Make a Spaceship With an Adjustable Slope

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dvgrn
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Re: Make a Spaceship With an Adjustable Slope

Post by dvgrn » April 15th, 2022, 9:48 am

Goldtiger997 wrote:
April 15th, 2022, 6:19 am
I made a script which builds a Speed Orthogonoid (predecessor) for any given any sub-c/2 orthogonal speed.
Awesome! It seems to be working fine -- I checked HashLife-friendly 5c/11 and confirmed that it was a functional 83886080c/184549376 = 2^24*(5c/11) spaceship.

For spaceships traveling exactly c/2 there was a copy-paste error, which I've taken the liberty of fixing:

Code: Select all

elif target == Fraction(1,4):
It looks like Caterloopillars are easily the winners in bounding box size and population up to c/4, but now we've got the rest of the range up to c/2 covered.

Ordinarily at this point I'd find it hard to resist starting work on an omniship design based on this technology. But there's an APGsembly compiler project on my to-do list that shouldn't wait any longer... so I'll cross my fingers and hope that someone else works out the details for dealing with two separately adjustable travel times in two different directions, before I have to try to think about it.

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Goldtiger997
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Re: Make an Omniship

Post by Goldtiger997 » May 29th, 2022, 3:01 am

dvgrn wrote:
April 2nd, 2022, 10:40 am
Seems like the Omniship design is going to be somewhat trickier, with two different recipes swapping places for the "northward" and "westward" travel stages -- one recipe is used-and-transmitted, and the other is just transmitted, and then their roles reverse in the next stage. Or is there a way to cleverly re-use the same recipe in both cases, and have the lengths of those travel stages be dictated by the positions of just a few key trigger gliders?
I think I have a way of re-using the same recipe for both travel directions. The idea is that we have two trigger MWSSs (marked in yellow) which each determine one of the lengths of travel, and a toggle MWSS (marked in white) which toggles which of the trigger MWSSs triggers the fuse lighting. Something like this:

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x = 712, y = 486, rule = LifeHistory
619.D2.D7.D6.D7.2D$619.D10.D6.D6.D$619.D2.D2.2D.D.D.2D2.4D3.4D.D3.D2.
4D2.3D$619.D2.D.D2.2D.2D2.D2.D6.D3.D3.D.D5.D3.D$619.D2.D.D3.D.D3.D2.D
6.D3.D3.D2.3D2.5D$619.D2.D.D2.2D.D3.D2.D6.D3.D2.2D5.D.D$620.D.D2.2D.D
.D3.D3.2D4.D4.2D.D.4D3.3D$628.D$625.3D6$636.2D14.D$635.D16.D$634.4D2.
3D3.4D.4D$630.3D2.D3.D3.D.D6.D$635.D3.D3.D2.3D3.D$635.D3.D2.2D5.D2.D$
635.D4.2D.D.4D4.2D4$703.2A4.2A$703.2A4.2A5$710.2A$710.2A6$689.A$688.A
.A$689.2A7$684.2A$683.A2.A$684.A.A$685.A51$158.2A$158.2A4.2A458.2A$
164.2A457.A2.A$623.A2.A$624.2A2$38.A$37.A.A124.2A$38.2A124.2A8$21.2A$
20.A.A$21.A3$150.2A$150.A.A$151.A2$141.2A$18.A121.A2.A$17.A.A121.A.A
529.2A4.2A$18.2A122.A530.2A4.2A3$61.2A$61.2A602.2A$665.2A5.2A$672.2A
2$.2A663.2A$A.A58.2A603.2A$.A53.2A4.2A536.2A$55.2A541.A.A$598.2A4$52.
2A547.A$52.2A2.2A542.A.A$56.2A542.A.A$601.A51.2A4.2A$653.2A4.2A2$703.
2A$41.2A660.A.A$41.2A602.2A57.A$645.2A5.2A$652.2A2$646.2A$41.2A603.2A
$35.2A4.2A536.2A$35.2A541.A.A$578.2A4$32.2A547.A$32.2A2.2A542.A.A$36.
2A542.A.A$581.A112.2A$693.A.A$694.A$683.2A$683.A.A$684.A13$86.2A$85.A
2.A$85.A2.A102.D2.D7.D6.D7.2D455.2A$86.2A103.D10.D6.D6.D456.A.A$191.D
2.D2.2D.D.D.2D2.4D3.4D.D3.D2.4D2.3D438.A$191.D2.D.D2.2D.2D2.D2.D6.D3.
D3.D.D5.D3.D$191.D2.D.D3.D.D3.D2.D6.D3.D3.D2.3D2.5D$191.D2.D.D2.2D.D
3.D2.D6.D3.D2.2D5.D.D$192.D.D2.2D.D.D3.D3.2D4.D4.2D.D.4D3.3D$200.D$
197.3D3$210.D$210.D$205.4D.D3.3D2.D3.D$200.3D.D5.D2.D3.D.D.D.D$205.3D
2.D2.D3.D.D.D.D$208.D.D2.D3.D.D.D.D$204.4D3.D2.3D3.D.D5$43.2A$42.A2.A
$43.2A5.2A$49.A.A$49.2A6$82.3C$81.C2.C$84.C$80.C3.C$84.C$81.C.C5$23.
2A$22.A2.A$23.2A5.2A$29.A.A$29.2A57$55.3E$55.E2.E$55.E$55.E3.E$55.E$
56.E.E185$35.3E$35.E2.E$35.E$35.E3.E$35.E$36.E.E!
For the overall design, I think something like this could work. However, the Snark loop should be much bigger, and should be built like in the SSOL.

Code: Select all

x = 332, y = 309, rule = LifeHistory
268.2A$267.B2A2B3.2A$268.4B2.B2AB$242.A21.B.6B3.2B$240.3A19.10B2.2B$
222.2B15.A22.11B2A2B$221.4B14.2A20.12B2A3B.B$221.4B15.B20.18B2A$217.B
2.6B14.3B19.15B.B2A$216.2AB.2B2A2B13.6B16.15B3.B$216.2A3BA2BA3B10.10B
11.17B$217.2B.2B2A7B3.2B2.11B3.2B2.19B$220.22B2A31B$221.21B2A22B.7B$
221.45B2.6B$221.45B2.7B$220.45B4.6B$218.B.13B2.B4.13B.4B10.6B$217.2AB
.12B7.7B.B5.3B12.5B$217.2A14B19.4B13.6B$218.2B.11B20.2A15.6B$221.11B
21.A15.7B$221.10B19.3A16.7B$217.2A2.6B23.A17.8B$216.A.A9B40.8B$166.A
49.A3.9B38.8B$166.3A46.2A3.9B39.2B2A3B$169.A50.9B39.2B2A5B$154.2A3.2A
7.2A18.A31.9B35.13B$153.B2AB.B2AB6.4B14.3A30.11B32.16B$154.2B2.3B3.B
5.3B12.A33.11B32.17B$155.3B.3B.4B3.4B11.2A32.12B31.16B$147.2A5.7B.13B
11.B26.B4.14B30.15B$148.A5.23B9.3B23.3B3.10B.4B30.13B$148.A.AB.19B.8B
4.6B16.2B.6B2.16B30.11B$149.2AB.29B2.10B10.5B.7B.17B27.13B$151.44B3.
2B2.29B.4B25.14B55.2A$151.37B2A15BD25B2.4B24.16B.B.B.B.B.B.B.B.B.B.B.
B.B.B.B.B.B.B.B.B.B13.2A$151.37B2A15BDBD23B3.4B23.57B$152.53B3DB2A21B
3.4B22.57B$154.53BDB2A21B4.4B22.56B$152.81B4.4B19.58B$152.2A3.25B4.
13B7.26B6.4B17.2A57B$153.A3.20B4.B4.7B.B13.B2.20B8.4B16.ABA16B.B.B.B.
B.B.B.B.B.B.B.B.B.B.B.B.B.B.B.B.B$150.3A6.15B7.2A27.20B.B.B6.4B15.BA
9B2A4B$150.A8.11B12.A26.24B2A6.4B14.6B.3BA2BA2B$158.13B8.3A27.24B2A7.
4B14.3B3.4B2A2B$157.15B7.A27.2AB2.5B2.12B.2B9.4B20.6B$157.16B33.A.AB
2.4B3.13B12.4B$157.17B32.A14.11B.B11.4B$157.16B32.2A14.12B2A11.4B10.A
6.6B$159.13B49.10B.B2A12.4B7.3A5.9B$159.3B.2B2A5B47.2AB.6B4.B14.4B5.A
7.4B4.2A$157.4B2.2B2A3B48.A.AB.4B22.4B4.2A5.4B5.A$157.2A3.8B48.A5.5B
21.9B4.4B7.3A$158.A4.8B46.2A8.2A22.6B5.4B10.A$155.3A5.8B56.A23.8B2.4B
$155.A8.7B57.3A18.15B$164.7B59.A18.14B$156.A7.6B79.13B$155.A.A6.6B77.
2AB.10B$155.A.A6.5B77.A.AB3.B2A3B$153.3A.2A4.6B77.A6.B2A3B$152.A4.B6.
6B75.2A6.4B$153.3AB2AB3.7B84.3B$155.A.2AB.8B86.2B.BA$159.10B85.B2ABA.
A$159.6B2A3B83.BABABA.A$159.6B2A2B5.2A75.A2.A.A.A.A.2A$159.10B5.A76.
4A.2A2.A2.A$158.11B2.BA.A80.A4.2A$158.12B.B2A79.A.A$157.15B81.2A$156.
16B$153.2B.16B$152.2A18B$152.2AB.17B$153.B.4B.8B2.4B$160.7B4.4B$161.
6B5.4B$163.4B6.4B$165.3BA5.4B$166.BA.A5.4B$167.A.A6.4B$168.A8.4B$169.
3A6.4B102.B$171.A7.4B100.2B$180.4B98.3B$181.4B96.4B$182.4B94.4B$183.
4B92.4B$184.4B90.4B$185.4B88.4B$186.4B86.4B$187.4B84.4B$188.4B82.4B$
189.4B80.4B$190.4B78.4B$191.4B76.4B$192.4B74.4B$193.4B72.4B$194.4B70.
4B$195.4B68.4B$196.4B66.4B$197.4B64.4B$198.4B62.4B$199.4B60.4B$200.4B
58.4B$201.4B56.4B$202.4B54.4B$203.4B52.4B$204.4B50.4B$205.4B48.4B$
206.4B46.4B$207.4B44.4B$208.4B42.4B$209.4B40.4B$210.4B38.4B$211.4B36.
4B$212.4B34.4B$213.4B32.4B$214.4B30.4B$215.4B28.4B$216.4B26.4B$217.4B
24.4B$218.4B22.4B$219.4B20.4B$220.4B18.4B$221.4B16.4B$222.4B14.4B$
223.4B12.4B$224.4B10.4B$225.4B8.4B$226.4B6.4B2D$227.4B4.4B.D$228.4B2.
4B4.D$222.2D5.8B.5D$223.D5.7B.D$223.D.DB.7B2.B3D$224.2DB.7B3.2B.D$
226.12B4D$226.7B2D3BDB2.2D$226.7B2D2B.B3D2.D$226.10B3.B.D.2D$225.8B8.
D$224.9B7.2D$223.4B2.3B$222.4B3.5B$221.4B7.2D$220.4B8.D$219.4B10.3D$
218.4B13.D$217.4B$216.4B$215.4B$214.4B$213.4B$212.4B$211.4B$210.4B$
209.4B$77.2A129.4B$76.A.A128.4B$70.2A4.A129.4B$68.A2.A2.2A.4A124.4B$
68.2A.A.A.A.A2.A123.4B$71.A.ABABAB124.4B$71.A.AB2AB124.4B$72.AB.2B
124.4B$75.3B122.4B$75.4B6.2A112.4B$73.3B2AB6.A112.4B$73.3B2AB3.BA.A
111.4B$71.10B.B2A111.4B$70.13B112.4B$69.14B111.4B$68.15B110.4B$67.4B
2.8B111.4B$66.4B5.6B110.4B$65.4B4.9B108.4B$65.3B5.2A4.4B106.4B$65.2B
7.A5.4B104.4B$65.B5.3A7.4B102.4B$71.A10.4B100.4B$83.4B98.4B$184.4B$
183.4B$182.4B$181.4B$180.4B$179.4B$178.4B$177.4B$176.4B$175.4B$174.4B
$173.4B$172.4B$171.4B$170.4B$169.4B$168.4B$167.4B$166.4B$165.4B$164.
4B$163.4B$162.4B$161.4B$160.4B$159.4B$158.4B$157.4B$156.4B$155.4B$
154.4B$153.4B$152.4B$151.4B$151.3B$151.2B16.A11.2A$9.A13.B127.B16.A.A
10.2A$9.3A10.2B111.2A31.A.A$12.A8.3B112.A25.2A2.3A.2A$11.2A7.4B112.A.
A23.A2.A$11.5B3.4B114.2A21.A.A3.3A.2A$13.3B2.4B138.2A6.A.2A$3.2A7.9B$
3.A8.8B$2A.A.B3.10B$A2.3AB.2B2A7B$.2A2.BA3B2A7B$3.4A12B$3.A.2B3.7B.B
2A137.2A13.2A$4.3AB2.7B.BA.A136.2A13.2A$7.A4.4B5.A166.2A$2.5A5.4B5.2A
164.A2.A$2.A10.4B171.2A.A$4.A9.4B173.A$3.2A10.4B172.2A$16.4B156.2A$
17.4B156.A$18.4B127.2A23.3A$149.A24.A$150.3A$143.2A7.A$143.A$144.3A$
146.A7$190.2A15.2A$187.A3.A15.A$186.A.A2.A.A11.A.A$186.A.A3.2A11.2A$
184.3A.2A9.A$183.A14.A.A$184.3A.2A8.A.A$186.A.2A9.A3$187.2A$186.A.A$
183.A2.A$182.A.A.2A13.2A$182.2A2.A14.A$186.A.A13.3A$187.2A15.A14$61.
4B$62.4B10.A$63.4B7.3A5.B$64.4B5.A7.2B$65.4B4.2A5.3B$66.9B4.4B$67.6B
5.4B$67.8B2.4B$65.15B$65.14B$65.13B116.3A$63.2AB.10B116.A2.A$62.A.AB
3.B2A3B121.A$62.A6.B2A3B117.A3.A$61.2A6.4B123.A$70.3B120.A.A$71.2B.BA
$70.B2ABA.A$69.BABABA.A$67.A2.A.A.A.A.2A$67.4A.2A2.A2.A$71.A4.2A$69.A
.A$69.2A!
I didn't indicate this in the first pattern, but the trigger MWSSs and the toggle MWSS would need to travel around the Snark loop before heading east.

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Goldtiger997
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Re: Make an Omniship

Post by Goldtiger997 » June 13th, 2022, 7:36 am

I've thought a bit more about the omniship design I mentioned in my previous post. In addition to the toggle MWSS and the two trigger MWSSs, I think we need a fourth non-single-channel MWSS (call it the ringmaster MWSS) for the purpose of opening the second output of the Scorbie Splitter once the Snark loop has been built. Just like the other three independent MWSSs, the ringmaster MWSS needs to travel around the Snark loop, so it seems like there's going to be lots of one-time turners located around the Snarks. Hopefully, it'll be possible to place them close enough together so that they (and the Snark) can be constructed with 0-degree gliders.

Unrelatedly, I'm having some concerns about the "omni-ness" of the design. In particular, I think that it will not be possible to adjust it to create arbitrarily slow spaceships. There are two ways of making the spaceship slower: Making the Snark loop larger, and decreasing how far away the trigger MWSSs are placed. The trigger MWSSs can only be moved closer by a finite amount, whereas the Snark loop can be made as large as we like, so for slow spaceships, most of the slowness will be due to the Snark loop being very large. Making the Snark loop larger involves lengthening the single-channel recipe, because pieces of the recipe need to be pulled further part to increase the delay before the crabstretcher fuses are lit. If the recipe is lengthened sufficiently far, it will end behind (one of) the trigger MWSSs, which is a problem because the trigger MWSSs rely on the one-time circuitry which is built by the single-channel stream. Therefore, the trigger MWSSs need to be moved further back, which has the effect of increasing the spaceship's speed. So while the increased Snark loop size decreases the speed, that is cancelled out to some degree by the need to move the trigger MWSSs back. Furthermore, if the spaceship is sufficiently slow (slower than c/12 if my calculations are correct), the acceleration due to the adjustment of the trigger MWSSs will be more significant than the deacceleration due to Snark loop's increased size. So I think that after a point, it will be impossible to adjust the spaceship to be any slower.

