci
5bo$4b2o$4bo$4b3ob2o$5bo3bo$6b3o$2o4b3o$2o2$14b2o$12b2obo$12b2o$12b2ob
o$14b2ob2o$15b3o3$11b2o$11b2o7$30bo$29b2o$29bo$29b3ob2o$30bo3bo$31b3o$
25b2o4b3o$25b2o2$39b2o$37b2obo$37b2o$37b2obo$39b2ob2o$40b3o3$36b2o$36b
2o7$55bo$54b2o$54bo$54b3ob2o$55bo3bo$56b3o$50b2o4b3o$50b2o2$64b2o$62b
2obo$62b2o$62b2obo$64b2ob2o$65b3o3$61b2o$61b2o7$80bo$79b2o$79bo$79b3ob
2o$80bo3bo$81b3o$75b2o4b3o$75b2o2$89b2o$87b2obo$87b2o$87b2obo$89b2ob2o
$90b3o3$86b2o$86b2o7$105bo$104b2o$104bo$104b3ob2o$105bo3bo$106b3o$100b
2o4b3o$100b2o2$114b2o$112b2obo$112b2o$112b2obo$114b2ob2o$115b3o2$120bo
$111b2o6b2o$111b2o3bo2bobo$116b2o6bobo$115bob2o$112bo3b2o$112bo3$116bo
$115bobo$118bo$115b2o2$122b2o$114bobo5bo2bo$116bo6b3o$114b2o8bo2$117b
2o$117b2o3$132b2o$131b2o$132bobo$133b2o3$137b2o$128b2o7bo$128b2o$136bo
2bo$136bobo$141bo$132bo7bo3bo$131bo11b2o$140b2o2$147b2o$147bo2bo$138bo
9b3o$137bo11bo2$142b2o$142b2o3$157b2o$156b2o$157bobo$158b2o3$162b2o$
153b2o7bo$153b2o$161bo2bo$161bobo$166bo$157bo7bo3bo$156bo11b2o$165b2o
2$172b2o$172bo2bo$163bo9b3o$162bo11bo2$167b2o$167b2o6$178b2o$177b2o$
178bobo$179b2o3$183b2o$174b2o7bo$174b2o$182bo2bo$182bobo$187bo$178bo7b
o3bo$177bo11b2o$186b2o2$193b2o$193bo2bo$184bo9b3o$183bo11bo2$188b2o$
188b2o3$203b2o$202b2o$203bobo$204b2o3$208b2o$199b2o7bo$199b2o$207bo2bo
$207bobo$212bo$203bo7bo3bo$202bo11b2o$211b2o2$218b2o$218bo2bo$209bo9b
3o$208bo11bo2$213b2o$213b2o3$228b2o$227b2o$228bobo$229b2o3$233b2o$224b
2o7bo$224b2o$232bo2bo$232bobo$237bo$228bo7bo3bo$227bo11b2o$236b2o2$
243b2o$243bo2bo$234bo9b3o$233bo11bo2$238b2o$238b2o5$248b2o$247b2o$248b
obo$249b2o3$253b2o$244b2o7bo$244b2o$252bo2bo$252bobo$257bo$248bo7bo3bo
$247bo11b2o$256b2o2$263b2o$263bo2bo$254bo9b3o$253bo11bo2$258b2o$258b2o
3$273b2o$272b2o$273bobo$274b2o3$278b2o$269b2o7bo$269b2o$277bo2bo$277bo
bo$282bo$273bo7bo3bo$272bo11b2o$281b2o2$288b2o$288bo2bo$279bo9b3o$278b
o11bo2$283b2o$283b2o3$298b2o$297b2o$298bobo$299b2o3$303b2o$294b2o7bo$
294b2o$302bo2bo$302bobo$307bo$298bo7bo3bo$297bo11b2o$306b2o2$313b2o$
313bo2bo$304bo9b3o$303bo11bo2$308b2o$308b2o3$323b2o$322b2o$323bobo$
324b2o3$328b2o$319b2o7bo$319b2o$327bo2bo$327bobo$332bo$323bo7bo3bo$
322bo11b2o$331b2o2$338b2o$338bo2bo$329bo9b3o$328bo11bo2$333b2o$333b2o
3$348b2o$347b2o$348bobo$349b2o3$353b2o$344b2o7bo$344b2o$352bo2bo$352bo
bo$357bo$348bo7bo3bo$347bo11b2o$356b2o2$363b2o$363bo2bo$354bo9b3o$353b
o11bo2$358b2o$358b2o!

