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Continue The Infinite Stable Conduit! (harder game-y thing)
Posted: August 21st, 2016, 12:02 pm
by muzik
The other one was getting super crazy, so I decided to make a new one. (The other one shall still go on, though!)
Use the rules from that game, the only difference being:
- All parts of the conduit must be still lifes, except for the thing travelling through it.
For a head-start, I'll use the version of the conduit up until I added the G-to-LWSS converter:
Code: Select all
x = 142, y = 212, rule = B3/S23
99b2o3b2o$99b2o2bob3o$103bo4bob2o$99b4ob2o2bobo$99bo2bobobobobo$102bob
obobob2o$103b2obobobo$107bo2bo$110bobo$93b2o16b2o$94bo7b2o$94bobo5b2o
24bo$95b2o29b3o$125bo$125b2o4$80bo$80b3o22b2o$83bo21bo29bo$82b2o22b3o
24b3o$108bo23bo$132b2o$110b2o$110b2o$83bob2o$83b3o$84bo3$122b2o$122b2o
$136b2o$136b2o$140b2o$140b2o2$72b2o$72b2o2$118b2o$117bo2bo$79b2o37bobo
$79b2o38bo15$112bo$112b3o$59b2o54bo$59bo2bo51bobo$60b3o52bo$52b2o45bo$
4bo47bobo5b3o34b3o$4b3o40bo6bo4bo2bo33bo19b2o$7bo15bo23b3o4b2o3b2o22b
2o11b2o18b2o$2o4b2o13b3o15bo10bo32b2o21bo$bo18bo18b3o7b2o55b3o$bobo16b
2o20bo66bo$2b2o37b2o65b2o2$141bo$139b3o$138bo$138b2o$38b2o$38b2o3$96b
2o$96b2o3bo$100bobo4b2o$44b2o4b2o31b2o16bobo2bobo$9b2o33bo5b2o8b2o22bo
18bo2bo$9b2o34b3o12b2o19b3o19b4o$47bo33bo$56b2o45b2o$57bo45b2o$54b3o$
54bo68b2o$123bo$112b2o10b3o$112b2o12bo35$79b2o$79b2o2$59bo$43b2o12b3o$
44bo11bo$44bobo9b2o$45b2o$53b2o23bo11b2o$52bo2bo21bobo10b2o$53bobo20bo
2bo$54bo22b2o2$57bo$56bobo$56bobo17b2o$47bo9bo19bo$47b3o24b3o$50bo23bo
8b2o$49b2o32b2o$71b2o$71b2o6$59b2o$59b2o$45b2o$45b2o$41b2o$41b2o4$67b
2o$67bo$65bobo$65b2o20$63b2o$63b2o12$63bo$62bobo$63b2o7$52b2o$52b2o!
Let's see how difficult it is to have a completely stable conduit which still has small(ish), interesting converters.
Re: Continue The Infinite Stable Conduit! (harder game-y thing)
Posted: August 21st, 2016, 1:09 pm
by gmc_nxtman
I'll add in a random g-to-h.
Code: Select all
x = 142, y = 278, rule = B3/S23
99b2o3b2o$99b2o2bob3o$103bo4bob2o$99b4ob2o2bobo$99bo2bobobobobo$102bob
obobob2o$103b2obobobo$107bo2bo$110bobo$93b2o16b2o$94bo7b2o$94bobo5b2o
24bo$95b2o29b3o$125bo$125b2o4$80bo$80b3o22b2o$83bo21bo29bo$82b2o22b3o
24b3o$108bo23bo$132b2o$110b2o$110b2o$82bo2b2o$83b3o$84bo3$122b2o$122b
2o$136b2o$136b2o$140b2o$140b2o2$72b2o$72b2o2$118b2o$117bo2bo$79b2o37bo
bo$79b2o38bo15$112bo$112b3o$59b2o54bo$59bo2bo51bobo$60b3o52bo$52b2o45b
o$4bo47bobo5b3o34b3o$4b3o40bo6bo4bo2bo33bo19b2o$7bo15bo23b3o4b2o3b2o
22b2o11b2o18b2o$2o4b2o13b3o15bo10bo32b2o21bo$bo18bo18b3o7b2o55b3o$bobo
16b2o20bo66bo$2b2o37b2o65b2o2$141bo$139b3o$138bo$138b2o$38b2o$38b2o3$
96b2o$96b2o3bo$100bobo4b2o$44b2o4b2o31b2o16bobo2bobo$9b2o33bo5b2o8b2o
22bo18bo2bo$9b2o34b3o12b2o19b3o19b4o$47bo33bo$56b2o45b2o$57bo45b2o$54b
3o$54bo68b2o$123bo$112b2o10b3o$112b2o12bo35$79b2o$79b2o2$59bo$43b2o12b
3o$44bo11bo$44bobo9b2o$45b2o$53b2o23bo11b2o$52bo2bo21bobo10b2o$53bobo
20bo2bo$54bo22b2o2$57bo$56bobo$56bobo17b2o$47bo9bo19bo$47b3o24b3o$50bo
23bo8b2o$49b2o32b2o$71b2o$71b2o6$59b2o$59b2o$45b2o$45b2o$41b2o$41b2o4$
67b2o$67bo$65bobo$65b2o20$63b2o$63b2o6$70bo$70b3o12b2o$73bo11bo$72b2o
9bobo$83b2o$75b2o$63bo10bo2bo$62bobo9bobo$63b2o10bo5$82bo$80b3o$52b2o
25bo$52b2o25b2o$57b2o$57b2o6$69b2o$69b2o$83b2o$83b2o$87b2o$87b2o14$63b
2o$63bobo$64bo4$60b2o17b2o$61bo17bo$61bobo13bobo$62b2o13b2o2$46bo$46b
3o$49bo34bo$48b2o32b3o$81bo$81b2o4$21bo$21b3o$23bo15b2o$23bo15b2o$62b
2o$62bobo$64bo$52b2o10b2o$52bo$42b2o9b3o$43bo11bo$40b3o30bo$40bo31bobo
$72bobo$73bo3$67b2o$66bobo$66b2o!
Shall we make a no-syringes rule?
Re: Continue The Infinite Stable Conduit! (harder game-y thing)
Posted: August 21st, 2016, 5:57 pm
by muzik
Nah, syringes are fine as long as you don't overdo them.
Are there any stable G-LWSS converters?
Re: Continue The Infinite Stable Conduit! (harder game-y thing)
Posted: August 21st, 2016, 7:15 pm
by dvgrn
muzik wrote:Nah, syringes are fine as long as you don't overdo them.
Are there any stable G-LWSS converters?
Sure -- just check the
Elementary Conduits collection. There's nothing direct, but you can string together an G-to-H-to-P-to-LWSS with no problem:
Code: Select all
x = 175, y = 342, rule = LifeHistory
132.2A3.2A$132.2A2.A.3A$136.A4.A.2A$132.4A.2A2.A.A$132.A2.A.A.A.A.A$
135.A.A.A.A.2A$136.2A.A.A.A$140.A2.A$143.A.A$126.2A16.2A$127.A7.2A$
127.A.A5.2A24.A$128.2A29.3A$158.A$158.2A4$113.A$113.3A22.2A$116.A21.A
29.A$115.2A22.3A24.3A$141.A23.A$165.2A$143.2A$143.2A$115.A2.2A$116.3A
$117.A3$155.2A$155.2A$169.2A$169.2A$173.2A$173.2A2$105.2A$105.2A2$
151.2A$150.A2.A$112.2A37.A.A$112.2A38.A15$145.A$145.3A$92.2A54.A$92.A
2.A51.A.A$93.3A52.A$85.2A45.A$37.A47.A.A5.3A34.3A$37.3A40.A6.A4.A2.A
33.A19.2A$40.A15.A23.3A4.2A3.2A22.2A11.2A18.2A$33.2A4.2A13.3A15.A10.A
32.2A21.A$34.A18.A18.3A7.2A55.3A$34.A.A16.2A20.A66.A$35.2A37.2A65.2A
2$174.A$172.3A$171.A$171.2A$71.2A$71.2A3$129.2A$129.2A3.A$133.A.A4.2A
$77.2A4.2A31.2A16.A.A2.A.A$42.2A33.A5.2A8.2A22.A18.A2.A$42.2A34.3A12.