Can anyone think of a way around this problem? Alternatively, is there a problem with my analysis? Maybe we should go ahead with the aforementioned design anyway, and use a separate design to solve the oblique velocities that are slower than c/12 (blinker fuses are overkill for spaceships that slow anyway). Still, it would be cool to not require two designs, so that we could solve all the remaining velocities (excluding the maximally fast oblique ones) in one fell swoop.

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dvgrn
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Re: Make an Omniship

Post by dvgrn » June 14th, 2022, 5:50 pm

Goldtiger997 wrote:
June 13th, 2022, 7:36 am
Can anyone think of a way around this problem? Alternatively, is there a problem with my analysis? ... it would be cool to not require two designs, so that we could solve all the remaining velocities (excluding the maximally fast oblique ones) in one fell swoop.
I haven't done nearly enough math yet to either prove or disprove your c/12 claim, and may not have enough time and/or brain cells available to sort out a reliable answer any time soon. A working model can be a very useful substitute for deep thinking sometimes -- you just adjust each of the available variables by one step, and see how much the speed changes. So I'd vote for Just Building Something, I guess!

In the realm of other possible designs, I've just briefly been thinking about a modified Geminoid that passes a recipe for itself back and forth between two identical copies. Those are always easy to adjust to arbitrary slow-osity just by moving the two halves farther apart. Might there be a way to make an adjustable-angle oblique Geminoid, where the adjustability happens just by changing the position of a couple of target blocks in each half that mark where the next construction stages will begin?

I guess that will only work for fairly slow Geminoids, since there will have to be some communication back to the parent Geminoid, saying basically "Found the target block -- this is how far away it is, so push the next target block exactly this same distance away for the next cycle". Unless there's some clever trick for sending two spaceships at different speeds, or burning two fuses at different speeds, to effectively measure the distance to a faraway block and then precisely duplicate that distance without sending any information backward. (?)

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Re: Make an Omniship

Post by AlbertArmStain » June 17th, 2022, 6:17 pm

dvgrn wrote:
June 14th, 2022, 5:50 pm
. . . There will have to be some communication back to the parent Geminoid, saying basically "Found the target block -- this is how far away it is, so push the next target block exactly this same distance away for the next cycle". Unless there's some clever trick for sending two spaceships at different speeds, or burning two fuses at different speeds, to effectively measure the distance to a faraway block and then precisely duplicate that distance without sending any information backward. (?)
This is exactly what I was talking about here. The problem is that it’s almost impossible to measure the distance without backwards information.

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Re: Make a Spaceship With an Adjustable Slope

Post by AlbertArmStain » July 4th, 2022, 9:24 am

Double posting because that post is old and Iv'e found a solution.

Adjustable spaceship speeds can be decreased by simply moving the two halves away from each other correctly. Meaning that we don't have to use a weird built-in distance measuring system.
It states it on the Adjustable_spaceship life wiki page.

There's also this design:

Code: Select all

x = 568, y = 377, rule = LifeHistory
266.2A$265.A.A$259.2A4.A$257.A2.A2.2A.4A$257.2A.A.A.A.A2.A$260.A.ABAB
AB$260.A.AB2AB$261.AB.2B$264.3B$264.4B6.2A$262.3B2AB6.A$262.3B2AB3.BA
.A$260.10B.B2A$164.2A93.13B$164.A.A91.14B$166.A4.2A84.15B$162.4A.2A2.
A2.A81.4B2.8B$162.A2.A.A.A.A.2A80.4B5.6B$164.BABABA.A82.4B4.9B$98.B66.
B2ABA.A81.4B5.2A4.4B$97.3B66.2B.BA81.4B7.A5.4B$97.4B64.3B83.4B5.3A7.4B
$98.4B54.2A6.4B82.4B6.A10.4B$99.4B7.A46.A6.B2A3B79.4B19.4B$100.4B6.3A
44.A.AB3.B2A3B78.4B21.4B$101.4B8.A44.2AB.10B75.4B23.4B$102.4B6.A.A45.
13B73.4B25.4B$103.4B5.A.AB44.14B71.4B27.4B$104.4B5.A3B43.15B69.4B29.4B
$105.4B6.4B43.8B2.4B67.4B31.4B$106.4B5.6B41.6B5.4B21.A43.4B33.4B$107.
4B4.7B39.9B4.4B18.3A42.4B35.4B$108.4B2.8B.4B.B31.4B4.2A5.4B16.A44.4B37.
4B$109.17B.B2A29.4B5.A7.4B15.2A7.A34.4B39.4B$110.18B2A28.4B7.3A5.4B12.
4B5.3A33.4B41.4B$110.16B.2B28.4B10.A6.4B9.4B6.A24.A10.4B43.4B$110.16B
30.4B19.4B7.8B3.2A23.3A7.4B45.4B$110.15B30.4B21.4B6.9B.3B4.B21.A5.4B47.
4B$108.2AB.12B30.4B23.4B2.14B5.3B19.2A4.4B49.4B$107.A.AB2.11B29.4B25.
20B3.6B17.9B6.2A43.4B$107.A5.10B29.4B27.19B2.7B2.4B13.6B7.A45.4B$106.
2A5.2B2A6B28.4B29.35B2.2B2.B3.6B5.2A.A46.4B$112.3B2A6B27.4B31.50B4.A2.
A48.4B$113.10B26.4B33.50B3.B2A50.4B$113.8B.B2A.A21.4B33.25B2A13B2A14B
52.4B$112.7B3.B2AB3A18.4B33.26B2A13B2A13B54.4B$112.6B6.B4.A16.4B33.4B
.51B56.4B$113.6B4.2A.3A16.4B33.4B3.26B5.B.17B57.4B$113.5B6.A.A17.4B33.
4B6.19B2.B10.15B59.4B$112.6B6.A.A16.4B33.4B8.19B12.15B60.4B$112.6B7.A
16.4B33.4B8.21B12.13B62.4B$111.7B23.4B33.4B9.11B2.8B10.13B65.4B$111.7B
8.A13.4B33.4B10.11B2.5B2.B2A6.A.2A4.8B65.4B$111.8B5.3A12.4B33.4B9.2AB
.9B3.4B2.BA.A3.3AB2A6.6B66.4B$111.8B4.A14.4B33.4B9.A.AB.8B13.A2.A4.B8.
5B67.4B$112.8B3.2A12.4B33.4B10.A4.9B12.2A2.3A.2A9.B.B68.4B$112.3B2A2B
2.4B11.4B33.4B10.2A5.9B17.A.A9.3B70.4B$110.5B2A2B.3B12.4B33.4B19.3B2.
4B16.A.A9.B2AB70.4B$110.13B11.4B33.4B21.B4.4B16.A11.2A72.4B$109.16B8.
4B33.4B28.4B102.4B20.3B$108.17B7.4B33.4B30.4B102.4B18.4B$109.16B6.4B33.
4B32.4B102.4B16.4B$110.15B5.4B33.4B34.4B102.4B14.4B$104.2A5.13B5.4B33.
4B36.4B102.4B12.4B$105.A6.10B6.4B33.4B38.4B13.A88.4B10.4B$105.A.AB3.10B
5.4B33.4B40.4B10.3A89.4B8.4B$106.2AB.15B.4B33.4B42.4B8.A93.4B6.4B$108.
21B33.4B44.4B7.2A93.4B4.4B$109.19B33.4B46.4B3.5B94.4B2.4B$101.2A5.20B
32.4B48.4B2.3B97.8B$102.A4.22B14.A15.4B50.9B7.2A88.6B$102.A.AB.23B12.
A.A13.4B52.8B8.A89.4B$103.2AB.22B12.2BAB12.4B54.10B3.B.A.2A85.6B$105.
23B14.2B12.4B55.7B2A2B.B3A2.A84.8B$105.22B16.3B.B7.4B56.7B2A3BAB2.2A84.
4B2.4B$106.18B13.2A3.9B3.4B57.12B4A85.4B4.4B$106.14B.5B10.B2AB.11B.4B
5.2A49.2AB.7B3.2B.A84.4B6.4B$107.12B5.2A3.2A6.3B.15B6.A49.A.AB.7B2.B3A
84.4B8.4B$109.10B5.A5.A5.3B2.16B2.BA.A49.A5.4B4.A86.4B10.4B$109.7B.B7.
3A2.A.AB.5B.15B.B.B2A49.2A5.4B5.5A80.4B12.4B$109.8B10.A3.2AB.2B2A21B57.
4B10.A79.4B14.4B$110.3B.4B15.4B2A22B47.A7.4B9.A80.4B16.4B$115.4B14.28B
45.3A6.4B10.2A78.4B18.4B$116.4B13.29B9.2A32.A8.4B90.4B20.4B$117.4B14.
29B7.A32.A.A6.4B90.4B22.4B$118.4B11.31B4.BA.A31.BA.A5.4B90.4B24.4B$119.
4B8.A.2A32B.B2A31.3BA5.4B90.4B26.4B$120.4B5.3AB2AB6.27B31.4B6.4B90.4B
28.4B$121.4B3.A4.B7.10B2A16B29.6B5.4B90.4B30.4B$122.4B3.3A.2A5.4B.6B2A
14B30.7B4.4B90.4B32.4B$123.4B4.A.A5.4B3.22B22.B.4B.8B2.4B90.4B4.2B11.
A16.4B$124.4B3.A.A4.4B5.17B.4B20.2AB.17B90.4B3.4B.B7.3A17.4B$112.A6.2A
4.4B3.A4.4B8.14B3.4B19.2A18B90.4B4.7B5.A21.4B$112.3A3.B2AB4.4B6.4B10.
12B5.4B19.2B.16B89.4B4.8B5.2A21.4B$90.A24.A2.4B5.4B4.4B12.12B5.4B21.16B
88.4B4.10B.5B22.4B$80.B7.3A23.2A3.2B7.4B2.4B15.11B5.4B21.15B87.4B5.14B
25.4B$79.3B5.A21.B4.3B.4B7.8B17.11B5.4B21.12B.B2A84.4B6.17B23.4B$79.4B
4.2A19.3B5.7B7.6B20.10B5.4B20.11B2.BA.A82.4B6.19B23.4B$72.2A6.9B17.6B
3.11B5.4B22.B.B3.4B5.4B20.10B5.A81.4B3.2B.21B23.4B$73.A7.6B13.4B2.7B2.
12B3.6B22.3B3.4B5.4B19.6B2A2B5.2A79.4B3.2A24B23.4B$73.A.2A5.6B3.B2.2B
2.39B20.B2AB4.4B5.4B18.6B2A3B84.4B4.2A23B25.4B$74.A2.A4.50B2.4B20.2A6.
4B5.4B17.10B84.4B6.2B.20B27.4B$75.2AB3.50B4.4B28.4B5.4B12.A.2AB.8B83.
4B11.19B28.4B$76.14B2A13B2A23B6.4B28.4B5.4B9.3AB2AB3.7B81.4B11.21B28.
4B$77.13B2A13B2A22B8.4B28.4B5.4B7.A4.B6.6B80.4B10.2AB.15B.4B28.4B$78.
51B9.4B28.4B5.4B7.3A.2A4.6B80.4B10.A.AB3.10B5.4B28.4B$78.17B.B5.26B11.
4B28.4B5.4B8.A.A6.5B79.4B11.A6.10B6.4B28.4B$79.15B10.B2.19B14.4B28.4B
5.4B7.A.A6.6B77.4B11.2A5.13B5.4B28.4B$79.15B12.19B16.4B28.4B5.4B7.A7.
6B76.4B18.15B5.4B28.4B$80.13B12.21B16.4B28.4B5.4B14.7B74.4B18.16B6.4B
28.4B$82.13B10.8B2.11B17.4B28.4B5.4B4.A8.7B73.4B18.17B7.4B28.4B$81.8B
4.2A.A6.2AB2.5B2.11B18.4B28.4B5.4B3.3A5.8B72.4B20.16B8.4B28.4B$81.6B6.
2AB3A3.A.AB2.4B3.9B.B2A17.4B28.4B5.4B5.A4.8B71.4B22.13B11.4B28.4B$81.
5B8.B4.A2.A13.8B.BA.A17.4B28.4B5.4B3.2A3.8B71.4B23.5B2A2B.3B12.4B28.4B
$81.B.B9.2A.3A2.2A12.9B4.A18.4B28.4B5.4B2.4B2.2B2A3B70.4B26.3B2A2B2.4B
11.4B28.4B$82.3B9.A.A17.9B5.2A18.4B28.4B5.4B3.3B.2B2A5B67.4B27.8B3.2A
12.4B28.4B$81.B2AB9.A.A16.4B2.3B27.4B28.4B5.4B2.13B66.4B27.8B4.A14.4B
21.A6.4B$82.2A11.A16.4B4.B29.4B28.4B5.19B64.4B28.8B5.3A12.4B18.3A7.4B
$111.4B36.4B28.4B5.19B62.4B29.7B8.A13.4B16.A11.4B$110.4B38.4B28.4B5.17B
62.4B30.7B23.4B15.2A11.4B$109.4B40.4B28.4B5.15B62.4B32.6B7.A16.4B9.7B
12.4B$108.4B42.4B28.4B5.13B5.2A55.4B33.6B6.A.A16.4B7.8B13.4B$107.4B44.
4B28.4B5.11B6.A55.4B35.5B6.A.A17.4B5.10B13.4B$106.4B46.4B28.4B5.10B3.
BA.A54.4B36.6B4.2A.3A16.4B4.11B13.4B$105.4B48.4B28.4B.15B.B2A54.4B36.
6B6.B4.A16.4B4.9B15.4B$104.4B50.4B28.21B55.4B37.7B3.B2AB3A18.4B2.11B15.
4B$103.4B52.4B28.19B12.2A6.A34.4B39.8B.B2A.A21.16B16.4B$102.4B54.4B27.
20B5.2A3.B2AB3.3A33.4B40.10B26.14B2A16.4B$101.4B56.4B13.A11.22B4.A4.4B
2.A24.A10.4B40.3B2A6B26.14B2A17.4B$100.4B58.4B10.3A10.23B.BA.A5.2B3.2A
23.3A7.4B35.2A5.2B2A6B27.15B18.4B$99.4B60.4B8.A14.22B.B2A5.4B.3B4.B21.
A5.4B37.A5.10B29.14B4.2A12.4B$98.4B62.4B7.2A14.23B6.7B5.3B19.2A4.4B38.
A.AB2.11B29.13B4.A14.4B$97.4B64.4B3.5B15.22B3.11B3.6B17.9B6.2A32.2AB.
12B30.11B2.BA.A15.4B$96.4B66.4B2.3B20.18B3.12B2.7B2.4B13.6B7.A35.15B28.
11B.B.B2A17.4B$95.4B68.9B7.2A8.5B.14B.31B2.2B2.B3.6B5.2A.A35.16B26.12B
2A2B20.4B$94.4B70.8B8.A8.2A5.13B.47B4.A2.A36.16B.2B22.10B2.BA.AB21.4B
$93.4B72.10B3.B.A.2A6.A5.62B3.B2A37.18B2A20.12B3.2A23.4B$92.4B73.7B2A
2B.B3A2.A3.3A7.B.7B.25B2A13B2A14B37.17B.B2A19.4B3.B.5B28.4B$91.4B74.7B
2A3BAB2.2A4.A10.8B2.24B2A13B2A13B37.4B2.8B.4B.B19.4B3.3B2.4B28.4B$90.
4B75.12B4A16.4B.3B4.52B37.4B4.7B25.4B4.B2AB2.4B28.4B$89.4B74.2AB.7B3.
2B.A15.4B10.27B5.B.17B36.4B5.6B25.4B6.2A4.4B28.4B$88.4B74.A.AB.7B2.B3A
15.4B12.21B2.B10.15B36.4B6.4B26.4B14.4B28.4B$87.4B75.A5.4B4.A17.4B14.
21B12.15B35.4B5.A3B23.3B.4B16.4B28.4B$86.4B75.2A5.4B5.5A11.4B16.21B12.
13B35.4B5.A.AB23.8B10.A7.4B28.4B$85.4B82.4B10.A10.4B17.11B2.8B10.13B36.
4B6.A.A24.7B.B7.3A8.4B28.4B$84.4B82.4B9.A11.4B18.11B2.5B2.B2A6.A.2A4.
8B34.4B8.A25.10B5.A12.4B28.4B$83.4B82.4B10.2A9.4B17.2AB.9B3.4B2.BA.A3.
3AB2A6.6B33.4B6.3A24.12B5.2A12.4B28.4B$82.4B82.4B21.4B17.A.AB.8B13.A2.
A4.B8.5B32.4B7.A25.14B.5B13.4B28.4B$81.4B82.4B21.4B18.A4.9B12.2A2.3A.
2A9.B.B27.3B.4B34.18B16.4B28.4B$80.4B82.4B21.4B18.2A5.9B17.A.A9.3B27.
8B10.A23.22B14.4B28.4B$35.A43.4B82.4B21.4B27.9B16.A.A9.B2AB26.7B.B7.3A
23.23B14.4B28.4B$33.3A42.4B82.4B13.A7.4B29.B2.6B16.A11.2A27.10B5.A24.
2AB.22B14.4B28.4B$32.A44.4B82.4B12.3A6.4B34.6B54.12B5.2A22.A.AB.23B14.
4B28.4B$32.2A7.A34.4B82.4B12.A8.4B36.6B52.14B.5B22.A4.22B16.4B28.4B$30.
4B5.3A33.4B82.4B12.A.A6.4B38.6B51.18B23.2A5.20B18.4B28.4B$28.4B6.A24.
A10.4B82.4B12.BA.A5.4B40.6B49.22B28.19B19.4B28.4B$27.8B3.2A23.3A7.4B82.
4B12.3BA5.4B42.6B48.23B26.21B19.4B28.4B$27.9B.3B4.B21.A5.4B82.4B11.4B
6.4B44.6B45.2AB.22B23.2AB.15B.4B19.4B28.4B$24.14B5.3B19.2A4.4B82.4B10.
6B5.4B46.6B43.A.AB.23B21.A.AB3.10B5.4B19.4B28.4B$23.16B3.6B17.9B6.2A74.
4B10.7B4.4B48.6B42.A4.22B22.A6.10B6.4B19.4B28.4B$23.16B2.7B2.4B13.6B7.
A74.4B4.B.4B.8B2.4B50.6B40.2A5.20B22.2A5.13B5.4B19.4B28.4B$23.33B2.2B
2.B3.6B5.2A.A73.4B4.2AB.17B52.6B47.19B28.15B5.4B19.4B28.4B$24.48B4.A2.
A73.4B5.2A18B54.6B45.20B27.16B6.4B19.4B28.4B$23.50B3.B2A73.4B7.2B.16B
55.6B42.2AB.15B2.B2A24.17B7.4B19.4B28.4B$22.25B2A13B2A14B73.4B11.16B56.
6B40.A.AB3.10B5.BA.A24.16B8.4B19.4B28.4B$21.4B.21B2A13B2A13B73.4B13.15B
57.6B39.A6.10B8.A25.13B11.4B19.4B28.4B$20.4B.51B73.4B15.12B.B2A56.6B37.
2A5.13B6.2A24.5B2A2B.3B12.4B19.4B28.4B$19.4B3.26B5.B.17B72.4B16.11B2.
BA.A56.6B42.15B33.3B2A2B2.4B11.4B19.4B13.A14.4B$18.4B6.19B2.B10.15B72.
4B18.10B5.A46.2A9.6B40.16B33.8B3.2A12.4B19.4B10.3A15.4B$17.4B8.19B12.
15B71.4B19.6B2A2B5.2A44.B2AB9.6B38.17B32.8B4.A14.4B19.4B8.A19.4B$16.4B
8.21B12.13B71.4B20.6B2A3B51.2B6.B4.6B38.16B32.8B5.3A12.4B19.4B7.2A19.
4B$15.4B9.11B2.8B10.13B72.4B21.10B53.2B4.3B4.6B38.13B34.7B8.A13.4B19.
4B3.5B20.4B$14.4B10.11B2.5B2.B2A6.A.2A4.8B62.A7.4B18.A.2AB.8B52.14B.6B
37.5B2A2B.3B34.7B23.4B19.4B2.3B23.4B$13.4B9.2AB.9B3.4B2.BA.A3.3AB2A6.
6B60.3A6.4B17.3AB2AB3.7B51.14B2.6B38.3B2A2B2.4B33.6B7.A16.4B19.9B7.2A
14.4B$12.4B9.A.AB.8B13.A2.A4.B8.5B59.A8.4B17.A4.B6.6B42.B5.17B3.6B37.
8B3.2A33.6B6.A.A16.4B19.8B8.A15.4B$11.4B10.A4.9B12.2A2.3A.2A9.B.B58.A
.A6.4B19.3A.2A4.6B42.25B3.6B35.8B4.A35.5B6.A.A17.4B19.10B3.B.A.2A13.4B
$10.4B10.2A5.9B17.A.A9.3B58.BA.A5.4B22.A.A6.5B40.29B2.6B34.8B5.3A32.6B
4.2A.3A16.4B18.7B2A2B.B3A2.A14.4B$9.4B19.3B2.4B16.A.A9.B2AB56.3BA5.4B
23.A.A6.6B37.B.30B2.6B33.7B8.A31.6B6.B4.A16.4B17.7B2A3BAB2.2A16.4B$8.
4B21.B4.4B16.A11.2A55.4B6.4B25.A7.6B36.2A32B2.6B32.7B40.7B3.B2AB3A18.
4B16.12B4A19.4B$7.4B28.4B82.6B5.4B34.7B35.2A33B2.6B32.6B7.A33.8B.B2A.
A21.4B13.2AB.7B3.2B.A20.4B$6.4B30.4B80.7B4.4B26.A8.7B36.28B3.4B2.6B31.
6B6.A.A32.10B26.4B11.A.AB.7B2.B3A22.4B$5.4B32.4B72.B.4B.8B2.4B27.3A5.
8B36.3B4.B.16B7.4B2.6B31.5B6.A.A31.3B2A6B27.4B10.A5.4B4.A26.4B$4.4B34.
4B70.2AB.17B31.A4.8B47.10B.2B9.4B2.6B30.6B4.2A.3A23.2A5.2B2A6B28.4B8.
2A5.4B5.5A22.4B$3.4B36.4B69.2A18B31.2A3.8B49.9B13.4B2.6B28.6B6.B4.A23.
A5.10B29.4B13.4B10.A23.4B$2.4B38.4B69.2B.16B31.4B2.2B2A3B46.11B15.4B2.
6B27.7B3.B2AB3A24.A.AB2.11B29.4B11.4B9.A26.4B$.4B40.4B71.16B33.3B.2B2A
5B43.12B16.4B2.6B27.8B.B2A.A27.2AB.12B30.4B9.4B10.2A26.4B$4B42.4B71.15B
33.13B43.12B17.4B2.6B26.10B33.15B30.4B7.4B40.4B$3B44.4B71.12B.B2A29.16B
42.11B19.4B2.6B24.3B2A6B33.16B30.4B5.4B42.4B23.2A$2B46.4B70.11B2.BA.A
28.17B41.8B.4B18.4B2.6B17.2A5.2B2A6B33.16B.2B28.4B3.4B44.4B22.A$B48.4B
70.10B5.A28.16B23.A18.7B4.2A19.4B2.6B17.A5.10B33.18B2A28.4B.4B46.4B18.
BA.A$50.4B69.6B2A2B5.2A27.15B7.A16.3A16.7B4.A21.4B2.6B16.A.AB2.11B31.
17B.B2A29.7B28.A19.4B14.2A.B2A95.2B$51.4B68.6B2A3B34.13B8.3A17.A15.6B
6.3A19.4B2.6B16.2AB.12B30.4B2.8B.4B.B31.5B3.A9.A15.3A12.B.3B.4B12.B2A
2B95.4B$52.4B67.10B27.A8.11B12.A15.2A14.7B8.A20.4B2.6B17.15B28.4B4.7B
38.5B3.3A5.3A18.A10.18B6.4B87.4B2.7B$53.4B62.A.2AB.8B27.3A6.15B7.2A15.
4B11.8B30.4B2.6B16.16B26.4B5.6B38.7B5.A3.A20.2A3.B5.2B2A16B3.6B87.13B
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.A$221.2A!

