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Still-life 'factories'

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Still-life 'factories'

Postby M. I. Wright » September 6th, 2015, 12:27 pm

I think it'd be useful to have a collection of these, especially the "edgy" variety; here are all the factories I know of.

G->block:
x = 18, y = 21, rule = LifeHistory
2.A11.E$2.3A8.E$5.A7.3E$4.2A4$4.A$3.A.A$4.2A10.2A$16.2A$2D$2D4$9.2A$
3.2A4.A$3.A6.3A$4.3A5.A$6.A!

G->beehive:
x = 38, y = 39, rule = LifeHistory
33.C$31.3C$30.C$30.2C5$9.2A$10.A$10.A.A$11.2A4$2A$.A$.A.A30.2A$2.2A
30.A$35.3A$20.2A15.A$20.2A$13.2D$12.D2.D$13.2D$2.2C$.C.C$.C$2C4$13.2A
$13.2A3$3E$2.E$.E!

G->beehive:
x = 25, y = 24, rule = LifeHistory
2.E$E.E$.2E6$2A5.D$2A4.D.D$6.D.D$7.D$21.2A$21.A.A$23.A$12.2A9.2A$5.2A
5.2A$4.A.A$4.2A2$7.2A$7.A$8.3A$10.A!

I know there were some others from a LifeNews article, but I can't find them anymore (and pentadecathlon.com is down again)

Edge-shooters
H->boat:
x = 28, y = 38, rule = LifeHistory
17.A$17.3A$20.A$19.2A5$20.2A$20.2A5$7.2A$8.A$8.A.A$9.2A7$9.E$9.E.E$9.
3E$11.E5$2.2C$3.C$3C$C25.2D$25.D.D$26.D!

H->boat:
x = 34, y = 32, rule = LifeHistory
21.2D$21.D.D$22.D7$9.2A$4.2A2.A2.A17.2A$.A2.A4.A.A17.A.A$A.A.A5.A20.A
$.A2.A.2A23.2A$4.A2.A$5.A4.A$6.5A2$8.A12.3E$7.A.A2.2A8.E$8.2A3.A6.3E$
10.3A$10.A6$30.2C$30.C.C$32.C$32.2C!

H->beehive (the first part can be deleted to turn this into a dependent conduit):
x = 54, y = 31, rule = LifeHistory
30.2C$31.C$6.A24.C.C$6.3A23.2C$9.A$8.2A8.2A$18.A$16.A.A$16.2A$2.2A35.
3E$2.2A26.2C7.E$30.C7.3E$28.C.C$28.2C$2.2A$2.2A3$52.2A$52.2A$26.2A.D$
26.2A.3D$2C27.D.D$.C29.D15.2A$.C.C43.2A$2.2C47.2A$51.2A3$45.2A$45.2A!

Are there any other edgy beehive factories?
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Re: Still-life 'factories'

Postby simeks » September 6th, 2015, 12:49 pm

M. I. Wright wrote:Are there any other edgy beehive factories?

Well, there is this: ;)

x = 30, y = 26, rule = LifeHistory
5.A$3.A.A$4.2A12.A$16.3A$15.A13.A$15.2A10.3A$2A24.A$.A24.2A$.A.2A$2.A
2.A$3.2A$18.2A$18.2A7$21.2A.A$21.2A.3A$27.A$21.2A.3A$22.A.A$22.A.A$
23.A!
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Re: Still-life 'factories'

Postby dvgrn » September 6th, 2015, 2:37 pm

M. I. Wright wrote:Are there any other edgy beehive factories?

There must be many thousands of good converters out there waiting to be catalogued. Another one showed up in the new-conduits thread back in June:

x = 143, y = 75, rule = LifeHistory
113.A$111.3A$110.A$110.2A$101.2A$101.A.A37.A$102.A37.A.A$140.A.A$141.
A$109.D3.2A15.D$109.2D2.2A15.D.D$27.D69.2D11.2D18.3D$26.DBD69.2D10.D
21.D$25.BDBDB68.D10.D$25.2BD2B$24.6B$23.8B$22.9B92.2C$16.13B95.C$15.
16B90.3C$15.17B89.C$15.17B$17.16B$14.B.17B$13.2AB.17B49.2A$13.2A20B
48.2A$14.B.14B3.B2A68.2A$16.13B4.A2.A66.A2.A$16.12B6.2A.A66.2A.A$16.
13B8.A69.A$16.12B9.2A68.2A$16.10B$16.10B$15.10B107.2A$15.10B107.A$7.
2A6.10B52.2A55.A$8.A7.9B53.A35.2A14.5A$8.A.AB4.9B.2B50.A.A34.A13.A$9.
2AB.14B2A50.2A16.2A16.A.A12.3A$11.16B2A68.2A17.2A15.A$11.14B.2B102.4A
$12.13B100.2A3.A3.2A$11.14B.2B97.2A4.3A2.A$9.18B2A68.2A34.A.2A$7.18B.
B2A68.2A34.A$7.2BC15B2.B51.C52.2A$6.3BCBC4B.8B54.C.C$7.2B3C4B2.7B54.
3C$6.5BC4B2.7B56.C42.2A$5.10B3.7B99.A$4.4B11.6B.BA69.A27.3A$4.3B12.7B
A.A67.A.A28.A$2.4B13.8BA69.A4.A$2.2C16.5B.B45.2C26.3A$3.C14.6B49.C25.
A$3C15.6B46.3C26.2A$C17.4B48.C16.2A$18.2B2AB63.A.A$20.2A64.A$85.2A3$
89.2A$88.A.A5.2A$88.A7.2A$87.2A2$101.A$97.2A.A.A$96.A.A.A.A$93.A2.A.A
.A.A.2A$93.4A.2A2.A2.A$97.A4.2A$95.A.A$95.2A!

Restarting the active reaction with a beehive+glider collision seems like a neat trick.

There are a few period-multiplying conduits that have a beehive as one of the stages. If it happened to work out, for example, you could send a couple of signals into simeks' new period quadrupler, and then do something with the beehive.

Here are the other H-to-beehive converters I have in my old collection:

x = 168, y = 52, rule = LifeHistory
81.2A6.A15.B40.2A.2A$73.A6.B2AB5.3A11.4B4.B34.2A.2A$73.3A5.3B8.A9.5B
3.B2D$22.2B52.A3.B.B8.2A9.6B2.D2BD32.5A2.A$20.3B2D50.2A2.6B6.7B4.9B2D
B31.A4.A2.3A9.2A$19.3BD2BD49.10B6.8B2.13B30.A.BAB7.A6.2B2AB$7.2A10.4B
2DB41.2A8.11B2.25B26.A2.A.2AB6.2A6.4B$8.A9.8B42.A8.22B.15B25.A.A.A.4B
A4.5B2.4B$8.A.AB5.10B41.A.AB6.20B2.14B27.A2.A3.BABA5.10B$9.2AB.3B.11B
41.2AB.3B2.33B33.2A2.A2BA3.12B$11.17B43.40B38.2A2B.12B$11.16B44.38B
42.16B$12.13B47.37B42.17B$11.14B.2B43.36B.B2A40.17B$9.18B2A40.21B.7B
2.6B2.BA.A37.18B$6.19B.B2A38.19B5.6B14.A34.22B$4.5BA15B2.B39.2BA15B7.
6B13.2A32.4BA17B$4.5BABA4B.7B42.3BABA4B.7B8.5B48.4BABA15B$4.5B3A4B.7B
43.2B3A4B2.6B9.2B50.4B3A14B$4.7BA4B2.7B41.5BA4B3.6B7.2A51.6BA14B$4.
11B4.6B40.10B6.4B7.A52.22B$4.4B10.7B39.4B12.B2A2B8.3A48.4B.17B$4.3B
12.4B40.4B14.2A.B2A8.A48.3B2.17B$2.4B14.5B37.4B18.BA.A54.4B.17B$2.2C
19.2A36.B2CB22.A54.2C3.17B$3.C19.A36.3BC23.2A54.C3.13B2DB$3C21.3A32.B
3C77.3C4.12BD2BD$C25.A33.C79.C7.12B2D$148.5B2A7B$150.3B2A7B$151.10B$
151.6B.2B$150.7B$150.6B7.A$151.6B4.3A$151.8B.A$150.9BA.A$150.7B.2BAB$
150.6B3.2B$149.2B3D2B2.2B$149.4BD2B.B2AB$144.3B.4B3DB2.2A$143.13B$
142.14B$141.15B$141.14B$142.13B$142.14B$143.12B$145.3B2A3B$146.BA2BA
2B$148.2AB!

The third one on the right doesn't use up the Herschel -- the beehive is generated in passing. It was used at one point in a G->LWSS converter, and then Guam figured out how to turn it into a clean conduit, if I recall correctly. The other two are terminal converters that have pretty good clearance and "edginess".

I have another H-to-beehive saved, that drops the beehive right in the middle of the conduit on top of the input Herschel. Unless there's some reason why it's useful in a specific case, I suspect that anything as non-edgy as this will not be worth posting on this thread -- there are way too many millions of similar converters.