2A19.3A19.4A$80.A33.A$89.2A45.2A$90.A45.2A$87.3A$87.A68.2A$156.A$145.
2A10.3A$145.2A12.A35$112.2A$112.2A2$92.A$76.2A12.3A$77.A11.A$77.A.A9.
2A$78.2A$86.2A23.A11.2A$85.A2.A21.A.A10.2A$86.A.A20.A2.A$87.A22.2A2$
90.A$89.A.A$89.A.A17.2A$80.A9.A19.A$80.3A24.3A$83.A23.A8.2A$82.2A32.
2A$104.2A$104.2A6$92.2A$92.2A$78.2A$78.2A$74.2A$74.2A4$100.2A$100.A$
98.A.A$98.2A20$96.2A$96.2A6$103.A$103.3A12.2A$106.A11.A$105.2A9.A.A$
116.2A$108.2A$96.A10.A2.A$95.A.A9.A.A$96.2A10.A5$115.A$113.3A$85.2A
25.A$85.2A25.2A$90.2A$90.2A6$102.2A$102.2A$116.2A$116.2A$120.2A$120.
2A14$96.2A$96.A.A$97.A$31.D3.D.5D2.3D2.5D.4D$31.D3.D.D5.D3.D.D5.D3.D$
31.D3.D.D5.D3.D.D5.D3.D$31.5D.3D4.4D2.3D2.4D34.2A17.2A$19.3DB8.D3.D.D
9.D5.D.D38.A17.A$18.D2BDB8.D3.D.D9.D.D3.D.D38.A.A13.A.A$18.3BDB8.D3.D
.D6.3D3.3D2.D39.2A13.2A$18.3BDB$18.DBD2B56.A$18.5B56.3A$18.5B14.A44.A
34.A$18.5B10.2A.A.A42.2A32.3A$18.5B10.2A.A.A75.A$18.5B2.2E9.A.A.AB72.
2A$18.5B2.E10.E2.2AB.2A$18.5B3.E7.3E4.2B2AB$18.5B2.2E6.E7.4B6.10B$18.
8B7.2E6.6B3.4BD5B$18.9B.7B7.6B2.4B3D2B$18.17B7.7B.4BDBD3B12.2A$18.18B
5.15BD2B13.2A$18.19B3.19B36.2A$18.39B38.A.A$17.38B42.A$17.14B3D20B31.
2A10.2A$14.17BD23B30.A$.2E10.18B3D21B20.2A9.3A$2.E7.38B2.3B.B2A19.A
11.A$2.E.EB3.39B6.BA.A15.3A30.A$3.2EB.42B8.A15.A31.A.A$5.45B7.2A46.A.
A$5.34B2.10B55.A$5.32B4.6B.2B2A$6.31B6.B.B3.BABA$7.B2.27B5.3B5.2BAB
46.2A$5.28B.4B4.B2AB5.B2AB44.A.A$5.27B3.4B4.2A7.4B43.2A$4.2E25B5.4B
13.4B$4.2E25B6.4B$5.B.23B8.4B$8.20B11.4B13.E$8.3B2.14B13.4B10.3E$9.B
3.11B6.2E9.4B8.E$14.10B6.E11.4B7.2E$17.7B3.BE.E12.4B3.5B$16.10B.B2E7.
2E5.4B2.3B$15.13B9.E7.9B7.2E$14.15B5.BE.E8.8B8.E$15.17B2.B2E10.10B3.B
.E.2E$15.20B12.7B2E2B.B3E2.E$14.21B12.7B2E3BEB2.2E$14.20B13.12B4E$15.
21B9.2EB.7B3.2B.E$14.22B8.E.EB.7B2.B3E$14.23B7.E5.4B4.E$15.22B6.2E5.
4B5.5E$13.24B12.4B10.E$10.2B.10B.11B.B2E9.4B9.E$9.2E20B.B3.BE.E7.4B
10.2E$9.2EB.15B11.E6.4B$10.B2.12B14.2E4.4B$12.12B20.4B$12.11B20.4B$
13.10B19.4B$13.10B18.4B$12.11B17.4B$3.E8.11B16.4B$3.3E6.11B15.4B$6.E
4.12B2.E11.4B$5.2E4.12B2.3E8.4B$5.4B.13B5.E6.4B$7.16B4.2E5.4B$6.17B4.
5B.4B$6.17B6.7B$6.11B.5B5.7B$7.7B4.5B3.BE6B$7.8B3.5B2.BEBE7B3.B$7.10B
.9B2E8B.B2E$5.34B2E$5.35B$2.B.32B2.B$.2E19B.12B$.2E18B5.6B$2.12B3.B.B
6.8B$2.3B.7B3.3B8.B4.2E$7.4B5.B2EB6.2E4.E$8.3B6.2E7.E6.3E$10.B2E14.3E
5.E$10.BE.E15.E$13.E$13.2E4$4D3.3D4.D4.3D2.5D.5D2.3D2.5D.D$D3.D.D3.D
2.2D3.D3.D3.D3.D5.D5.D5.D$D3.D.D7.D7.D3.D3.D5.D5.D5.D$4D3.3D4.D6.D4.D
4.3D2.4D3.3D2.D$D9.D3.D5.D5.D7.D.D3.D5.D.D$D5.D3.D3.D4.D6.D3.D3.D.D3.
D.D3.D.D$D6.3D3.3D2.5D3.D4.3D3.3D3.3D2.5D!
Plain RLE version:
Code: Select all
x = 174, y = 332, rule = B3/S23
131b2o3b2o$131b2o2bob3o$135bo4bob2o$131b4ob2o2bobo$131bo2bobobobobo$
134bobobobob2o$135b2obobobo$139bo2bo$142bobo$125b2o16b2o$126bo7b2o$
126bobo5b2o24bo$127b2o29b3o$157bo$157b2o4$112bo$112b3o22b2o$115bo21bo
29bo$114b2o22b3o24b3o$140bo23bo$164b2o$142b2o$142b2o$114bo2b2o$115b3o$
116bo3$154b2o$154b2o$168b2o$168b2o$172b2o$172b2o2$104b2o$104b2o2$150b
2o$149bo2bo$111b2o37bobo$111b2o38bo15$144bo$144b3o$91b2o54bo$91bo2bo
51bobo$92b3o52bo$84b2o45bo$36bo47bobo5b3o34b3o$36b3o40bo6bo4bo2bo33bo
19b2o$39bo15bo23b3o4b2o3b2o22b2o11b2o18b2o$32b2o4b2o13b3o15bo10bo32b2o
21bo$33bo18bo18b3o7b2o55b3o$33bobo16b2o20bo66bo$34b2o37b2o65b2o2$173bo
$171b3o$170bo$170b2o$70b2o$70b2o3$128b2o$128b2o3bo$132bobo4b2o$76b2o4b
2o31b2o16bobo2bobo$41b2o33bo5b2o8b2o22bo18bo2bo$41b2o34b3o12b2o19b3o
19b4o$79bo33bo$88b2o45b2o$89bo45b2o$86b3o$86bo68b2o$155bo$144b2o10b3o$
144b2o12bo35$111b2o$111b2o2$91bo$75b2o12b3o$76bo11bo$76bobo9b2o$77b2o$
85b2o23bo11b2o$84bo2bo21bobo10b2o$85bobo20bo2bo$86bo22b2o2$89bo$88bobo
$88bobo17b2o$79bo9bo19bo$79b3o24b3o$82bo23bo8b2o$81b2o32b2o$103b2o$
103b2o6$91b2o$91b2o$77b2o$77b2o$73b2o$73b2o4$99b2o$99bo$97bobo$97b2o
20$95b2o$95b2o6$102bo$102b3o12b2o$105bo11bo$104b2o9bobo$115b2o$107b2o$
95bo10bo2bo$94bobo9bobo$95b2o10bo5$114bo$112b3o$84b2o25bo$84b2o25b2o$
89b2o$89b2o6$101b2o$101b2o$115b2o$115b2o$119b2o$119b2o14$95b2o$95bobo$
96bo4$92b2o17b2o$93bo17bo$93bobo13bobo$94b2o13b2o2$78bo$78b3o$36bo44bo
34bo$32b2obobo42b2o32b3o$32b2obobo75bo$24b2o9bobobo73b2o$24bo10bo2b2o
2b2o$25bo7b3o6b2o$24b2o6bo$32b2o2$71b2o$71b2o$94b2o$94bobo$96bo$84b2o
10b2o$84bo$2o72b2o9b3o$bo52b2o19bo11bo$bobo50bobo15b3o30bo$2b2o52bo15b
o31bobo$56b2o46bobo$105bo$49b2o$49bobo$51bo47b2o$42b2o7b2o45bobo$42b2o
54b2o$3b2o$3b2o2$55bo$53b3o$29b2o21bo$29bo22b2o$27bobo$27b2o7b2o$36bo
23b2o$34bobo24bo$34b2o25bob2o$53b2o4b3o2bo$53b2o3bo3b2o$58b4o$44b2o15b
o$43bobo12b3o$43bo13bo$42b2o14b5o$62bo$36b2o22bo$8b2o26bobo21b2o$8b2o
28bo$38b2o6$2bo$2b3o$5bo18bo$4b2o18b3o$27bo$26b2o4$26bo$25bobo$26b2o
10b2o$38b2o3$2o$2o2$31b2o$16b2o7b2o4bo$16b2o7bo6b3o$10b2o14b3o5bo$10bo
bo15bo$12bo$12b2o!