More conduits:
x = 188, y = 38, rule = B3-ckqS2-c34ciHistory
D3.D2.D5.2D4.D3.5D2.4D16.D3.D2.D8.D4.3D3.4D19.4D3.4D9.5D2.3D3.D3.D12.
4D3.4D10.3D3.3D3.D3.D$D3.D2.D5.2D3.2D3.D3.D2.D3.D15.D3.D2.D7.2D3.D3.D
2.D3.D18.D3.D2.D3.D8.D5.D3.D2.D3.D12.D3.D2.D3.D8.D3.D.D3.D2.D3.D$D3.D
2.D11.D7.D2.D3.D15.D3.D2.D8.D3.D3.D2.D3.D18.D3.D2.D3.D.D3.D2.4D2.D6.D
3.D12.D3.D2.D3.D.D3.D2.D5.D3.D2.D3.D$D3.D2.D11.D6.D3.4D16.D3.D2.D8.D
3.D3.D2.4D19.4D3.4D3.D.D3.D3.D.4D3.D3.D12.4D3.4D3.D.D3.4D3.3D3.D3.D$D
3.D2.D11.D5.D4.D19.D3.D2.D8.D3.D3.D2.D3.D18.D3.D2.D.D5.D8.D.D3.D2.D3.
D12.D3.D2.D.D5.D4.D3.D.D3.D2.D3.D$D3.D2.D11.D5.D4.D19.D3.D2.D8.D3.D3.
D2.D3.D18.D3.D2.D2.D3.D.D3.D3.D.D3.D2.D3.D12.D3.D2.D2.D3.D.D3.D3.D.D
3.D2.D3.D$.3D3.5D6.3D4.D4.D20.3D3.5D3.3D3.3D3.4D19.4D3.D3.D.D3.D3.3D
3.3D4.3D13.4D3.D3.D.D3.D3.3D3.3D4.3D4$4.3D48.D61.2A46.A.A.2A$4.DBD47.
3D59.B2AB45.3A.2A$4.DBDB46.DB2D57.5B.B$3.5B46.4B51.10B.4B39.5AB$3.5B
45.3C2B50.18B37.A.A.AB$3.5B44.3BC3B49.B2C17B32.2A2.6B$2.7B42.2B3C2B
50.2B2C17B31.2A2.5B2.2A$.2B3C2B42.7B2.2A46.2B2C17B35.6B2.2A$.4BC3B41.
3C3B2.A.A45.3BC17B35.8B$2.B3C3B41.5B2.A47.8B2.12B35.9B3.2A$3.5B43.A5.
2A45.4B12.8B32.6B.4B3.A$2.5B43.A.A50.4B13.8B31.4B.B.7B2.A.A$2.BA.A.A
42.3A49.4B14.8B25.4B.7B.8B2.2A$2.B5A93.4B15.7B25.13B.9B$50.3A47.4B18.
5B25.B2C21B$2A.3A44.A.A47.3B19.5BD23.3B2C20B$2A.A.A116.5BDB21.3B2C21B
$122.5BD23.2BC21B$122.BDBD25.6B2.2B3.11B.2A$123.DBD26.2B10.10B3.A$
123.3D25.A.2A10.8B3.A$151.2A2.A12.5B3.2A$154.2A12.5BD$168.5BDB$168.5B
D$168.BDBD$169.DBD$169.3D!