#C sample not-really-worth-posting Herschel-to-beehive converter
x = 41, y = 27, rule = LifeHistory
30.A$30.3A$33.A$2A30.2A4.2B$A.A25.B3.6B.B$2.A22.3B.B4.B5.B$2.2A20.B5.
B.2B6.B$3.B20.B6.B8.B$3.3B18.B15.B$2.B3.2B15.B16.B$.B6.3B11.B16.B$B
10.B3.2B2.3B16.B$.A3.2A5.3B2.2B3.A15.B$.2A2.2A15.A2D14.2B$2.2A18.C2AD
14.B$.2A20.DC15.B$3B13.B4.B18.B$3.B6.B.4B.B2.B.3B15.B$3.7B.B4.B2.B5.B
14.B$15.B2.B7.B12.B$15.2AB9.B11.B$16.A10.B11.B$13.3A11.B11.B$13.A14.B
10.B$29.B7.2B$30.B5.B$31.5B!
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Re: Still-life 'factories'

Postby A for awesome » September 6th, 2015, 2:58 pm

A small dependent edgeshooting H-to-block:
x = 12, y = 4, rule = B3/S23
3bo$b3o5b3o$o9bo$2o6b3o!
x₁=ηx
V ⃰_η=c²√(Λη)
K=(Λu²)/2
Pₐ=1−1/(∫^∞_t₀(p(t)ˡ⁽ᵗ⁾)dt)

$$x_1=\eta x$$
$$V^*_\eta=c^2\sqrt{\Lambda\eta}$$
$$K=\frac{\Lambda u^2}2$$
$$P_a=1-\frac1{\int^\infty_{t_0}p(t)^{l(t)}dt}$$

http://conwaylife.com/wiki/A_for_all

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Re: Still-life 'factories'

Postby simsim314 » September 6th, 2015, 6:29 pm

H->Mango
xx = 40, y = 31, rule = LifeHistory
.C10.3B3.2C3.2C$.3C6.6B.B2CB.B2CB$4.C4.7B.4B.3B$3.2C4.8B.2B3.B6.2B$3.
5B.25B$5.31B$4.32B.B$4.33B2C$4.33B2C$2.2CB.27B.4B$.C.CB2.23B4.4B$.C6.
BD17B$2C6.DBD15B$8.D2BD4B2.11B$8.BDBDB5.12B$10.DB6.12B$19.11B$17.4B.
4B3CB$17.2C4.4BC2B$18.C4.2B3C2B$15.3C6.6B$15.C8.7B$26.B.4B$29.4B$30.
4B$31.4B$32.4B$33.4B$34.4B$35.4B$36.4B!


H->long barge (notice long barge is rarer than eater and LWSS)
x = 55, y = 34, rule = LifeHistory
7$25.2C3.2C$12.C12.2C3.2C$12.3C$15.C$14.2C3$44.2C$44.2C3$13.2C$14.C$
11.3C$11.C3$33.3C$34.C$32.3C!
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Re: Still-life 'factories'

Postby dvgrn » September 6th, 2015, 9:48 pm

A for awesome wrote:A small dependent edgeshooting H-to-block...

That's a nice simple one -- not a lot of clearance, but you don't always need much. Here's another single-eater H-to-block with similarly low clearance that turned out to be useful in signal circuitry. In the example at the right, a glider gets out past the tub-with-tail eater only if the block has been placed:

x = 122, y = 54, rule = LifeHistory
89.2A$82.2A5.2A$82.2A3$84.2A27.2A$84.2A27.2A$78.2A$78.2A$119.2A$119.
2A$115.2A$115.2A4$120.2A$120.2A2$85.2C$85.2C$77.A$77.3A9.2A$80.A8.A$
79.A.A8.3A$18.2A60.A11.A$18.2A5.2A$25.2A$81.2A31.2A$81.2A31.A.A$23.2A
44.A46.A$23.2A44.3A44.2A$29.2A41.A$29.2A40.2A11.2A$84.2A3$9.A$9.A.A$
9.3A$11.A58.A44.2A$70.A.A19.2A21.2A$70.3A20.A15.2A$72.A17.3A16.2A$22.
2D66.A$2.2C18.2D$3.C107.2A$3C15.2A84.2A5.2A$C18.A43.2C39.2A$16.3A45.C
$16.A44.3C20.2A$61.C22.A$85.3A$87.A!

Blocks are relatively easy for a Herschel signal to produce "in passing", without using up the Herschel. A B-heptomino makes a natural block if you leave it to its own devices, and a Herschel makes an edgy block just after the first natural glider. There are also several period multipliers that can be used as block generators.

Here are the other H-to-block converters from my small collection. The one on the right is really a period tripler:

x = 118, y = 53, rule = LifeHistory
59.A$58.A.A$58.A.A$57.2A.2A$48.4B6.B2.A$47.2D5B3.2ABA$47.2D7B.2A.A.A$
48.7B.3B2.2A$47.10B$45.13B$43.15B$43.2BC12B$42.3BCBC4B.4B$43.2B3C4B2.
B$42.5BC4B$41.10B$40.4B$40.3B$38.4B$38.2C$39.C$36.3C$36.C3$97.2A$88.
2A6.B2AB$89.A7.3B$89.A.AB3.B.B$90.2AB2.6B$92.9B8.2A$83.2A7.12B3.2B2AB
$84.A8.12B2.4B3.B$84.A.AB6.23B$48.4B33.2AB.3B2.23B$47.2D5B33.29B2D$
47.2D7B31.29B2D$48.10B30.29B$4.A42.12B28.29B$3.A.A39.14B26.21B.9B$4.A
38.15B25.19B6.7B$5.4B34.2BC14B23.2BC15B8.6B$3.5B2D32.3BCBC4B.3B2.2A
22.3BCBC4B.7B7.5B$.7B2D33.2B3C4B2.B3.A24.2B3C4B2.6B7.2A$.2BC6B32.5BC
4B7.3A20.5BC4B3.6B7.A$3BCBC4B31.10B10.A19.10B6.4B4.3A$.2B3C4B30.4B36.
4B12.B2A2B4.A$.4BC4B30.3B36.4B14.2A.B2A$2.7B29.4B36.4B18.BA.A$38.2C
38.2C23.A$39.C39.C23.2A$36.3C37.3C$36.C39.C!

And here's something from 2003 that I'd totally forgotten about -- yet another stop-and-restart circuit, using a block-on-beehive of all things. It could potentially be turned into a period multiplier: if the restart glider doesn't appear, the next Herschel will reset the circuit cleanly. Looks like there are ways to clear the restart glider's output path if the block-on-beehive is missing, too. Maybe these stop-and-restart circuits should be collected in a separate thread?

x = 199, y = 86, rule = LifeHistory
77.C$76.C120.C$76.3C117.C$196.3C22$25.A$24.A.A7.A110.A$24.A.A7.3A107.
A.A7.A$22.3A.2A9.A106.A.A7.3A$21.A14.2A104.3A.2A9.A$22.3A.2A113.A14.
2A$24.A.2A114.3A.2A$144.A.2A6$26.A$26.A.A117.A$26.3A11.D105.A.A$28.A
7.2D.D.D104.3A11.D$36.2D.D.D106.A7.2D.D.D$40.D115.2D.D.D$160.D$45.2A$
19.2C24.2A118.2A$20.C118.2C24.2A$17.3C6.2A112.C$17.C9.A109.3C$27.A.A
4.2D2.D98.C9.2C$28.2A5.3D6.2A102.C5.2D2.D$36.D7.A.A101.C.C4.3D37.2A$
9.2A35.A102.2C5.D37.A2.A$9.2A35.2A147.2A4$2A$.A$.A.A$2.2A$190.3D$191.
D$191.3D3$49.2A129.2A$49.2A129.2A$23.2A.D$23.2A.3D121.2A.2A$26.D.D
122.A.A$28.D15.2A103.A.A.A.A$44.2A103.2A3.2A$48.2A140.2A$48.2A140.2A
2$155.A$42.2A109.3A$42.2A108.A37.2A$152.2A36.2A2$156.2A23.2A$155.A.A
12.2A9.2A$155.A14.2A$154.2A!
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Re: Still-life 'factories'

Postby M. I. Wright » September 9th, 2015, 8:01 pm

Not a still-life, but here's a TL factory I found while trying to do something else.
x = 20, y = 15, rule = B3/S23
2bo$3o$obo$o$18b2o$18b2o8$12b2o$12b2o!


Edit: Another!
x = 44, y = 28, rule = LifeHistory
17.A$17.3A$20.A$19.2A8$38.2C$38.2C2$9.C$9.C.C29.D$9.3C29.D.D$11.C29.
3D$43.D4$2.2A$3.A$3A25.2A$A27.A.A$21.2A7.A$21.2A7.2A!

This one's dependent (the actual converter is just the block - everything else is part of an H->H), and there are a number of conduits that can come before it.
Last edited by M. I. Wright on September 19th, 2015, 12:53 am, edited 1 time in total.
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Re: Still-life 'factories'

Postby Kazyan » September 9th, 2015, 9:47 pm

I found a few factories here and there in the conduits thread while hunting for a Spartan syringe:

G->beehive:
x = 29, y = 25, rule = B3/S23
21bo$19b3o$10bo7bo$8b3o7b2o$7bo$7b2o2$4b2o10b2o7b2o$4bobo8bo2bo6bo$5b
2o4b2o2bo2bo4bobo$2o9b2o3b2o5b2o$bo$bobo$2b2o3$27b2o$27b2o5$22bo$21b2o
$21bobo!


G->block+blinker+2-loaf-constellation
x = 43, y = 16, rule = B3/S23
5b2o24bobo$5bobo23b2o$6b2o24bo$2b2o$bobo37b2o$bo39b2o$2o6$23b2o$22bo2b
o$22bo2bo$23b2o!


G->Explosion:
x = 20, y = 43, rule = B3/S23
18b2o$17bobo$18bo3$17b2o$16bo2bo$17b2o8$14b2o$14b2o6$b2o15b2o$b2o14b2o
$19bo4$6b2o$5bo2bo$6b2o$2b2o$bobo$bo$2o5$16b2o$16bobo$18bo$18b2o!