Or you could use one of
chris_c's synchronized-glider G-to-*WSS circuits.
Re: Continue The Infinite Stable Conduit! (harder game-y thing)
Posted: August 21st, 2016, 7:25 pm
by muzik
It might be ain interesting challenge to try to reflect the LWSS (using a stable mechanism, of course) to pass through one of these blue lines, and continue the conduit on the other side:
Code: Select all
x = 142, y = 212, rule = LifeHistory
99.2A3.2A$99.2A2.A.3A$103.A4.A.2A$99.4A.2A2.A.A$99.A2.A.A.A.A.A$102.A
.A.A.A.2A$103.2A.A.A.A$107.A2.A$110.A.A$93.2A16.2A$94.A7.2A$94.A.A5.
2A24.A$95.2A29.3A$125.A$125.2A4$80.A$80.3A22.2A$83.A21.A29.A$82.2A22.
3A24.3A$108.A23.A$132.2A$110.2A$110.2A6$122.2A$122.2A$136.2A$136.2A$
140.2A$140.2A2$72.2A$72.2A2$118.2A$117.A2.A$79.2A37.A.A$79.2A38.A7$
82.18B29.B$54.B8.19B18.30B$55.8B6$112.A$112.3A$59.2A54.A$59.A2.A51.A.
A$60.3A52.A$52.2A45.A$4.A47.A.A5.3A34.3A$4.3A40.A6.A4.A2.A33.A19.2A$
7.A15.A23.3A4.2A3.2A22.2A11.2A18.2A$2A4.2A13.3A15.A10.A32.2A21.A$.A
18.A18.3A7.2A55.3A$.A.A16.2A20.A66.A$2.2A37.2A65.2A2$141.A$139.3A$
138.A$138.2A$38.2A$38.2A3$96.2A$96.2A3.A$100.A.A4.2A$44.2A4.2A31.2A
16.A.A2.A.A$9.2A33.A5.2A8.2A22.A18.A2.A$9.2A34.3A12.2A19.3A19.4A$47.A
33.A$56.2A45.2A$57.A45.2A$54.3A$54.A68.2A$123.A$112.2A10.3A$112.2A12.
A14$35.B17.28B$36.17B28.17B$98.8B$106.4B18$79.2A$79.2A2$59.A$43.2A12.
3A$44.A11.A$44.A.A9.2A$45.2A$53.2A23.A11.2A$52.A2.A21.A.A10.2A$53.A.A
20.A2.A$54.A22.2A2$57.A$56.A.A$56.A.A17.2A$47.A9.A19.A$47.3A24.3A$50.
A23.A8.2A$49.2A32.2A$71.2A$71.2A6$59.2A$59.2A$45.2A$45.2A$41.2A$41.2A
4$67.2A$67.A$65.A.A$65.2A6$65.11B$56.9B11.6B$35.21B26.B$32.3B11$63.2A
$63.2A12$63.A$62.A.A$63.2A7$52.2A$52.2A!
Re: Continue The Infinite Stable Conduit! (harder game-y thing)
Posted: August 21st, 2016, 7:33 pm
by dvgrn
muzik wrote:It might be ain interesting challenge to try to reflect the LWSS (using a stable mechanism, of course) to pass through one of these blue lines, and continue the conduit on the other side...
->
That wouldn't be a difficult task, thanks to the various stable LWSS->G and G->*WSS options.
It would technically increase the repeat time of the Infinite Stable Conduit by a lot of ticks, though -- it wouldn't be safe to send another signal across those blue lines until the *WSS had gone by.
Re: Continue The Infinite Stable Conduit! (harder game-y thing)
Posted: August 22nd, 2016, 6:28 am
by muzik
So I pretty much used the same G-to-LWSS that was put in the other conduit after my twin bees, and added a copy of the Snark or whatever it is. Please don't hurt me.
Code: Select all
x = 174, y = 332, rule = B3/S23
131b2o3b2o$131b2o2bob3o$135bo4bob2o$131b4ob2o2bobo$131bo2bobobobobo$
134bobobobob2o$135b2obobobo$139bo2bo$142bobo$125b2o16b2o$126bo7b2o$
126bobo5b2o24bo$127b2o29b3o$157bo$157b2o4$112bo$112b3o22b2o$115bo21bo
29bo$114b2o22b3o24b3o$140bo23bo$164b2o$142b2o$142b2o$114bo2b2o$115b3o$
116bo3$154b2o$154b2o$168b2o$168b2o$172b2o$172b2o2$104b2o$91b2o11b2o$
91bo3bo2bo$92b7o51b2o$149bo2bo$78b2o14b5o12b2o37bobo$79bo13bo5bo11b2o
38bo$79bobo12b3o2bo$80b2o15bob2o$94b4o2bo$89b2o3bo3b2o$89b2o4b3o$97bo$
97bob2o$96b2ob2o3$88b2o$88bo$89b3o$91bo$144bo$144b3o$91b2o54bo$91bo2bo
51bobo$92b3o52bo$84b2o45bo$36bo47bobo5b3o34b3o$36b3o40bo6bo4bo2bo33bo
19b2o$39bo15bo23b3o4b2o3b2o22b2o11b2o18b2o$32b2o4b2o13b3o15bo10bo32b2o
21bo$33bo18bo18b3o7b2o55b3o$33bobo16b2o20bo66bo$34b2o37b2o65b2o2$173bo
$171b3o$170bo$170b2o$70b2o$70b2o3$128b2o$128b2o3bo$132bobo4b2o$76b2o4b
2o31b2o16bobo2bobo$41b2o33bo5b2o8b2o22bo18bo2bo$41b2o34b3o12b2o19b3o
19b4o$79bo33bo$88b2o45b2o$89bo45b2o$86b3o$86bo68b2o$155bo$144b2o10b3o$
144b2o12bo24$6b2o15b2o$7bo15bo3bo$7bobo11bobo2bobo$8b2o11b2o3bobo$15bo
9b2ob3o$14bobo14bo$14bobo8b2ob3o$15bo9b2obo3$26b2o2b2o$26bobo2bo79b2o$
28bobo80b2o$12b2o13b2ob2o$13bo14bo62bo$10b3o13bobo46b2o12b3o$10bo15b2o
48bo11bo$76bobo9b2o$29b2o46b2o$29b2o54b2o23bo11b2o$84bo2bo21bobo10b2o$
85bobo20bo2bo$86bo22b2o2$89bo$88bobo$88bobo17b2o$79bo9bo19bo$79b3o24b
3o$82bo23bo8b2o$81b2o32b2o$103b2o$103b2o6$91b2o$91b2o$77b2o$77b2o$73b
2o$73b2o4$99b2o$99bo$97bobo$97b2o20$95b2o$95b2o6$102bo$102b3o12b2o$
105bo11bo$104b2o9bobo$115b2o$107b2o$95bo10bo2bo$94bobo9bobo$95b2o10bo
5$114bo$112b3o$84b2o25bo$84b2o25b2o$89b2o$89b2o6$101b2o$101b2o$115b2o$
115b2o$119b2o$119b2o14$95b2o$95bobo$96bo4$92b2o17b2o$93bo17bo$93bobo
13bobo$94b2o13b2o2$78bo$78b3o$36bo44bo34bo$32b2obobo42b2o32b3o$32b2obo
bo75bo$24b2o9bobobo73b2o$24bo10bo2b2o2b2o$25bo7b3o6b2o$24b2o6bo$32b2o
2$71b2o$71b2o$94b2o$94bobo$96bo$84b2o10b2o$84bo$2o72b2o9b3o$bo52b2o19b
o11bo$bobo50bobo15b3o30bo$2b2o52bo15bo31bobo$56b2o46bobo$105bo$49b2o$
49bobo$51bo47b2o$42b2o7b2o45bobo$42b2o54b2o$3b2o$3b2o2$55bo$53b3o$29b
2o21bo$29bo22b2o$27bobo$27b2o7b2o$36bo23b2o$34bobo24bo$34b2o25bob2o$
53b2o4b3o2bo$53b2o3bo3b2o$58b4o$44b2o15bo$43bobo12b3o$43bo13bo$42b2o
14b5o$62bo$36b2o22bo$8b2o26bobo21b2o$8b2o28bo$38b2o6$2bo$2b3o$5bo18bo$
4b2o18b3o$27bo$26b2o4$26bo$25bobo$26b2o10b2o$38b2o3$2o$2o2$31b2o$16b2o
7b2o4bo$16b2o7bo6b3o$10b2o14b3o5bo$10bobo15bo$12bo$12b2o!