Smaller UF-5B:
x = 32, y = 57, rule = B3-ckqS2-c34ciHistory
D3.D2.5D8.5D2.4D$D3.D2.D12.D6.D3.D$D3.D2.D12.4D3.D3.D$D3.D2.4D3.5D.D
3.D2.4D$D3.D2.D16.D2.D3.D$D3.D2.D12.D3.D2.D3.D$.3D3.D13.3D3.4D4$10.E.
E.2E$10.3E.2E2$10.3E$10.E.E$4.4B$3.3A2B$2.B.B2A4B$.B2A.AB2AB2D$2.2AB.
2BA2B2D$5.3BAB2D$4.4A2BD$4.2A2B$4.2B$3.A.A$.3A.3A$A7.A$2A5.2A13$8.D4.
3D$7.2D3.D3.D$8.D7.D$5D3.D6.D$8.D5.D$8.D4.D$7.3D2.5D4$6.3A$8.2A$5.2A.
A.2A$5.2A4.A$11.A8.F$7.4A$7.2A!

B-to-G5:
x = 23, y = 12, rule = B3-ckqS2-c34ciHistory
9.7B$8.11B$8.B2C9B$8.2B2C8B$7.2B2C8B2.2A$6.3BC9B.A.A$5.9B.2B3.A$4.4B.
4B6.2A$3.4B.4B$2.4B.4B$.4B.4B$4B.4B!


XOR gate:
x = 163, y = 46, rule = B3-ckqS2-c34ciHistory
17.2A5.2A51.2A5.2A51.2A5.2A$16.B2A2B.2B2AB49.B2A2B.2B2AB49.B2A2B.2B2A
B$17.4B.4B51.4B.4B51.4B.4B$15.13B47.13B47.13B$13.17B43.17B43.17B$11.
21B39.21B39.21B$8.27B33.27B33.27B$2.2A3.29B3.2A21.2A3.29B3.2A21.2A3.
29B3.2A$3.A2.31B2.A23.A2.31B2.A23.A2.31B2.A$A.A2.B.29B.B2.A.A17.A.A2.
B.29B.B2.A.A17.A.A2.B.29B.B2.A.A$2A2.12B2.7B2.12B2.2A17.2A2.12B2.7B2.
12B2.2A17.2A2.12B2.7B2.12B2.2A$3.12B3.7B3.12B23.12B3.7B3.12B23.12B3.
7B3.12B$2.12B3.9B3.12B21.12B3.9B3.12B21.12B3.9B3.12B$2.11B5.7B5.11B
21.11B5.7B5.11B21.11B5.7B5.11B$2.9B7.7B7.9B21.9B7.7B7.9B21.9B7.7B7.9B
$3.3C2B10.7B10.2B3D23.3D2B10.7B10.2B3C23.3C2B10.7B10.2B3C$4.BC2B9.9B
9.2BDB25.BD2B9.9B9.2BCB25.BC2B9.9B9.2BCB$3.3CB10.9B10.B3D23.3DB10.9B
10.B3C23.3CB10.9B10.B3C$4.2B2.2A7.9B4.2A.2A2.2B25.2B2.2A7.9B4.2A.2A2.
2B25.2B2.2A7.9B4.2A.2A2.2B$8.2A6.12B3.A.A34.2A6.12B3.A.A34.2A6.12B3.A
.A$3.A10.14B3.A2.3A2.A23.A10.14B3.A2.3A2.A23.A10.14B3.A2.3A2.A$3.3A8.
6BDBD7B2.2A2.4A23.3A8.6BDBD7B2.2A2.4A23.3A8.6BDBD7B2.2A2.4A$6.A6.2A5B
DBD8B3.A31.A6.2A5BDBD8B3.A31.A6.2A5BDBD8B3.A$5.2A6.2A5B3D9B2.2A2.2A
25.2A6.2A5B3D9B2.2A2.2A25.2A6.2A5B3D9B2.2A2.2A$14.B.17B5.2A34.B.17B5.
2A34.B.17B5.2A$17.20B40.20B40.20B$17.3B.B2.13B40.3B.B2.13B40.3B.B2.
13B$18.B8.9B2A40.B8.9B2A40.B8.9B2A$27.9B2A49.9B2A49.9B2A$21.2A4.8B.B
44.2A4.8B.B44.2A4.8B.B$21.2A2.10B46.2A2.10B46.2A2.10B$24.9B51.9B51.9B
$23.11B49.11B49.11B$23.10B50.10B50.10B$23.10B50.10B50.10B$22.10B50.
10B50.10B$22.9B51.9B51.9B$22.8B2.2A48.8B2.2A48.8B2.2A$23.7B2.2A49.7B
2.2A49.7B2.2A$23.5B55.5B55.5B$22.D5B54.D5B54.D5B$21.BD5B53.BD5B53.BD
5B$22.D5B54.D5B54.D5B$24.DBDB56.DBDB56.DBDB$24.DBD57.DBD57.DBD$24.3D
57.3D57.3D!
Iteration of sigma(n)+tau(n)-n [sigma(n)+tau(n)-n : OEIS A163163] (e.g. 16,20,28,34,24,44,46,30,50,49,11,3,3, ...) :
965808 is period 336 (max = 207085118608).
AbhpzTa
 
