Herschel conduits and other stable circuits

[Tawal]

I post here because I don't find a thread which fits more than this one.

It's not an Herschel circuit but it's almost a glider circuit.
It makes a 180° glider reflector +-5hd.
It's not too big but still rather slow (recover in 382 gens).
It's an engineering solution to have this reflector.
Perhaps someone have a better one (please share it )

Code: Select all

x = 104, y = 108, rule = LifeHistory
6$.2D$2D2B$.BD2B$2.4B$3.4B$4.4B$5.4B$6.4B$7.4B$8.4B$9.4B$10.4B$11.4B$
12.4B$13.4B$14.4B$15.4B$16.4B$17.4B$18.4B$19.4B$20.4B$21.4B$22.4B$23.
4B$24.4B$25.4B$26.4B$27.4B$28.4B$29.4B$30.4B$31.4B$32.4B$33.4B$34.4B$
35.4B$36.4B$37.4B42.2A$38.4B40.A2.A.2A.A5.A$39.4B4.E34.A.2A.A.2A3.3A$
40.4B4.E31.A.A2.B7.A$41.4B.3EB30.2A.AB2A6.2A4.2A$42.4B.4B32.A.2A3.5B
4.A$43.4B.4B31.A.8B3.BA.A$44.4B.4B16.A12.2A.10B.B2A$45.4B.4B14.A.A13.
13B$46.4B.4B12.A.A2.AB10.10B2AB$47.4B.4B9.3A2.2A.AB.B7.9BA2BA$48.4B.
4B7.A3.2A2.BA2B2A5.10BABAB$49.4B.4B7.3A2.3AB.B2A5.11BA2B$50.4B.4B8.A.
A2.2B2.B4.2AB.13B$51.4B.4B7.BABAB8.A.AB.5B4.4B2.2A$52.4B.4B7.BA3B7.A
4.4B6.2ABA2.A$53.4B.4B7.4B6.2A3.4B6.ABAB3A$54.4B.4B6.3B11.4B7.A.A$55.
4B.4B2.B.4B10.4B6.3A.5A$56.4B.12B.B4.B.4B6.A3.A4.A$57.19B2.6B7.2A2.A.
A$57.27B12.2A$56.29B$57.27B$57.27B$58.25B$58.25B$60.21B$61.2B.13B.2B$
52.A.2A8.5B2C6B$52.2A2.A8.4B2C5B$55.A12.5B$51.A.2A.3A8.5B$51.2A.A.A2.
A7.6B$55.3B2AB5.6B$57.4B4.7B$59.14B$58.2BA13B$58.BABA14B$58.A2BA15B$
58.B2A16B$58.19B$56.2AB.16B$55.A.AB3.16B$55.A4.13B2A3B$54.2A4.2A4.7B
2A2B$61.A7.7B$58.3A8.7B$58.A10.6B$69.AB.2B$68.A.AB2A$66.3A.A.AB$65.A
3.2A.A.A$66.2A3.A2.3A$68.2A.A.A3.A$68.A.2A.2A.2A!

Edited for missing block.

[confocaloid]

It's an engineering solution to have this reflector.
Perhaps someone have a better one (please share it :))

It works with a block instead of xs33_8o6he8gzrail5dz643, crosspost from Unsure discoveries:

Convoluted 180 degree glider reflector:

Code: Select all

x = 94, y = 111, rule = LifeHistory
5$36.2A$36.A$30.B2.BA.A$29.3B.B2A$29.5B$20.C6.6B$21.C4.9B$19.3C5.8B$
28.7B5.A$16.A10.8B3.3A$16.3A6.10B2.A$19.A3.11B.B.2A$18.2A2.2B.14B$18.
19B$20.18B$19.8B.10B$19.19B$17.2AB.17B$16.A.AB2.8B.7B$16.A6.15B$15.2A
7.7B.5B$21.11B.4B$20.12B2.4B$20.12B3.4B$20.11B5.4B$20.B3D4B.4B4.4B$
20.2BD4B4.2A5.3B$20.2B3D2B4.A7.2B$20.6B6.3A5.B$19.7B8.A13.B$20.6B22.
3B$20.5B24.3B$19.6B22.B3.2B$20.6B21.2B.4B$19.7B21.2B2.4B$19.6B27.4B$
19.6B28.4B2.B$12.A6.6B29.8B14.A$12.3A3.8B29.9B10.3A$15.A2.8B5.B24.8B
9.A$14.2AB.8B4.3B24.8B8.2A$14.13B3.5B21.10B6.3B$16.11B2.8B20.9B3.4B$
15.22B21.7B2.8B$13.23B12.A9.17B$13.23B11.A.A6.4B2.14B$12.2A22B11.A.A
5.4B3.14B$12.2A22B10.2A.2AB4.3B3.14B$13.B.19B.B2A7.A2.A2.AB2.22B$15.
19B.BA.A5.A.A.A.ABA13B2A9B$16.B3.B.10B6.A6.A.A.A.A14B2A9B$24.10B4.2A
7.A.A.27B$25.11B10.A.BAB.2B2.23B$22.14B10.B2A2B6.22B$21.15B11.2B7.24B
$21.14B13.2B7.24B5.A$12.A8.13B13.B2AB7.23B3.3A$11.A.A2.2A3.B3D9B14.2A
8.23B2.A$10.A.A2.A.A3.2BD4B.2B.2A23.22B.BA2.A$10.A2.2A6.2B3D2B4.A23.
25B4A$11.A.A7.6B6.3A21.8B.15B$10.2A.A2.A3.7B8.A20.8B3.4B2A5B2.B2A$13.
A.A.A3.6B28.9B.5B.2A.4B4.A$10.4A2.A4.5B19.B8.8B3.2A8.2B5.A.2A$10.A3.
2A4.6B27.4B2.B6.A7.2A2B.2A.A2.A$12.A.B6.6B25.4B7.3A7.AB.A2B.A.2A$11.
2AB2AB3.7B24.4B8.A8.A.2AB2.A$14.2AB.8B24.4B16.3A5.A$11.2A3.10B23.4B
16.A4.5A.A$11.A4.6B2A3B23.2B17.2A4.A3.A.A$12.A3.6B2A2B5.2A14.3B23.A4.
A2.A$11.2A3.10B5.A2.A11.3B24.2A4.2A$15.11B2.BA.A.2A10.4B$15.7B3D2B.B
2A.A11.4B$14.8BD6B3.A10.4B$13.10BD5B3.3A7.4B$10.2B.16B6.A5.4B$9.2A18B
5.2A4.4B$9.2AB.17B4.9B$10.B.4B.8B2.4B5.6B$17.7B4.4B2.3BD4B$18.6B5.7BD
7B$20.4B6.6B3D5B$22.3BA5.13B$23.BA.A5.10B.B2A$24.A.A6.4B2AB3.BA.A$25.
A8.3B2AB6.A$26.3A6.5B6.2A$28.A7.3B$33.AB.2B$32.A.AB2AB$32.A.ABABAB$
29.2A.A.A.A.A2.A$29.A2.A2.2A.4A$31.2A4.A$37.A.A$38.2A!