Non-spartan G->loaf:
x = 19, y = 22, rule = B3/S23
11b2o$10bobo$5b2o2bo$5bo2bob2o$7b2obobo$11bo$17b2o$17bo$8b2o5bobo$7bo
2bo4b2o$8b2o5$o2bob2o$4obo10b2o$5bobo8bobo$2b2o2b2o8bo$2bo$3bo$2b2o!


Simkin also found this G->block, modified from my G->beehive:
x = 29, y = 28, rule = B3/S23
21bo$19b3o$10bo7bo$8b3o7b2o$7bo$7b2o2$4b2o10b2o7b2o$4bobo8bo2bo6bo$5b
2o4b2o2bo2bo4bobo$2o9b2o3b2o5b2o$bo$bobo$2b2o3$27b2o$27b2o6$21b3o$7b2o
12bo$6bobo13bo$6bo$5b2o!


He also found a few p2 factories based on a transparent blinker reaction.

There's some other glider-activated factories around here, and a lot of them are turned into receivers, so, go search for those.

---

As for H->object conduits/factories, I've mentioned the idea of collecting an H-to-Block for as many relative locations of blocks as possible--not necessarily because that would be useful right now, but for the heck of it. Perhaps later on they'd find a use. And I've certainly seen a whole bunch of conduit prospects that terminate in a block instead of a signal, but typically, those aren't reported. I've been looking for something to do, so I'll start saving those in a folder somewhere in case they're ever needed.
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Re: Still-life 'factories'

Postby dvgrn » September 10th, 2015, 4:25 pm

M. I. Wright wrote:Not a still-life, but here's a TL factory I found while trying to do something else...

That one seems to come up fairly regularly. Here's a February posting by simsim314 containing the same converter.

It would be nice to find a conduit that can reliably turn traffic lights into something else. But it will probably need a transparent catalyst or two, found with CatForce or ptbsearch, unless Bellman can come up with something.

There's a known conduit that might be called a "TL-to-glider converter", but it's not really. It probably only works for the one specific H-to-TL above.

Code: Select all
x = 35, y = 40, rule = LifeHistory
.3D2.5D.5D.5D2.3D3.3D$D3.D.D5.D7.D3.D3.D.D3.D$D5.D5.D7.D7.D5.D$.3D2.
3D4.3D4.D6.D4.2D$4.D.D9.D3.D5.D7.D$D3.D.D5.D3.D3.D4.D4.D3.D$.3D2.5D2.
3D4.D3.5D2.3D6$22.2A$8.2A10.2B2AB$9.A10.4B$9.A.AB6.7B$10.2AB.3B.8B$
12.14B$12.14B$13.13B$12.14B.2B$10.18B2A$8.18B.B2A$8.2BC15B2.B$7.3BCBC
4B.7B$8.2B3C4B.8B$7.5BC4B2.7B$6.10B3.7B$5.4B11.8BA$5.3B12.7BA.A$3.4B
13.2BD5BA$3.2A15.2BD3B.B$4.A15.2BD2B$.3A15.7B$.A16.ACD3B3D$17.A.A8B$
17.A3.BDB.4B$16.2A3.BDB2.4B$22.D4.3B$28.2B!
#C [[ VIEWONLY THUMBNAIL ZOOM 10 ]]

At the time that the eater and tub interact, the pre-traffic-light reaction is still strongly connected to a fading spark from higher up, which plays a big part in the creation of the glider. It seems pretty unlikely that any other traffic light source will have the same exact pre-TL predecessor.

To be generally useful as a connector, it seems as if a hypothetical TL-to-something-else converter would have to have its first interaction less than ten ticks before the formation of the traffic light.
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Re: Still-life 'factories'

Postby simsim314 » September 13th, 2015, 3:30 pm

SL factories are very common. Here is a list from depth 1 + combine option from CatForce search:

x = 1081, y = 1920, rule = LifeHistory
F$F$F$F84.F$F84.F$F84.F$F84.F$F84.F85.F$F84.F85.F$F84.F85.F$F84.F85.F
$F84.F85.F$F84.F85.F$F84.F85.F104.F$F84.F85.F104.F241.F$F84.F85.F104.
F241.F$F84.F85.F104.F241.F$F84.F85.F104.F241.F$F84.F85.F104.F241.F$F
84.F85.F104.F127.F113.F$F84.F85.F104.F127.F113.F87.F$F84.F85.F104.F
127.F113.F87.F$F84.F85.F104.F127.F113.F87.F$F84.F85.F104.F127.F113.F
87.F$F84.F85.F104.F127.F113.F87.F$F84.F85.F104.F127.F113.F87.F84.F$F
84.F85.F104.F127.F113.F87.F84.F$F48.2C34.F85.F104.F127.F113.F87.F84.F
181.F$F48.2C34.F85.F104.F127.F113.F87.F84.F84.F96.F$F84.F85.F104.F
127.F113.F87.F84.F84.F96.F$F84.F41.C43.F104.F127.F113.F87.F84.F84.F
96.F$F84.F41.3C41.F104.F127.F113.F87.F84.F84.F96.F$F40.2C42.F44.C40.F
104.F127.F113.F46.C40.F84.F84.F96.F102.F$F40.2C42.F43.2C40.F104.F127.
F113.F46.3C38.F84.F84.F96.F102.F$F84.F85.F50.2C52.F127.F113.F49.C37.F
40.C43.F84.F96.F102.F$F84.F85.F50.2C52.F127.F113.F48.2C37.F40.3C41.F
84.F96.F102.F$F56.2C26.F40.C44.F104.F127.F113.F69.2C16.F43.C40.F84.F
96.F102.F$F56.C.C25.F39.C.C43.F38.2C64.F127.F113.F69.C17.F42.2C40.F
84.F96.F102.F$F58.C25.F39.2C44.F38.2C64.F56.C70.F113.F67.C.C17.F84.F
84.F96.F102.F$F58.2C24.F85.F104.F56.3C68.F113.F67.2C18.F45.2C37.F38.
2C44.F42.C53.F102.F$F84.F85.F104.F59.C67.F113.F87.F44.C.C37.F30.2C6.
2C6.2C36.F41.C.C52.F102.F$F84.F49.3C33.F104.F58.2C15.C51.F70.C42.F87.
F36.2C6.2C3.2C33.F31.C14.2C36.F42.C53.F102.F$F84.F50.C34.F104.F74.C.C
50.F68.3C42.F38.2C47.F37.C11.2C33.F31.C.C50.F28.2C66.F51.C50.F$F84.F
48.3C34.F104.F75.C51.F43.2C22.C45.F37.C.C47.F37.C.C44.F32.2C50.F28.2C
66.F50.C.C49.F103.F$F51.3C30.F85.F104.F127.F43.C.C21.2C44.F37.C27.2C
20.F38.2C44.F84.F96.F51.C50.F47.C55.F$F42.2C8.C31.F85.F32.2C70.F127.F
44.2C67.F36.2C27.C21.F84.F84.F96.F102.F46.C.C54.F$F43.C6.3C31.F85.F
31.C.C70.F127.F40.2C71.F66.3C18.F84.F84.F96.F35.2C65.F37.C9.C55.F$F
40.3C41.F85.F31.C72.F127.F39.C.C71.F68.C18.F84.F84.F96.F36.C65.F36.C.
C64.F$F40.C43.F85.F30.2C72.F48.2C77.F39.C73.F87.F84.F84.F96.F36.C.C
63.F37.C65.F$F84.F85.F67.2C35.F47.C.C28.2C47.F38.2C28.2C43.F87.F84.F
51.2C31.F96.F37.2C63.F103.F$F84.F85.F67.C36.F47.C30.C.C46.F68.C.C42.F
87.F54.C29.F51.C32.F22.2C72.F102.F103.F$F84.F85.F68.3C33.F46.2C32.C
46.F70.C42.F56.3C28.F53.C.C28.F52.3C29.F21.C.C72.F102.F103.F$F84.F85.
F70.C33.F80.2C45.F49.2C19.2C41.F47.2C8.C29.F54.2C28.F54.C29.F21.C74.F
102.F103.F$F84.F85.F104.F127.F50.C62.F48.C6.3C29.F84.F84.F20.2C74.F
37.2C63.F103.F$F84.F85.F54.3C47.F127.F47.3C63.F45.3C39.F84.F84.F57.2C
37.F36.C.C63.F103.F$F84.F85.F45.2C8.C48.F127.F47.C65.F45.C41.F84.F84.
F57.C38.F36.C65.F28.2C73.F$F84.F85.F46.C6.3C48.F127.F113.F87.F84.F41.
3C40.F52.C5.3C35.F35.2C65.F27.C.C73.F$F84.F85.F43.3C58.F66.3C58.F63.
3C47.F87.F46.3C35.F32.2C8.C41.F51.C.C6.C35.F40.2C25.2C33.F27.C75.F$F
84.F85.F43.C60.F57.2C8.C59.F54.2C8.C48.F87.F37.2C8.C36.F33.C6.3C41.F
52.C43.F41.C25.C34.F26.2C75.F$F84.F85.F104.F58.C6.3C59.F55.C6.3C48.F
87.F38.C6.3C36.F30.3C51.F44.3C49.F38.3C21.C5.3C31.F63.2C38.F$F84.F85.
F104.F55.3C69.F52.3C58.F87.F35.3C46.F30.C53.F35.2C8.C50.F38.C22.C.C6.
C31.F63.C39.F$F84.F85.F104.F55.C71.F52.C60.F87.F35.C48.F84.F36.C6.3C
50.F62.C39.F58.C5.3C36.F$F84.F85.F104.F127.F113.F87.F84.F84.F33.3C60.
F54.3C45.F57.C.C6.C36.F$F84.F85.F104.F127.F113.F87.F84.F84.F33.C62.F
45.2C8.C46.F58.C44.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F46.C6.3C
46.F50.3C50.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F43.3C56.F41.2C
8.C51.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F43.C58.F42.C6.3C51.F$
F84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F39.3C61.F$F84.F85.F104.F
127.F113.F87.F84.F84.F96.F102.F39.C63.F$F84.F85.F104.F127.F113.F87.F
84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F
103.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F
104.F127.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F87.
F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F
103.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F
104.F127.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F87.
F84.F84.F96.F102.F103.F$F84.F39.2C44.F104.F127.F113.F87.F84.F84.F96.F
102.F103.F$F84.F40.C44.F104.F127.F113.F87.F84.F84.F96.F102.F103.F$F
84.F40.C.C42.F104.F127.F113.F87.F84.F84.F96.F102.F103.F$F84.F41.2C42.
F104.F127.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F
87.F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F
102.F103.F$F84.F85.F104.F127.F113.F53.C33.F84.F84.F96.F102.F103.F$F
84.F85.F104.F127.F113.F52.C.C32.F84.F84.F96.F102.F103.F$F84.F85.F104.
F127.F113.F53.C33.F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F40.
2C45.F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F40.2C45.F84.F84.
F96.F102.F103.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F103.F$F
84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F63.2C39.F
127.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F63.C40.F127.F113.F87.F
84.F84.F96.F102.F47.C55.F$F84.F85.F61.C.C40.F127.F113.F67.2C18.F84.F
84.F96.F102.F45.3C55.F$F84.F44.2C7.3C29.F61.2C41.F127.F113.F67.2C18.F
84.F84.F96.F102.F44.C58.F$F84.F43.C.C8.C30.F42.2C60.F127.F113.F34.2C
51.F84.F84.F96.F102.F44.2C57.F$F84.F43.C8.3C30.F42.2C60.F127.F113.F
33.C.C51.F84.F84.F96.F102.F103.F$F84.F42.2C41.F104.F127.F113.F33.C53.
F84.F84.F96.F102.F41.2C60.F$F84.F85.F104.F127.F113.F32.2C53.F36.C47.F
84.F96.F102.F41.C.C59.F$F84.F85.F41.2C61.F127.F113.F87.F36.3C45.F84.F
39.C56.F102.F42.2C59.F$F84.F85.F42.C61.F127.F113.F87.F39.C44.F47.2C6.
C28.F38.C.C55.F102.F103.F$F84.F85.F39.3C62.F127.F113.F87.F38.2C44.F
47.2C4.3C28.F39.C56.F49.2C10.C40.F56.2C45.F$F84.F85.F39.C64.F127.F
113.F87.F60.2C22.F52.C31.F26.2C68.F41.2C6.2C3.2C3.3C40.F56.2C6.2C37.F
$F84.F85.F104.F127.F113.F87.F60.C23.F52.2C30.F26.2C68.F42.C11.2C2.C
43.F64.C38.F$F84.F85.F104.F127.F42.2C27.2C40.F56.3C28.F58.C.C23.F84.F
96.F42.C.C13.2C42.F62.C.C38.F$F84.F85.F104.F127.F43.C27.2C40.F47.2C8.
C29.F58.2C24.F84.F96.F43.2C57.F62.2C39.F$F84.F85.F43.2C7.3C49.F56.C
70.F43.C.C67.F48.C6.3C29.F84.F22.2C60.F96.F102.F103.F$F84.F85.F42.C.C
8.C50.F56.3C68.F44.2C67.F45.3C39.F84.F21.C2.C59.F21.C74.F102.F103.F$F
84.F85.F42.C8.3C50.F59.C67.F113.F45.C41.F28.2C54.F22.2C29.2C29.F20.C.
C73.F102.F103.F$F39.2C43.F85.F41.2C61.F58.2C67.F113.F87.F27.C.C54.F
53.C.C28.F20.2C74.F102.F36.2C65.F$F38.C.C20.2C21.F85.F104.F80.2C45.F
113.F87.F27.C56.F55.C28.F96.F61.2C39.F37.C22.2C41.F$F38.C22.C.C20.F
85.F104.F80.C46.F44.2C67.F87.F26.2C56.F55.2C27.F96.F61.C.C38.F34.3C
23.C42.F$F37.2C24.C20.F85.F104.F78.C.C46.F43.C.C67.F87.F54.2C28.F84.F
96.F63.C38.F34.C26.3C39.F$F63.2C19.F85.F104.F78.2C47.F43.C69.F87.F54.
2C28.F84.F96.F63.2C37.F63.C39.F$F84.F85.F104.F127.F42.2C69.F87.F84.F
84.F55.2C39.F102.F103.F$F84.F85.F104.F127.F113.F87.F84.F84.F55.C40.F
102.F103.F$F84.F85.F104.F48.2C77.F113.F87.F84.F44.3C37.F50.C5.3C37.F
102.F103.F$F84.F85.F104.F47.C.C77.F69.2C42.F87.F46.3C35.F35.2C8.C38.F
49.C.C6.C37.F102.F51.3C49.F$F52.3C29.F85.F104.F47.C79.F69.2C42.F87.F
37.2C8.C36.F36.C6.3C38.F50.C45.F52.3C47.F42.2C8.C50.F$F43.2C8.C30.F
85.F104.F46.2C79.F113.F87.F38.C6.3C36.F33.3C48.F42.3C51.F43.2C8.C48.F
43.C6.3C50.F$F44.C6.3C30.F85.F104.F127.F61.3C49.F87.F35.3C46.F33.C50.
F33.2C8.C52.F44.C6.3C48.F40.3C60.F$F41.3C40.F85.F104.F127.F62.C50.F
87.F35.C48.F84.F34.C6.3C52.F41.3C58.F40.C62.F$F41.C42.F85.F104.F127.F
60.3C50.F87.F84.F84.F31.3C62.F41.C60.F103.F$F84.F85.F104.F127.F113.F
87.F84.F84.F31.C64.F102.F103.F$F84.F85.F104.F127.F113.F87.F84.F84.F
96.F102.F103.F$F84.F85.F104.F66.3C58.F113.F87.F84.F84.F96.F102.F103.F
$F84.F85.F104.F57.2C8.C59.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F
104.F58.C6.3C59.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F104.F55.3C
69.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F104.F55.C71.F113.F87.F
84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F
103.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F
104.F127.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F87.
F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F
103.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F
104.F127.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F87.
F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F46.2C39.F84.F84.F96.F
102.F103.F$F84.F85.F104.F127.F113.F46.2C39.F84.F84.F96.F102.F103.F$F
84.F85.F104.F127.F113.F38.2C47.F84.F84.F96.F102.F103.F$F84.F85.F104.F
127.F113.F39.C47.F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F39.C
.C45.F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F40.2C45.F84.F84.
F96.F102.F103.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F103.F$F
84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F
113.F87.F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F87.F84.F84.F
96.F102.F103.F$F84.F85.F104.F127.F113.F60.2C25.F42.2C10.C29.F84.F96.F
102.F103.F$F84.F85.F104.F127.F113.F60.C.C24.F42.2C8.3C29.F84.F96.F
102.F103.F$F84.F85.F104.F127.F113.F62.C24.F51.C32.F84.F96.F50.C51.F
103.F$F84.F85.F104.F127.F113.F62.2C23.F51.2C31.F84.F96.F50.3C49.F103.