Posts: 472
Joined: April 13th, 2016, 9:40 am
Location: Ishikawa Prefecture, Japan

Re: B3-ckq/S2-c34ci: Pi-plicator

Postby Sphenocorona » October 28th, 2016, 12:47 am

BF49B (102) involving a transparent block:
x = 33, y = 38, rule = B3-ckqS2-c34ciHistory
4D3.5D2.D3.D3.3D3.4D$D3.D2.D6.D3.D2.D3.D2.D3.D$D3.D2.D6.D3.D2.D3.D2.D
3.D$4D3.4D3.5D3.4D2.4D$D3.D2.D10.D6.D2.D3.D$D3.D2.D10.D6.D2.D3.D$4D3.
D10.D3.3D3.4D3$10.A.A$10.3A2$10.5A$10.A.A.A$2.B9.B4.4B$2.2B8.2B2.5B$
2.7B2.4B.6B$2.3BC12B2AB$3.2B2C11B2A2B$4.2B2C15B$4.B2C15B$4.17B$5.17B$
11.12B2.4B$11.8BD10BF$12.7B2D9B$14.6B2D8B$14.5B2D8B$10.B.14B.B.F$9.2A
7B.7B$9.2AB.5B$10.B3.3B$15.B$14.A.A.A$14.5A2$16.3A$16.A.A!

There might be more conduits using the transparent block besides this one.
Sphenocorona
 