Shifts by 5, I guess there is no mention of "most compact 180degree stable reflector that shifts by X" surely there is some stable contraption, but I wonder what is the smallest for each X (for small x that is)

*addendum* stepping back from what I just made, literally for 2 minutes, realized something, that thing is way bigger than it needs to be ^^'

Code: Select all

x = 79, y = 100, rule = LifeHistory
$36.2A$37.A$36.A$36.2A11.A$34.2A2.B8.3A$33.A2.2AB7.A$34.A.A.2B6.2A$
33.2A.ABAB.2BA4B3.2A$37.2A3BABAB5.A$38.3BA2BA2B.BA.A$40.2B2A3B.B2A$
40.9B$40.9B$40.9B2.2A$39.9B3.A$38.10B4.A$40.8B3.2A$40.8B2A$35.B4.8B2A
B2A$31.B2.4B3.5B3.B.A.A$29.8B2.4B3.4A3.A$27.9B2.B2A5.A3.3A$27.8B5.A8.
A$26.11B3A9.2A$25.12BA$25.9B$12.2A12.8B7.2A$11.B2AB9.9B7.B2AB$12.2B9.
11B7.2B$13.2B6.14B7.2B$12.5B4.13B6.2B2AB$11.7B2.15B2.2B.BAB.A$11.29B.
A.A$10.13B2C14BA.A.A.A$9.14B2C13BABA.A.A.A$8.28B2.BA2.A2.A$8.27B4.B2A
.2A$8.12B.15B5.A.A$9.11B.14B6.A.A$9.10B2.14B7.A$9.9B3.3B2.10B$9.9B3.B
3.12B$7.2AB.3B2A2B7.13B$6.A.AB.2BA2BA3B6.8B.4B$6.A5.BABA3B2A6.8B.4B$
5.2A3.4BA2B.BA.A5.9B.4B17.2A$10.2A6.2B.A7.8B.4B13.2A2.A$11.A7.B2A.A7.
B2.4B.4B13.A.A$8.3A8.B2.A.A10.3BD.4B11.A2.2A11.A$8.A11.2A2.A11.2D2B.
4B10.A.A2.B8.3A$21.A.A13.4B.4B2.B7.A.2AB7.A$20.A2.2A13.4B.8B7.A.2B6.
2A$20.2A17.4B.9B5.A.AB.2BA4B3.2A$40.4B.8B6.2A3BABAB5.A$41.4B.8B6.3BA
2BA2B.BA.A$42.13B7.2B2A3B.B2A$43.12B3.B3.9B$44.10B2.3B3.9B$37.A7.14B
2.10B$36.A.A6.14B.11B$36.A.A5.15B.12B$35.2A.2AB4.27B$34.A2.A2.AB2.7BA
20B$33.A.A.A.ABA10B2AB2C14B$34.A.A.A.A10B2A2B2C13B$36.A.A.29B$35.A.BA
B.2B2.15B2.7B$35.B2A2B6.13B4.5B$36.2B7.14B6.2B$37.2B7.11B9.2B$36.B2AB
7.9B9.B2AB$37.2A7.8B12.2A$46.9B$42.A12B$29.2A9.3A11B$30.A8.A5.8B$27.
3A3.A5.2AB2.9B$26.A3.4A3.4B2.9B$26.A.A.B3.5B3.4B2.B$27.2AB2A9B3DB$30.
2A11BD$27.2A3.10BD$27.A4.10B$28.A3.9B$27.2A2.9B$31.9B$31.9B$29.2AB.3B
2A2B$28.A.AB.2BA2BA3B$28.A5.BABA3B2A$27.2A3.4BA2B.BABA.2A$32.2A6.2B.A
.A$33.A7.B2A2.A$30.3A8.B2.2A$30.A11.2A$43.A$42.A$42.2A!

[Jormungant]

I post here because I don't find a thread which fits more than this one.

It's not an Herschel circuit but it's almost a glider circuit.
It makes a 180° glider reflector +-5hd.
It's not too big but still rather slow (recover in 382 gens).
It's an engineering solution to have this reflector.
Perhaps someone have a better one (please share it )

Code: Select all

x = 132, y = 110, rule = LifeHistory
2$7.2D$6.2D2B$7.BD2B$8.4B$9.4B$10.4B$11.4B$12.4B$13.4B$14.4B$15.4B$
16.4B$17.4B$18.4B$19.4B$20.4B$21.4B$22.4B$23.4B$24.4B$25.4B$26.4B$27.
4B$28.4B$29.4B$30.4B$31.4B$32.4B$33.4B$34.4B$35.4B$36.4B$37.4B$38.4B$
39.4B$40.4B$41.4B$42.4B$43.4B42.2A$44.4B40.A2.A.2A.A5.A$45.4B4.E34.A.
2A.A.2A3.3A$46.4B4.E31.A.A2.B7.A$47.4B.3EB30.2A.AB2A6.2A4.2A$48.4B.4B
32.A.2A3.5B4.A$49.4B.4B31.A.8B3.BA.A$50.4B.4B16.A12.2A.10B.B2A$51.4B.
4B14.A.A13.13B$52.4B.4B12.A.A2.AB10.10B2AB$53.4B.4B9.3A2.2A.AB.B7.9BA
2BA$54.4B.4B7.A3.2A2.BA2B2A5.10BABAB$55.4B.4B7.3A2.3AB.B2A5.11BA2B$
56.4B.4B8.A.A2.2B2.B4.2AB.13B$57.4B.4B7.BABAB8.A.AB.5B4.4B2.2A$58.4B.
4B7.BA3B7.A4.4B6.2ABA2.A$59.4B.4B7.4B6.2A3.4B6.ABAB3A$60.4B.4B6.3B11.
4B7.A.A$61.4B.4B2.B.4B10.4B6.3A.5A$62.4B.12B.B4.B.4B6.A3.A4.A$63.19B
2.6B7.2A2.A.A$63.27B12.2A$62.29B$63.27B$63.27B$64.25B$64.25B$66.21B$
67.2B.13B.2B$58.A.2A8.5B2C6B$58.2A2.A8.4B2C5B$61.A12.5B$57.A.2A.3A8.
5B$57.2A.A.A2.A7.6B$61.3B2AB5.6B$63.4B4.7B$65.14B$64.2BA13B$64.BABA
14B$64.A2BA15B$64.B2A16B$64.19B$62.2AB.16B$61.A.AB3.16B$61.A4.18B$60.
2A4.2A4.11B$67.A7.7B$64.3A8.7B$64.A10.6B$75.AB.2B$74.A.AB2A$72.3A.A.A
B$71.A3.2A.A.A$72.2A3.A2.3A$74.2A.A.A3.A$74.A.2A.2A.2A!