It might be interesting to see if we can interweave this conduit in complex ways, and see how high a repeat time we can get without using oscillators...
Re: Continue The Infinite Stable Conduit! (harder game-y thing)
Posted: August 22nd, 2016, 9:29 am
by dvgrn
That last Snark addition reduces access to the initial B-heptomino, so you're making fairly tricky again to connect a stable converter to the beginning of the conduit. But I don't think it's impossible yet...!
muzik wrote:It might be interesting to see if we can interweave this conduit in complex ways, and see how high a repeat time we can get without using oscillators...
Well, it won't be
very interesting after a while, because the sky is the limit. You can end up with as high a repeat time as you want, just by crossing an earlier part of the circuit after the chosen length of time.
Here's an example, with apologies for the multiple copies of the same G->MWSS circuit -- you can decide whether that disqualifies this as a continuation:
Code: Select all
x = 237, y = 342, rule = B3/S23
99b2o$98bobo$92b2o4bo$90bo2bo2b2ob4o$90b2obobobobo2bo$93bobobobo$93bob
ob2o$94bo2$107b2o$98b2o7bo73b2o3b2o$98b2o5bobo73b2o2bob3o$105b2o78bo4b
ob2o$181b4ob2o2bobo$181bo2bobobobobo$184bobobobob2o$185b2obobobo$189bo
2bo$192bobo$95b2o78b2o16b2o$96bo79bo7b2o$93b3o80bobo5b2o24bo$93bo83b2o
29b3o$207bo$207b2o4$162bo$162b3o22b2o$165bo21bo29bo$164b2o22b3o24b3o$
190bo23bo$214b2o$192b2o$192b2o$164bo2b2o$165b3o$166bo3$204b2o$204b2o$
218b2o$218b2o$222b2o$222b2o2$154b2o$141b2o11b2o$141bo3bo2bo$142b7o51b
2o$199bo2bo$128b2o14b5o12b2o37bobo$129bo13bo5bo11b2o38bo$129bobo12b3o
2bo$130b2o15bob2o$144b4o2bo$139b2o3bo3b2o$139b2o4b3o$147bo$147bob2o$
146b2ob2o3$138b2o$138bo$139b3o$141bo$194bo$194b3o$26bo114b2o54bo$24b3o
114bo2bo51bobo$23bo118b3o52bo$22bobo109b2o45bo$22bobo61bo47bobo5b3o34b
3o$23bo62b3o40bo6bo4bo2bo33bo19b2o$89bo15bo23b3o4b2o3b2o22b2o11b2o18b
2o$82b2o4b2o13b3o15bo10bo32b2o21bo$83bo18bo18b3o7b2o55b3o$83bobo16b2o
20bo66bo$7b2o75b2o37b2o65b2o$7b2o$223bo$221b3o$220bo$27b2o191b2o$27bob
o90b2o$29bo90b2o$20b2o7b2o$20b2o$178b2o$10bob2o164b2o3bo$8b3ob2o168bob
o4b2o$7bo118b2o4b2o31b2o16bobo2bobo$8b3ob2o77b2o33bo5b2o8b2o22bo18bo2b
o$10b2o2bo76b2o34b3o12b2o19b3o19b4o$13bobo113bo33bo$9bob2obobo121b2o
27bo17b2o$9b2obo2bo16b2o105bo25b3o17b2o$12bo19bo103b3o25bo$12b2o16bobo
103bo27b2o39b2o$10b2o2bobo13b2o119b2o52bo$9bo2bo2b2o135bo41b2o10b3o$
10b2o140bobo39b2o12bo$48b2o103b2o$47bo2bo110b2o$38bo9b2o110bo2bo$37bob
o121b2o$37b2o4$164b2o$12b2o15b2o133bo$11bobo15b2o134b3o$11bo155bo$10b
2o148b2obo$17b2o132b2o3b2o2b2ob3o$18bo132bo2bo2bo8bo$18bobo131b5o3b2ob
3o$19b2o140bobo$154b2obo3bobo$154bob2o4bo$48b2o$48b2o3$56b2o15b2o$57bo
15bo3bo$57bobo11bobo2bobo$58b2o11b2o3bobo$65bo9b2ob3o$64bobo14bo$15b2o
47bobo8b2ob3o$15b2o48bo9b2obo3$76b2o2b2o$20b2o54bobo2bo79b2o$20b2o56bo
bo80b2o$16b2o44b2o13b2ob2o$16b2o45bo14bo62bo$57b2ob3o13bobo46b2o12b3o$
57b2obo15b2o48bo11bo$22b2o27b2o73bobo9b2o$22b2o27b2o26b2o46b2o$79b2o
54b2o23bo11b2o$134bo2bo21bobo10b2o43bo$53b2o80bobo20bo2bo55b3o$46b2o5b
2o81bo22b2o59bo$46b2o171bobo$139bo79bobo$138bobo79bo$138bobo17b2o$129b
o9bo19bo$129b3o24b3o$132bo23bo8b2o$131b2o32b2o68b2o$153b2o80b2o$153b2o
3$215b2o$214bobo$214bo$141b2o70b2o7b2o$141b2o79b2o$127b2o$127b2o101b2o
bo$123b2o105b2ob3o$123b2o111bo$230b2ob3o$229bo2b2o$228bobo$44bo104b2o
76bobob2obo$44b3o102bo60b2o16bo2bob2o$47bo99bobo61bo19bo$46b2o99b2o62b
obo16b2o$59b2o151b2o13bobo2b2o$59bo167b2o2bo2bo$57bobo172b2o$57b2o135b
2o$49b2o142bo2bo$48bo2bo142b2o9bo$49b2o153bobo$205b2o4$46b2o$47bo165b
2o15b2o$44b3o166b2o15bobo$44bo187bo$48bob2o180b2o$46b3ob2o2b2o3b2o164b
2o$45bo8bo2bo2bo164bo$46b3ob2o3b5o163bobo$48bobo94b2o76b2o$48bobo3bob
2o87b2o$19bo29bo4b2obo$17b3o174b2o$16bo177b2o$15bobo$15bobo$16bo135bo$
152b3o12b2o$155bo11bo$154b2o9bobo$165b2o$2o155b2o$2o143bo10bo2bo67b2o$
144bobo9bobo68b2o$145b2o10bo2$20b2o$20bobo199b2o$22bo199b2o$13b2o7b2o
140bo61b2o$13b2o147b3o61b2o$134b2o25bo23b2o$3bob2o127b2o25b2o22b2o$b3o
b2o132b2o50b2o27b2o$o138b2o50b2o27b2o$b3ob2o$3b2o2bo$6bobo180b2o$2bob
2obobo179b2o5b2o$2b2obo2bo16b2o169b2o$5bo19bo125b2o$5b2o16bobo125b2o$
3b2o2bobo13b2o140b2o$2bo2bo2b2o155b2o$3b2o164b2o$41b2o126b2o$40bo2bo$
31bo9b2o$30bobo$30b2o5$5b2o15b2o$4bobo15b2o$4bo$3b2o$10b2o$11bo133b2o$