Posts: 480
Joined: April 9th, 2013, 11:03 pm

Re: B3-ckq/S2-c34ci: Pi-plicator

Postby AbhpzTa » November 13th, 2016, 5:42 pm

ULx42B (60 / 64):
x = 76, y = 83, rule = B3-ckqS2-c34ciHistory
.D3.3D3.3D3.D33.D3.3D5.D3.D$D3.D3.D.D3.D3.D31.D3.D3.D3.2D4.D$D3.D5.D
3.D3.D31.D3.D6.D.D4.D$D3.4D2.D3.D3.D31.D3.4D2.D2.D4.D$D3.D3.D.D3.D3.D
31.D3.D3.D.5D3.D$D3.D3.D.D3.D3.D31.D3.D3.D4.D4.D$.D3.3D3.3D3.D33.D3.
3D5.D3.D10$10.D54.D$9.3D52.3D$8.2DBDB50.2DBDB$8.5B50.5B$8.6B49.6B$9.
5B50.5B$7.7B48.7B$7.8B47.8B$7.8B47.8B$7.7B48.7B$6.7B48.7B$6.7B48.7B$
6.7B48.7B$7.7B48.7B$7.8B47.8B$7.8B47.8B$5.9B46.9B$4.10B37.2B.15B$4.
10B36.B2A16B$3.10B37.BABA14B$3.5B3C4B.2A.2A29.3BA9B3D4B.2A.2A$4.6BC5B
.A.A30.AB2A11BD5B.A.A$5.3B3C4B.2A.2A30.A11B3D4B.2A.2A$6.8B37.18B$5.3C
6B38.B2.3B2.3D6B$5.10B45.10B$6.5B2AB47.5B2AB$2A.2A6B2A42.2A.2A6B2A$.A
.A.2B.4B44.A.A.2B.4B$2A.2A4.4B42.2A.2A4.4B$7.A.A.AB49.A.A.AB$7.5AB49.
5AB2$9.3A.2A49.3A.2A$9.A.A.2A49.A.A.2A14$51.2A$51.A.A$53.A$50.A.2A$
51.A16.F8$58.3D2.5D$57.D3.D.D$61.D.4D$50.5D4.2D2.D3.D$61.D5.D$57.D3.D
.D3.D$58.3D3.3D!
Iteration of sigma(n)+tau(n)-n [sigma(n)+tau(n)-n : OEIS A163163] (e.g. 16,20,28,34,24,44,46,30,50,49,11,3,3, ...) :
965808 is period 336 (max = 207085118608).
AbhpzTa
 
Posts: 472
Joined: April 13th, 2016, 9:40 am
Location: Ishikawa Prefecture, Japan

Re: B3-ckq/S2-c34ci: Pi-plicator

Postby muzik » November 14th, 2016, 7:50 pm

Is it possible to make pi into a true quadratic replicator?
Bored of using the Moore neighbourhood for everything? Introducing the Range-2 von Neumann isotropic non-totalistic rulespace!
muzik
 
Posts: 3409
Joined: January 28th, 2016, 2:47 pm
Location: Scotland

Re: B3-ckq/S2-c34ci: Pi-plicator

Postby AbhpzTa » June 1st, 2017, 1:47 pm

muzik wrote:Is it possible to make pi into a true quadratic replicator?

Probably no ...



Conduits:
UFx27U(33):
x = 27, y = 47, rule = B3-ckqS2-c34ciHistory
4.2A.2A$3.A.2A.A$A.A$2A2.B2AB$3.2B2AB14.B$2.7B4.B2.3B2.3D$2.6B.2B.12B
$.B2C20B3D$.BCBC21BD$.3BC19B3D$.CB2C20B$2.C17B$2.8B2.2B.5B$3.B16$8.3D
2.5D$7.D3.D.D$11.D.4D$.5D3.2D2.D3.D$11.D5.D$7.D3.D.D3.D$8.3D3.3D5$8.
2A$8.A.A$10.A9.3D$7.A.2A11.D$8.A11.3D2.F2$17.3D!

ULx17U(36):
x = 9, y = 21, rule = B3-ckqS2-c34ciHistory
2.2E$2.2E3$4.3D$4.DBD$4.DBDB$3.5B$3.5B$3.5B$2.7B$.2B3C2B$.4BC3B$2.B3C
3B$3.5B$2.5B$2.BA.A.A$2.B5A2$2A.3A$2A.A.A!

UFx44U(41):
x = 22, y = 21, rule = B3-ckqS2-c34ciHistory
5.B11.B$4.3B.B2.3B2.3D$4.15B$.B.16B3D$2A19BD$2A17B3D$.19B$.14B$3.2B.
9B$6.5B$5.7B$4.2B3C2B$4.4BC3B$5.B3C3B$6.5B$5.5B$5.BA.A.A$5.B5A2$3.2A.
3A$3.2A.A.A!