Well I solved that one earlier, it just uses a block to stabilize things (the recovery time is what it is thought):

Just found a new logo for defunct twitter...

Code: Select all

x = 349, y = 436, rule = LifeHistory
13$55.2A245.2A$56.A245.A$55.A247.A$55.2A11.A221.A11.2A$53.2A2.B8.3A
221.3A8.B2.2A$52.A2.2AB7.A227.A7.B2A2.A$53.A.A.2B6.2A225.2A6.2B.A.A$
52.2A.A.AB.2BA4B3.2A215.2A3.4BA2B.BA.A.2A$56.2A3BABAB5.A217.A5.BABA3B
2A$57.3BA2BA2B.BA.A217.A.AB.2BA2BA3B$59.2B2A3B.B2A219.2AB.3B2A2B$59.
9B223.9B$59.9B223.9B$59.9B2.2A215.2A2.9B$58.9B3.A217.A3.9B$57.10B4.A
215.A4.10B$56.11B3.2A215.2A3.11B$55.12B2A221.2A12B$54.13B2AB2A215.2AB
2A13B$50.B2.4B3.5B3.B.A.A213.A.A.B3.5B3.4B2.B$48.8B2.4B3.4A3.A213.A3.
4A3.4B2.8B$46.9B3.2A5.A3.3A215.3A3.A5.2A3.9B$46.8B5.A8.A221.A8.A5.8B$
45.8B3.3A9.2A219.2A9.3A3.8B$44.10B2.A245.A2.10B$44.9B253.9B$31.2A12.
7B8.2A235.2A8.7B12.2A$30.B2AB9.9B7.B2AB233.B2AB7.9B9.B2AB$31.2B9.11B
7.2B235.2B7.11B9.2B$32.2B8.12B7.2B233.2B7.12B8.2B$31.5B6.11B6.2B2AB
231.B2A2B6.11B6.5B$30.7B2.B.13B2.2B.BAB.A231.A.BAB.2B2.13B.B2.7B$30.
29B.A.A233.A.A.29B$29.13B2C14BA.A.A.A229.A.A.A.A14B2C13B$28.14B2C13BA
BA.A.A.A227.A.A.A.ABA13B2C14B$27.28B2.BA2.A2.A229.A2.A2.AB2.28B$27.
14B.12B4.B2A.2A231.2A.2AB4.12B.14B$27.12B3.13B5.A.A233.A.A5.13B3.12B$
28.10B4.12B6.A.A233.A.A6.12B4.10B$28.9B6.11B7.A235.A7.11B6.9B$28.9B8.
10B249.10B8.9B$28.9B7.12B247.12B7.9B$26.2AB.3B2A2B7.13B245.13B7.2B2A
3B.B2A$25.A.AB.2BA2BA3B6.8B.4B243.4B.8B6.3BA2BA2B.BA.A$25.A5.BABA3B2A
6.8B.4B241.4B.8B6.2A3BABAB5.A$24.2A3.4BA2B.BA.A5.9B.4B239.4B.9B5.A.AB
.2BA4B3.2A$29.2A6.2B.A7.8B.4B237.4B.8B7.A.2B6.2A$30.A7.B2A.A7.B2.4B.
4B235.4B.4B2.B7.A.2AB7.A$27.3A8.B2.A.A10.4B.4B233.4B.4B10.A.A2.B8.3A$
27.A11.2A2.A11.4B.4B231.4B.4B11.A2.2A11.A$40.A.A13.4B.4B229.4B.4B13.A
.A$39.A2.2A13.4B.4B227.4B.4B13.2A2.A$39.2A17.4B.4B225.4B.4B17.2A$59.
4B.4B223.4B.4B$60.4B.4B221.4B.4B$61.4B.4B219.4B.4B$62.4B.4B217.4B.4B$
63.4B.4B215.4B.4B$64.4B.4B213.4B.4B$65.4B.4B211.4B.4B$66.4B.4B209.4B.
4B$67.4B.4B207.4B.4B$68.4B.4B205.4B.4B$69.4B.4B203.4B.4B$70.4B.4B201.
4B.4B$71.4B.4B199.4B.4B$72.4B.4B197.4B.4B$73.4B.4B195.4B.4B$74.4B.4B
193.4B.4B$75.4B.4B191.4B.4B$76.4B.4B189.4B.4B$77.4B.4B187.4B.4B$78.4B
.4B185.4B.4B$79.4B.4B183.4B.4B$80.4B.4B181.4B.4B$81.4B.4B179.4B.4B$
82.4B.4B177.4B.4B$83.4B.4B175.4B.4B$84.4B.4B173.4B.4B$85.4B.4B171.4B.
4B$86.4B.4B169.4B.4B$87.4B.4B167.4B.4B$88.4B.4B165.4B.4B$89.4B.4B163.
4B.4B$90.4B.4B161.4B.4B$91.4B.4B159.4B.4B$92.4B.4B157.4B.4B$93.4B.4B
155.4B.4B$94.4B.4B153.4B.4B$95.4B.4B151.4B.4B$96.4B.4B149.4B.4B$97.4B
.4B147.4B.4B$98.4B.4B145.4B.4B$99.4B.4B143.4B.4B$100.4B.4B141.4B.4B$
101.4B.4B139.4B.4B$102.4B.4B137.4B.4B$103.4B.4B135.4B.4B$104.4B.4B
133.4B.4B$105.4B.4B131.4B.4B$106.4B.4B129.4B.4B$107.4B.4B127.4B.4B$
108.4B.4B125.4B.4B$109.4B.4B123.4B.4B$110.4B.4B121.4B.4B$111.4B.4B
119.4B.4B$112.4B.4B117.4B.4B$113.4B.4B115.4B.A3B$114.4B.2B2A113.4B.BA
BA$115.4B.BABA111.4B.2B2A$116.4B.A3B109.4B.4B$117.4B.4B107.4B.4B$118.
4B.4B105.4B.4B$119.4B.4B103.4B.4B$120.4B.4B101.4B.4B$121.4B.4B99.4B.
4B$122.4B.4B97.4B.4B$123.4B.4B95.4B.4B$124.4B.4B93.4B.4B$125.4B.4B91.