F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F53.C48.F103.F$F84.F85.F104.
F127.F113.F87.F34.2C48.F84.F96.F41.2C9.2C48.F103.F$F84.F85.F104.F127.
F113.F87.F34.2C48.F84.F96.F42.C59.F103.F$F84.F85.F104.F127.F113.F87.F
84.F37.C46.F96.F42.C.C57.F103.F$F84.F85.F104.F127.F113.F51.3C33.F84.F
37.3C44.F96.F43.2C22.2C33.F103.F$F84.F85.F104.F127.F113.F42.2C8.C34.F
52.2C30.F40.C15.C27.F96.F67.2C33.F103.F$F84.F85.F104.F127.F113.F43.C
6.3C34.F52.C.C29.F39.2C13.3C27.F45.2C6.C42.F102.F51.2C10.C39.F$F84.F
85.F104.F127.F113.F40.3C44.F54.C29.F53.C30.F45.2C4.3C42.F102.F51.2C8.
3C39.F$F84.F43.2C40.F104.F127.F113.F40.C46.F54.2C28.F53.2C29.F50.C45.
F102.F60.C42.F$F84.F43.2C40.F104.F127.F113.F87.F84.F84.F50.2C44.F102.
F60.2C41.F$F84.F85.F104.F127.F113.F87.F84.F84.F32.2C62.F102.F103.F$F
84.F85.F104.F127.F113.F87.F84.F84.F32.2C62.F40.2C60.F43.2C58.F$F84.F
85.F104.F127.F113.F87.F84.F84.F96.F39.C.C60.F43.2C58.F$F84.F85.F104.F
127.F113.F87.F45.3C36.F29.2C53.F96.F39.C62.F103.F$F84.F39.2C44.F104.F
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103.F$F84.F605.F84.F96.F102.F103.F$F84.F605.F84.F96.F102.F103.F$F84.F
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53.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F61.2C21.F96.F102.F
103.F$691.F61.C.C20.F65.C30.F102.F103.F$691.F63.C20.F58.2C3.3C30.F
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102.F103.F$691.F84.F96.F102.F103.F$691.F84.F43.2C51.F102.F103.F$691.F
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691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F
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102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F
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102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F39.2C
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84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$
691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F
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691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F
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691.F84.F56.2C7.3C28.F102.F103.F$691.F84.F55.C.C8.C29.F102.F103.F$
691.F84.F55.C8.3C29.F102.F103.F$691.F84.F54.2C40.F102.F103.F$691.F84.
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C52.F96.F102.F103.F$691.F29.C54.F96.F102.F103.F$691.F28.2C54.F96.F
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691.F39.2C8.C34.F96.F102.F103.F$691.F40.C6.3C34.F96.F102.F103.F$691.F
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691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F
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691.F84.F45.C21.2C27.F102.F103.F$691.F84.F45.C.C19.C28.F102.F103.F$
691.F84.F46.2C17.C.C28.F102.F103.F$691.F84.F65.2C29.F102.F103.F$691.F
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691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F
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58.3C35.F102.F103.F$691.F84.F49.2C8.C36.F102.F103.F$691.F84.F50.C6.3C
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44.2C38.F96.F102.F103.F$691.F30.2C52.F96.F102.F103.F$691.F30.2C52.F
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691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F
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30.C.C8.C42.F96.F102.F103.F$691.F30.C8.3C42.F96.F102.F103.F$691.F29.
2C53.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$
691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F206.F$
691.F84.F96.F206.F$691.F84.F96.F206.F$691.F84.F96.F206.F$691.F84.F96.
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691.F84.F96.F$691.F84.F96.F$691.F84.F36.2C58.F$691.F84.F35.C.C30.2C
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58.3C35.F$691.F84.F49.2C8.C36.F$691.F84.F50.C6.3C36.F$691.F84.F47.3C
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691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F
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691.F84.F96.F$691.F84.F96.F$691.F84.F39.2C16.2C37.F$691.F84.F40.C16.
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31.F$691.F84.F64.C31.F$691.F84.F64.2C30.F$691.F84.F96.F$691.F84.F96.F
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691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F
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691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F46.3C35.F96.F$691.F37.
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735.2C39.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.
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776.F62.C33.F$776.F60.C.C33.F$776.F60.2C34.F$776.F96.F$776.F96.F$776.
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776.F48.C6.3C38.F$776.F45.3C48.F$776.F45.C50.F$776.F96.F$776.F96.F$
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776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F
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C19.C.C32.F$776.F40.2C21.C32.F$776.F63.2C31.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F53.3C40.F$776.F44.2C8.C41.F$776.F45.C6.3C41.
F$776.F42.3C51.F$776.F42.C53.F$776.F96.F$776.F96.F$776.F96.F$776.F96.
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776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F
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776.F96.F$776.F39.2C55.F$776.F38.C.C21.2C32.F$776.F38.C23.C.C31.F$
776.F37.2C25.C31.F$776.F64.2C30.F$776.F96.F$776.F96.F$776.F96.F$776.F
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776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F
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F96.F$776.F58.2C36.F$776.F58.C37.F$776.F56.C.C37.F$776.F39.2C15.2C38.
F$776.F39.2C55.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F52.3C41.F$776.
F43.2C8.C42.F$776.F44.C6.3C42.F$776.F41.3C52.F$776.F41.C54.F$776.F96.
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776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F
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776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F58.2C36.F$776.
F58.C37.F$776.F56.C.C37.F$776.F42.2C12.2C38.F$776.F42.2C52.F$776.F96.
F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F
96.F$776.F96.F$776.F96.F$776.F43.2C7.3C41.F$776.F42.C.C8.C42.F$776.F
42.C8.3C42.F$776.F41.2C53.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F
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F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F
96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.
F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F
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F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F
48.C47.F$776.F48.3C45.F$776.F51.C44.F$776.F50.2C44.F$776.F96.F$776.F
96.F$776.F46.2C48.F$776.F46.C.C47.F$776.F47.C48.F$776.F96.F$776.F96.F
$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F56.3C37.F$776.F47.2C8.C
38.F$776.F48.C6.3C38.F$776.F45.3C48.F$776.F45.C50.F$776.F96.F$776.F
96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.
F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F
$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.
F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F
96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.
F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F
$776.F96.F$776.F96.F$776.F55.C40.F$776.F54.C.C39.F$776.F55.C7.2C31.F$
776.F63.C32.F$776.F61.C.C32.F$776.F61.2C33.F$776.F96.F$776.F96.F$776.
F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F48.3C45.F$776.F39.2C8.C
46.F$776.F40.C6.3C46.F$776.F37.3C56.F$776.F37.C58.F$776.F96.F$776.F
96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.
F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F
$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.
F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F
96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.
F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F
$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.
F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F
96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.
F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F
$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.
F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F
96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.
F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F
$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.
F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F
96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.
F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F
$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.
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96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.
F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F96.F$873.F$873.F$873.F$873.F$873.F$873.F$
873.F$873.F$873.F$873.F!
User avatar
simsim314
 