UL55U(43):
x = 18, y = 30, rule = B3-ckqS2-c34ciHistory
11.3D$11.DBD$10.BDBD$10.5BD$10.5BDB$10.5BD$10.5B$8.7B$8.8B$2A.2A3.8B$
.A.A.11B$2A.2A10B$6.9B$5.11B$5.10B$5.10B$5.11B$5.10B$5.9B2.2A$4.9B2.A
.A$3.2B3C2B4.A$3.4BC3B3.2A$4.B3C3B$5.5B$4.5B$4.BA.A.A$4.B5A2$2.2A.3A$
2.2A.A.A!

UFx77U(44):
x = 31, y = 22, rule = B3-ckqS2-c34ciHistory
26.B$3.3B3.B7.B2.3B2.3D$.6B.3B2.2B.12B$.27B3D$2A28BD$2A26B3D$.B.26B$
3.21B$4.10B2.2B.5B$4.10B$4.9B$3.9B$2.2B3C2B$2.4BC3B$3.B3C3B$4.5B$3.5B
$3.BA.A.A$3.B5A2$.2A.3A$.2A.A.A!

URx92U(71):
x = 26, y = 30, rule = B3-ckqS2-c34ciHistory
3.AB2A3.2A$2.B4A3.A.A$3.2B2.2A2.2A2.2A$6.A3C5.A$6.2DB2C5.A$6.2DBABD3.
2A$6.BDA2BD3B$6.BD2BD4B2A$6.2B3D4B.A$6.9B.A.2A.A$6.9B2A.A.2A$6.7B.4B$
3.B.8B$2.2A9B$2.2A8B3.2B6.2A$3.14B6.A.A$3.17B.B2.2A$4.19B$.B.21B$2A
22B$2A20B$.18B.2B$.5B.2B2.7B$13.5B$13.5BD$13.5BDB$13.5BD$13.BDBD$14.D
BD$14.3D!

UFx140U(71):
x = 38, y = 33, rule = B3-ckqS2-c34ciHistory
23.2A$22.A.A$22.2A2.2B$25.3B$17.2A5.6B$18.A6.5B$17.A6.5B4.B$17.2A5.6B
2.3D$19.B4.11B$10.A.2A.4AB2.13B3D$10.2A.A.A2.AB2.15BD$14.6B3.12B3D$
14.5B4.13B$13.9B.8B$11.20B$8.22B$2.2A3.23B$3.A2.25B$A.A2.B.24B$2A2.
26B$3.12B5.11B$2.12B7.10B$2.11B7.B2A2B.5B$2.9B10.2A4.4B$3.3C2B18.B2A
2B$4.BC2B19.2A$3.3CB$4.2B2.2A$8.2A$3.A$3.3A$6.A$5.2A!
Iteration of sigma(n)+tau(n)-n [sigma(n)+tau(n)-n : OEIS A163163] (e.g. 16,20,28,34,24,44,46,30,50,49,11,3,3, ...) :
965808 is period 336 (max = 207085118608).
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Re: B3-ckq/S2-c34ci: Pi-plicator

Postby AbhpzTa » February 5th, 2018, 12:57 pm

More conduits:

UR(x)57P (34):
x = 20, y = 37, rule = B3-ckqS2-c34ciHistory
12.2A$12.2A$15.A$10.2AB.2A$8.2B2AB$8.6B$8.6B$7.7B$7.2B3C2B$7.2B.BC3B
3.2A$7.2B3C4B2.2A$7.10B$6.3C9B$7.11B$8.10B$7.11B$7.10B$7.8B$7.7B$7.7B
$8.7B$.2A4.10B$.A4.11B$3.2A2.9B2A$2.BA.A.9B2A$3.B2AB.7B.B$2A2.3B.6B$A
.A2.B.7B$.2A4.7B$8.7B$8.7B$9.5B$9.5B$9.5B$10.DBDB$10.DBD$10.3D!