11bobo131bobo$12b2o132bo3$41b2o$41b2o99b2o17b2o$143bo17bo$143bobo13bob
o$144b2o13b2o2$128bo$128b3o$86bo44bo34bo$82b2obobo42b2o32b3o$8b2o72b2o
bobo75bo$8b2o64b2o9bobobo73b2o$74bo10bo2b2o2b2o$75bo7b3o6b2o$74b2o6bo$
13b2o67b2o$13b2o$9b2o110b2o$9b2o110b2o$50b2o92b2o$50b2o92bobo$15b2o27b
2o100bo$15b2o27b2o88b2o10b2o$134bo$50b2o72b2o9b3o$46b2o3bo52b2o19bo11b
o$39b2o5b2o3bobo50bobo15b3o30bo$39b2o11b2o52bo15bo31bobo$106b2o46bobo$
155bo$99b2o$99bobo$101bo47b2o$92b2o7b2o45bobo$92b2o54b2o$53b2o$53b2o2$
105bo$103b3o$79b2o21bo$79bo22b2o$77bobo$77b2o7b2o$86bo23b2o$84bobo24bo
$84b2o25bob2o$103b2o4b3o2bo$103b2o3bo3b2o$108b4o$94b2o15bo$93bobo12b3o
$93bo13bo$92b2o14b5o$112bo$86b2o22bo$58b2o26bobo21b2o$58b2o28bo$88b2o
6$52bo$52b3o$55bo18bo$54b2o18b3o$77bo$76b2o4$76bo$75bobo$76b2o10b2o$
88b2o3$50b2o$50b2o2$81b2o$66b2o7b2o4bo$66b2o7bo6b3o$60b2o14b3o5bo$60bo
bo15bo$62bo$62b2o!
Usually people try to optimize to get the
lowest possible repeat time, because that way eventually you can't find any more improvements, and that means you can stop...!
Re: Continue The Infinite Stable Conduit! (harder game-y thing)
Posted: August 22nd, 2016, 11:00 am
by muzik
I guess I'll allow that massive continuation.
Let's see if I can search for a MWSS to X.
Old threads are pretty yielding:
Code: Select all
x = 237, y = 342, rule = B3/S23
99b2o$98bobo$92b2o4bo$90bo2bo2b2ob4o$90b2obobobobo2bo$93bobobobo$93bob
ob2o$94bo2$107b2o$98b2o7bo73b2o3b2o$98b2o5bobo73b2o2bob3o$105b2o78bo4b
ob2o$181b4ob2o2bobo$181bo2bobobobobo$184bobobobob2o$185b2obobobo$189bo
2bo$192bobo$95b2o78b2o16b2o$96bo79bo7b2o$93b3o80bobo5b2o24bo$93bo83b2o
29b3o$207bo$207b2o4$162bo$162b3o22b2o$165bo21bo29bo$164b2o22b3o24b3o$
190bo23bo$214b2o$192b2o$192b2o$164bo2b2o$165b3o$166bo3$204b2o$204b2o$
218b2o$218b2o$222b2o$222b2o2$154b2o$141b2o11b2o$141bo3bo2bo$142b7o51b
2o$199bo2bo$128b2o14b5o12b2o37bobo$129bo13bo5bo11b2o38bo$129bobo12b3o
2bo$130b2o15bob2o$144b4o2bo$139b2o3bo3b2o$139b2o4b3o$147bo$147bob2o$
146b2ob2o3$138b2o$138bo$139b3o$141bo$194bo$194b3o$26bo114b2o54bo$24b3o
114bo2bo51bobo$23bo118b3o52bo$22bobo109b2o45bo$22bobo61bo47bobo5b3o34b
3o$23bo62b3o40bo6bo4bo2bo33bo19b2o$89bo15bo23b3o4b2o3b2o22b2o11b2o18b
2o$82b2o4b2o13b3o15bo10bo32b2o21bo$83bo18bo18b3o7b2o55b3o$83bobo16b2o
20bo66bo$7b2o75b2o37b2o65b2o$7b2o$223bo$221b3o$220bo$27b2o191b2o$27bob
o90b2o$29bo90b2o$20b2o7b2o$20b2o$178b2o$10bob2o164b2o3bo$8b3ob2o168bob
o4b2o$7bo118b2o4b2o31b2o16bobo2bobo$8b3ob2o77b2o33bo5b2o8b2o22bo18bo2b
o$10b2o2bo76b2o34b3o12b2o19b3o19b4o$13bobo113bo33bo$9bob2obobo121b2o
27bo17b2o$9b2obo2bo16b2o105bo25b3o17b2o$12bo19bo103b3o25bo$12b2o16bobo
103bo27b2o39b2o$10b2o2bobo13b2o119b2o52bo$9bo2bo2b2o135bo41b2o10b3o$
10b2o140bobo39b2o12bo$48b2o103b2o$47bo2bo110b2o$38bo9b2o110bo2bo$37bob
o121b2o$37b2o4$164b2o$12b2o15b2o133bo$11bobo15b2o134b3o$11bo155bo$10b
2o148b2obo$17b2o132b2o3b2o2b2ob3o$18bo132bo2bo2bo8bo$18bobo131b5o3b2ob
3o$19b2o140bobo$154b2obo3bobo$154bob2o4bo$48b2o$48b2o3$56b2o15b2o$57bo
15bo3bo$57bobo11bobo2bobo$58b2o11b2o3bobo$65bo9b2ob3o$64bobo14bo$15b2o
47bobo8b2ob3o$15b2o48bo9b2obo3$76b2o2b2o$20b2o54bobo2bo79b2o$20b2o56bo
bo80b2o$16b2o44b2o13b2ob2o$16b2o45bo14bo62bo$57b2ob3o13bobo46b2o12b3o$
57b2obo15b2o48bo11bo$22b2o27b2o73bobo9b2o$22b2o27b2o26b2o46b2o$79b2o
54b2o23bo11b2o$134bo2bo21bobo10b2o43bo$53b2o80bobo20bo2bo55b3o$46b2o5b
2o81bo22b2o59bo$46b2o171bobo$139bo79bobo$138bobo79bo$138bobo17b2o$129b
o9bo19bo$129b3o24b3o$132bo23bo8b2o$131b2o32b2o68b2o$153b2o80b2o$153b2o
3$215b2o$214bobo$214bo$141b2o70b2o7b2o$141b2o79b2o$127b2o$127b2o101b2o
bo$123b2o105b2ob3o$123b2o111bo$230b2ob3o$229bo2b2o$228bobo$44bo104b2o
76bobob2obo$44b3o102bo60b2o16bo2bob2o$47bo99bobo61bo19bo$46b2o99b2o62b
obo16b2o$59b2o151b2o13bobo2b2o$59bo167b2o2bo2bo$57bobo172b2o$57b2o135b
2o$49b2o142bo2bo$48bo2bo142b2o9bo$49b2o153bobo$205b2o4$46b2o$47bo165b
2o15b2o$44b3o166b2o15bobo$44bo187bo$48bob2o180b2o$46b3ob2o2b2o3b2o164b
2o$45bo8bo2bo2bo164bo$46b3ob2o3b5o163bobo$48bobo94b2o76b2o$48bobo3bob
2o87b2o$19bo29bo4b2obo$17b3o174b2o$16bo177b2o$15bobo$15bobo$16bo135bo$
152b3o12b2o$155bo11bo$154b2o9bobo$165b2o$2o155b2o$2o143bo10bo2bo67b2o$
144bobo9bobo68b2o$145b2o10bo2$20b2o$20bobo199b2o$22bo199b2o$13b2o7b2o
140bo61b2o$13b2o147b3o61b2o$134b2o25bo23b2o$3bob2o127b2o25b2o22b2o$b3o