Posts: 1539
Joined: February 10th, 2014, 1:27 pm

Re: Still-life 'factories'

Postby A for awesome » September 13th, 2015, 4:45 pm

simsim314 wrote:SL factories are very common. Here is a list from depth 1 + combine option from CatForce search:

x = 1081, y = 1920, rule = LifeHistory
F$F$F$F84.F$F84.F$F84.F$F84.F$F84.F85.F$F84.F85.F$F84.F85.F$F84.F85.F
$F84.F85.F$F84.F85.F$F84.F85.F104.F$F84.F85.F104.F241.F$F84.F85.F104.
F241.F$F84.F85.F104.F241.F$F84.F85.F104.F241.F$F84.F85.F104.F241.F$F
84.F85.F104.F127.F113.F$F84.F85.F104.F127.F113.F87.F$F84.F85.F104.F
127.F113.F87.F$F84.F85.F104.F127.F113.F87.F$F84.F85.F104.F127.F113.F
87.F$F84.F85.F104.F127.F113.F87.F$F84.F85.F104.F127.F113.F87.F84.F$F
84.F85.F104.F127.F113.F87.F84.F$F48.2C34.F85.F104.F127.F113.F87.F84.F
181.F$F48.2C34.F85.F104.F127.F113.F87.F84.F84.F96.F$F84.F85.F104.F
127.F113.F87.F84.F84.F96.F$F84.F41.C43.F104.F127.F113.F87.F84.F84.F
96.F$F84.F41.3C41.F104.F127.F113.F87.F84.F84.F96.F$F40.2C42.F44.C40.F
104.F127.F113.F46.C40.F84.F84.F96.F102.F$F40.2C42.F43.2C40.F104.F127.
F113.F46.3C38.F84.F84.F96.F102.F$F84.F85.F50.2C52.F127.F113.F49.C37.F
40.C43.F84.F96.F102.F$F84.F85.F50.2C52.F127.F113.F48.2C37.F40.3C41.F
84.F96.F102.F$F56.2C26.F40.C44.F104.F127.F113.F69.2C16.F43.C40.F84.F
96.F102.F$F56.C.C25.F39.C.C43.F38.2C64.F127.F113.F69.C17.F42.2C40.F
84.F96.F102.F$F58.C25.F39.2C44.F38.2C64.F56.C70.F113.F67.C.C17.F84.F
84.F96.F102.F$F58.2C24.F85.F104.F56.3C68.F113.F67.2C18.F45.2C37.F38.
2C44.F42.C53.F102.F$F84.F85.F104.F59.C67.F113.F87.F44.C.C37.F30.2C6.
2C6.2C36.F41.C.C52.F102.F$F84.F49.3C33.F104.F58.2C15.C51.F70.C42.F87.
F36.2C6.2C3.2C33.F31.C14.2C36.F42.C53.F102.F$F84.F50.C34.F104.F74.C.C
50.F68.3C42.F38.2C47.F37.C11.2C33.F31.C.C50.F28.2C66.F51.C50.F$F84.F
48.3C34.F104.F75.C51.F43.2C22.C45.F37.C.C47.F37.C.C44.F32.2C50.F28.2C
66.F50.C.C49.F103.F$F51.3C30.F85.F104.F127.F43.C.C21.2C44.F37.C27.2C
20.F38.2C44.F84.F96.F51.C50.F47.C55.F$F42.2C8.C31.F85.F32.2C70.F127.F
44.2C67.F36.2C27.C21.F84.F84.F96.F102.F46.C.C54.F$F43.C6.3C31.F85.F
31.C.C70.F127.F40.2C71.F66.3C18.F84.F84.F96.F35.2C65.F37.C9.C55.F$F
40.3C41.F85.F31.C72.F127.F39.C.C71.F68.C18.F84.F84.F96.F36.C65.F36.C.
C64.F$F40.C43.F85.F30.2C72.F48.2C77.F39.C73.F87.F84.F84.F96.F36.C.C
63.F37.C65.F$F84.F85.F67.2C35.F47.C.C28.2C47.F38.2C28.2C43.F87.F84.F
51.2C31.F96.F37.2C63.F103.F$F84.F85.F67.C36.F47.C30.C.C46.F68.C.C42.F
87.F54.C29.F51.C32.F22.2C72.F102.F103.F$F84.F85.F68.3C33.F46.2C32.C
46.F70.C42.F56.3C28.F53.C.C28.F52.3C29.F21.C.C72.F102.F103.F$F84.F85.
F70.C33.F80.2C45.F49.2C19.2C41.F47.2C8.C29.F54.2C28.F54.C29.F21.C74.F
102.F103.F$F84.F85.F104.F127.F50.C62.F48.C6.3C29.F84.F84.F20.2C74.F
37.2C63.F103.F$F84.F85.F54.3C47.F127.F47.3C63.F45.3C39.F84.F84.F57.2C
37.F36.C.C63.F103.F$F84.F85.F45.2C8.C48.F127.F47.C65.F45.C41.F84.F84.
F57.C38.F36.C65.F28.2C73.F$F84.F85.F46.C6.3C48.F127.F113.F87.F84.F41.
3C40.F52.C5.3C35.F35.2C65.F27.C.C73.F$F84.F85.F43.3C58.F66.3C58.F63.
3C47.F87.F46.3C35.F32.2C8.C41.F51.C.C6.C35.F40.2C25.2C33.F27.C75.F$F
84.F85.F43.C60.F57.2C8.C59.F54.2C8.C48.F87.F37.2C8.C36.F33.C6.3C41.F
52.C43.F41.C25.C34.F26.2C75.F$F84.F85.F104.F58.C6.3C59.F55.C6.3C48.F
87.F38.C6.3C36.F30.3C51.F44.3C49.F38.3C21.C5.3C31.F63.2C38.F$F84.F85.
F104.F55.3C69.F52.3C58.F87.F35.3C46.F30.C53.F35.2C8.C50.F38.C22.C.C6.
C31.F63.C39.F$F84.F85.F104.F55.C71.F52.C60.F87.F35.C48.F84.F36.C6.3C
50.F62.C39.F58.C5.3C36.F$F84.F85.F104.F127.F113.F87.F84.F84.F33.3C60.
F54.3C45.F57.C.C6.C36.F$F84.F85.F104.F127.F113.F87.F84.F84.F33.C62.F
45.2C8.C46.F58.C44.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F46.C6.3C
46.F50.3C50.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F43.3C56.F41.2C
8.C51.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F43.C58.F42.C6.3C51.F$
F84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F39.3C61.F$F84.F85.F104.F
127.F113.F87.F84.F84.F96.F102.F39.C63.F$F84.F85.F104.F127.F113.F87.F
84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F
103.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F
104.F127.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F87.
F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F
103.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F
104.F127.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F87.
F84.F84.F96.F102.F103.F$F84.F39.2C44.F104.F127.F113.F87.F84.F84.F96.F
102.F103.F$F84.F40.C44.F104.F127.F113.F87.F84.F84.F96.F102.F103.F$F
84.F40.C.C42.F104.F127.F113.F87.F84.F84.F96.F102.F103.F$F84.F41.2C42.
F104.F127.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F
87.F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F
102.F103.F$F84.F85.F104.F127.F113.F53.C33.F84.F84.F96.F102.F103.F$F
84.F85.F104.F127.F113.F52.C.C32.F84.F84.F96.F102.F103.F$F84.F85.F104.
F127.F113.F53.C33.F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F40.
2C45.F84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F40.2C45.F84.F84.
F96.F102.F103.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F103.F$F
84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F63.2C39.F
127.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F63.C40.F127.F113.F87.F
84.F84.F96.F102.F47.C55.F$F84.F85.F61.C.C40.F127.F113.F67.2C18.F84.F
84.F96.F102.F45.3C55.F$F84.F44.2C7.3C29.F61.2C41.F127.F113.F67.2C18.F
84.F84.F96.F102.F44.C58.F$F84.F43.C.C8.C30.F42.2C60.F127.F113.F34.2C
51.F84.F84.F96.F102.F44.2C57.F$F84.F43.C8.3C30.F42.2C60.F127.F113.F
33.C.C51.F84.F84.F96.F102.F103.F$F84.F42.2C41.F104.F127.F113.F33.C53.
F84.F84.F96.F102.F41.2C60.F$F84.F85.F104.F127.F113.F32.2C53.F36.C47.F
84.F96.F102.F41.C.C59.F$F84.F85.F41.2C61.F127.F113.F87.F36.3C45.F84.F
39.C56.F102.F42.2C59.F$F84.F85.F42.C61.F127.F113.F87.F39.C44.F47.2C6.
C28.F38.C.C55.F102.F103.F$F84.F85.F39.3C62.F127.F113.F87.F38.2C44.F
47.2C4.3C28.F39.C56.F49.2C10.C40.F56.2C45.F$F84.F85.F39.C64.F127.F
113.F87.F60.2C22.F52.C31.F26.2C68.F41.2C6.2C3.2C3.3C40.F56.2C6.2C37.F
$F84.F85.F104.F127.F113.F87.F60.C23.F52.2C30.F26.2C68.F42.C11.2C2.C
43.F64.C38.F$F84.F85.F104.F127.F42.2C27.2C40.F56.3C28.F58.C.C23.F84.F
96.F42.C.C13.2C42.F62.C.C38.F$F84.F85.F104.F127.F43.C27.2C40.F47.2C8.
C29.F58.2C24.F84.F96.F43.2C57.F62.2C39.F$F84.F85.F43.2C7.3C49.F56.C
70.F43.C.C67.F48.C6.3C29.F84.F22.2C60.F96.F102.F103.F$F84.F85.F42.C.C
8.C50.F56.3C68.F44.2C67.F45.3C39.F84.F21.C2.C59.F21.C74.F102.F103.F$F
84.F85.F42.C8.3C50.F59.C67.F113.F45.C41.F28.2C54.F22.2C29.2C29.F20.C.
C73.F102.F103.F$F39.2C43.F85.F41.2C61.F58.2C67.F113.F87.F27.C.C54.F
53.C.C28.F20.2C74.F102.F36.2C65.F$F38.C.C20.2C21.F85.F104.F80.2C45.F
113.F87.F27.C56.F55.C28.F96.F61.2C39.F37.C22.2C41.F$F38.C22.C.C20.F
85.F104.F80.C46.F44.2C67.F87.F26.2C56.F55.2C27.F96.F61.C.C38.F34.3C
23.C42.F$F37.2C24.C20.F85.F104.F78.C.C46.F43.C.C67.F87.F54.2C28.F84.F
96.F63.C38.F34.C26.3C39.F$F63.2C19.F85.F104.F78.2C47.F43.C69.F87.F54.
2C28.F84.F96.F63.2C37.F63.C39.F$F84.F85.F104.F127.F42.2C69.F87.F84.F
84.F55.2C39.F102.F103.F$F84.F85.F104.F127.F113.F87.F84.F84.F55.C40.F
102.F103.F$F84.F85.F104.F48.2C77.F113.F87.F84.F44.3C37.F50.C5.3C37.F
102.F103.F$F84.F85.F104.F47.C.C77.F69.2C42.F87.F46.3C35.F35.2C8.C38.F
49.C.C6.C37.F102.F51.3C49.F$F52.3C29.F85.F104.F47.C79.F69.2C42.F87.F
37.2C8.C36.F36.C6.3C38.F50.C45.F52.3C47.F42.2C8.C50.F$F43.2C8.C30.F
85.F104.F46.2C79.F113.F87.F38.C6.3C36.F33.3C48.F42.3C51.F43.2C8.C48.F
43.C6.3C50.F$F44.C6.3C30.F85.F104.F127.F61.3C49.F87.F35.3C46.F33.C50.
F33.2C8.C52.F44.C6.3C48.F40.3C60.F$F41.3C40.F85.F104.F127.F62.C50.F
87.F35.C48.F84.F34.C6.3C52.F41.3C58.F40.C62.F$F41.C42.F85.F104.F127.F
60.3C50.F87.F84.F84.F31.3C62.F41.C60.F103.F$F84.F85.F104.F127.F113.F
87.F84.F84.F31.C64.F102.F103.F$F84.F85.F104.F127.F113.F87.F84.F84.F
96.F102.F103.F$F84.F85.F104.F66.3C58.F113.F87.F84.F84.F96.F102.F103.F
$F84.F85.F104.F57.2C8.C59.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F
104.F58.C6.3C59.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F104.F55.3C
69.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F104.F55.C71.F113.F87.F
84.F84.F96.F102.F103.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F
103.F$F84.F85.F104.F127.F113.F87.F84.F84.F96.F102.F103.F$F84.F85.F
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$F84.F318.F201.F84.F84.F71.C24.F52.2C13.C34.F59.2C42.F$F84.F318.F201.
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$F84.F605.F84.F96.F72.2C28.F61.C13.2C26.F$F84.F605.F84.F96.F102.F61.C
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103.F$691.F84.F56.3C37.F102.F103.F$691.F84.F47.2C8.C38.F102.F103.F$
691.F84.F48.C6.3C38.F102.F103.F$691.F84.F45.3C48.F102.F103.F$691.F84.
F45.C50.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$
691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F
103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F
102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F
96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F
84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$
691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F
103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F
102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F
96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F
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691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F
103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F
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96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F
84.F96.F102.F103.F$691.F84.F58.2C36.F102.F103.F$691.F84.F58.2C36.F
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691.F84.F68.C.C25.F102.F103.F$691.F84.F68.2C26.F102.F103.F$691.F84.F
44.2C50.F102.F103.F$691.F84.F44.2C50.F102.F103.F$691.F84.F96.F102.F
103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F
102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F39.2C
43.F96.F102.F103.F$691.F39.2C43.F96.F102.F103.F$691.F84.F96.F102.F
103.F$691.F84.F61.3C32.F102.F103.F$691.F38.2C44.F52.2C8.C33.F102.F
103.F$691.F39.C44.F53.C6.3C33.F102.F103.F$691.F36.3C45.F50.3C43.F102.
F103.F$691.F36.C47.F50.C45.F102.F103.F$691.F84.F96.F102.F103.F$691.F