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dvgrn
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Re: Make a Spaceship With an Adjustable Slope

Post by dvgrn » July 4th, 2022, 4:11 pm

AlbertArmStain wrote:
July 4th, 2022, 9:24 am
Adjustable spaceship speeds can be decreased by simply moving the two halves away from each other correctly.
Two posts up I wrote:
dvgrn wrote:
June 14th, 2022, 5:50 pm
I've just briefly been thinking about a modified Geminoid that passes a recipe for itself back and forth between two identical copies. Those are always easy to adjust to arbitrary slow-osity just by moving the two halves farther apart.
But the interesting part is still not really sorted out:
dvgrn wrote:
June 14th, 2022, 5:50 pm
Might there be a way to make an adjustable-angle oblique Geminoid, where the adjustability happens just by changing the position of a couple of target blocks in each half that mark where the next construction stages will begin?
I suppose sufficiently slow oblique Geminoids could travel with a couple of integrated sliding-block memory mechanisms, and the direction of travel could be set by adjusting the two sets of block locations ... plus the actual locations of the next two elbows, though I think maybe if those were out of sync with the SBMs the problem would correct itself after one cycle.

That still seems like too much mechanism for a not sufficiently universal design, though. It still seems like there ought to be some clever trick with one fuse burning twice as fast as the other one, that would result in a target getting placed twice as far away without any information having to travel backwards.

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ihatecorderships
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Re: Make a Spaceship With an Adjustable Slope

Post by ihatecorderships » July 15th, 2022, 3:31 pm

dvgrn wrote:
July 4th, 2022, 4:11 pm
But the interesting part is still not really sorted out:
dvgrn wrote:
June 14th, 2022, 5:50 pm
Might there be a way to make an adjustable-angle oblique Geminoid, where the adjustability happens just by changing the position of a couple of target blocks in each half that mark where the next construction stages will begin?
I suppose sufficiently slow oblique Geminoids could travel with a couple of integrated sliding-block memory mechanisms, and the direction of travel could be set by adjusting the two sets of block locations ... plus the actual locations of the next two elbows, though I think maybe if those were out of sync with the SBMs the problem would correct itself after one cycle.

That still seems like too much mechanism for a not sufficiently universal design, though. It still seems like there ought to be some clever trick with one fuse burning twice as fast as the other one, that would result in a target getting placed twice as far away without any information having to travel backwards.
Would a design like this suffice, or am I completely misunderstanding the problem here?

Code: Select all

x = 132, y = 52, rule = DoubleDistance
22.2D$23.D$23.D$23.D$23.D$23.D$23.D$23.D$23.D$23.D$23.D$23.D$23.D$23.
D$23.D$23.D$23.D$23.D$23.D$23.D$23.D$23.D$23.D4.4D.2D4.D$14.E.E6.D7.D
.D.D3.D$10.2D11.D7.D.D.D3.D$10.D12.D4.4D.D2.D2.D$10.D12.D4.D4.D3.D.D$
10.D12.D4.D4.D3.D.D$10.D12.D4.4D.D4.2D$10.D12.D$10.D12.D$10.D12.D$2D
4.D3.D12.D$D.D3.D3.D12.D$D.D3.D3.D12.D$D2.D2.D3.D12.D$D3.D.D3.D12.D$D
3.D.D3.D12.D102.E.E$D4.2D3.D12.D92.E.E$10.D12.D82.E.E$10.D12.D72.E.E$
10.D12.D62.E.E$10.D12.D52.E.E$10.D12.D42.E.E$10.D12.D32.E.E$10.D12.D
22.E.E$10.D12.D12.E.E$10.2D10.2D2.E.E$16.A2.C8.A2.C6.A2.C6.A2.C6.A2.C
6.A2.C6.A2.C6.A2.C6.A2.C6.A2.C6.A2.C6.A2.C$16.F2.F8.F2.F6.F2.F6.F2.F
6.F2.F6.F2.F6.F2.F6.F2.F6.F2.F6.F2.F6.F2.F6.F2.F2$15.E.E9.E.E7.E.E7.E
.E7.E.E7.E.E7.E.E7.E.E7.E.E7.E.E7.E.E7.E.E!

@RULE DoubleDistance
@TABLE
n_states:7
neighborhood:Moore
symmetries:rotate4reflect
1000060006
2000060006
6100000000
6200000000
0000010001
0000020003
3000060002
0500010001
1500060000
0000006151
0000001506
1600000056
6000010500
6000010050
0060010001
1060060000
6200001004
4600004000
6300040004
2000040000
4200000000
3000000000
0600006104
4600040000
-- Kalan Warusa
Don't drink and drive, think and derive.

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dvgrn
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Re: Make a Spaceship With an Adjustable Slope

Post by dvgrn » July 15th, 2022, 4:12 pm

ihatecorderships wrote:
July 15th, 2022, 3:31 pm
Would a design like this suffice, or am I completely misunderstanding the problem here?
You certainly have the right general idea. I was kind of hoping for something along the lines of

- build two blinker fuses
- light both at the same time, but with reactions that burn at different speeds
- when the faster fuse goes by ... {something} ... it lights another fuse / sets another blinker fuse going
- AND/OR when the slower fuse arrives at the same location, it lights another fuse
- when the final fuse reaches the fuse generator and stops it, the stopping point is supposed to be twice as far away from the starting point as the {something}.

I haven't tried to sort out whether we know enough different speeds of fuse-burning reactions to make something like that possible, without ever sending any signals in a backward direction. It may be just wishful thinking, so please don't expect that there are necessarily any useful ideas here.

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Goldtiger997
Posts: 762
Joined: June 21st, 2016, 8:00 am

Re: Make a Spaceship With an Adjustable Slope

Post by Goldtiger997 » November 12th, 2022, 12:43 am

I constructed a new type of fast orthogonal ship, which I guess could be called a Speed Orthogonal Loopship:
137457528c309254024 spaceship.mc
(1.75 MiB) Downloaded 153 times
The attached spaceship is glide symmetric, with a velocity of 137457528c/309254024 (or about 4c/9). It can be adjusted to arbitrarily fast velocities by moving the southern-most MWSS further south (by some multiple of 2 ticks). It's also possible to adjust the speed by modifying the size of the snark loop, which is done by modifying the size of some of the gaps in the recipe. The minimum population seems to be about 1.5 million, which is a fair bit better than the Speed Orthogonoid. The underlying design was this:

Code: Select all

x = 645, y = 1015, rule = LifeHistory
576.2D$569.2D4.D.D$568.B2DB3.D$569.2B3.2D$568.3B.BD$567.6B3D$567.5B.B
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A$382.A.A.2A13.2A$382.2A2.A14.A$386.A.A13.3A$377.2A8.2A15.A$376.A2.A$
377.2A37$366.A$365.A.A$366.2A12$387.2A$372.2A12.A.A$371.A.A13.A$372.A
8$394.3A$393.A2.A$396.A$392.A3.A$396.A$393.A.A27$178.2C$178.2C3$173.
2C$173.2C4$174.2C$173.C2.C$174.2C$190.4B$156.4B29.4B$157.4B12.2C13.4B
$158.4B10.C2.C11.4B$159.4B10.2C11.4B$160.4B21.4B$161.4B19.4B$162.4B
10.A6.4B$163.4B7.3A5.4B$164.4B5.A7.4B$165.4B4.2A5.4B211.A$166.9B4.4B
211.3A$167.6B5.4B211.2A.A$167.8B2.4B212.3A$165.15B213.3A$157.C7.14B
215.2A$156.C.C6.13B$156.2C5.2AB.10B$162.A.AB3.B2A3B$162.A6.B2A3B$161.
2A6.4B$170.3B$171.2B.BA$170.B2ABA.A$169.BABABA.A$167.A2.A.A.A.A.2A$
167.4A.2A2.A2.A$171.A4.2A$169.A.A$169.2A27$394.3A$393.A2.A$396.A$392.
A3.A$396.A$393.A.A41$395.A$394.3A$393.2A.A$393.3A$393.3A$394.2A40$
395.A$394.3A$394.A.2A$395.3A$395.3A$395.2A296$347.A$346.3A$345.2A.A$
345.3A$345.3A$346.2A!
However, there a couple of flaws in the spaceship's design as it currently is:
  • In the attached spaceship, the trigger MWSS is reflected through the inside of the snark loop, and only misses the stream travelling through the loop "by luck". Such concerns can be avoided if the trigger MWSS is moved significantly further south, but you're only going to get very fast spaceships that way
  • I think the spaceship cannot be adjusted to arbitrarily slow velocities (I alluded to this problem in an earlier post). This is because making the spaceship slower involves increasing the size of the snark loop, which will eventually cause the stream to end further south than the trigger MWSS is located. This is a problem because the trigger MWSS will start destroying the snarks before the MWSSs at the back of the stream have even got to use them. We can't fix this by moving the trigger MWSS further back, since that will cause the speed to increase, "undoing" any deceleration achieved by increasing the snark loop size (if the spaceship is already sufficiently slow).
Fortunately, I think that there's a fairly simple way of solving both of those problems, which is to make the trigger MWSS travel the whole way round the snark loop before destroying any snarks (so in total it travels round the loop twice) and to travel round the outside of the loop, rather than the inside. That would involve initially travelling the other way round the loop than the gliders.
There are also some modifications that could be interesting to make:
  • At generation 0 of the attached spaceship, it is comprised of almost entirely xWSSs, with the only other thing being the MWSS-to-G converter and SPEBOE. It should be possible to modify the xWSS salvo that creates the converter+block so that it synthesises a block (or similar) by colliding two xWSSs. Then we'll have a self-synthesising spaceship made entirely of xWSSs. For that purpose, does anyone know a simple one-time 180-degree reflector for xWSSs?
  • If the output MWSS stream is rotated 90 degrees, and some extra MWSSs are added, it might be possible to create a spaceship with adjustable slope, or even an omniship.
Edit: I tried adjusting the spaceship as it currently is, and it turns out that is very hard to make the spaceship slower. I think this is because the trigger MWSS travels all the way around the snark loop before activating the blinker fuse, meaning that it's not possible to increase the snark loop size without also delaying the triggering of the blinker fuse. So what we really want is for the trigger MWSS to activate the blinker fuse as soon as it arrives at the main circuitry.