4B.4B$126.4B.4B89.4B.4B$127.4B.4B87.4B.4B$128.4B.4B85.4B.4B$129.4B.4B
83.4B.4B$130.4B.4B81.4B.4B$131.4B.4B79.4B.4B$132.4B.4B77.4B.4B$133.4B
.4B75.4B.4B$134.4B.4B73.4B.4B$135.4B.4B71.4B.4B$136.4B.4B69.4B.4B$
137.4B.4B67.4B.4B$138.4B.4B65.4B.4B$139.4B.4B63.4B.4B$140.4B.4B61.4B.
4B$141.4B.4B59.4B.4B$142.4B.4B57.4B.4B$143.4B.4B55.4B.4B$144.4B.4B53.
4B.4B$145.4B.4B51.4B.4B$146.4B.4B49.4B.4B$147.4B.4B47.4B.4B$148.4B.4B
45.4B.4B$149.4B.4B43.4B.4B$150.4B.4B41.4B.4B$151.4B.4B39.4B.4B$152.4B
.4B37.4B.4B$153.4B.4B35.4B.4B$154.4B.4B33.4B.4B$155.4B.4B31.4B.4B$
156.4B.4B29.4B.4B$157.4B.4B27.4B.4B$158.4B.4B25.4B.4B$159.4B.4B23.4B.
4B$160.4B.4B21.4B.4B$161.4B.4B19.4B.4B$162.4B.4B17.4B.4B$163.4B.4B15.
4B.4B$164.4B.4B13.4B.4B$165.4B.4B11.4B.4B$166.4B.4B9.4B.4B$167.4B.4B
7.4B.4B$168.4B.4B5.4B.4B$169.4B.4B3.4B.4B$170.4B.4B.4B.4B$160.2A9.4B.
7B.4B9.2A$160.A2.2A7.4B.5B.4B7.2A2.A$161.A.A9.13B9.A.A$148.A11.2A2.A
9.11B9.A2.2A11.A$148.3A8.B2.A.A10.4B.4B10.A.A2.B8.3A$151.A7.B2A.A7.3D
11B3D7.A.2AB7.A$150.2A6.2B.A7.4BD11BD4B7.A.2B6.2A$145.2A3.4BA2B.BA.A
5.5BD3B.5B.3BD5B5.A.AB.2BA4B3.2A$146.A5.BABA3B2A6.8B.7B.8B6.2A3BABAB
5.A$146.A.AB.2BA2BA3B6.8B.4B.4B.8B6.3BA2BA2B.BA.A$147.2AB.3B2A2B7.13B
3.13B7.2B2A3B.B2A$149.9B7.12B5.12B7.9B$149.9B8.10B7.10B8.9B$149.9B6.
11B9.11B6.9B$149.10B4.12B9.12B4.10B$148.12B3.13B7.13B3.12B$148.14B.
12B9.12B.14B$148.28B.5B.28B$149.14B2C14BA14B2D14B$150.13B2C12B.ABA.
12B2D13B$151.27BD2A27B$151.7B2.B.14B.5B.14B.B2.7B$152.5B6.12B3.B.B3.
12B6.5B$153.2B8.13B7.13B8.2B$152.2B9.12B9.12B9.2B$151.B2AB9.9B13.9B9.
B2AB$152.2A12.7B13.7B12.2A$165.9B11.9B$165.10B9.10B$166.8B11.8B$167.
8B9.8B$167.9B7.9B$169.8B5.8B$171.B2.4B3.4B2.B$175.4B.4B$176.7B$176.7B
$176.7B$174.B.7B.B$173.2C9B2C$173.2C9B2C$174.B.7B.B$176.7B$176.7B$
176.7B$175.4B.4B$171.B2.4B3.4B2.B$169.8B5.8B$167.9B7.9B$167.8B9.8B$
166.8B11.8B$165.10B9.10B$165.9B11.9B$152.2A12.7B13.7B12.2A$151.B2AB9.
9B13.9B9.B2AB$152.2B9.12B9.12B9.2B$153.2B8.13B7.13B8.2B$152.5B6.12B9.
12B6.5B$151.7B2.B.14B.5B.14B.B2.7B$151.28BA28B$150.13B2C12B.ABA.12B2D
13B$149.14B2C13BD2A13B2D14B$148.28B.5B.28B$148.14B.12B3.B.B3.12B.14B$
148.12B3.13B7.13B3.12B$149.10B4.12B9.12B4.10B$149.9B6.11B9.11B6.9B$
149.9B8.10B7.10B8.9B$149.9B7.12B5.12B7.9B$147.2AB.3B2A2B7.13B3.13B7.
2B2A3B.B2A$146.A.AB.2BA2BA3B6.8B.4B.4B.8B6.3BA2BA2B.BA.A$146.A5.BABA
3B2A6.8B.7B.8B6.2A3BABAB5.A$145.2A3.4BA2B.BA.A5.5BD3B.5B.9B5.A.AB.2BA
4B3.2A$150.2A6.2B.A7.4BD16B7.A.2B6.2A$151.A7.B2A.A7.3D11B2.B7.A.2AB7.
A$148.3A8.B2.A.A10.4B.4B10.A.A2.B8.3A$148.A11.2A2.A9.11B9.A2.2A11.A$
161.A.A9.13B9.A.A$160.A2.2A7.4B.5B.4B7.2A2.A$160.2A9.4B.7B.4B9.2A$
170.4B.4B.4B.4B$169.4B.4B3.4B.4B$168.4B.4B5.4B.4B$167.4B.4B7.4B.4B$
166.4B.4B9.4B.4B$165.4B.4B11.4B.4B$164.4B.4B13.4B.4B$163.4B.4B15.4B.
4B$162.4B.4B17.4B.4B$161.4B.4B19.4B.4B$160.4B.4B21.4B.4B$159.4B.4B23.
4B.4B$158.4B.4B25.4B.4B$157.4B.4B27.4B.4B$156.4B.4B29.4B.4B$155.4B.4B
31.4B.4B$154.4B.4B33.4B.4B$153.4B.4B35.4B.4B$152.4B.4B37.4B.4B$151.4B
.4B39.4B.4B$150.4B.4B41.4B.4B$149.4B.4B43.4B.4B$148.4B.4B45.4B.4B$
147.4B.4B47.4B.4B$146.4B.4B49.4B.4B$145.4B.4B51.4B.4B$144.4B.4B53.4B.
4B$143.4B.4B55.4B.4B$142.4B.4B57.4B.4B$141.4B.4B59.4B.4B$140.4B.4B61.