84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F40.2C7.3C32.F96.F102.
F103.F$691.F39.C.C8.C33.F96.F102.F103.F$691.F39.C8.3C33.F96.F102.F
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691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F
103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F
102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F
96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F
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691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F
103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F
102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F
96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F
84.F96.F102.F103.F$691.F84.F62.2C32.F102.F103.F$691.F84.F54.2C6.2C32.
F102.F103.F$691.F84.F55.C13.2C25.F102.F103.F$691.F84.F55.C.C11.C26.F
102.F103.F$691.F84.F56.2C9.C.C26.F102.F103.F$691.F84.F67.2C27.F102.F
103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F
102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F
96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F
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691.F84.F56.2C7.3C28.F102.F103.F$691.F84.F55.C.C8.C29.F102.F103.F$
691.F84.F55.C8.3C29.F102.F103.F$691.F84.F54.2C40.F102.F103.F$691.F84.
F96.F102.F103.F$691.F53.2C29.F96.F102.F103.F$691.F53.2C29.F96.F102.F
103.F$691.F84.F96.F102.F103.F$691.F30.2C52.F96.F102.F103.F$691.F29.C.
C52.F96.F102.F103.F$691.F29.C54.F96.F102.F103.F$691.F28.2C54.F96.F
102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F
96.F102.F103.F$691.F84.F96.F102.F103.F$691.F48.3C33.F96.F102.F103.F$
691.F39.2C8.C34.F96.F102.F103.F$691.F40.C6.3C34.F96.F102.F103.F$691.F
37.3C44.F96.F102.F103.F$691.F37.C46.F96.F102.F103.F$691.F84.F96.F102.
F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F
102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F
96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F
84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$
691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F
103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F
102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F
96.F102.F103.F$691.F84.F48.C47.F102.F103.F$691.F84.F48.3C45.F102.F
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691.F84.F45.C21.2C27.F102.F103.F$691.F84.F45.C.C19.C28.F102.F103.F$
691.F84.F46.2C17.C.C28.F102.F103.F$691.F84.F65.2C29.F102.F103.F$691.F
84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$
691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F
103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F
102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F
58.3C35.F102.F103.F$691.F84.F49.2C8.C36.F102.F103.F$691.F84.F50.C6.3C
36.F102.F103.F$691.F84.F47.3C46.F102.F103.F$691.F84.F47.C48.F102.F
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102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F
96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F
84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F46.2C36.F96.F102.F
103.F$691.F46.C37.F96.F102.F103.F$691.F44.C.C37.F96.F102.F103.F$691.F
44.2C38.F96.F102.F103.F$691.F30.2C52.F96.F102.F103.F$691.F30.2C52.F
96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F
84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$
691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F
103.F$691.F84.F96.F102.F103.F$691.F31.2C7.3C41.F96.F102.F103.F$691.F
30.C.C8.C42.F96.F102.F103.F$691.F30.C8.3C42.F96.F102.F103.F$691.F29.
2C53.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$
691.F84.F96.F102.F103.F$691.F84.F96.F102.F103.F$691.F84.F96.F206.F$
691.F84.F96.F206.F$691.F84.F96.F206.F$691.F84.F96.F206.F$691.F84.F96.
F206.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F
84.F56.C39.F$691.F84.F55.C.C38.F$691.F84.F56.C39.F$691.F84.F96.F$691.
F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$
691.F84.F96.F$691.F84.F96.F$691.F84.F36.2C58.F$691.F84.F35.C.C30.2C
26.F$691.F84.F35.C32.C.C25.F$691.F84.F34.2C34.C25.F$691.F84.F70.2C24.
F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F
58.3C35.F$691.F84.F49.2C8.C36.F$691.F84.F50.C6.3C36.F$691.F84.F47.3C
46.F$691.F84.F47.C48.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.
F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$
691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F
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16.C29.F96.F$691.F36.2C14.C.C29.F96.F$691.F52.2C30.F96.F$691.F84.F96.
F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F
96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.
F96.F$691.F41.2C7.3C31.F96.F$691.F40.C.C8.C32.F96.F$691.F40.C8.3C32.F
96.F$691.F39.2C43.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$
691.F84.F96.F$691.F84.F96.F$691.F84.F39.2C16.2C37.F$691.F84.F40.C16.
2C37.F$691.F84.F40.C.C53.F$691.F84.F41.2C53.F$691.F84.F96.F$691.F84.F
96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F62.2C32.F$691.F84.F62.C.C
31.F$691.F84.F64.C31.F$691.F84.F64.2C30.F$691.F84.F96.F$691.F84.F96.F
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C42.F$691.F84.F42.C8.3C42.F$691.F84.F41.2C53.F$691.F84.F96.F$691.F84.
F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F
84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.
F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$
691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F
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F$691.F50.C33.F96.F$691.F48.3C33.F96.F$691.F47.C36.F96.F$691.F47.2C
35.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.
F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$
691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F46.3C35.F96.F$691.F37.
2C8.C36.F96.F$691.F38.C6.3C36.F96.F$691.F35.3C46.F46.2C48.F$691.F35.C
48.F46.2C48.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F
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F$691.F84.F65.2C29.F$691.F84.F56.3C6.2C29.F$691.F84.F47.2C8.C38.F$
691.F84.F48.C6.3C38.F$691.F84.F45.3C48.F$691.F84.F45.C50.F$691.F84.F
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F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F
84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.F84.F96.F$691.
F84.F96.F$691.F84.F96.F$776.F96.F$776.F96.F$776.F96.F$735.2C39.F96.F$
735.2C39.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.
F96.F$739.3C34.F96.F$740.C35.F96.F$738.3C35.F96.F$776.F96.F$776.F96.F
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776.F62.C33.F$776.F60.C.C33.F$776.F60.2C34.F$776.F96.F$776.F96.F$776.
F96.F$776.F39.2C55.F$776.F40.C55.F$776.F37.3C56.F$776.F37.C58.F$776.F
96.F$776.F96.F$776.F96.F$776.F96.F$776.F56.3C37.F$776.F47.2C8.C38.F$
776.F48.C6.3C38.F$776.F45.3C48.F$776.F45.C50.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F
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F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F
96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.
F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F
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F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F
96.F$776.F96.F$776.F96.F$776.F42.2C52.F$776.F41.C.C17.2C33.F$776.F41.
C19.C.C32.F$776.F40.2C21.C32.F$776.F63.2C31.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F53.3C40.F$776.F44.2C8.C41.F$776.F45.C6.3C41.
F$776.F42.3C51.F$776.F42.C53.F$776.F96.F$776.F96.F$776.F96.F$776.F96.
F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F
96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.
F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F
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F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F
96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.
F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
776.F96.F$776.F39.2C55.F$776.F38.C.C21.2C32.F$776.F38.C23.C.C31.F$
776.F37.2C25.C31.F$776.F64.2C30.F$776.F96.F$776.F96.F$776.F96.F$776.F
96.F$776.F52.3C41.F$776.F43.2C8.C42.F$776.F44.C6.3C42.F$776.F41.3C52.
F$776.F41.C54.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F
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F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F
96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.
F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F
$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.
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48.C47.F$776.F48.3C45.F$776.F51.C44.F$776.F50.2C44.F$776.F96.F$776.F
96.F$776.F46.2C48.F$776.F46.C.C47.F$776.F47.C48.F$776.F96.F$776.F96.F
$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F56.3C37.F$776.F47.2C8.C
38.F$776.F48.C6.3C38.F$776.F45.3C48.F$776.F45.C50.F$776.F96.F$776.F
96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.
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776.F63.C32.F$776.F61.C.C32.F$776.F61.2C33.F$776.F96.F$776.F96.F$776.
F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F48.3C45.F$776.F39.2C8.C
46.F$776.F40.C6.3C46.F$776.F37.3C56.F$776.F37.C58.F$776.F96.F$776.F
96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.
F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
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96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.
F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
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96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.
F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F
$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.
F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F
96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.
F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F
$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.
F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F
96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.
F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$776.F96.F$
776.F96.F$776.F96.F$776.F96.F$873.F$873.F$873.F$873.F$873.F$873.F$
873.F$873.F$873.F$873.F!