However, I'm concerned that in that case, it's not possible to avoid the trigger MWSS crossing the path of the MWSS stream at some point...

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Goldtiger997
Posts: 762
Joined: June 21st, 2016, 8:00 am

Re: Make a Spaceship With an Adjustable Slope

Post by Goldtiger997 » November 16th, 2022, 10:12 am

I wrote:
November 12th, 2022, 12:43 am
Fortunately, I think that there's a fairly simple way of solving both of those problems, which is to make the trigger MWSS travel the whole way round the snark loop before destroying any snarks (so in total it travels round the loop twice) and to travel round the outside of the loop, rather than the inside. That would involve initially travelling the other way round the loop than the gliders
...
So what we really want is for the trigger MWSS to activate the blinker fuse as soon as it arrives at the main circuitry
Here's an improved design:

Code: Select all

x = 742, y = 804, rule = LifeHistory
591.2D$584.2D4.D.D$583.B2DB3.D$584.2B3.2D$583.3B.BD$582.6B3D$582.5B.B
2.D$581.6B3.2D$580.8B$579.8B$578.10B$577.10B$577.3B2.6B$577.2B2.6B$
577.B4.6B$581.6B$582.6B$581.6B$582.6B$581.6B$582.6B$581.6B$582.6B$
581.6B$582.6B$581.6B$582.6B$565.2D14.6B$565.2D15.6B$582.3B$584.B.B43$
614.A$580.5B19.10BA9B$580.5B20.9BAB.7B$580.5B19.12B.7B$580.5B20.9BAB.
7B$580.5B19.10BA9B$580.5B20.9BAB.7B$580.5B19.12B.7B$580.5B20.9BAB.7B$
580.5B19.10BA9B$580.5B20.9BAB.7B$580.5B19.12B.7B$580.5B20.9BAB.7B$
580.5B19.10BA9B$580.5B20.9BAB.7B$580.5B19.12B.7B$580.5B20.9BAB.7B$
580.5B19.10BA9B$580.5B20.9BAB.7B$580.5B19.12B.7B$580.5B20.9BAB.7B$
580.5B19.10BA9B$580.5B20.9BAB.7B6.3B$580.5B19.12B.7B4.7B$580.5B20.9BA
B.7B4.7B$580.5B19.10BA9B3.8B$580.5B20.9BAB.7B3.9B$580.5B19.12B.7B2.
12B$580.5B20.9BAB.7B2.13B$580.5B19.10BA9B.14B$580.5B20.9BAB.15B5.B$
580.5B19.12B.10B.5B$580.5B10.B9.9BAB.9B4.4B$580.5B3.3B2.4B7.10BA10B6.
4B$580.5B3.9B8.9BAB.7B8.4B$580.5B4.9B6.12B.7B9.4B$580.5B4.9B7.9BAB.7B
10.4B$580.5B6.8B5.10BA9B11.4B4.4B$580.5B5.9B6.9BA9B12.4B.7B$580.5B5.
9B5.20B13.11B$580.5B6.8B3.B2.9BA9B14.11B$580.5B7.22BA9B14.11B$580.5B
7.2B.B.7B.9BAB.7B13.11B$580.5B6.4B2.19B.7B12.12B$580.5B5.4B4.16BAB.7B
11.4B4.6B$577.8B4.4B6.4B.9BABA2.14B2.4B4.7B$577.8B3.4B7.13B.A2BA.14B.
4B5.6B$576.9B2.4B8.4B2.7B.B2A3.12B.4B7.4B$575.10B.4B10.2B2.8B2.2B4.
15B7.4B$575.14B16.6B8.15B7.4B$576.13B16.6B7.15B7.4B$575.15B15.6B8.13B
7.4B$575.16B14.6B8.12B7.6B$576.16B13.6B2A7.10B7.12B$576.17B12.6B2A8.
9B6.14B$577.17B11.7B11.6B6.15B$578.9B4.4B2.16B11.4B6.4B2.10B$576.12B
4.4B.17B12.B6.4B5.8B$576.13B4.4B.18B16.4B7.6B$576.3B.5B.4B4.23B14.4B
9.4B8.3B$576.9B2.4B4.22B13.4B9.6B6.4B$578.7B3.4B4.22B11.4B9.8B5.5B$
580.5B4.4B4.23B2.B5.4B9.4B2.4B3.6B$580.5B5.4B4.26B3.4B9.4B4.4B.7B$
580.5B6.4B4.26B.4B5.3B.4B6.10B$580.5B7.4B3.30B5.8B8.9B$580.5B8.4B3.6B
.21B5.8B9.9B$580.5B9.4B3.4B3.20B5.7B9.10B$578.7B10.4B3.B4.23B2.9B7.4B
.6B$577.8B11.4B5.26B.11B4.4B3.4B$577.8B12.4B2.41B2.4B$575.10B13.46B.
4B$575.10B14.13B.9B.25B$574.11B15.11B5.6B2.24B$575.9B17.10B5.5B2.25B$
574.11B16.10B4.5B3.24B$573.4B.7B19.6B4.5B5.23B$572.4B4.3B23.B.B4.5B7.
22B$571.4B37.5B8.21B$570.4B36.6B13.2B2.13B$569.4B35.8B17.11B$568.4B
36.8B14.14B$567.4B27.3B7.9B12.15B$566.4B26.10B3.9B11.15B.4B$565.4B27.
11B3.9B11.20B$564.4B28.11B5.7B11.20B$563.4B30.10B7.5B11.20B$563.3B33.
8B9.B12.21B$562.3B35.6B22.22B$561.4B36.4B22.4B2.10B.7B$561.4B35.6B20.
4B3.4B.4B3.6B4.2D$561.4B.B32.8B18.4B8.4B5.5B4.D.D$562.B.4B30.4B2.4B
16.4B8.4B6.4B5.D$564.5B28.4B4.4B14.4B8.4B8.3B$566.4B26.4B6.4B12.4B8.
4B$567.4B24.4B8.4B10.4B8.4B$560.2E4.2E4B22.4B10.4B8.4B8.4B$560.2E4.2E
.4B20.4B12.4B6.4B8.4B$570.4B18.4B14.4B4.4B8.4B$571.4B16.4B16.4B2.4B8.
4B$572.4B14.4B18.8B8.4B$573.4B12.4B20.6B8.4B$567.2E5.4B10.4B22.4B8.4B
$567.2E6.4B8.4B22.6B6.4B$576.4B.9B22.8B4.4B$577.4B.7B22.4B2.4B2.4B$
578.10B22.4B4.8B$579.9B21.4B6.6B$580.7B21.4B8.4B$581.7B19.4B8.6B$580.
7B19.4B8.8B$579.9B17.4B7.10B$577.10B17.4B7.11B$576.12B15.4B8.11B$576.
11B15.4B9.10B$576.10B15.4B12.3B$578.3B19.4B$599.4B$598.4B$597.4B$597.
3B$598.B34$187.2C$187.2C$616.2A$616.2A$192.2C$192.2C$569.2A51.2A$570.
A51.2A$570.A.A45.2A$571.2A45.2A$579.A$578.A.A16.2A140.2A$560.2C16.A.A
16.2A140.A.A$560.2C17.A43.2A115.A$623.2A$192.2A$191.A.A$185.2A4.A$
183.A2.A2.2A.4A$183.2A.A.A.A.A2.A359.2A$186.A.ABABAB362.A$186.A.AB2AB
361.A26.A$187.AB.2B362.5A14.2A5.A.A$190.3B366.A13.A7.2A13.2C$190.4B6.
2A354.3A12.A.A22.C.C$188.3B2AB6.A354.A15.2A4.C19.C$188.3B2AB3.BA.A
354.4A17.C.C$186.10B.B2A5.2C346.2A3.A3.2A12.2C$185.13B6.C.C345.A2.3A
4.2A$184.14B7.C346.2A.A47.2A$183.15B357.A46.A.A$182.4B2.8B359.2A45.A$
181.4B5.6B391.2C12.2A$180.4B4.9B389.C2.C6.2C$179.4B5.2A4.4B365.2A22.
2C7.2C$178.4B7.A5.4B365.A$177.4B5.3A7.4B361.3A4.C$176.4B6.A10.4B360.A
5.C.C$175.4B19.4B365.2C$174.4B21.4B408.2A$173.4B11.2C10.4B279.2E126.
2A7.2A$172.4B11.C2.C10.4B278.E.E134.A$171.4B13.2C12.4B279.E4.2E78.2C
46.A.A$170.4B29.4B274.4E.2E2.E2.E75.C2.C45.2A$169.4B308.E2.E.E.E.E.2E
75.C.C$187.2C295.E.E.E.E79.C$186.C2.C295.2E.E.E127.2C$187.2C300.E127.
C2.C$573.2A3.2A38.C.C$469.2E4.2E96.2A3.2A39.C$468.E2.E4.E7.2E$188.2C
279.E.E4.E.E5.2E$188.2C280.E6.2E87.2A$567.A$567.A.A$183.2C383.2A$183.
2C2$614.A$487.2E124.A.A$487.E125.A.A$488.3E123.A$490.E80.2A$572.A$
569.3A28.2A3.2A$569.A31.A3.2A7.2A$598.3A13.2A$598.A3$608.2C$607.C2.C$
584.2A22.C.C$584.2A23.C$576.2A$577.A$574.3A$574.A$224.2D$223.2D$225.D
7$574.2C$574.C.C$575.C3$605.C$586.2A16.C.C$586.2A7.2A6.C2.C$595.A8.2C
$593.A.A4.C$593.2A4.C.C$599.C.C$573.C26.C27.2A4.2A$572.C.C4.2A47.2A4.
2A$573.2C3.A.A$578.A$577.2A2$635.2A$635.2A$556.A$554.3A$553.A$553.2A$
538.2A$539.A$539.A.2A53.2A$540.A2.A52.A.A$541.2A55.A$523.A32.2A13.2A
25.2A$522.A.A31.2A13.2A$523.2A$537.C$536.C.C$535.C2.C61.C$536.2C57.2A
2.C.C$509.2A84.2A2.2C$508.A.A48.2A.A6.2A$509.A25.2C22.2A.3A3.A.A$535.
2C28.A2.A$559.2A.3A2.2A26.2A$560.A.A32.2A$548.2A5.2C3.A.A18.2A$548.2A
4.C2.C3.A18.A.A$555.2C23.A$579.2A8.2A$589.A$590.3A$512.2A78.A$512.2A
2$522.A$521.A.A$522.A13$341.A$340.A.A$340.2A10$560.2A$560.A.A$372.A
188.A$370.3A$369.A$27.2C14.B325.2A$27.C.C12.2B$28.C12.3B309.2C$40.4B
309.2C18.C196.2A$39.4B329.C.C9.A11.2A171.A.A$24.A13.4B330.C2.C7.A.A
10.2A172.A$24.3A10.4B309.2A21.2C8.A.A$27.A8.4B311.A25.2A2.3A.2A16.2C$
26.2A7.4B287.2C23.A.A23.A2.A22.2C$26.5B3.4B287.C2.C23.2A21.A.A3.3A.2A
$28.3B2.4B289.2C47.2A6.A.2A$18.2A7.9B313.2C$18.A8.8B314.2C200.2A$4.2C
9.2A.A.B3.10B298.C217.A.A$4.2C9.A2.3AB.2B2A7B297.C.C217.A$16.2A2.BA3B
2A7B297.C2.C$18.4A12B7.C290.2C$18.A.2B3.7B.B2A4.C.C3.C4.2C320.2A13.2A
$2C17.3AB2.7B.BA.A3.C.C2.C.C3.2C320.2A13.2A$2C20.A4.4B5.A4.C3.C.C355.
2A$17.5A5.4B5.2A8.C355.A2.A$17.A10.4B371.2A.A$19.A9.4B22.2C349.A$18.
2A10.4B21.2C349.2A$31.4B294.2C60.2A$32.4B292.C2.C60.A$33.4B277.A13.C.
C33.2A23.3A24.2C$34.4B275.A.A13.C34.A24.A20.2C4.C.C$35.4B275.2A49.3A
41.C2.C4.C$36.4B318.2A7.A41.C.C$37.4B290.2C25.A11.2C38.C$38.4B289.C.C
25.3A8.2C$39.4B289.C.C26.A$40.4B289.C$41.4B312.2C$42.3B312.2C$43.2B$
44.B2$405.2A15.2A$402.A3.A15.A$273.A127.A.A2.A.A11.A.A$272.A.A126.A.A
3.2A11.2A$273.2A66.A57.3A.2A9.A$340.A.A55.A14.A.A$340.2A57.3A.2A8.A.A
$278.A122.A.2A9.A$277.A.A$277.2A3.2A$281.A2.A117.2A$281.A.A117.A.A24.
2A$282.A115.A2.A26.A.A$360.2A35.A.A.2A13.2A11.2A$360.2A2.2A31.2A2.A
14.A$364.2A35.A.A13.3A$392.2A8.2A15.A$391.A2.A$392.2A$363.3A$363.A2.A
$363.A$363.A3.A$363.A75.2A$364.A.A71.A.A$439.A45$387.2A$386.A.A$387.A
8$409.3A$408.A2.A$411.A$407.A3.A$411.A$408.A.A15$440.2A$439.A.A$438.A
.A$439.A3$435.2A4.2A$431.2A2.2A3.A2.A$431.2A8.2A4$193.2C$193.2C3$188.
2C$188.2C2$431.3A$431.A2.A$189.2C240.A$188.C2.C239.A3.A$189.2C240.A$
205.4B223.A.A$171.4B29.4B$172.4B12.2C13.4B$173.4B10.C2.C11.4B$174.4B
10.2C11.4B$175.4B21.4B$176.4B19.4B$177.4B10.A6.4B$178.4B7.3A5.4B$179.
4B5.A7.4B$180.4B4.2A5.4B211.A$181.9B4.4B211.3A$182.6B5.4B211.2A.A$
182.8B2.4B212.3A$180.15B213.3A$172.C7.14B215.2A$171.C.C6.13B$171.2C5.
2AB.10B$177.A.AB3.B2A3B$177.A6.B2A3B$176.2A6.4B$185.3B$186.2B.BA$185.
B2ABA.A$184.BABABA.A$182.A2.A.A.A.A.2A$182.4A.2A2.A2.A$186.A4.2A$184.
A.A$184.2A10$184.2C$184.2C3$189.2C$189.2C12$409.3A$408.A2.A$411.A$
407.A3.A$411.A$408.A.A41$410.A$409.3A$408.2A.A$408.3A$408.3A$409.2A
40$410.A$409.3A$409.A.2A$410.3A$410.3A$410.2A40$410.A$409.3A$408.2A.A
$408.3A$408.3A$409.2A40$410.A$409.3A$409.A.2A$410.3A$410.3A$410.2A!
Unfortunately, I wasn't able to entirely avoid signal crossings. As given, the trigger MWSS sends a glider through the MWSS stream, passing though unharmed in this case, but that won't happen for some placements of trigger MWSS we might want to make. Unless I'm missing something, the geometry fundamentally forces there to be a signal crossing at some point. I can think of a few "courses of action" we can take:
  • Abandon the goal of achieving adjustability to every speed, and be content with achieving very close approximations for every speed. For example, if a particular placement of the trigger MWSS causes a collision, we can simply move it back 46 ticks or so, getting a spaceship with a very similar velocity to the intended velocity.
  • If a collision occurs, double the period and displacement (by increasing the size of the snark loop and moving the trigger MWSS further back) until we get a working spaceship
  • Have two very similar designs that differ only in the placement of some one-time turners such that at least one of the designs will always not have a collision. That way, if we get a collision, we can simply swap to the other design.
I wrote:
November 12th, 2022, 12:43 am
does anyone know a simple one-time 180-degree reflector for xWSSs?
We could just combine an xWSS-to-G and a G-to-xWSS:

Code: Select all

x = 15, y = 72, rule = B3/S23
3b2o$3b2o2$9b2o$bo3b2o2b2o2b2o$obo2b2o6b2o$obo$bo9$12b3o$11bo2bo$14bo$
10bo3bo$14bo$11bobo46$4b3o$3bo2bo$6bo$6bo$3bobo!
...but can we do better?