4B.4B$139.4B.4B63.4B.4B$138.4B.4B65.4B.4B$137.4B.4B67.4B.4B$136.4B.4B
69.4B.4B$135.4B.4B71.4B.4B$134.4B.4B73.4B.4B$133.4B.4B75.4B.4B$132.4B
.4B77.4B.4B$131.4B.4B79.4B.4B$130.4B.4B81.4B.4B$129.4B.4B83.4B.4B$
128.4B.4B85.4B.4B$127.4B.4B87.4B.4B$126.4B.4B89.4B.4B$125.4B.4B91.4B.
4B$124.4B.4B93.4B.4B$123.4B.4B95.4B.4B$122.4B.4B97.4B.4B$121.4B.4B99.
4B.4B$120.4B.4B101.4B.4B$119.4B.4B103.4B.4B$118.4B.4B105.4B.4B$117.4B
.4B107.4B.4B$116.4B.A3B109.4B.4B$115.4B.BABA111.4B.2B2A$114.4B.2B2A
113.4B.BABA$113.4B.4B115.4B.A3B$112.4B.4B117.4B.4B$111.4B.4B119.4B.4B
$110.4B.4B121.4B.4B$109.4B.4B123.4B.4B$108.4B.4B125.4B.4B$107.4B.4B
127.4B.4B$106.4B.4B129.4B.4B$105.4B.4B131.4B.4B$104.4B.4B133.4B.4B$
103.4B.4B135.4B.4B$102.4B.4B137.4B.4B$101.4B.4B139.4B.4B$100.4B.4B
141.4B.4B$99.4B.4B143.4B.4B$98.4B.4B145.4B.4B$97.4B.4B147.4B.4B$96.4B
.4B149.4B.4B$95.4B.4B151.4B.4B$94.4B.4B153.4B.4B$93.4B.4B155.4B.4B$
92.4B.4B157.4B.4B$91.4B.4B159.4B.4B$90.4B.4B161.4B.4B$89.4B.4B163.4B.
4B$88.4B.4B165.4B.4B$87.4B.4B167.4B.4B$86.4B.4B169.4B.4B$85.4B.4B171.
4B.4B$84.4B.4B173.4B.4B$83.4B.4B175.4B.4B$82.4B.4B177.4B.4B$81.4B.4B
179.4B.4B$80.4B.4B181.4B.4B$79.4B.4B183.4B.4B$78.4B.4B185.4B.4B$77.4B
.4B187.4B.4B$76.4B.4B189.4B.4B$75.4B.4B191.4B.4B$74.4B.4B193.4B.4B$
73.4B.4B195.4B.4B$72.4B.4B197.4B.4B$71.4B.4B199.4B.4B$70.4B.4B201.4B.
4B$69.4B.4B203.4B.4B$68.4B.4B205.4B.4B$67.4B.4B207.4B.4B$66.4B.4B209.
4B.4B$65.4B.4B211.4B.4B$64.4B.4B213.4B.4B$63.4B.4B215.4B.4B$62.4B.4B
217.4B.4B$61.4B.4B219.4B.4B$60.4B.4B221.4B.4B$59.4B.4B223.4B.4B$39.2A
17.4B.4B225.4B.4B17.2A$39.A2.2A13.4B.4B227.4B.4B13.2A2.A$40.A.A13.4B.
4B229.4B.4B13.A.A$27.A11.2A2.A11.4B.4B231.4B.4B11.A2.2A11.A$27.3A8.B
2.A.A10.4B.4B233.4B.4B10.A.A2.B8.3A$30.A7.B2A.A7.B2.4B.4B235.4B.4B2.B
7.A.2AB7.A$29.2A6.2B.A7.8B.4B237.4B.8B7.A.2B6.2A$24.2A3.4BA2B.BA.A5.
9B.4B239.4B.9B5.A.AB.2BA4B3.2A$25.A5.BABA3B2A6.8B.4B241.4B.8B6.2A3BAB
AB5.A$25.A.AB.2BA2BA3B6.8B.4B243.4B.8B6.3BA2BA2B.BA.A$26.2AB.3B2A2B7.
13B245.13B7.2B2A3B.B2A$28.9B7.12B247.12B7.9B$28.9B8.10B249.10B8.9B$
28.9B6.11B7.A235.A7.11B6.9B$28.10B4.12B6.A.A233.A.A6.12B4.10B$27.12B
3.13B5.A.A233.A.A5.13B3.12B$27.14B.12B4.B2A.2A231.2A.2AB4.12B.14B$27.
28B2.BA2.A2.A229.A2.A2.AB2.28B$28.14B2C13BABA.A.A.A227.A.A.A.ABA13B2C
14B$29.13B2C14BA.A.A.A229.A.A.A.A14B2C13B$30.29B.A.A233.A.A.29B$30.7B
2.B.13B2.2B.BAB.A231.A.BAB.2B2.13B.B2.7B$31.5B6.11B6.2B2AB231.B2A2B6.
11B6.5B$32.2B8.12B7.2B233.2B7.12B8.2B$31.2B9.11B7.2B235.2B7.11B9.2B$
30.B2AB9.9B7.B2AB233.B2AB7.9B9.B2AB$31.2A12.7B8.2A235.2A8.7B12.2A$44.
9B253.9B$44.10B2.A245.A2.10B$45.8B3.3A9.2A219.2A9.3A3.8B$46.8B5.A8.A
221.A8.A5.8B$46.9B3.2A5.A3.3A215.3A3.A5.2A3.9B$48.8B2.4B3.4A3.A213.A
3.4A3.4B2.8B$50.B2.4B3.5B3.B.A.A213.A.A.B3.5B3.4B2.B$54.13B2AB2A215.
2AB2A13B$55.12B2A221.2A12B$56.11B3.2A215.2A3.11B$57.10B4.A215.A4.10B$
58.9B3.A217.A3.9B$59.9B2.2A215.2A2.9B$59.9B223.9B$59.9B223.9B$59.2B2A
3B.B2A219.2AB.3B2A2B$57.3BA2BA2B.BA.A217.A.AB.2BA2BA3B$56.2A3BABAB5.A
217.A5.BABA3B2A$52.2A.A.AB.2BA4B3.2A215.2A3.4BA2B.BA.A.2A$53.A.A.2B6.
2A225.2A6.2B.A.A$52.A2.2AB7.A227.A7.B2A2.A$53.2A2.B8.3A221.3A8.B2.2A$
55.2A11.A221.A11.2A$55.A247.A$56.A245.A$55.2A245.2A!