UF43B (41):
x = 18, y = 26, rule = B3-ckqS2-c34ciHistory
12.E.E.2E$12.3E.2E2$12.3E$12.E.E$6.2A$7.A$6.A4.B$6.2A.3B2D$2.2A5.4B2D
$3.A4.4B2D$A.A2.B.5BDB$2A2.10B$3.11B$2.12B$2.11B$2.9B$3.3C2B$4.BC2B$
3.3CB$4.2B2.2A$8.2A$3.A$3.3A$6.A$5.2A!
Iteration of sigma(n)+tau(n)-n [sigma(n)+tau(n)-n : OEIS A163163] (e.g. 16,20,28,34,24,44,46,30,50,49,11,3,3, ...) :
965808 is period 336 (max = 207085118608).
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Re: B3-ckq/S2-c34ci: Pi-plicator

Postby googleplex » February 5th, 2018, 9:53 pm

P17:
x = 17, y = 8, rule = B3-ckq/S2-c34ci
12b2o$obo10bo$7b3o2b2ob2o$obo4bobo3bobo$7bobo2b2ob2o2$15b2o$15b2o!


Edit: This was already known.
Last edited by googleplex on February 5th, 2018, 10:01 pm, edited 1 time in total.
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Re: B3-ckq/S2-c34ci: Pi-plicator

Postby googleplex » February 5th, 2018, 10:00 pm

Stable eater:
x = 13, y = 10, rule = B3-ckq/S2-c34ci
2o$2o9b2o$11b2o2$5b3o$5bobo$5bobo$3bo$3bo$3bo!


Edit: new conduit using said eater:
x = 32, y = 15, rule = B3-ckq/S2-c34ci
$28b2o$28b2o3$12bobo$obo9bobo$12b3o$obo2$3bobo2$29b2o$12b2o15b2o$12b2o
!
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Re: B3-ckq/S2-c34ci: Pi-plicator

Postby googleplex » February 6th, 2018, 3:46 pm

i'm going to look for R-pentomino and century conduits.

R to unit (p21):
x = 13, y = 5, rule = B3-ckq/S2-c34ci
3bobo2$obo8bo$10b2o$obo8b2o!


Block and glider to pi:
x = 5, y = 14, rule = B3-ckqS2-c34ciHistory
2A.2A$2A.2A2$5A$A.A.A3$2.3D$2.D.D$2.D.D$4.A$3.2A$2.A$2.2A!

Almost!
x = 6, y = 13, rule = B3-ckqS2-c34ciHistory
2.2A$3.A$3A$A6$5.A$4.2A$3.A$3.2A!
Last edited by googleplex on February 6th, 2018, 4:39 pm, edited 2 times in total.
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Re: B3-ckq/S2-c34ci: Pi-plicator

Postby googleplex » February 6th, 2018, 4:19 pm

are there any stable blinker eaters?
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Re: B3-ckq/S2-c34ci: Pi-plicator

Postby googleplex » February 6th, 2018, 7:16 pm

A B eater:
x = 4, y = 6, rule = B3-ckqS2-c34ciHistory
.2A$.2A2$.E$3E$E.2E!


another B eater:
x = 5, y = 10, rule = B3-ckqS2-c34ciHistory
4.A$4.A$4.A5$2.E$.3E$2E.E!


And a pi conduit, p8:
x = 11, y = 6, rule = B3-ckqS2-c34ciHistory
4.3D$4.D.D$4.D.D$4.3E$2A2.E.E2.2A$2A2.E.E2.2A!
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Re: B3-ckq/S2-c34ci: Pi-plicator

Postby googleplex » February 7th, 2018, 6:52 pm

A pi-to unit, P27:
x = 22, y = 6, rule = B3-ckqS2-c34ciHistory
7.E.E$2A5.E.E9.3D$2A5.3E11.D$19.3D2$16.3D!