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dvgrn
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Re: Make a Spaceship With an Adjustable Slope

Post by dvgrn » November 16th, 2022, 12:28 pm

Goldtiger997 wrote:
November 16th, 2022, 10:12 am
I wrote:
November 12th, 2022, 12:43 am
does anyone know a simple one-time 180-degree reflector for xWSSs?
We could just combine an xWSS-to-G and a G-to-xWSS:

Code: Select all

x = 15, y = 72, rule = B3/S23
3b2o$3b2o2$9b2o$bo3b2o2b2o2b2o$obo2b2o6b2o$obo$bo9$12b3o$11bo2bo$14bo$
10bo3bo$14bo$11bobo46$4b3o$3bo2bo$6bo$6bo$3bobo!
...but can we do better?
There's very likely a four-object 180-degree *WSS one-time turner, and quite possibly a 3-object one.

Finding one of these might need the same level of effort as the octohash projects -- start with some enumeration of constellations, bombard them will all possible input *WSSes, and classify what comes out. Could even start with the same enumeration as we used for the octohash or octo3obj databases.

This is something I've been thinking of doing at some point -- just haven't gotten around to tackling it yet.

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Goldtiger997
Posts: 762
Joined: June 21st, 2016, 8:00 am

Re: Make a Spaceship With an Adjustable Slope

Post by Goldtiger997 » November 17th, 2022, 12:08 pm

I was able to compile the new design without too much difficulty. Here's a 77766080c/209071672 spaceship which also happens to be a SMOS (see the attached phase):
smos.mc
(1.87 MiB) Downloaded 46 times
This is the first SMOS made entirely out of xWSSs (so a SMOX? a SMOW?). I haven't yet figured out the details of if/how the spaceship can be adjusted to achieve every (sub c/2) orthogonal speed, but unlike the previous version, it can definitely be adjusted to achieve arbitrarily slow speeds. For example, here's a ship which has a velocity of about c/70. I think it is quite unique-looking:
slow spaceship.mc
(1.8 MiB) Downloaded 38 times
However, this slower spaceship is not a SMOS, because the fuse is not allowed to run long enough before being lit.

Edit: Unfortunately, it appears that the spaceship is not adjustable into HashLife-friendliness -- I hadn't quite checked that properly when I made the initial design. The displacement can be adjusted by multiples of 8, and the original displacement is a multiple of 8, so that's fine. However, the period can only be adjusted by multiples of 16, but the original period is not divisible by 16 (only by 8). So it's not possible to perfectly achieve a velocity where the period is divisible by 2 more times than the displacement is.

Edit 2: Well, there's still plenty of speeds which don't have that property, such as the Caterpillar's speed of 17c/45. Attached is a self-synthesising 17c/45 loopship with period 45*2852968. Its minimum population is less than 1.7 million, far less than the Caterpillar's 11.9 million:
17c45 ship.mc
(1.93 MiB) Downloaded 25 times
Edit 3: It turns out there's a very simple fix to the design to achieve HashLife-friendliness, which is to move the 45 degree MWSS-to-G converter two cells diagonally:

Code: Select all

x = 971, y = 864, rule = LifeHistory
392.2A15.2A$389.A3.A15.A$388.A.A2.A.A11.A.A$388.A.A3.2A11.2A$386.3A.
2A9.A$385.A14.A.A$386.3A.2A8.A.A$388.A.2A9.A3$389.2A$388.A.A$385.A2.A
$384.A.A.2A13.2A$384.2A2.A14.A$388.A.A13.3A$389.2A15.A64$396.3D$395.D
2.D$398.D$394.D3.D$398.D$395.D.D24$397.2A$397.2A41$364.2A$364.2A3$
358.2A51.2A$358.2A51.A$362.2A45.A.A$362.2A45.2A$402.A$383.2A16.A.A
388.2A$383.2A16.A.A388.A.A$357.2A43.A391.A4.2A$357.2A431.4A.2A2.A2.A$
790.A2.A.A.A.A.2A$792.BABABA.A$793.B2ABA.A$794.2B.BA$425.2A366.3B$
425.A358.2A6.4B$400.A26.A357.A6.B2A3B$399.A.A5.2A14.5A357.A.AB3.B2A3B
$399.2A7.A13.A363.2AB.10B$408.A.A12.3A362.13B$409.2A15.A361.14B$423.
4A361.15B$418.2A3.A3.2A361.8B2.4B$418.2A4.3A2.A360.6B5.4B$377.2A47.A.
2A359.9B4.4B$377.A.A46.A361.4B4.2A5.4B$379.A45.2A360.4B5.A7.4B$379.2A
405.4B7.3A5.4B$785.4B10.A6.4B$417.2A365.4B19.4B$417.A365.4B21.4B$418.
3A80.2A279.4B23.4B$420.A79.A.A278.4B25.4B$494.2A4.A279.4B27.4B$369.2A
121.A2.A2.2A.4A274.4B29.4B$360.2A7.2A121.2A.A.A.A.A2.A308.4B$361.A
133.A.A.A.A$361.A.A131.A.A.2A$362.2A132.A2$509.2A$500.2A7.A$500.2A5.A
.A$402.2A3.2A98.2A$402.2A3.2A3$414.2A$414.A$412.A.A$412.2A83.2A$498.A
$495.3A$367.A127.A$366.A.A$366.A.A$367.A$409.2A$409.A$375.2A3.2A28.3A
$366.2A7.2A3.A31.A$366.2A13.3A$383.A5$396.2A$396.2A$404.2A354.2D$404.
A356.2D$405.3A352.D$407.A16$394.2A$385.2A7.2A$386.A$386.A.A$344.2A4.
2A35.2A$344.2A4.2A2$401.2A$401.A.A$403.A$343.2A58.2A$343.2A3$425.A$
425.3A$428.A$427.2A$442.2A$442.A$384.2A53.2A.A$383.A.A52.A2.A$383.A
55.2A$382.2A25.2A13.2A$409.2A13.2A5$385.2A$385.2A$411.2A6.A.2A$411.A.
A3.3A.2A$413.A2.A$385.2A26.2A2.3A.2A$385.2A32.A.A$399.2A18.A.A10.2A$
399.A.A18.A11.2A$401.A$391.2A8.2A$392.A$389.3A$389.A29$421.2A$420.A.A
$421.A520.B$942.2B$942.3B$942.4B$588.2A11.A341.4B$588.2A10.A.A341.4B
13.A$600.A.A31.2A309.4B10.3A$599.2A.3A2.2A25.A311.4B8.A$605.A2.A23.A.
A312.4B7.2A$599.2A.3A3.A.A21.2A314.4B3.5B$599.2A.A6.2A338.4B2.3B$950.
9B7.2A$951.8B8.A$952.10B3.B.A.2A$952.7B2A2B.B3A2.A$952.7B2A3BAB2.2A$
952.12B4A$596.2A13.2A337.2AB.7B3.2B.A$596.2A13.2A336.A.AB.7B2.B3A$
581.2A366.A5.4B4.A$580.A2.A364.2A5.4B5.5A$579.A.2A371.4B10.A$579.A
373.4B9.A$578.2A372.4B10.2A$593.2A356.4B$593.A356.4B$594.3A23.2A327.
4B$596.A24.A326.4B$618.3A326.4B$618.A7.2A318.4B$627.A317.4B$624.3A
317.4B$624.A318.4B$942.4B$941.4B$941.3B$941.2B$941.B4$560.2A15.2A$
561.A15.A3.A$561.A.A11.A.A2.A.A$562.2A11.2A3.A.A$569.A9.2A.3A$568.A.A
14.A$568.A.A8.2A.3A$569.A9.2A.A3$580.2A$580.A.A$582.A2.A$566.2A13.2A.
A.A$567.A14.A2.2A$564.3A13.A.A$564.A15.2A64$572.3D$572.D2.D$572.D$
572.D3.D$572.D$573.D.D24$572.2A$572.2A12$777.4B$778.4B29.4B$779.4B27.
4B$780.4B25.4B$781.4B23.4B$782.4B21.4B$783.4B19.4B$784.4B6.A10.4B$
785.4B5.3A7.4B$786.4B7.A5.4B$787.4B5.2A4.4B$788.4B4.9B$789.4B5.6B$
790.4B2.8B$791.15B$792.14B$793.13B$794.10B.B2A$796.3B2AB3.BA.A$796.3B
2AB6.A$798.4B6.2A$798.3B$795.AB.2B$794.A.AB2AB$794.A.ABABAB$791.2A.A.
A.A.A2.A$791.A2.A2.2A.4A$793.2A4.A$799.A.A$605.2A193.2A$605.2A3$558.
2A51.2A$559.A51.2A$559.A.A45.2A$560.2A45.2A$568.A$177.2A388.A.A16.2A$
176.A.A388.A.A16.2A$170.2A4.A391.A43.2A$168.A2.A2.2A.4A431.2A$168.2A.
A.A.A.A2.A$171.A.ABABAB$171.A.AB2AB$172.AB.2B$175.3B366.2A$175.4B6.2A
358.A$173.3B2AB6.A357.A26.A$173.3B2AB3.BA.A357.5A14.2A5.A.A$171.10B.B
2A363.A13.A7.2A$170.13B362.3A12.A.A$169.14B361.A15.2A$168.15B361.4A$
167.4B2.8B361.2A3.A3.2A$166.4B5.6B360.A2.3A4.2A$165.4B4.9B359.2A.A47.
2A$164.4B5.2A4.4B361.A46.A.A$163.4B7.A5.4B360.2A45.A$162.4B5.3A7.4B
405.2A$161.4B6.A10.4B$160.4B19.4B365.2A$159.4B21.4B365.A$158.4B23.4B
279.2A80.3A$157.4B25.4B278.A.A79.A$156.4B27.4B279.A4.2A$155.4B29.4B
274.4A.2A2.A2.A121.2A$154.4B308.A2.A.A.A.A.2A121.2A7.2A$469.A.A.A.A
133.A$470.2A.A.A131.A.A$474.A132.2A2$460.2A$461.A7.2A$461.A.A5.2A$
462.2A98.2A3.2A$562.2A3.2A3$555.2A$556.A$556.A.A$472.2A83.2A$472.A$
473.3A$475.A127.A$602.A.A$602.A.A$603.A$560.2A$561.A$558.3A28.2A3.2A$
558.A31.A3.2A7.2A$587.3A13.2A$587.A5$573.2A$573.2A$209.2D354.2A$208.
2D356.A$210.D352.3A$563.A16$575.2A$575.2A7.2A$584.A$582.A.A$582.2A35.
2A4.2A$619.2A4.2A2$568.2A$567.A.A$567.A$566.2A58.2A$626.2A3$545.A$
543.3A$542.A$542.2A$527.2A$528.A$528.A.2A53.2A$529.A2.A52.A.A$530.2A
55.A$545.2A13.2A25.2A$545.2A13.2A5$584.2A$584.2A$548.2A.A6.2A$548.2A.
3A3.A.A$554.A2.A$548.2A.3A2.2A26.2A$549.A.A32.2A$537.2A10.A.A18.2A$
537.2A11.A18.A.A$569.A$568.2A8.2A$578.A$579.3A$581.A29$548.2A$548.A.A
$28.B520.A$27.2B$26.3B$25.4B$24.4B341.A11.2A$9.A13.4B341.A.A10.2A$9.
3A10.4B309.2A31.A.A$12.A8.4B311.A25.2A2.3A.2A$11.2A7.4B312.A.A23.A2.A
$11.5B3.4B314.2A21.A.A3.3A.2A$13.3B2.4B338.2A6.A.2A$3.2A7.9B$3.A8.8B$
2A.A.B3.10B$A2.3AB.2B2A7B$.2A2.BA3B2A7B$3.4A12B$3.A.2B3.7B.B2A337.2A
13.2A$4.3AB2.7B.BA.A336.2A13.2A$7.A4.4B5.A366.2A$2.5A5.4B5.2A364.A2.A
$2.A10.4B371.2A.A$4.A9.4B373.A$3.2A10.4B372.2A$16.4B356.2A$17.4B356.A
$18.4B327.2A23.3A$19.4B326.A24.A$20.4B326.3A$21.4B318.2A7.A$22.4B317.
A$23.4B317.3A$24.4B318.A$25.4B$26.4B$27.3B$28.2B$29.B4$392.2A15.2A$
389.A3.A15.A$388.A.A2.A.A11.A.A$388.A.A3.2A11.2A$386.3A.2A9.A$385.A
14.A.A$386.3A.2A8.A.A$388.A.2A9.A3$389.2A$388.A.A$385.A2.A$384.A.A.2A
13.2A$384.2A2.A14.A$388.A.A13.3A$389.2A15.A64$396.3C$395.C2.C$398.C$
394.C3.C$398.C$395.C.C37$190.4B$156.4B29.4B$157.4B27.4B$158.4B25.4B$
159.4B23.4B$160.4B21.4B$161.4B19.4B$162.4B10.A6.4B$163.4B7.3A5.4B$
164.4B5.A7.4B$165.4B4.2A5.4B$166.9B4.4B$167.6B5.4B$167.8B2.4B$165.15B
$165.14B$165.13B$163.2AB.10B$162.A.AB3.B2A3B$162.A6.B2A3B$161.2A6.4B$
170.3B$171.2B.BA$170.B2ABA.A$169.BABABA.A$167.A2.A.A.A.A.2A$167.4A.2A
2.A2.A$171.A4.2A$169.A.A$169.2A! [[ STEP 64 STOP 9440 ]]
The displacement in the above pattern is 712 cells, and the period is 9440 ticks. 712 is divisible by 8, and 9440 is divisible by 16, so I'm pretty sure that this time the resulting spaceship will be HashLife friendly and adjustable to every sub-c/2 orthogonal velocity. It would be good if someone else could double check this. Anyway, here's the updated design with the SoD and one-time-turners added back in:

Code: Select all

x = 753, y = 610, rule = LifeHistory
595.2D$588.2D4.D.D$587.B2DB3.D$588.2B3.2D$587.3B.BD$586.6B3D$586.5B.B
2.D$585.6B3.2D$584.8B$583.8B$582.10B$581.10B$581.3B2.6B$581.2B2.6B$
581.B4.6B$585.6B$586.6B$585.6B$586.6B$585.6B$586.6B$585.6B$586.6B$
585.6B$586.6B$585.6B$586.6B$569.2D14.6B$569.2D15.6B$586.3B$588.B.B37$
618.A$584.5B19.10BA9B$584.5B20.9BAB.7B$584.5B19.12B.7B$584.5B20.9BAB.
7B$584.5B19.10BA9B$584.5B20.9BAB.7B$584.5B19.12B.7B$584.5B20.9BAB.7B$
584.5B19.10BA9B$584.5B20.9BAB.7B$584.5B19.12B.7B$584.5B20.9BAB.7B$
584.5B19.10BA9B$584.5B20.9BAB.7B$584.5B19.12B.7B$584.5B20.9BAB.7B$
584.5B19.10BA9B$584.5B20.9BAB.7B$584.5B19.12B.7B$584.5B20.9BAB.7B$
584.5B19.10BA9B$584.5B20.9BAB.7B6.3B$584.5B19.12B.7B4.7B$584.5B20.9BA
B.7B4.7B$584.5B19.10BA9B3.8B$584.5B20.9BAB.7B3.9B$584.5B19.12B.7B2.
12B$584.5B20.9BAB.7B2.13B$584.5B19.10BA9B.14B$584.5B20.9BAB.15B5.B$
584.5B19.12B.10B.5B$584.5B10.B9.9BAB.9B4.4B$584.5B3.3B2.4B7.10BA10B6.
4B$584.5B3.9B8.9BAB.7B8.4B$584.5B4.9B6.12B.7B9.4B$584.5B4.9B7.9BAB.7B
10.4B$584.5B6.8B5.10BA9B11.4B4.4B$584.5B5.9B6.9BA9B12.4B.7B$584.5B5.
9B5.20B13.11B$584.5B6.8B3.B2.9BA9B14.11B$584.5B7.22BA9B14.11B$584.5B
7.2B.B.7B.9BAB.7B13.11B$584.5B6.4B2.19B.7B12.12B$584.5B5.4B4.16BAB.7B
11.4B4.6B$581.8B4.4B6.4B.9BABA2.14B2.4B4.7B$581.8B3.4B7.13B.A2BA.14B.
4B5.6B$580.9B2.4B8.4B2.7B.B2A3.12B.4B7.4B$579.10B.4B10.2B2.8B2.2B4.
15B7.4B$579.14B16.6B8.15B7.4B$580.13B16.6B7.15B7.4B$579.15B15.6B8.13B
7.4B$579.16B14.6B8.12B7.6B$580.16B13.6B2A7.10B7.12B$580.17B12.6B2A8.
9B6.14B$581.17B11.7B11.6B6.15B$582.9B4.4B2.16B11.4B6.4B2.10B$580.12B
4.4B.17B12.B6.4B5.8B$580.13B4.4B.18B16.4B6.7B$580.3B.5B.4B4.23B14.4B
7.6B8.3B$580.9B2.4B4.22B13.4B8.7B6.4B$582.7B3.4B4.22B11.4B9.8B5.5B$
584.5B4.4B4.23B2.B5.4B9.5B.4B3.6B$584.5B5.4B4.26B3.4B9.6B2.4B.7B$584.
5B6.4B4.26B.4B5.B4.3B6.10B$584.5B7.4B3.30B5.2B4.2B8.9B$584.5B8.4B3.6B
.21B5.3B4.B9.9B$584.5B9.4B3.4B3.20B5.3B13.10B$582.7B10.4B3.B4.23B2.4B
4.B7.4B.6B$581.8B11.4B5.26B.4B4.3B4.4B3.4B$581.8B12.4B2.41B2.4B$579.
10B13.46B.4B$579.10B14.13B.9B.25B$578.11B15.11B5.6B2.24B$579.9B17.10B
5.5B2.25B$578.11B16.10B4.5B3.24B$577.4B.7B19.6B4.5B5.23B$576.4B4.3B
23.B.B4.5B7.22B$575.4B37.5B8.21B$574.4B36.6B13.2B2.13B$573.4B35.8B17.
11B$572.4B36.8B14.14B$571.4B27.3B7.9B12.15B$570.4B26.10B3.9B11.15B.4B
$569.4B27.11B3.9B11.20B$568.4B28.11B5.7B11.20B$567.4B30.10B7.5B11.20B
$567.3B33.8B9.B12.21B$566.3B35.6B22.22B$565.4B36.4B22.4B2.10B.7B$565.
4B35.6B20.4B3.4B.4B3.6B4.2D$565.4B.B32.8B18.4B8.4B5.5B4.D.D$568.4B30.
4B2.4B16.4B8.4B6.4B5.D$568.5B28.4B4.4B14.4B8.4B8.3B$570.4B26.4B6.4B
12.4B8.4B$571.4B24.4B8.4B10.4B8.4B$572.4B22.4B10.4B8.4B8.4B$573.4B20.
4B12.4B6.4B8.4B$574.4B18.4B14.4B4.4B8.4B$575.4B16.4B16.4B2.4B8.4B$
576.4B14.4B18.8B8.4B$577.4B12.4B20.6B8.4B$578.4B10.4B22.4B8.4B$579.4B
8.4B22.6B6.4B$562.2E4.2E10.4B.9B22.8B4.4B$562.2E4.2E11.4B.7B22.4B2.4B
2.4B$582.10B22.4B4.8B$583.9B21.4B6.6B$584.7B21.4B8.4B$585.7B19.4B8.6B
$569.2E13.7B19.4B8.8B$569.2E12.9B17.4B7.10B$581.10B17.4B7.11B$580.12B
15.4B8.11B$580.11B15.4B9.10B$580.10B15.4B12.3B$582.3B19.4B$603.4B$
602.4B$601.4B$601.3B$602.B44$187.2C$187.2C3$192.2C$192.2C$620.2A$620.
2A$750.2A$750.A.A$573.2A51.2A123.A$574.A51.2A$574.A.A45.2A$575.2A45.
2A$583.A$192.2A388.A.A16.2A$191.A.A370.2C16.A.A16.2A$185.2A4.A372.2C
17.A43.2A$183.A2.A2.2A.4A431.2A$183.2A.A.A.A.A2.A$186.A.ABABAB$186.A.
AB2AB$187.AB.2B$190.3B366.2A$190.4B6.2A358.A$188.3B2AB6.A357.A26.A$
188.3B2AB3.BA.A357.5A14.2A5.A.A$186.10B.B2A5.2C356.A13.A7.2A13.2C$
185.13B6.C.C353.3A12.A.A22.C.C$184.14B7.C353.A15.2A4.C19.C$183.15B
361.4A17.C.C$182.4B2.8B361.2A3.A3.2A12.2C$181.4B5.6B360.A2.3A4.2A$
180.4B4.9B359.2A.A47.2A$179.4B5.2A4.4B361.A46.A.A$178.4B7.A5.4B360.2A
45.A$177.4B5.3A7.4B391.2C12.2A$176.4B6.A10.4B389.C2.C6.2C$175.4B19.4B
365.2A22.2C7.2C$174.4B21.4B365.A$173.4B11.2C10.4B279.2E80.3A4.C$172.
4B11.C2.C10.4B278.E.E79.A5.C.C$171.4B13.2C12.4B279.E4.2E79.2C$170.4B
29.4B274.4E.2E2.E2.E121.2A$169.4B308.E2.E.E.E.E.2E121.2A7.2A$187.2C
295.E.E.E.E133.A$186.C2.C295.2E.E.E83.2C46.A.A$187.2C300.E83.C2.C45.
2A$573.C.C$469.2E4.2E97.C$468.E2.E4.E7.2E136.2C$188.2C279.E.E4.E.E5.
2E135.C2.C$188.2C280.E6.2E98.2A3.2A38.C.C$577.2A3.2A39.C2$183.2C$183.
2C385.2A$571.A$571.A.A$487.2E83.2A$487.E$488.3E$490.E127.A$617.A.A$
617.A.A$618.A$575.2A$576.A$573.3A28.2A3.2A$573.A31.A3.2A7.2A$602.3A
13.2A$602.A3$612.2C$611.C2.C$588.2A22.C.C$588.2A23.C$224.2D354.2A$
223.2D356.A$225.D352.3A$578.A10$578.2C$578.C.C$579.C3$609.C$590.2A16.
C.C$590.2A7.2A6.C2.C$599.A8.2C$597.A.A4.C$597.2A4.C.C28.2A4.2A$603.C.
C28.2A4.2A$577.C26.C$576.C.C4.2A$577.2C3.A.A$582.A$581.2A58.2A$641.2A
3$560.A$558.3A$557.A$557.2A$542.2A$543.A$543.A.2A53.2A$544.A2.A52.A.A
$526.A18.2A55.A$525.A.A32.2A13.2A25.2A$526.2A32.2A13.2A2$541.C$540.C.
C$539.C2.C61.C$512.2A26.2C57.2A2.C.C$511.A.A85.2A2.2C$512.A50.2A.A6.
2A$539.2C22.2A.3A3.A.A$539.2C28.A2.A$563.2A.3A2.2A26.2A$564.A.A32.2A$
552.2A5.2C3.A.A18.2A$552.2A4.C2.C3.A18.A.A$559.2C23.A$583.2A8.2A$514.
2A77.A$514.2A78.3A$596.A$524.A$523.A.A$524.A11$341.A$340.A.A$340.2A
12$372.A$370.3A190.2A$369.A193.A.A$27.2C14.B325.2A193.A$27.C.C12.2B$
28.C12.3B309.2C$40.4B309.2C18.C$39.4B329.C.C9.A11.2A$24.A13.4B330.C2.
C7.A.A10.2A$24.3A10.4B309.2A21.2C8.A.A$27.A8.4B311.A25.2A2.3A.2A187.
2A$26.2A7.4B287.2C23.A.A23.A2.A192.A.A$26.5B3.4B287.C2.C23.2A21.A.A3.
3A.2A187.A$28.3B2.4B289.2C47.2A6.A.2A$18.2A7.9B313.2C$18.A8.8B314.2C
58.C$4.2C9.2A.A.B3.10B298.C75.C.C$4.2C9.A2.3AB.2B2A7B297.C.C73.C2.C$
16.2A2.BA3B2A7B297.C2.C73.2C144.2A$18.4A12B7.C290.2C219.A.A$18.A.2B3.
7B.B2A4.C.C3.C4.2C320.2A13.2A164.A$2C17.3AB2.7B.BA.A3.C.C2.C.C3.2C
320.2A13.2A$2C20.A4.4B5.A4.C3.C.C355.2A$17.5A5.4B5.2A8.C355.A2.A$17.A
10.4B371.2A.A$19.A9.4B22.2C349.A$18.2A10.4B21.2C349.2A$31.4B294.2C60.
2A$32.4B292.C2.C60.A$33.4B277.A13.C.C33.2A23.3A$34.4B275.A.A13.C34.A
24.A$35.4B275.2A49.3A47.2C$36.4B318.2A7.A46.C2.C$37.4B290.2C25.A11.2C
42.C.C4.2C$38.4B289.C.C25.3A8.2C43.C5.2C$39.4B289.C.C26.A$40.4B289.C$
41.4B312.2C$42.3B312.2C$43.2B$44.B4$407.2A15.2A$404.A3.A15.A$271.A69.
A61.A.A2.A.A11.A.A$270.A.A67.A.A60.A.A3.2A11.2A$271.2A67.2A59.3A.2A9.
A$400.A14.A.A$401.3A.2A8.A.A$276.A126.A.2A9.A$275.A.A$275.2A3.2A$279.
A2.A121.2A$279.A.A78.2A41.A.A24.2A$280.A79.2A2.2A34.A2.A26.A.A$364.2A
33.A.A.2A13.2A11.2A$399.2A2.A14.A$403.A.A13.3A$394.2C8.2A15.A$363.3A
27.C2.C$363.A2.A27.2C$363.A$363.A3.A$363.A$364.A.A3$443.2A$442.A.A$
443.A43$389.2A$388.A.A$389.A8$411.3A$410.A2.A$413.A$409.A3.A$413.A$
410.A.A17$444.2A$443.A.A$442.A.A$443.A3$439.2A4.2A$435.2A2.2A3.A2.A$
193.2C240.2A8.2A$193.2C3$188.2C$188.2C4$189.2C$188.C2.C$189.2C244.3A$
205.4B226.A2.A$171.4B29.4B227.A$172.4B12.2C13.4B228.A3.A$173.4B10.C2.
C11.4B229.A$174.4B10.2C11.4B231.A.A$175.4B21.4B$176.4B19.4B$177.4B10.
A6.4B$178.4B7.3A5.4B$179.4B5.A7.4B$180.4B4.2A5.4B$181.9B4.4B$182.6B5.
4B$182.8B2.4B$180.15B$172.C7.14B$171.C.C6.13B$171.2C5.2AB.10B$177.A.A
B3.B2A3B$177.A6.B2A3B$176.2A6.4B$185.3B$186.2B.BA$185.B2ABA.A$184.BAB
ABA.A$182.A2.A.A.A.A.2A$182.4A.2A2.A2.A$186.A4.2A$184.A.A$184.2A10$
184.2C$184.2C3$189.2C$189.2C!

User avatar
Goldtiger997
Posts: 762
Joined: June 21st, 2016, 8:00 am

Re: Make a Spaceship With an Adjustable Slope

Post by Goldtiger997 » November 20th, 2022, 11:03 am

I've completed the HashLife-friendly* design I mentioned in my last edit, and made a script to automatically build Speed Orthogonal Loopships of any given orthogonal speed:

Code: Select all

# sol-predecessor-builder.py
# Lots of code is borrowed from the speed demonoid-building scr ipts by dvgrn: https://conwaylife.com/forums/viewtopic.php?f=2&t=4711&start=25#p108786
# The base64 decoding code is borrowed from another script by dvgrn: https://conwaylife.com/forums/viewtopic.php?f=2&t=2936&start=25#p134875

import golly as g
import math
from fractions import Fraction
import base64
import os

resp = g.getstring("Enter a sub-c/2 speed, appending 'h' if you want a HashLife-friendly Loopship:","3c/8h")
if resp == "":
  g.exit("Script canceled due to lack of input.")
response = resp.replace("c","")
if response.endswith("h") or response.endswith("H"):
  response = response[:-1]
  hfriendly = 1
else:
  hfriendly = 0
if response.find("/")==-1:
  # either this is some kind of decimal representation, or they're putting us on
  if response.startswith("."):
    num = response[1:]
  elif response.startswith("0."):
    num = response[2:]
  else:
    g.exit("Invalid format for speed specification: '" + response + "'.")
  n = int(num)
  d = 10**len(num)
  response = str(int(n)) + "/" + str(int(d))
  
num, denom = response.split("/")
if num == "":
  num = "1"  # handle syntax like "c/9"
if not num.isdigit():
  g.exit("Invalid numerator '" + num + "'.")
if not denom.isdigit():
  g.exit("Invalid denominator '" + denom + "'.")

target = Fraction(int(num), int(denom))
if target > Fraction(1, 2):
  g.exit("That fraction is NOT smaller than c/2.  What you ask has been proven to be impossible.")
elif target == Fraction(1,2):
  g.new("LWSS")
  g.putcells(g.parse("b3o$o2bo$3bo$3bo$obo!"))
  g.fit()
  g.exit("You just asked for an orthogonal spaceship traveling at exactly c/2.  Loopships don't go that fast.  Here, have a LWSS.")

# base displacement and period
d0 = 1989120
t0 = 36882896

long_skinny_loops = False

tempfile = os.path.join(g.getdir("temp"),"mcgz.tmp")