[Tawal]

...
Well I solved that one earlier, it just uses a block to stabilize things (the recovery time is what it is thought):

Just found a new logo for defunct twitter...

Code: Select all

rle removed

And I had liked it
Just notice that xs33_8o6he8gzrail5dz643 permits a special passing through with bigger recovery time :

Code: Select all

x = 150, y = 140, rule = LifeHistory
8$5.E$6.E$4.3E22$29.E$30.E$28.3E22$53.E$54.E$52.3E11$124.2A$123.A2.A.
2A.A5.A$123.A.2A.A.2A3.3A$121.A.A10.A$121.2A.A.2A6.2A4.2A$124.A.2A12.
A$124.A13.A.A$123.2A13.2A2$135.2A$134.A2.A$134.A.A$78.E56.A$79.E42.2A
$77.3E41.A.A17.2A$121.A14.2A.A2.A$120.2A13.A.A.3A$100.A34.A.A$99.A.A
31.3A.5A$98.A.A2.A28.A3.A4.A$96.3A2.2A.A27.2A2.A.A$95.A3.2A3.A2.2A28.
2A$96.3A2.3A3.2A$98.A.A$99.A.A$100.A14$83.A.2A13.2C$83.2A2.A12.2C$86.
A$82.A.2A.3A$82.2A.A.A2.A$89.2A3$91.A$90.A.A$89.A2.A$90.2A2$87.2A$86.
A.A$86.A17.2A$85.2A4.2A11.2A$92.A$89.3A$89.A$100.A$99.A.A.2A$97.3A.A.
A$96.A3.2A.A.A$97.2A3.A2.3A$99.2A.A.A3.A$99.A.2A.2A.2A!

Edit:
In this case it's a 4x_multiplier.
There's other timing I have not tested.

[Tawal]

Is there a thread for inserters ?

A variant of SE5T12 permits a G1 (and more but increasing the RT) inserter.
It can be useful for front end salvo, isn't it ?

Code: Select all

x = 139, y = 65, rule = LifeHistory
82.E$80.E.E$81.2E14$98.E$99.E$97.3E15$120.C$104.A15.3C$E101.3A18.C11.
2A$.2E86.A11.A20.2C11.2A$2E87.3A9.2A20.B.B.3B$92.A9.B20.7B3.4A$10.C
68.2A10.2A9.3B18.7B2.A3.A$10.3C67.A10.5B5.6B16.7B.2BAB$13.C11.2A53.A.
AB9.4B3.10B11.10BABAB$12.2C11.2A54.2AB.3B4.6B2.11B3.2B2.13B2A2B$13.B.
B.3B63.7B.9BD3B2A15BD12B.2A$13.7B3.4A56.17B2D2B2A15BDBD8B4.A$13.7B2.A
3.A57.17B2D18B3D6B6.A.A$13.7B.2BAB58.18BD21BD5B8.2A$11.10BABAB56.19BD
28B$9.12B2A2B54.18B.B3.13B.5B7.B$9.2BE12B.2A52.2BE15B5.7B.B5.3B3.B$8.
3BEBE8B4.A51.3BEBE4B.7B21.3B.B2A$9.2B3E3B2.B6.A.A50.2B3E4B2.7B21.A3B
2A$8.5BE2BE.EB7.2A49.5BE4B4.2B2A21.A.AB.B$7.9B.2E.B56.10B3.4B2A20.A.A
B$6.4B7.E2.2B54.4B10.2A24.A$6.3B10.4B53.3B12.A23.2A$4.4B12.4B50.4B10.
3A$4.2A15.4B49.2A12.A$5.A16.4B49.A$2.3A18.4B45.3A$2.A21.4B44.A$25.4B$
26.4B$27.4B$28.3B!

Perhaps it's already known and used …

[Period1GliderGun]

Not sure where to put this, but an H-to-B that I haven't found any connections for:

Code: Select all

x = 28, y = 14, rule = B3/S23
2o$bo18bo$bobo14b3o$2b2o13bo$17b2o$26b2o$26bo$24bobo$24b2o$20b2o$2bo17b
obo$2bobo16b2o$2b3o$4bo!

[Jormungant]

Well, that one is in a collection already, but connecting it is difficult, but not impossible:

Code: Select all

x = 226, y = 86, rule = LifeHistory
11$152.2A38.A$152.A.A35.3A$154.A14.2A18.A$154.2A14.A18.2A$155.B14.A.A
25.2A$155.3B13.2A25.A$154.6B4.B31.A.A$11.2A38.A101.10B.2B30.2A$11.A.A
35.3A101.11B3.2B2.2B12.2B5.2A$13.A14.2A18.A102.2BC3B2A15BD9.4B4.A.A$
13.2A14.A18.2A101.2B2C2B2A15BDBD2.B3.6B4.2A$14.B14.A.A25.2A93.2B2C18B
3DB.2B2.B2D2BD$14.3B13.2A25.A95.BC21BD2.3B.2B3D2B$13.6B36.A.A95.C21B
4.7BD4B$12.10B33.2A98.13B.B10.12B$12.11B3.2B2.2B12.2B5.2A102.7B.B15.
14B$10.2BC3B2A15BD9.4B4.A.A86.8B31.15B$10.2B2C2B2A15BDBD2.B3.6B4.2A
85.9B19.2A11.B2.7B.4B3.A$11.2B2C18B3DB.2B2.B2D2BD90.4B.6B15.A3.A15.6B
2.4B3A$12.BC21BD2.3B.2B3D2B88.4B.7B15.4A16.2B3D2B2.2BAB$12.C21B4.4B.
2BD4B86.4B2.6B11.2A23.2BD4B3.B2AB$14.13B.B10.12B84.4B3.6B11.A6.2A16.B
3D4B.4B$14.7B.B17.12B82.4B4.6B6.A.2A.A5.B2AB15.11B$41.12B80.4B4.8B5.
2A.A.2A4.4B15.12B$42.7B.4B79.3B6.8B11.B2.5B.2B12.12B$43.6B2.4B78.2B6.
9B8.3A2B.8B13.11B$43.7B2.4B77.B7.9B7.A2.A2B25.7B$43.7B3.4B84.10B6.2A
2.2B16.B7.8B$43.8B.6B22.B60.5B2C3B10.2B15.6B.9B$43.16B20.3D59.5B2C4B
9.2B15.16B2.2A$43.17B19.BDB59.11B3.2C5.B15.16B.B.A$43.18B17.2B3D58.4B
D7BC2.C21.18B.A.2A$44.18B16.5B60.B3D4B2.2C7.B15.18B2A.A$47.11B.4B14.
7B59.D2B2D2B11.2B15.18B.B.A$46.13B.4B5.2A5.8B54.2A3.5B12.3B15.9B.8B2A
.A.2A$45.20B3.B2AB3.8B55.A4.5B11.2B17.8B3.8BABA2.A$43.B.21B3.3B2.9B
50.A.2A.A4.5B4.9B17.8B4.7BA2.A$39.2A.2A23B3.B2.4B.6B49.2A.A.2A2.6B3.
10B17.7B9.B.2B2A$40.A.A.B.30B.7B56.B.7B2.10B17.9B6.A2.A.A$38.A.A.A.A
38B54.3AB2.7B.12B15.9B6.4A3.A$38.2A3.2A.B.35B53.A2.A23B15.8B2A9.4A$
47.32B2A3B52.2A2.21B17.8B2A7.2A$47.32B2A2B56.19B22.5B.B8.A2.A$46.36B
58.13B2AB4.AB18.5B12.2A$44.A35B58.2AB.11B2AB3.A.A3B3.3B9.4B$42.3A2.7B
.22B2.2B56.A.AB2.13B3.BA4B3.3B9.5B$41.A5.7B3.7B.8B.2B2.B2AB55.A7.11B
4.2B6.3B11.4B$41.2A4.7B4.5B5.6B5.2A55.2A12.5B4.2BAB3.5B12.4B$47.5B6.
4B8.4B75.2BAB7.A.A5.B15.4B$45.2AB.2B7.4B7.B2A2B76.ABAB7.A23.4B$44.A.A
B10.B2AB8.2A78.ABAB32.4B$44.A14.2A90.AB34.4B$43.2A143.4B$189.4B!