Quite interestingly, it also works with a unit.
and an pi to century and blinker.
x = 17, y = 15, rule = B3-ckqS2-c34ciHistory
12.2A$12.2A2$7.E.E$2A5.E.E5.2A$2A5.3E5.2A4$8.D$8.D$8.D3.2D$10.D2.D$
10.D.D$10.3D!
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Re: B3-ckq/S2-c34ci: Pi-plicator

Postby googleplex » February 7th, 2018, 7:12 pm

pi to R then unit:
x = 11, y = 30, rule = B3-ckqS2-c34ciHistory
.A.A$.3A2$.5A$.A.A.A4$6.E.E$6.E.E$6.3E3$9.2A$9.2A3$D$3D$.D5$4.D$4.D$
4.D$D.D$D.D$3D!


And a R eater:
x = 11, y = 10, rule = B3-ckqS2-c34ciHistory
8.2A$8.2A4$2A.2A$.A.A$2A.2A4.E$3.A4.3E$3.2A3.E!


Add another block to make the spark smaller:
x = 15, y = 10, rule = B3-ckqS2-c34ciHistory
8.2A$8.2A$13.2A$13.2A2$2A.2A$.A.A$2A.2A4.E$3.A4.3E$3.2A3.E!
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Re: B3-ckq/S2-c34ci: Pi-plicator

Postby googleplex » February 7th, 2018, 7:25 pm

Another block and glider eater:
x = 14, y = 12, rule = B3-ckqS2-c34ciHistory
11.A.A$11.3A2$11.3A$11.A.A5$3A9.2E$11.E.E$10.2E!


Edit:
A sparkier one:
x = 17, y = 13, rule = B3-ckqS2-c34ciHistory
14.A.A$14.3A2$14.3A$14.A.A2$3.2A$3.A$2A.2A$.A13.2E$2A.2A9.E.E$3.A9.2E
$3.2A!
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Re: B3-ckq/S2-c34ci: Pi-plicator

Postby googleplex » February 7th, 2018, 7:49 pm

L27:

x = 24, y = 12, rule = B3-ckqS2-c34ciHistory
3.2A$3.A$2A.2A$.A.A14.3D$2A.2A$21.3D$2A.2A4.3E11.D$.A.A5.E.E9.3D$2A.
2A4.E.E$7.E$7.E$7.E!
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Re: B3-ckq/S2-c34ci: Pi-plicator

Postby googleplex » February 7th, 2018, 8:11 pm

A p12 blinker hassler:
x = 3, y = 16, rule = B3-ckqS2-c34ciHistory
A.A$3A2$3A$A.A$.B$3B$BAB$BAB$BAB$.B$A.A$3A2$3A$A.A!


Using the reaction to make an r eater:
x = 20, y = 3, rule = B3-ckqS2-c34ciHistory
2A.2A13.2E$.A.A3.3A7.2E$2A.2A13.E!
Last edited by googleplex on February 7th, 2018, 8:33 pm, edited 2 times in total.
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Re: B3-ckq/S2-c34ci: Pi-plicator

Postby googleplex » February 7th, 2018, 8:18 pm

R to Pi:
x = 13, y = 11, rule = B3-ckqS2-c34ciHistory
3D8.2E$D9.2E$3D8.E4$2.A.A.A$2.5A2$4.3A$4.A.A!


Pi to block and glider:
x = 7, y = 9, rule = B3-ckqS2-c34ciHistory
4.2D$3.D3E$2.2DE$4.3E2$3.A$.3A$A$2A!
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Re: B3-ckq/S2-c34ci: Pi-plicator

Postby 77topaz » February 7th, 2018, 8:33 pm

Eh... you probably should've just edited some of those patterns into your previous posts, rather than posting eleven times in a row in the span of two days. :shock:
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Re: B3-ckq/S2-c34ci: Pi-plicator

Postby googleplex » February 7th, 2018, 10:04 pm

77topaz wrote:Eh... you probably should've just edited some of those patterns into your previous posts, rather than posting eleven times in a row in the span of two days. :shock:


This was with editing.
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