Wow! I especially like the H-5G+block+boat. Is there any way to clean it up?
x₁=ηx
V ⃰_η=c²√(Λη)
K=(Λu²)/2
Pₐ=1−1/(∫^∞_t₀(p(t)ˡ⁽ᵗ⁾)dt)

$$x_1=\eta x$$
$$V^*_\eta=c^2\sqrt{\Lambda\eta}$$
$$K=\frac{\Lambda u^2}2$$
$$P_a=1-\frac1{\int^\infty_{t_0}p(t)^{l(t)}dt}$$

http://conwaylife.com/wiki/A_for_all

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Re: Still-life 'factories'

Postby M. I. Wright » September 13th, 2015, 6:10 pm

Hey, that's awesome, simsim. Thanks!

Are there either (a) good edgy HF factories (the second one in your list works, but there isn't enough clearance for what I want to do with the HF), or (b) input conduits for Kazyan's?
x = 10, y = 11, rule = B3/S23
3bo$b3o$o$2o$8b2o$8bo$6bobo$o5b2o$obo$3o$2bo!


Edit: oops - conduit 1 works just fine, as it turns out.
Last edited by M. I. Wright on September 28th, 2015, 7:37 pm, edited 1 time in total.
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God save humanity.

hgkhjfgh

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Re: Still-life 'factories'

Postby simsim314 » September 14th, 2015, 6:45 am

M. I. Wright wrote:Are there...good edgy HF factories


I'm certain there are many very nice HF factories, but you will need to use some catalyst search utility to seek for them. I've just posted the most basic depth = 1 factories.

Here is an interesting block factory:

x = 30, y = 16, rule = LifeHistory
3$2.2C$3.C9.2C$3.C.C7.2C$4.2C13.3C$8.2C10.C$7.C.C8.3C$7.2C!
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Re: Still-life 'factories'

Postby Scorbie » October 29th, 2015, 12:56 pm

Not sure if this would ever going to be useful...
x = 44, y = 18, rule = B3/S23
12b2o$12b2o5$bo15bobobobobobobobobobo5bo$obo36bo3bo$bo15bobobobobobobo
bobobo2bo$38bo4bo$17bobo3bo3bo3bo3bo2b5o2$2b2o16bobobobobobobobobo$3bo
$3o14b2o$o16b2o$10b2o$10b2o!
Best wishes to you, Scorbie
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Re: Still-life 'factories'

Postby A for awesome » October 29th, 2015, 6:55 pm

Scorbie wrote:Not sure if this would ever going to be useful...
x = 44, y = 18, rule = B3/S23
12b2o$12b2o5$bo15bobobobobobobobobobo5bo$obo36bo3bo$bo15bobobobobobobo
bobobo2bo$38bo4bo$17bobo3bo3bo3bo3bo2b5o2$2b2o16bobobobobobobobobo$3bo
$3o14b2o$o16b2o$10b2o$10b2o!

Longboat factories can be quite useful, due to this reaction:
x = 19, y = 4, rule = B3/S23
4bo9bo$4bo9bo2bo$3bo9bo2bobo$3o7b3o4bo!

Unfortunately does not work with your factory.
x₁=ηx
V ⃰_η=c²√(Λη)
K=(Λu²)/2
Pₐ=1−1/(∫^∞_t₀(p(t)ˡ⁽ᵗ⁾)dt)

$$x_1=\eta x$$
$$V^*_\eta=c^2\sqrt{\Lambda\eta}$$
$$K=\frac{\Lambda u^2}2$$
$$P_a=1-\frac1{\int^\infty_{t_0}p(t)^{l(t)}dt}$$

http://conwaylife.com/wiki/A_for_all

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Re: Still-life 'factories'

Postby Kazyan » November 4th, 2015, 5:49 am

Spartan glider-activated factory that makes a loaf and an inconvenient block:

x = 25, y = 20, rule = LifeHistory
.BC$CBCB$.2C2B$2.4B$3.4B6.2A$4.4B4.B2AB$5.4B3.4B$6.4B3.2B$7.3BD5B$8.B
DBD4B$8.D2BD2B2DB$8.B2D3B2D3B$9.10B$10.10B.2A$9.3B2A6B.A.A$10.2B2A6B
3.A$9.A4B2.2BA2B2.2A$8.ABAB5.A.A$7.A.A8.A$7.2A!


Yes, that's a catalytic longboat.
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Re: Still-life 'factories'

Postby Scorbie » November 4th, 2015, 7:46 am

Kazyan wrote:Yes, that's a catalytic longboat.
Whoa, pretty cool! Did you add other spartan objects?
Best wishes to you, Scorbie
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Re: Still-life 'factories'

Postby Kazyan » November 4th, 2015, 4:50 pm

Scorbie wrote:Whoa, pretty cool! Did you add other spartan objects?


I've explored the block flare reaction, but there's still some reachable search space left. The catalytic longboat produces the second-most interesting perturbation after this one:

x = 35, y = 32, rule = B3/S23
2bo$o$4bo$2bo$6bo$4bo$8bo$6bo$10bo$8bo$12bo$10bo$14bo$12bo$16bo$14bo$
18bo$16bobo$17b2o4$28bo4b2o$27bobo3b2o$22b2o3bobo$22b2o4bo3$31b2o$31bo
$32b3o$34bo!


I actually found the catalytic longboat a while back, then just recently found the tub+eater extension that restores the block for exactly one tick (via Bellman, surprisingly). That last block, at the top, preserves the restoration.
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Re: Still-life 'factories'

Postby danieldb » November 4th, 2015, 4:59 pm

what does edgy mean
moved to drc
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Re: Still-life 'factories'

Postby Extrementhusiast » November 4th, 2015, 8:18 pm

danieldb wrote:what does edgy mean

In this case, it means that the object emerges near the edge of the reaction envelope that produces it.
I Like My Heisenburps! (and others)
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Re: Still-life 'factories'

Postby A for awesome » November 5th, 2015, 7:46 pm

A R-to-beehive that I'm only posting because I find the 25-gen-long catalysis (manually found) interesting:
x = 25, y = 17, rule = LifeHistory
20.A$18.3A$17.A$9.2DB5.2A$8.D2BDB.5B$7.2B2D6B$.2A4.11B$.A.A3.13B$3.A
3.13B$3.3A13B$.2A2.BA11B.B$A2.4A11B.2B$2A.A.3B2.11B.2B$3.A.2A4.5BC6B
2A$3.A.A5.4B3C5B2A$2.2A.A.A5.2BC5B.2B$6.2A6.6B!
x₁=ηx
V ⃰_η=c²√(Λη)
K=(Λu²)/2
Pₐ=1−1/(∫^∞_t₀(p(t)ˡ⁽ᵗ⁾)dt)

$$x_1=\eta x$$
$$V^*_\eta=c^2\sqrt{\Lambda\eta}$$
$$K=\frac{\Lambda u^2}2$$
$$P_a=1-\frac1{\int^\infty_{t_0}p(t)^{l(t)}dt}$$

http://conwaylife.com/wiki/A_for_all

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Re: Still-life 'factories'

Postby Kazyan » November 18th, 2015, 4:03 pm

Would anyone like to take a crack at completing this? I can't seem to perturb the top so that the fishhook on the right survives without canceling the beehive's restoration.

x = 30, y = 23, rule = B3/S23
12bo$11bobo$bo9b2o$2bo25b2o$3o25bo$26bobo$26b2o3$24b2o$24b2o$15b2o$14b
o2bo$15b2o2$22b2o$22bobob2o$23b2obo2bo$26bob2o$20b2o4bo$21bo3b2o$18b3o
$18bo!
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Re: Still-life 'factories'

Postby A for awesome » November 18th, 2015, 8:03 pm

Kazyan wrote:Would anyone like to take a crack at completing this? I can't seem to perturb the top so that the fishhook on the right survives without canceling the beehive's restoration.

rle

Not without invoking a weird catalyst that only works in HighLife:
x = 25, y = 36, rule = MixedMediumLife
16.B$15.B.B$16.B2$14.5B$14.B4.B$17.B2.B$17.2B.B2.B$14.B5.B.B.B$13.B.B
4.B2.B$14.B.B2.2B$15.B2$2.A$.A.A$.2A$18.2A$18.A$16.A.A$16.2A3$14.2A$
14.2A$5.2A$.A2.A2.A$2.A2.2A$3A$12.2A$12.A.A.2A$13.2A.A2.A$16.A.2A$10.
2A4.A$11.A3.2A$8.3A$8.A!

Even then, it's only a glider eater.
x₁=ηx
V ⃰_η=c²√(Λη)
K=(Λu²)/2
Pₐ=1−1/(∫^∞_t₀(p(t)ˡ⁽ᵗ⁾)dt)

$$x_1=\eta x$$
$$V^*_\eta=c^2\sqrt{\Lambda\eta}$$
$$K=\frac{\Lambda u^2}2$$
$$P_a=1-\frac1{\int^\infty_{t_0}p(t)^{l(t)}dt}$$

http://conwaylife.com/wiki/A_for_all

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Re: Still-life 'factories'

Postby A for awesome » November 22nd, 2015, 3:27 pm

A very edgy R-to-boat:
x = 20, y = 15, rule = LifeHistory
6.2C$5.C.C$.2C2.C8.BD$.C.C.2C6.BDBD$3.C.4B.2B.2B2D$3.4C9B$.2C2.BC8B$C
2.3C9B$2C.C2.9B$3.C3.6B.2B$3.2C2.9B.2B$7.4BC6B2C$7.3B3C5B2C$8.2BC5B.
2B$9.6B!

If another R is sent through the same conduit, it is reset. I have no idea if this is useful, but the boat can be transformed into a number of different objects, including G, P, W, HF, and E.

Edit: Reduced catalysts.
x₁=ηx
V ⃰_η=c²√(Λη)
K=(Λu²)/2
Pₐ=1−1/(∫^∞_t₀(p(t)ˡ⁽ᵗ⁾)dt)

$$x_1=\eta x$$
$$V^*_\eta=c^2\sqrt{\Lambda\eta}$$
$$K=\frac{\Lambda u^2}2$$
$$P_a=1-\frac1{\int^\infty_{t_0}p(t)^{l(t)}dt}$$

http://conwaylife.com/wiki/A_for_all

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Re: Still-life 'factories'

Postby Scorbie » December 1st, 2015, 9:23 pm

Not-too-useful-looking quarterspartan G-to-blinker:
x = 27, y = 20, rule = B3/S23
11b2o6b2o$11b2o6bo$17bobo$17b2o$9b2o$3b2o3bo2bo$3bo4bobo$2obo5bo4b2o$o
2bob2o7bobo$2b2obo8bo$5bo12bo$5b2o9bo$20bo$18bo$22bo$20bo$24bo$22bo$
26bo$24bo!
Best wishes to you, Scorbie
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