there is 2 other variant of that one too:

Code: Select all

x = 178, y = 51, rule = LifeHistory
8$137.D3.D.4D5.D5.D2.4D$7.D3.D.4D5.D5.D2.4D37.D3.D.4D5.D5.D2.4D2.D34.
D3.D.D3.D3.2D4.2D2.D3.D$7.D3.D.D3.D3.2D4.2D2.D3.D36.D3.D.D3.D3.2D4.2D
2.D3.D.D34.D3.D.D3.D2.D.D3.D.D2.D3.D2.4D$7.D3.D.D3.D2.D.D3.D.D2.D3.D
2.4D30.D3.D.D3.D2.D.D3.D.D2.D3.D.4D31.5D.4D2.D2.D2.D2.D2.4D2.D$7.5D.
4D2.D2.D2.D2.D2.4D2.D3.D30.5D.4D2.D2.D2.D2.D2.4D2.D3.D30.D3.D.D2.D2.
5D.5D.D3.D.D$7.D3.D.D2.D2.5D.5D.D3.D.D3.D30.D3.D.D2.D2.5D.5D.D3.D.D3.
D30.D3.D.D3.D4.D5.D2.D3.D.D$7.D3.D.D3.D4.D5.D2.D3.D.D3.D30.D3.D.D3.D
4.D5.D2.D3.D.D3.D30.D3.D.D3.D4.D5.D2.4D3.4D$7.D3.D.D3.D4.D5.D2.4D3.4D
30.D3.D.D3.D4.D5.D2.4D2.4D9$159.A$17.2A18.A41.2A78.3A$18.A11.2A3.3A
42.A18.A45.2A15.A3.2A$18.A.AB7.A.A2.A45.A.AB13.3A46.A14.2A4.A$19.2AB.
3B3.BA3.2A45.2AB.3B8.A49.A.AB11.5B.A.2A$21.7B2.6B47.7B6.2A49.2AB.3B9.
B2A.A2.A$21.9B.3B49.9B.5B7.2A42.7B6.BA.A.2A$22.13B49.12B9.A43.9B.4B2A
$21.14B.2B45.15B4.BA.A44.15B$19.18B2A42.20B.B2A44.15B$17.18B.B2A40.
20B2A2B44.17B$17.2BD15B2.B41.2BD14B.2BA.AB42.18B$16.3BDBD4B.7B44.3BDB
D4B.7B4.2A43.2BD15B$17.2B3D4B2.B2DBDB45.2B3D4B2.B2DBDB48.3BDBD4B.7B$
16.5BD4B4.3D45.5BD4B4.3D50.2B3D4B2.B2DBDB$15.10B6.D45.10B6.D50.5BD4B
4.3D$14.4B58.4B63.10B6.D$14.3B59.3B63.4B$12.4B58.4B64.3B$12.2A60.2A
64.4B$13.A61.A64.2A$10.3A59.3A66.A$10.A61.A65.3A$138.A!

[C_R_116]

Incredibly strange block keeper that releases two gliders:

Code: Select all

x = 39, y = 39, rule = LifeHistory
25.2D$24.DBD$19.3B.3BD$19.7B$18.7B$18.8B$18.8B$12.B4.9B$11.3B3.11B$9.
6B2.13B$3.4B2.7B.13B$.A27B$2B2A26B.B$3B2A29B$.4BA2B2A24B$5A3B2A24B$3B
A29B$5.27B2C$7.B2.22B2C$9.27B$8.BD27B$7.2D27B$8.2D.25B$11.4B.20B$16.20B
.B$16.21B2A$16.21B2A$16.22B$17.21B$15.5B.15B$15.2A5.4B2.5B$16.A4.5B3.
2B$13.3A3.A.2A$13.A2.4AB2A$16.A4.B$18.2A.2A$19.A.A$19.A.A$20.A!

The block transparently catalyzes twice.

[confocaloid]

[...]
The block transparently catalyzes twice.

I'd argue there's only one transparent catalysis here. The first time it's basically a non-interacting spark created while deleting the block (if the block was present), rather than a transparent catalysis:

Code: Select all

x = 39, y = 28, rule = TripleLife
.F$2.2F$3.2F$5.F2.2F$5F3.2F$3.F$32.2D$32.2D7$37.2F$37.2F4$15.2F$16.F$
13.3F3.F.2F$13.F2.4F.2F$16.F$18.2F.2F$19.F.F$19.F.F$20.F!

[C_R_116]

[...]
The block transparently catalyzes twice.

I'd argue there's only one transparent catalysis here. The first time it's basically a non-interacting spark created while deleting the block (if the block was present), rather than a transparent catalysis:

Code: Select all

x = 39, y = 28, rule = TripleLife
.F$2.2F$3.2F$5.F2.2F$5F3.2F$3.F$32.2D$32.2D7$37.2F$37.2F4$15.2F$16.F$
13.3F3.F.2F$13.F2.4F.2F$16.F$18.2F.2F$19.F.F$19.F.F$20.F!

Actually, I believe that the first reaction is a transparent catalysis.
In the Transparent objects page, it explains that keeper reactions count as transparent.
So really there are two reactions because the first is the block keeping one, while the second deletes the extra chaos.

[confocaloid]

[...]
Actually, I believe that the first reaction is a transparent catalysis.
In the Transparent objects page, it explains that keeper reactions count as transparent.
So really there are two reactions because the first is the block keeping one, while the second deletes the extra chaos.

I think the keyword is 'catalysis'. Not every arbitrary reaction counts as a catalysis, at least not in a useful way.
When it doesn't matter whether an object is present or absent, that object could be a transparent object without being a transparent catalyst.