b2o132b2o50b2o27b2o$o138b2o50b2o27b2o$b3ob2o$3b2o2bo$6bobo180b2o$2bob
2obobo179b2o5b2o$2b2obo2bo16b2o169b2o$5bo19bo125b2o$5b2o16bobo125b2o$
3b2o2bobo13b2o140b2o$2bo2bo2b2o155b2o44b2o$3b2o164b2o34b2o5bo$41b2o
126b2o34bobob3o$40bo2bo163bobo$31bo9b2o164b2o$30bobo$30b2o$210b2o$210b
2o3$5b2o15b2o$4bobo15b2o$4bo$3b2o$10b2o$11bo133b2o$11bobo131bobo$12b2o
132bo3$41b2o$41b2o99b2o17b2o$143bo17bo$143bobo13bobo$144b2o13b2o2$128b
o$128b3o$86bo44bo34bo$82b2obobo42b2o32b3o$8b2o72b2obobo75bo$8b2o64b2o
9bobobo73b2o$74bo10bo2b2o2b2o$75bo7b3o6b2o$74b2o6bo$13b2o67b2o$13b2o$
9b2o110b2o$9b2o110b2o$50b2o92b2o$50b2o92bobo$15b2o27b2o100bo$15b2o27b
2o88b2o10b2o$134bo$50b2o72b2o9b3o$46b2o3bo52b2o19bo11bo$39b2o5b2o3bobo
50bobo15b3o30bo$39b2o11b2o52bo15bo31bobo$106b2o46bobo$155bo$99b2o$99bo
bo$101bo47b2o$92b2o7b2o45bobo$92b2o54b2o$53b2o$53b2o2$105bo$103b3o$79b
2o21bo$79bo22b2o$77bobo$77b2o7b2o50bo$86bo23b2o26b3o$84bobo24bo29bo$
84b2o25bob2o25b2o$103b2o4b3o2bo$103b2o3bo3b2o$108b4o$94b2o15bo$93bobo
12b3o$93bo13bo$92b2o14b5o37b2o$112bo30b2o5bobo$86b2o22bo32b2o7bo$58b2o
26bobo21b2o40b2o$58b2o28bo$88b2o49bo$138bobob2o$138bobobobo$135b2obobo
bobo2bo$135bo2bo2b2ob4o$137b2o4bo$52bo90bobo$52b3o89b2o$55bo18bo$54b2o
18b3o$77bo$76b2o4$76bo$75bobo$76b2o10b2o$88b2o3$50b2o$50b2o2$81b2o$66b
2o7b2o4bo$66b2o7bo6b3o$60b2o14b3o5bo$60bobo15bo$62bo$62b2o!
Re: Continue The Infinite Stable Conduit! (harder game-y thing)
Posted: June 14th, 2017, 2:54 pm
by muzik
The most trivial, uninteresting attempt at a revival:
Code: Select all
x = 273, y = 342, rule = B3/S23
135b2o$134bobo$128b2o4bo$126bo2bo2b2ob4o$126b2obobobobo2bo$129bobobobo
$129bobob2o$130bo2$143b2o$134b2o7bo73b2o3b2o$134b2o5bobo73b2o2bob3o$
141b2o78bo4bob2o$217b4ob2o2bobo$217bo2bobobobobo$220bobobobob2o$221b2o
bobobo$225bo2bo$228bobo$131b2o78b2o16b2o$132bo79bo7b2o$129b3o80bobo5b
2o24bo$129bo83b2o29b3o$243bo$243b2o4$198bo$198b3o22b2o$201bo21bo29bo$
200b2o22b3o24b3o$226bo23bo$250b2o$228b2o$228b2o$200bo2b2o$201b3o$202bo
3$240b2o$240b2o$254b2o$254b2o$258b2o$258b2o2$190b2o$177b2o11b2o$177bo
3bo2bo$178b7o51b2o$235bo2bo$164b2o14b5o12b2o37bobo$165bo13bo5bo11b2o
38bo$165bobo12b3o2bo$166b2o15bob2o$180b4o2bo$175b2o3bo3b2o$175b2o4b3o$
183bo$183bob2o$182b2ob2o3$174b2o$174bo$175b3o$177bo$230bo$230b3o$62bo
114b2o54bo$60b3o114bo2bo51bobo$59bo118b3o52bo$58bobo109b2o45bo$58bobo
61bo47bobo5b3o34b3o$59bo62b3o40bo6bo4bo2bo33bo19b2o$125bo15bo23b3o4b2o
3b2o22b2o11b2o18b2o$118b2o4b2o13b3o15bo10bo32b2o21bo$119bo18bo18b3o7b
2o55b3o$119bobo16b2o20bo66bo$43b2o75b2o37b2o65b2o$43b2o$259bo$257b3o$
256bo$63b2o191b2o$63bobo90b2o$65bo90b2o$56b2o7b2o$56b2o$214b2o$46bob2o
164b2o3bo$44b3ob2o168bobo4b2o$43bo118b2o4b2o31b2o16bobo2bobo$44b3ob2o
77b2o33bo5b2o8b2o22bo18bo2bo$46b2o2bo76b2o34b3o12b2o19b3o19b4o$49bobo
113bo33bo$45bob2obobo121b2o27bo17b2o$45b2obo2bo16b2o105bo25b3o17b2o$
48bo19bo103b3o25bo$48b2o16bobo103bo27b2o39b2o$46b2o2bobo13b2o119b2o52b
o$45bo2bo2b2o135bo41b2o10b3o$46b2o140bobo39b2o12bo$84b2o103b2o$83bo2bo
110b2o$74bo9b2o110bo2bo$73bobo121b2o$73b2o4$200b2o$48b2o15b2o133bo$47b
obo15b2o134b3o$47bo155bo$46b2o148b2obo$53b2o132b2o3b2o2b2ob3o$54bo132b
o2bo2bo8bo$54bobo131b5o3b2ob3o$55b2o140bobo$190b2obo3bobo$190bob2o4bo$
84b2o$7b2o3b2o70b2o$5b3obo2b2o$b2obo4bo$2bobo2b2ob4o78b2o15b2o$2bobobo
bobo2bo79bo15bo3bo$b2obobobobo82bobo11bobo2bobo$2bobobob2o84b2o11b2o3b
obo$2bo2bo95bo9b2ob3o$obo97bobo14bo$2o16b2o31b2o47bobo8b2ob3o$9b2o7bo
32b2o48bo9b2obo$9b2o5bobo$16b2o$112b2o2b2o$56b2o54bobo2bo79b2o$56b2o
56bobo80b2o$52b2o44b2o13b2ob2o$52b2o45bo14bo62bo$93b2ob3o13bobo46b2o
12b3o$6b2o85b2obo15b2o48bo11bo$7bo50b2o27b2o73bobo9b2o$4b3o51b2o27b2o
26b2o46b2o$4bo110b2o54b2o23bo11b2o$170bo2bo21bobo10b2o43bo$89b2o80bobo
20bo2bo55b3o$82b2o5b2o81bo22b2o59bo$82b2o171bobo$175bo79bobo$174bobo
79bo$174bobo17b2o$165bo9bo19bo$165b3o24b3o$168bo23bo8b2o$167b2o32b2o
68b2o$189b2o80b2o$189b2o3$251b2o$250bobo$250bo$177b2o70b2o7b2o$177b2o
79b2o$163b2o$163b2o101b2obo$159b2o105b2ob3o$159b2o111bo$266b2ob3o$265b
o2b2o$264bobo$80bo104b2o76bobob2obo$80b3o102bo60b2o16bo2bob2o$83bo99bo
bo61bo19bo$82b2o99b2o62bobo16b2o$95b2o151b2o13bobo2b2o$95bo167b2o2bo2b
o$93bobo172b2o$93b2o135b2o$85b2o142bo2bo$84bo2bo142b2o9bo$85b2o153bobo
$241b2o4$82b2o$83bo165b2o15b2o$80b3o166b2o15bobo$80bo187bo$84bob2o180b
2o$82b3ob2o2b2o3b2o164b2o$81bo8bo2bo2bo164bo$82b3ob2o3b5o163bobo$84bob
o94b2o76b2o$84bobo3bob2o87b2o$55bo29bo4b2obo$53b3o174b2o$52bo177b2o$
51bobo$51bobo$52bo135bo$188b3o12b2o$191bo11bo$190b2o9bobo$201b2o$36b2o
155b2o$36b2o143bo10bo2bo67b2o$180bobo9bobo68b2o$181b2o10bo2$56b2o$56bo
bo199b2o$58bo199b2o$49b2o7b2o140bo61b2o$49b2o147b3o61b2o$170b2o25bo23b
2o$39bob2o127b2o25b2o22b2o$37b3ob2o132b2o50b2o27b2o$36bo138b2o50b2o27b
2o$37b3ob2o$39b2o2bo$42bobo180b2o$38bob2obobo179b2o5b2o$38b2obo2bo16b
2o169b2o$41bo19bo125b2o$41b2o16bobo125b2o$39b2o2bobo13b2o140b2o$38bo2b
o2b2o155b2o44b2o$39b2o164b2o34b2o5bo$77b2o126b2o34bobob3o$76bo2bo163bo
bo$67bo9b2o164b2o$66bobo$66b2o$246b2o$246b2o3$41b2o15b2o$40bobo15b2o$
40bo$39b2o$46b2o$47bo133b2o$47bobo131bobo$48b2o132bo3$77b2o$77b2o99b2o
17b2o$179bo17bo$179bobo13bobo$180b2o13b2o2$164bo$164b3o$122bo44bo34bo$
118b2obobo42b2o32b3o$44b2o72b2obobo75bo$44b2o64b2o9bobobo73b2o$110bo
10bo2b2o2b2o$111bo7b3o6b2o$110b2o6bo$49b2o67b2o$49b2o$45b2o110b2o$45b
2o110b2o$86b2o92b2o$86b2o92bobo$51b2o27b2o100bo$51b2o27b2o88b2o10b2o$
170bo$86b2o72b2o9b3o$82b2o3bo52b2o19bo11bo$75b2o5b2o3bobo50bobo15b3o
30bo$75b2o11b2o52bo15bo31bobo$142b2o46bobo$191bo$135b2o$135bobo$137bo
47b2o$128b2o7b2o45bobo$128b2o54b2o$89b2o$89b2o2$141bo$139b3o$115b2o21b
o$115bo22b2o$113bobo$113b2o7b2o50bo$122bo23b2o26b3o$120bobo24bo29bo$
120b2o25bob2o25b2o$139b2o4b3o2bo$139b2o3bo3b2o$144b4o$130b2o15bo$129bo
bo12b3o$129bo13bo$128b2o14b5o37b2o$148bo30b2o5bobo$122b2o22bo32b2o7bo$
94b2o26bobo21b2o40b2o$94b2o28bo$124b2o49bo$174bobob2o$174bobobobo$171b
2obobobobo2bo$171bo2bo2b2ob4o$173b2o4bo$88bo90bobo$88b3o89b2o$91bo18bo
$90b2o18b3o$113bo$112b2o4$112bo$111bobo$112b2o10b2o$124b2o3$86b2o$86b
2o2$117b2o$102b2o7b2o4bo$102b2o7bo6b3o$96b2o14b3o5bo$96bobo15bo$98bo$
98b2o!
Re: Continue The Infinite Stable Conduit! (harder game-y thing)
Posted: June 14th, 2017, 7:00 pm
by dvgrn
muzik wrote:The most trivial, uninteresting attempt at a revival...
Well, the obvious signal missing from the series so far is an HWSS. An impressive number of new stable signal converters have been invented since this thread went dormant -- see the first link below. Let's try to make things a little more interesting:
Code: Select all
x = 372, y = 349, rule = B3/S23
128b2o3b2o$128b2o2bob3o$132bo4bo$128b4ob2o2bo$128bo2bobobob2o$131bobob
obo$132b2obobo$136bo97b2o$141bo91bobo$122b2o17b3o83b2o4bo$123bo7b2o11b
o80bo2bo2b2ob4o$123bobo5b2o10bobo79b2obobobobo2bo$124b2o17bobo82bobobo
bo$144bo83bobob2o$229bo2$242b2o$233b2o7bo73b2o3b2o$159b2o72b2o5bobo73b
2o2bob3o$134b2o23b2o79b2o78bo4bob2o$134bo181b4ob2o2bobo$135b3o178bo2bo
bobobobo$105bo31bo181bobobobob2o$48b2o11bo43b3o29bob2o179b2obobobo$48b
2o10bobo45bo26b2obobo183bo2bo$60bobo2b2o3bo36b2o26bo2bo188bobo$59b2ob
2o2bo2bobo65b2o7b2o82b2o78b2o16b2o$63bobo3bobo12b2o60b2o83bo79bo7b2o$
59b2obo2b4obo13bo143b3o80bobo5b2o24bo$59b2obobo3bo13bobo69b2obo70bo83b
2o29b3o$63bobo3bo12b2o70b2ob3o182bo$64bobo3bo29bo59bo181b2o$65bo3b2o
29b3o51b2ob3o$91bo11bo49bo2b2o$91b3o8b2o14bo33bobo$94bo22bobo14bo16bob
ob2obo138bo$56b2o35b2o23bo15b3o15bo2bob2o138b3o22b2o$56b2o79bo17bo144b
o21bo29bo$41b2o93b2o16b2o143b2o22b3o24b3o$40bo2bo107bobo2b2o167bo23bo$
39bob2o72b2o34b2o2bo2bo190b2o$39bo75bobo11b2o25b2o169b2o$38b2o77bo12bo
196b2o$53b2o62b2o11bobo166bo2b2o$53bo59b2o16b2o167b3o$54b3o24b2o30bo
187bo$56bo11b2o11b2o23b2o6b3o$69bo36bo9bo$66b3o38b3o229b2o$66bo42bo18b
2o19b2o188b2o$128b2o19b2o202b2o$70bo282b2o$70b3o284b2o$73bo76b2o205b2o
$72b2o50bo25bo$124b3o24b3o135b2o$127bo25bo122b2o11b2o$61b2ob2o60b2o
148bo3bo2bo$61b2obo212b7o51b2o$64bo269bo2bo$64b3o4b2o190b2o14b5o12b2o
37bobo$62b2o3bo3b2o50bo140bo13bo5bo11b2o38bo$61bo2b4o54bobo139bobo12b
3o2bo$61b2obo15b2o40b2o141b2o15bob2o$62bo2b3o12bobo196b4o2bo$62bo5bo
13bo191b2o3bo3b2o$63b5o14b2o190b2o4b3o$65bo73b2o141bo$138bobo141bob2o$
139bo141b2ob2o3$8b2o263b2o$2bo2bo3bo263bo$2b7o265b3o$137b2o137bo$2b5o
14b2o114b2o190bo$bo5bo13bo307b3o$bo2b3o12bobo139bo114b2o54bo$2obo15b2o
138b3o114bo2bo51bobo$o2b4o151bo118b3o52bo$b2o3bo3b2o90bo54bobo109b2o
45bo$3b3o4b2o88b3o54bobo61bo47bobo5b3o34b3o$3bo95bo58bo62b3o40bo6bo4bo
2bo33bo19b2o$2obo95b2o123bo15bo23b3o4b2o3b2o22b2o11b2o18b2o$2ob2o79b2o
131b2o4b2o13b3o15bo10bo32b2o21bo$85bo132bo18bo18b3o7b2o55b3o$85bob2o