In this case, presence of the block modifies part of the reaction (a spark is created, as shown in my previous post in this thread). However, that spark never interacts with the rest of the active reaction again, and that spark doesn't in any way participate in the re-creation of the transparent block. I.e., on the first interaction, the block is simply deleted if it's present, and is unconditionally re-formed later.

Probably one could say that that block twice acts as a transparent object, but it only once does an actual catalysis.

One could also avoid unnecessary terminology, and instead say simply that the block is deleted and reformed twice, and the device still works essentially the same way if the block is initially absent.

[confocaloid]

p785 (F117 + L156_1 + L112 + F176 + L112 + L112) : [...]

p779 = 19 x 41 (R49 + R64 + Fx77 + Fx191 + R64 + Rx140 + Fx77 + F117): [...]

1729-step track (1729 = 12³ + 1³ = 10³ + 9³) with structure "BABC", [...]

Here is a 2340-step Herschel track, with five equally spaced circulating active objects which are simultaneously visible as five Herschels, resulting in a p468 oscillator (2340 = 5 x 468):

Code: Select all

x = 287, y = 219, rule = B3/S23
228bo$228b3o$231bo$205bo24b2o$203b3o15bo$202bo16b3o12b2o$202b2o14bo5b
2o8b2o$218b2o4b2o$179bo$165bo13b3o$163b3o16bo$162bo18b2o75b2o$162b2o
94b2o$212b2o36b2o$139bo72b2o37bo$125bo13b3o109bobo3b2o$123b3o16bo109b
2o2bo2bo$122bo18b2o114bobo2b2o$122b2o134bo3b2o$172b2o$99bo72b2o41b2o$
24b2o59bo13b3o93b2o19bo$24b2o57b3o16bo92bobo15b3o7b2o$82bo18b2o11bo82b
o15bo10bo$44bo37b2o30b3o68b2o10b2o22b3o4b2o3b2o41b2o$43bobo68bobo15b2o
51bo35bo6bo4bo2bo39b2o$43bobo13bo56bo15b2o41b2o9b3o37bobo5b3o$42b2ob3o
11b3o93b2o19bo11bo37b2o$48bo13bo92bobo15b3o58b3o$42b2ob3o13b2o94bo15bo
59bo2bo$42b2obo99b2o10b2o74b2o$92b2o51bo$92b2o41b2o9b3o$115b2o19bo11bo
$115bobo15b3o125b3o$17b2o98bo15bo118b2o8bo$17b2o86b2o10b2o134bo6b3o$
52b2o51bo144b3o$52b2o41b2o9b3o141bo$11b2o3b2o57b2o19bo11bo$11b2o2bo2bo
56bobo15b3o$15bobo59bo15bo$16bo48b2o10b2o189b2obo$65bo202b2ob3o$55b2o
9b3o205bo$15b2o18b2o19bo11bo199b2ob3o$16bo18bobo15b3o213bobo$13b3o21bo
15bo215bobo$13bo23b2o231bo4$260b2o$251b2o7b2o$252bo$252bobo$253b2o3$
271b2o$271bo$269bobo$25b2ob2o239b2o$5b2o19bobo$5b2o17bobobobo$24b2o3b
2o224b2o$254bobo$2b2o250bo$bobo249b2o$bo22bo$2o22b3o$27bo$26b2o$6b2o$
6b2o14b2o$22bobo233b2o$24bo234bo$4b2o18b2o230b3o$5bo250bo$5bobo$6b2o2$
20b2o252b2o$20bobo251bobo$22bo253bo$13b2o7b2o252b2o$13b2o6$266b2o$3b2o
252b2o7b2o$4bo253bo$4bobo251bobo$5b2o252b2o3$277b2o$24bo252bo$22b3o
250bobo$12b3o6bo253b2o$12bo8b2o$11b3o$261b2o$260bobo$260bo$259b2o2$26b
2o$26bo$24bobo$24b2o2$264b2o$10b2o253bo$9bobo250b3o$9bo252bo$8b2o3$26b
2o252b2o$26bobo251bobo$28bo253bo$19b2o7b2o252b2o$19b2o6$272b2o$9b2o
252b2o7b2o$10bo253bo$10bobo251bobo$11b2o252b2o2$279b2o$279bobo$30bo
250bo$28b3o230b2o18b2o$27bo234bo$27b2o233bobo$263b2o14b2o$279b2o$259b
2o$259bo$260b3o22b2o$262bo22bo$32b2o249bobo$32bo250b2o$30bobo$30b2o
224b2o3b2o$256bobobobo17b2o$258bobo19b2o$16b2o239b2ob2o$15bobo$15bo$
14b2o3$32b2o$32bobo$34bo$25b2o7b2o$25b2o4$16bo231b2o23bo$15bobo215bo
15bo21b3o$15bobo213b3o15bobo18bo$13b3ob2o199bo11bo19b2o18b2o$12bo205b
3o9b2o$13b3ob2o202bo$15bob2o189b2o10b2o48bo$193bo15bo59bobo$191b3o15bo
bo56bo2bo2b2o$178bo11bo19b2o57b2o3b2o$36bo141b3o9b2o41b2o15bo$34b3o
144bo51b2o15bobo$33bo134b2o10b2o68b3o15b2o$33b2o118bo15bo82bo15b2o$
151b3o15bobo$138bo11bo19b2o$138b3o9b2o41b2o$141bo51b2o$52b2o74b2o10b2o
99bob2o$50bo2bo59bo15bo94b2o13b3ob2o$50b3o58b3o15bobo92bo13bo$59b2o37b
o11bo19b2o93b3o11b3ob2o$50b3o5bobo37b3o9b2o41b2o72bo13bobo$9b2o39bo2bo
4bo6bo35bo51b2o86bobo$9b2o41b2o3b2o4b3o22b2o10b2o101b2o37bo$62bo10bo
15bo94b2o18bo$62b2o7b3o15bobo92bo16b3o57b2o$70bo19b2o93b3o13bo59b2o$
70b2o41b2o72bo$113b2o$23b2o3bo134b2o$23b2o2bobo114b2o18bo$27bo2bo2b2o
109bo16b3o$28b2o3bobo109b3o13bo$35bo37b2o15bo56bo$35b2o36b2o15bobo$27b
2o61b3o30b2o$27b2o63bo11b2o18bo$104bo16b3o$105b3o13bo$107bo$61b2o4b2o$
51b2o8b2o5bo14b2o$51b2o12b3o16bo$65bo15b3o$55b2o24bo$55bo$56b3o$58bo!
#C [[ THEME Catagolue GRID STARTFROM 468 ]]

What is the most compact Herschel loop oscillator with the same property (five equally spaced circulating active objects, simultaneously appearing as five Herschels in some phase) and without any glider segments in the track?