129bobo16b2o20bo66bo$11b2o73bo2bo52b2o75b2o37b2o65b2o$12bo74b2o47b2o4b
2o$9b3o90b2o32bo221bo$9bo92b2o22b2o3b2o4b3o216b3o$124bo2bo4bo6bo215bo$
124b3o5bobo27b2o191b2o$133b2o27bobo90b2o$111bo3b2o7b3o37bo90b2o$110bob
o3bo7bo2bo27b2o7b2o$109bobo3bo10b2o27b2o$105b2obobo3bo198b2o$105b2obo
2b4obo28bob2o164b2o3bo$109bobo3bobo25b3ob2o168bobo4b2o$105b2ob2o2bo2bo
bo24bo118b2o4b2o31b2o16bobo2bobo$106bobo2b2o3bo26b3ob2o77b2o33bo5b2o8b
2o22bo18bo2bo$94b2o10bobo36b2o2bo76b2o34b3o12b2o19b3o19b4o$94b2o11bo
40bobo113bo33bo$144bob2obobo121b2o27bo17b2o$144b2obo2bo16b2o105bo25b3o
17b2o$147bo19bo103b3o25bo$147b2o16bobo103bo27b2o39b2o$145b2o2bobo13b2o
119b2o52bo$144bo2bo2b2o135bo41b2o10b3o$145b2o140bobo39b2o12bo$183b2o
103b2o$182bo2bo110b2o$173bo9b2o110bo2bo$172bobo121b2o$172b2o4$299b2o$
147b2o15b2o133bo$146bobo15b2o134b3o$146bo155bo$145b2o148b2obo$152b2o
132b2o3b2o2b2ob3o$153bo132bo2bo2bo8bo$153bobo131b5o3b2ob3o$154b2o140bo
bo$289b2obo3bobo$289bob2o4bo$183b2o$106b2o3b2o70b2o$104b3obo2b2o$100b
2obo4bo$101bobo2b2ob4o78b2o15b2o$101bobobobobo2bo79bo15bo3bo$100b2obob
obobo82bobo11bobo2bobo$101bobobob2o84b2o11b2o3bobo$101bo2bo95bo9b2ob3o
$99bobo97bobo14bo$99b2o16b2o31b2o47bobo8b2ob3o$108b2o7bo32b2o48bo9b2ob
o$108b2o5bobo$115b2o$211b2o2b2o$155b2o54bobo2bo79b2o$89bo65b2o56bobo
80b2o$89b3o59b2o44b2o13b2ob2o$92bo58b2o45bo14bo62bo$91b2o99b2ob3o13bob
o46b2o12b3o$105b2o85b2obo15b2o48bo11bo$106bo50b2o27b2o73bobo9b2o$103b
3o51b2o27b2o26b2o46b2o$103bo110b2o54b2o23bo11b2o$269bo2bo21bobo10b2o
43bo$188b2o80bobo20bo2bo55b3o$101b2o78b2o5b2o81bo22b2o59bo$94b2o5bobo
77b2o171bobo$94b2o7bo170bo79bobo$85b2o16b2o168bobo79bo$85bobo185bobo
17b2o$87bo2bo173bo9bo19bo$87bobobob2o169b3o24b3o$86b2obobobobo171bo23b
o8b2o$87bobobobobo2bo167b2o32b2o68b2o$87bobo2b2ob4o189b2o80b2o$86b2obo
4bo193b2o$90b3obo2b2o$92b2o3b2o$350b2o$349bobo$349bo$276b2o70b2o7b2o$
276b2o79b2o$262b2o$262b2o101b2obo$258b2o105b2ob3o$258b2o111bo$365b2ob
3o$364bo2b2o$363bobo$179bo104b2o76bobob2obo$179b3o102bo60b2o16bo2bob2o
$182bo99bobo61bo19bo$181b2o99b2o62bobo16b2o$194b2o151b2o13bobo2b2o$
194bo167b2o2bo2bo$192bobo172b2o$192b2o135b2o$184b2o142bo2bo$183bo2bo
142b2o9bo$184b2o153bobo$340b2o4$181b2o$182bo165b2o15b2o$179b3o166b2o
15bobo$179bo187bo$183bob2o180b2o$181b3ob2o2b2o3b2o164b2o$180bo8bo2bo2b
o164bo$181b3ob2o3b5o163bobo$183bobo94b2o76b2o$183bobo3bob2o87b2o$154bo
29bo4b2obo$152b3o174b2o$151bo177b2o$150bobo$150bobo$151bo135bo$287b3o
12b2o$290bo11bo$289b2o9bobo$300b2o$135b2o155b2o$135b2o143bo10bo2bo67b
2o$279bobo9bobo68b2o$280b2o10bo2$155b2o$155bobo199b2o$157bo199b2o$148b
2o7b2o140bo61b2o$148b2o147b3o61b2o$269b2o25bo23b2o$138bob2o127b2o25b2o
22b2o$136b3ob2o132b2o50b2o27b2o$135bo138b2o50b2o27b2o$136b3ob2o$138b2o
2bo$141bobo180b2o$137bob2obobo179b2o5b2o$137b2obo2bo16b2o169b2o$140bo
19bo125b2o$140b2o16bobo125b2o$138b2o2bobo13b2o140b2o$137bo2bo2b2o155b
2o44b2o$138b2o164b2o34b2o5bo$176b2o126b2o34bobob3o$175bo2bo163bobo$
166bo9b2o164b2o$165bobo$165b2o$345b2o$345b2o3$140b2o15b2o$139bobo15b2o
$139bo$138b2o$145b2o$146bo133b2o$146bobo131bobo$147b2o132bo3$176b2o$
176b2o99b2o17b2o$278bo17bo$278bobo13bobo$279b2o13b2o2$263bo$263b3o$
221bo44bo34bo$217b2obobo42b2o32b3o$143b2o72b2obobo75bo$143b2o64b2o9bob
obo73b2o$209bo10bo2b2o2b2o$210bo7b3o6b2o$209b2o6bo$148b2o67b2o$148b2o$
144b2o110b2o$144b2o110b2o$185b2o92b2o$185b2o92bobo$150b2o27b2o100bo$
150b2o27b2o88b2o10b2o$269bo$185b2o72b2o9b3o$181b2o3bo52b2o19bo11bo$
174b2o5b2o3bobo50bobo15b3o30bo$174b2o11b2o52bo15bo31bobo$241b2o46bobo$
290bo$234b2o$234bobo$236bo47b2o$227b2o7b2o45bobo$227b2o54b2o$188b2o$
188b2o2$240bo$238b3o$214b2o21bo$214bo22b2o$212bobo$212b2o7b2o50bo$221b
o23b2o26b3o$219bobo24bo29bo$219b2o25bob2o25b2o$238b2o4b3o2bo$238b2o3bo
3b2o$243b4o$229b2o15bo$228bobo12b3o$228bo13bo$227b2o14b5o37b2o$247bo
30b2o5bobo$221b2o22bo32b2o7bo$193b2o26bobo21b2o40b2o$193b2o28bo$223b2o
49bo$273bobob2o$273bobobobo$270b2obobobobo2bo$270bo2bo2b2ob4o$272b2o4b
o$187bo90bobo$187b3o89b2o$190bo18bo$189b2o18b3o$212bo$211b2o4$211bo$
210bobo$211b2o10b2o$223b2o3$185b2o$185b2o2$216b2o$201b2o7b2o4bo$201b2o
7bo6b3o$195b2o14b3o5bo$195bobo15bo$197bo$197b2o!
#C [[ STEP 50 ]]
I believe there's a fairly straightforward way to rescue the signal using
the appropriate converter modified by
one of these... but it will take some further customization.