# WARNING:  this function uses the current Golly layer to retrieve cell data,
#   so if there's anything important in the current layer,
#   a new layer should be created before calling this function
def get_cells_from_mcgz_base64(s):
    base64bytes = s.encode("ascii")
    mcgzbytes = base64.b64decode(base64bytes)
    with open(tempfile, "wb") as f:
        f.write(mcgzbytes)
    g.open(tempfile)
    return g.getcells(g.getrect())

def how_divisible_by_two(num):
    i = 0
    while num%2 == 0:
        num = num//2
        i += 1
    return i

g.show("Getting single channel streams...")
part1_base_64 = "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"
part2_base_64 = 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"
# skipping "part 3" since it's identical to part 2
part4_base_64 = "H4sIAAAAAAAACnR9u7ItN4xdfr7iVlnBWIGGBPhMJ5/EE7ocO5mqiefvTWBhgewrWSrp9N67H2wSxHsB//vf5f/8+pf/+1//+Z///av9Vf/nz//4X7/+Tf/1P0R//sA/f/355x8/7Vc5/9Zf5af7kZyj4Ud6jqYfnXN+lh+dc362H51zfmrxw2mH1Q+XHYofbjtU3L3YcTzJHlXxLDvzp+JpdupPxfPs1J+KJ9qpPxXPtFN/BA+1U38ET7VTfwSPtVN/zov99Ze/XJxRzjv/df7xH86fv+Iv3/+8t54JiHtI+/mDJ//5nCkjbtZ50TxzJTFx68fP43XvzdUuUQ4Fj/efVXN4WBL8c37D53OrcxznnlvYAHTazXBrXWcAKrZWv3Sf5RLMVOML80Xve587NfntPZp+5ifOft+g9XNy4/uPXw0/tGkDK3m7tj/vY8O3u8SNus1Al5/nVfmov/583p0P7e3csmOKej9P7fH9OG/agiLnIc2Gqe0Lt85bjPuSoyZhD0nKHpqkPRqG/RkWCQWjGr+v/5hnbf70xfwMfOw8ZdpTBx4x6w933h93700bQ6zM7M8Tpv0+x6UNJwV7Gp817b7zPmzZwyZebdXzjhMrveSSYo9DoyVbvJlPXO3Xsjutcb7vzWcPP6xc9xU3379P1bOQ+axdz8WbxPZHLnNQGU7dLQewez5nY9W3rfSOu9lKr/h+HTbU969hV+yNybCfZv/5bqQksxxVLXKeVUvwjqIkmks3tfRc5Vpsop5d/XnFWlbOfi37jLyWdv6zaaoV97AJELmkbI885wWfrFXPO9ZgoLW2oFK/R5Bpdc73913z53fX1MqFyiHVXKg/k5P9vkxVbJ2qcKHO2MhkTVh8FiwfJZdSa/DFiUtJUOelJKbz8MZ1xnJOdQ5fxVbsTF2caWfZ62McwSerCnfL/59DVG2X1XDxgrL75XJV7T9/tHPMGny36v6HWf3rQ8r1MJfcCTVZ5z8T2e/sGzew/3q+qTOI4TeLlW4mRmqLMbVlU9fiBZvR1ArpOp+rtoBnx7o+Yqp2zTePu3SjqhozUg8vPU/oMc+Hm57F6Txznp1VlZ+WCfla+HH7zlFsiodf/vUbQcberuNZg6Hv2454+mg5Sq1B+va1bfw6YgsePvsHl9nFCWmgDhM4dZZ/3PX/TDLTt/+M58/PXpyNzOBeUue4zMCYKzeocd972/owglV8i1Dg3+/FHraotfjGnzYYf4vVbCFCVtTVnw1q0reuy6r1cuS6eMG+jNcmtW4+P+8z5N1g2199U29qNprgtXXb09srjfD1vDfr6g/ZdyQbI5GCPRc31p7LKof1Hh0lWK8cPnheeI/41IzyFj91rsS7FuJMMRQu4x8/PH0nsxRXN2Morm7uOBafi0MAWNNXkavt7ug/r/7zN+qRajtXKpfiqH+hzMohgNSWxJXJck+ipno0xjMBoc+KSwVu9BFC5s/LZeOZvvw8Hn67mA5XQEPg27Sfe0u8+eGx6/wfm060PCu/SBKder84QwRzlFg40XZlP3ataJC+cxDReHPXSGshJdy9Ls0virdtTiQdF6lTQihucibsDDaoWo46us8n/taMB0mxqVb/opu5UUfMSBtXczehAXYvkC72/Mbb7p8/uLp/m+Nuskf6IwODH0u3bSqd57WkZt9w8ghC6SGuS3W7IKYOinkPSu2+LjELMvAo2jr9ma+glWChMtR/C560fO/G6vJM3tMYuowgkWEMXYLdylhOvtS57h1lPnyi+WScfYLLLpE6i5YZMzONZUhwUpn94atOBTsIs4tfFZ/mZZRnwuyXFZ+mv8YMcjkK7HmNGdO2bGFnuTcPMbicxFa8xOJOMUWWvGGBZyxKW8jeZweveOL2DbTsm+Wfa+pv6o+ZQUmHczbTPaBrmElzpuvRXoU8bTrthIorrsFKMFxxHVZCoZWjxBqVDwxFi3OqIlBFwfPLJU4tVGD0Wc/66v9abI9qCW2/jJz1fbnO7n6zFee4/hpW/ZGJdn180mqroSXuXSUmQPCNm7fBUy6zqk6zehikE7FW410UvFL89rzhJYpzI5d2l3tqcFKFgriuUiHtOUnjJKNKDYagh3eecQfD1cM99/nEM6eT+XOLsJ7ntYzNFpL+uyRXNZLWYFGqtsyq/K2lRuvLo3rtxjF5W7s8Xh5st5IxVr9ZjLiZKNPgtNp8/7WSjw0TcuXY1CxzsyQvN9bYKt05yFEO1QW7NttuGmxO27qTMUsyOe0vX2gPoatva1Kbc0mNidJuqoyGN0APSZxZD9VZj75Z7TWD6A4LONxcC69c5kCSsz23f6RS4xo03/Ex5vWx5vUx59Xt+RjA6NdbpWNcf5WOeT1WOtbL67bNtQbLOTzqcq3mP8Q2dt6rQdU69dmpUC45Q7O7P+p3H4LO6bfDsLdP42F60Al1mrTQSW/PYyVDE9DYDHM+fOCoJ/5T+Gh8PwSf0fVsT8h04c3fcUDCa0h/XT6M4KC6bWI11Fg98xRLZMyLS2QGvCtb3MZnWkg4lWqBOmfUbbzpkBMW1q/b9blsP8PVUDKbazsaIqYVG4Rcu6cVHpOQW2mvIuZCuYG5nr8mMlssWytXy5XhN/v7Zjqb2txgRsm+m1q91os4C2pBVq3qdWiIM7qaCiAUlGA71f1awQdahWcrFrGatGjBqVt1aaEhSpqUu3fX88quX5IaQRWU9w1jjClr0l89ZK/HQGziAwkjv8l6Vf0OBif30U1f86YFU2yumJEh+NzRcGnOL8edYl4xrr+p6fSbxdSo+RNaGPHtLOWZGvLuVh7vziuYIB1bsKHW9Lox3VfW6NNs/Zkn27Y5n+pz1mbsztZ8HEERDaZ6qIBrPQphEEtol8vfhbPbPxzDbbLW/2Z4iTi1xZM67sBPPooeo+8+G6GutuF8r4We3UY1zteEH12KBXWfDXkVaezRFirl9Pk5HLX5VVeV8Fdug3bfY844N2kP97QbbBhn53vTJhqF4bzX+Wyc1w9GYLegp9lVFZoI1dhTC+WwgYUKDYbyCF2Yn0pawUBCODZXMVuwvHZUzDNzk2cqbX69Nn9zvTKGbezwh9fOlDZtrXA60XTyxd+kIePUTR+RnCS5TeNqwfraxgCckxrv9JsEBy2XiwdtBSMEbYX62bZTRqifbe9HKpSPq1Kd9fTYNb04XYRgOBvaf8Onba/cg7v2YpK9h3uoF5fs7TyhuUrdy3x01cMrKbNDlicvNZbS66sY9kOU3WmlV3l8jLR/Y6CuKpLXN9dfYyx4oeCl3XlpD72vh7LpqpINwp7+eDxTxOKGPbYEeFDno0Uvv+/r4R/dVc4u/GQqZw+G313lpHlcHkdYF99Kk8Ld51y5Kerl79vWpgc9Q2XndBi/t6viyerjCN7cdTwMyVlh52YCWwuG1HU/i+bbOOwj8zCd2zPY4jZ7D120u83eQ6PtsNl76HgdFnsv/DhM5WoxC/3I9bMyOkwDc7Jp62GCJoyO8YbHhLWH67rPEWNCXej/if0X2spy4qK9vX1ndnqKPajUJ/a17VG/Y+xN56v96Mvdz+/9Blqq6/99XGXimruwkWO792FSsIcR30d7dCyBOROD8ct6sMSOTRABpz58JMGM+zAO38P90eF1pwnb9qNeQJr0SWo7dwyttc92eT22pfrXru682yns5D6XX85Ppg/2INYecj/YYiM3N84de6Sb+mkGfGx4hGD23QZ98V6+b49W251Rdfi89Y5UQiD05ZuTInH4+Djr2xh7DwWjb2PsPfTVfibFaHPyY3ukxWqXcMRZbt8DHoRzNB9tFEbA5hN8Z8SnUa4KBm0pHu2a+AhRP9z7OYLljtJehtjlo1yO4gpTxh/tLhPmzjlaDyPSh734Zhln42H84tt3hBk0qvjjI5pfbfuOwljpdcrDhhl1wN/t7PlyHJh9I6z44Yx1M25m6zNoupf1EPQQW59xyNTNtPNZHm3DiPiqG8NnmmpV1ev9xizF67gZNmQgVnaObMuMcM4NsS0zQtkd6krRCOEw1JWivvnxaiPOOwb56RqvD8g1kKG86Nk45VFGhq7HZJZpIx4NMehQkUeY+qP5pMQ2Gr6NgoJx3eIvT8jEZfpo9II7aRySAWW0J1Og0Pb3H/bjR4GqNqiPupQbwVVHdyoJu2B0p5J4zdEfKmn+YsE5t94fXF6PcIXK8h0QQmg8DNVptYemPkZ9/HUY3rgC79zhTB98dGOYp2EEMxyjO1u7eQrjMNRIjrjzVF3RGqG2juEylAbaflcZZvAIXjGmz0YotWP6bJCkp4u8EYJmzNeVC9Lp8Q7DdZMRvHQ4Z8VW26/KP69BOVZ97MTqom7E8o3lfORcOxY+I9ZH5dXna3GQ9THXymXvw80VKlmfjeUycYR8Gc5YBynRGesI1j1c2jB85eoRd//RTu0m3GE+xVVpsD36MCRyI49ytjqCrc5iqufYdFHVj47tvih6RfcKagfR2RvM0F9ncUt3tuBn2Ky5LexEPsA4yCyMbRsHmYd3u3p/LCLwkKNbu0PpfOFcZISEm4e9Hh1nqMKtdL7QWOb+xKdmvRlVs745VfXJqpr1yauadX+UZ+yPKXf7ZqKBe4PJ9FyjmCHypzNVKr3zk/wkz5RMZ6uTAX5nqjOY6pS7feWhmAkFiE59J8AZJDeVWrO7fmJGpsJbr7Rb2kME4BlTeaoP4TC16SQz3fifoShPDzExIPF4Qo46azcJQ2s2fcwGjH1GsBOj10Wnnfh18f7NzIgZev50NXWEbD8sLtiNX+f6+wwuOnt1OfJR+/KTm28rbMtzrr9urODspsPPcBzMbrbEDDYwzXNqwwgi8QHQQgyV9Kh+daaHfjK9zikmlNc5/BWDg0532ZN7xEt1sv/hZ8ZEeZhpRphpjnk1c0FkmS5H9ybNcPDM+bjBEa6gp/5Rrz2ANifTR5x0Q42d06ckFnlOnxImWLkjgGExxJNmGPtX2niwM0hj2vKRDI2jPkvj0n+uV/pT3YypCM43l0/FsiPfNb4lN63NJ+qBEQUznbuEjLAzj/bzvHOb/s7h4JvbePwMz8DcFimfoRvMo6YaGUx+HMY2Zucz5qubR7wnaMTVjxkK7XKtNd3aT5DO/YarXCtiFfr7TPiuwqhyf3YOeDAtJFxF23O9Xl13sy86590V9IR+gqKWB6MWs0yr+nNj4NWmYwWjXvUNQ0KerDqRIeCkdGOHb0Jb3f6AeJyflkLJqXFJeu9uVNwJfYWp7ybICuJb7gVYwZYXdnkIAJgxeEl4pBbf0zdBzfSOq8y7l2IxgK/Ql68T9twiXAJLfVE0nFLnyHw0i95hdR/NCjpeLi7mK0ksKuXm2vnx2ZGPTtc8f20F31nNlyb8AKtlkOmXa113S+OiER4nd7muYLrLGeuiNxb2P+OkLpVXiKrV3zQs94WsJ9GrvZNFj6iHqVdw1OUcdYW2u5yjruCoq7+pSchXWHTOVV+n2FZrlMf8m061jFS753Rx2aYpkGvQnl2ur654xPI9z3hem68dra4XruCUywP31Nzg86ODbj3huu6jnMwXE39YjNn11RX66oK+uoK3r+kumkXWN91FMzc/uotmHv18Cr5YltDdOXHuDwAr1FRolvPW2NnLmSs3sJ8VCs1anu4dy+MO1rADlntYLw8G+7Kd42zbvre3XWTXrxcGdivdMMu5DNMa4WRYW8KPv5y9rjy3PZxePYRLl4Bv495pUi/Xa1eoLcsF3Q3eVfG1Dka3i83LCvm8nae0UErBLDX5iN1nB8PdHrdixuJq9Az4hLjnbgfr28V20S58wrrs7fDhR+VGaH/HTbZHrsi2+xvYhldlx9rsau+zmd9fja/sYMK7Ol/ZhT+6OuDqsms15c1XOfzYbxuXyid35jF7tvszNzVYT/Xeh6N6Vtc5atfb4JkzW8abaUABPPxp6T5dj+Zb3YlEl1KMK5TJrdWfF6NUs3V26L5b9aEno0u7Lpzzq3+WqPpvIYC731NpJ683PudG/qZz4Bir7syNx3tKDg1AZ/8Sbvft2iwjXuEh5U8+sOCru5massk7myUG7by/Z3puS+nw5d6H7Z5p3iERd08ISL+B9d3l7vDd9e7w3dsnt6bLk7aIxerzLtYZJH0HX5VzQCTdBJVzZqiqe/hcBkfeQ64NAyKiZrU9x5RO0Tfiuj3NdIdGu8fjL4nwusQd9s8N5Ltuv0N+bw9l7RDFezqVBPPfzoMa0xKd8Bhscs6xw4O658cirq/2AV6/JzmtXxZPW7YoO8a13UlAX70Lvb00eFEf47Mh234tArcGmXLvzHGHaruXb7pgwHtZFHqH52Evj0Lv2D17v8CQ+uRLROwqrvIUh52fkFhF3f7nOv6Hqwg7mOv25KlN9gkLn+LHY9m1xIZYHr6iSln9NnThnJNMJp4/+dmk4qY2WsBtFx0JvtGYyDcqHkO1sMxnDp2oz3f7ZUGZqOlKzNmjMabi6VTn7MXPvvePbE5nVb6ce3vOGYQmVJ/NVHo+I/I41/mTn229zh8CD5A3cC6gj1Z8x+7N2Ti0ffj7PhJu+zKcbx7Xo23Am8eR/jUPMJ4zPa28MOm/CEkOund5phLDFr6956qeP0yf9GxV+iM2JpZZqSHXg7cvzCvz+Yu+AUFo/+fLEUMws81iDeFmKCAbzcc6TKEoJ8d9C+dPNbSbRUtfxR0eLovdwkffK6gj2Os5eBUQCKE18sfuj2qcK2isaad80BOlQTvQT75Mum/3m5NZS8cwmM9fOuidoqO4D/d85kv3BpJoJAEQMsXX7k8KBYLGnXkb8aS8034dEOe0dymgAJQhn4jz+YKPHZ4MXgbH7aGyGKWJOD85Fq7CY/2Gfs6PwRQL7sNRDSwioQTFlWVGwb96EVImzylcpfn6MeC3CZbmsromwU68zMyHYB/SgVGmCzW66V0SUPeDk7OWxRcHGz9Ed9P0bmB4YyLInwowA2VJWHvnsPv7zgBHnS8GFjg54PKMu7NA5BLu6KASJOW68lbFRt2RVW+Hr1J0Pt5gCbzG56uGpDzXYG7SeXlUlnMSJuzGiua7yUPQz19gLBvsIYyRQ5rFXzF4QIV9TtcbIq61MkVhvP58qCHc/19l/lwycGXnfX0VK5X06ho1U0mQ5FUzXba0m5Px5MCqT2c1hAliPrU+iQOYhprY2Ops4YLBqpmnlan157O7/GplulB1UsotCTdJpV4qnt+T+eQFeXZMEgQJJwpNMG2Sn52yCGKpVeBJwbWeDq1m5WOlF65lkM69Rxll90BgLpaWz3wEH0hQium2/ly+sjq/stAE6LnqqzGogK/sETbhAleq9N1UdV8c/d6+3ykATDLgZD7Ms21rRhWq59uS0cAFyH2LZIuasK3qXuv5ThB134ITOaIGsmoks+ZC2nwaDlGxQ4jpSklUu4vpmoH92l1OH4rML8RM6EMYHA5CwbxAsNgfvy6FKPI6zo8cINwgoaF9TWfkyJ9TNo3cOjBnVJLqeLMasNgM3rnWRsUM8IHzI4nfnSG0EZ3R0R9XDQFmDxkc4sCcUZ7WsR9ibhAXdALu+kT1PdkgY/q1zjg13Ngb1EcJUOebPbZcS2OUAn7tav51D2DY4evZxKsHWzfauc6J+ClyMWIHEBZWPaBX6+TSLgdGVXrpDBnm1EFFpIIuU40BQoV2i996RVi8wuBNiMATqEXkLbfhBnXv/IxBER9WXW/PgFswD+rqnuWU2b7PqlZ4OrhQPfgftW8poCX6cORwdnv1cyuE3SpyDBefA8oMAnq57sIvn5USMnZxxX3QLkPMoGQ48ok9efirCnm8QG0Xqu3iBJFZeW57U6XzuFdNaIbAL50qAB4aiRPw6hABgPTO82M+xeUfU8erRei2febkm9Lur6Uwwu0rAcOgW0ecT+79bkQnzqtS2iOFMwTdnUolHEbVsGW+lTkiybvvJ7nHectRsOBFPktfMfs8GRgtQsSkPOpNBeMkNmBhIjR/dKiqaFKdg1WFaFVBsgX1YmcJdK4GWOkwWdcpBEiKyiIC6+U2BkCz51CVl4hR49PC0nEl3X/PlIbztWtree6Hu1QzA/3GfFDHSlIUGArNVzIhYA4tymxRZ5ArL/b8HrKNoPEeyR/nyJeQmHM4rDLVBAZGz1thXPkWo7zG6/7yK5AKWa8B025kAHPOTDV5I9BwVp4fScbg6QZUG1gTMHXDqkHUy3gSOhFDJdUsvMCskQdSoc7cOOpyvjOYY95AwLkQHkSsSeDiDphFV9/PzcQTaNyZECLzzbALDAyNGHHdfSREAJcuiVStcwjCoq4vYO2ExlUJ1n5tzOXRvJrLKKa8i+24hNavR6NFwupVabF0FA2A354vOdwtbw4FdASi1UJHiD1heUx+KSl1YysehtL4KN8XroSw+oFfQe3T9QLiF/GsRP34uJUud2jWmROvwAlr8fozdoBZoz2gHnjsHxv1FmXxO6WIVg8+kpTbh8spRqypfcOKY358Vc9EpmGJbOocQ9Rt+PgClHVu4Awik1OwvLBXEZ46p+SdfC8SGVcV3J6gtarB7ZVOH4WHhnGq2V5+Cq7AyEJV6ZdDzifRo6q86JAQ/wRpVYWHRoXP/OCJkYLK4JQ78UjB0z3QVbPggr6JJ7CFuO6hEFouZmgrqlgBCgBDytlcZIkI95R1KsH7qYZjtqTfjX4NbfJwT+Ta18V5aW7tEAx3DvoziwOOYYYawEnbxyl4rPQkMc+uo1sQU8PkOlcne9g2ULuVVRksl9LGQM+NgejsZWk3GIzOF77lCWAORD5WdcV9r8t+7t4H19ZOWkYAk9mz8wYXwow3jvUad0p+rwNTZVy64Yt+PTXhFEpFQt2Bn/7UhRWiguz35YhmwX1JctN1P6W4UGfwDAXGHqKiCGWLOLkK0E6aZq77kD8gWFMzGcbirPbcmc/Zr0kNbHUl2g1AKSZDAA9JXLPrcIkvWyBmvrlFhewx9NrpctNeKQpM1/HVPdzIY6X21WKxrX7DLOddQVUpZpCKHJMqE9PKsg7q0owQX+QREtoUzOGmDDlP150aLKoLhOPV6V7Tb4h6EWbsAKdRW3lLHXmCecYX5IU61ObZWJV4u9o8j+T8qZEPfA7di5XstXkCtNDxCB0r6+cU3C3P3Y+mXZ8ssNqCL18O0zwNulLhrwDrmTckonC+b1IkNHe+7ydakXkc0G5aljCrCzce/Ox+SOL5qmH2qo+WF0jFbl7+4hXfeRbh2baZ5qhu5jOsVg3GV63yT8/7diuvtpYFxCe+GY+RUmsAV94Q+jknNPtzhGxYMmgvWcJsBoS+qlmJSGeoDe4awvzOgT6qMgvbxKP7h1HgwfTTYFGpoM7wywbfRHb3OYdvDT9Ny+zP5ryiUXo1pCOTFH8uNBYqdGv9430idOccvIkVHa6M9uIn6x3DxqUcQ8eYuEGaK6yN7MqzChOi7ldSp2v9xdp9c7TCBCLWrzYPgleLkXV8donIcFA1+J+TVdNITK1tPDtgvak1SE45J/BiV+UTpsuExojvtPHKRIQJz5ccGLT5Rm+OeeXzqXD6taw1ZhdSxW2z3rX64Ob8h0oA4ISgNXzeBH9sUOIbnTXNcwFro0QBLDCdXnXpY0t9SucgCasSF1ib80nWS4JKdbkX6jORsTe44BsZe/Pw/2b1ECdzVrw5P3oC4FUzsHvuOMAkslTFDiZB66NtMImWg3EfyBgvyOOm3UXYkQjACtpKv0jzkh1MjGoPs68NsiEFbIMPnsjC2guKfQWfQGCN/kTx1IVzDutNefAnrZ7wJvRCU/XoFj9egoqOnOILaXBEzzCwQ4/4UG30XfyUqfG7MTm+IquSGTtPaNsckX4und7dEwlrQg97fUVphXenpaz3SzkBv3EDSBbi/CwkizsTRwAtnoDE8xlaPDFx5wt5lJQAtGZiqN2aOnwHVjufvB4Fq+DMzOVxGdSptXd306RW5Hpe15u/bNeyalPF5imdydQ/cOp8xAahhhVYw0pYYjW0ob1u1hHTcLI9W/nmX9Wur8ockQkDGiZM5rNZ/dEU/x3OGgIRa3elrGZpjoF7Ubvbn4B5dwlF2ynQ7PR6+DQTXxjKkmW8NZBgxWMTKCL+xi1lnWKBNU9ovnU7tfVu+rzYnsovxqudladsQDC/3vNm+zGmS33sHoQ00yURrlkiEGtHnJXwwQpI4nUZdE9MeWbI42dUxASsMNETSFI8J3FcY+PupMAJsj+yDS6dPusjYCtcphkYhXphgEUwhj5fWNA3WDs8on5O4UBhrROUWHvialxV+eEIV3mRiChJtV4Vl9xgBBc7Wys03I7kqnKp+GLyuX/IuvvCcBaH48r8GZX9z/dQ7cifqQRl1r6f3Hjsz9SAOwzWvpnh2p6kr6hiZxC277owM3GCWCkH+v4wr76fGgctnpMBnlHelNtgGyOLSnhKZrC5sPYHwwIDij1BjufA1XoCJStwjSPDbWDPJA4gGyuLEd7sT1KiPYqK+4BrnoDGOkLIhDLQnMzXkwM2M/6GMwkHrAbPsjtRUx/VvcyDDhhDOVYf3uQXGzubfrUhmQcHTf4qOF9dAuCYSmBiHfLAcrGt6yD4xsltM30XvqpBVg+8YzXAY8fn/ZBqjzA+3xAxmbdGSqrax0D1G5OTD8USUi4MTyc/fzjviiB/BAsRm+XM6Yu9DuPB4I7hsx3tLdwULpnRHglkT6YDZ3hU70oNcCYa+Svokthdxb0Gr417cQYQcx3U+0dEXIm+rKPD501v5meOTIHy21PrHrCNgzF5zuzhrw0/uWQctM+gKZUc803PrPC45o6v68WAnzcruBEJfLjNk5GH4QmQ+kAbzld0idpg6ZT3HXsjqZj0YDob8c9xH2pDYvJhdXdbi/054eohHLIOJF2mcdweMWQpL34uqWqCqsj5DC5pL0PVfUwkrZi/f6Jm7JhIWyFQtRpw0uTnEPvWN835brt93HNWgE1PxCltmkA4gOEQSlkHNA3OW4RJTOaHBBjw4gz6DYeHXklmSF8k++LUUm8Z6+Pk9kKS9JlGbRoOOnZC8hMEX8cu4XIbjgCqhsOEWB1QVoi4gkeINWAc0VsJnDwHjms6u+5OwlM9BXx1MlPHcJb+bOaVlreY36ovJD/kN6GWdXqZkvrAcSvRlVG4wjJ0n2Jk52fafsUVCcIvq+EtTSJRsjjc0l8mT3hMfikPdggAwjrJz6dvAEalgOOuk36biP3Nmvddj+n6rULj1DGzIP23fDGs13wMKuUkop/vS2KZDheqMxOYvWxInbQnprvnGc11FbiRUUxBTP/ayReTBHTO0Q9SUfANTsBkBSBzPUr+Is4UA6TvZgJywqyqT2QPadTnFA5IsXhkpgbLtJehvjobFm8yvDAbwtWTMnZ68iRHjadlwjjwgDUF+HSnDXMKvko8HI+ETIaSNo/S7vtowmczufFmf2JUqz1a9UTxvHC7AZ13vmwUZRM1lW+mxRbQER03E4WVCeWsM/TFTJuBTKZluiOXLgK/4FOp1E8YzARtVqA2GTVHhYaM3cO3Qdhmnag9nSn1/iACKMPKIVjTadofNAPaWCc0euI+z+dYS8olgKEuvM+96SROlIE4H8OJ5PY24zfh5ZszS1tAak+q+NPTKHNPhV24iR8F86GXYa7X5VYRi52sHw+n/yTjnwjEEit6PvcPKh2TtJgt/1a9ojJAPOY5cD7/6KmXX9I1QihnjYSjSX/r3K+r5A2ygT7m/ig4kyodcJ416TP8PBFoCibANVlIsyG663x2VWLSPLAEel/TLMFwbFHfnyQqQ36a7CUWugL8yTD1ljcsHruO+M+6Cp0JmE2nT2aFbag5BHee79+6OB52uAJ3YTaXlw9SnN4eowx5pKlCLWj26xaiX9DtyfPOQTo9n+RbRoDD5FwJHoJX951z5gqGwrOSVJFOaSDSjs/9cbUCM/j4Wpe8Fc1qVGwnSrQaTNS99hHz8TpmdZGpW+6DvRX9PgYXrf52nFRkg3DXAw93vmVwH3mjM9n1zy1aFMH5pZP24ULa/NJ82huUnfChJ9bLqZSlQH15KpGkFeBRxopjQ9+XRs78SpJrLiKJPK3Lo5gM7aMKhiE7w6+B2sqTmXwgOsZaV39qz8ceXemfR/CbONNz4Fs6QyTMaI1hw2O/yPgDVMqyla4w0cUQDnhDlYaCuYL8KRYWtPyVPuwRS9nyBGzNdaTWAote7hsgbblwNL8uSQsOHb2C3EbA/bUet70f0oRsMWPU9sOlQHBpXVOeF0OC2c6Nh3UmQS33O1NbAEhjzfnBCq70N8D9uegCB9b0/OG9lwukZXEBxPSWc36qbF9DBAWL6roBaaxl8IteXmvo/AqGsToDk8uzv2jkbGTqrUPrwX4iTYYA1lhNkorl0tpYb8n+WM0sxbNfnOQejz6G4j6VANJzMB5r4wsPro8xsYAvWGT2u8SYmMdS6oeaXdVIuNSG6557mxkW8chpJzDTBB7vnZDW4qx1Z2XL8pJT91x0yhcoCbt+TBDDp4Z2tRGlJRDVnHw/T0QfzuUsZlhwNcfluTc9yeeJytWFV6CTfiP1ZtMW2HDab1oOO5z2BL3WHWmWa+cZ6nJxUdsykKoZpCxPcL7oHrC9eXsCNwbrpUSkcH9N1E0uuOUtq4XtuzgvgKxWIljr9kjjzujxJ8aKbOb0AiHSXYliPQdYz8wIQrLl1nzWekhV9Y0qRxL+JmveyLaUW4XiDWhsmFwEpp6D9uh1Ae7b6cH35kok9VDwd1ao+iarbCRcbm6GjYTLTdNhR8IlYbDnC/e6piUOCKKQPe+O9KX9yTEidrWrb62dlQujnsC45vFwn/eL8K1EsFZTfW7NSg/WeXsMEsrwCIOtZjC6jWItNbMYARnukvsGvJM+BzMq/Y6kRRRtSZmIZOaPbN7k7zsaWX0CizM3wsQGTbbhtQYqYbHnM1Bmm2bDRr2BuilkAYF1BGSm0H3RRNirM+/4pBwHIPrmHO8FbFoyuYXx0TjYC8jckG06H2t2wbgjArbuhRASi8cg7++T4rnXYvbXXqC4LIOyQXH0GO2odyJP5nVqHnE3BoT2fkNZ8BElhGqjN9ZNR3RbiQDZCoQsPULNzYO4Es07iJY9By9Yus/xeDiArTunKM81Nfb8SZnkfjvCZ6WgBGwlvFdKYU0Rv528mCMgqKSw/nCpT/WmgdxMYtyHn5mi0OO250/l5/bwBGh6BoJ9kLhcP3jDzq9MiQUsO879qDzRvaEQ+lLcGD5XcLxiG/J87vysjwIqLIHAEidofUOdvH2Sq1DQhf6OiVx14mMF+FghPlaKa5yp0iBamg2Vql+rSHQ/B69BCd8ArfGCMzl8Z/jnD3GAzvClsA+LwWO9EYvkCR73EKKYxQCyJv12dqRpL9wqgn1UjAWzy0SJggC7lYGNrICCRW4cn8MJ9Vv+XlhEXkoDqdLVA0RQSKuBtFOWhK2gAca2gZEVYmYFGFkhRlaK1+Qa6QqD7ZYJhPCn573cUcdJCxI/PBtJHVLQ/4XgSylItaf65c47bpfoHFPYAqYEvw9SXp5GRzPl/Nr9zpQ2ZQx/ixzZmFi/3tlJp7jayEx3+I0qF3Om8zs+1+tjgjVwvtOv4SLEzp6D9pg9KJdLgEhswfMRK4dUg309lrccSHk0ASkrnsohoUVMYUnOsrAhWUS5wEFUk/jfvMD9AiKkLHCYlZe+Ra8wJv2kFF5frhQ0jiEYTwCSPZ85rv25HBNZ9pvXdHWM8wPyO0id+iZ0q4LK2VqneIlvKdlEa2+fgmw3UAoWnd4Wiyr6pg3BLtVBAWxgMctT8BmyjolpkHVi8NiGC51fEB4rFZfWJ//6RrPgWBQiWaXW8miPEDMshCrV1X0hDFaqV6cVNgyU+nEbosDareiCLkKVSeWGmb1FaZ9sUKle80uyisvCQ1fUl5Hq+lpmciGtu300jmymIhU7PWvP1U+WjpUXM65wizYI0bKC7oiSFc6rF6sVInGlolyt1Gw0pm922hNJwbjw+kQpAy47KX+dllioWjAQpkpVz7YXok6lOpyKnmK4bmwvwkyX+hZbVNf4pbKhFwpy0kcKnJ9YJ8QHrmPP4uTW1v2lkwQabV9YFOarwi3ijkz6fTLb/H68HkXWguqjhkZN51x0pIo32yGJSMjevUbYRlFqx9i4ISs62EjNyi7oYSOMgkuNLjYEoYt1TjwsV0rmko6Pk/61q1dQ0shTXYKH1N1vGzBRzCsLJ1e0/iKkVuq4ah+5Z03fvmuiFzHV9gtLqbFhCWiusWB0a9eJPcmIW3gJb2LpxTngsVkebYLKqMgXqGdUslBcJxvZrLcvU+YuOwVMDHAJMYkOrhLiaAW4WSGOVgI3K5XiAbjZLPwLdyOrUglSZTMB7qtB1FDRiIeVCpafddgRwEn6l7dIe2g+FHhS9+vN8HjCwziDGsjwKxh+dk2sYPg136K8M/bl4OgPWEIzlAJ8CGvM4kfySei6xNaKeP8wriEycQiDDTQps0pjahh8OPPqdfQY2RxvZwMRsHohqxewegOLRpqUmHO8+hDynI7txniMoNZOkCZ8IkJFZn+qi8GGkk9dYpGs0lgwGI48cjIjw+t6RuEwl9uG8dOh0T28CW+VpzAqShrJ7dEYTRqzuYUWf3sKEUBnE1Ow3oaM66leKVASaO0FQ8v+jMDNimTlCkV/qLc2XGbnFqweGTGqINL7D5VTiIwNpc/aOCKgItG7MVs5sntjNpWU9nYaghXEctIL9+Y7RX1dnPh1tIr0eDKH2d96knu8pRsjFrM7Vwv83YS311+2Q+fwbP8owM6mcAEnaKlGYoZY01y87s21RKIQkkh2h4AhI2xYifAKN16ktdHmbCDedBkNpDrHr8jzuy47zFgq8N4nQoiwFfHaN+cP131Ck+BuOF9AGUwws4llE1wEpgueSOWqg+wnE7dnRTqo/FNWAPdhYoAmRjfzWfuxYk3f/bn4rujFKIcFIEgrAiTKrp8UR6GI39Cisp+iLCxpulXX9bN0jUuDO3tEJLvwRLYMV3eD0MjYBeUwBvFVC8kzb00QuSLFo5VWHugt+E/IiABEK9kdwCC0NmbaO9Yi0tcrt/mn3H9kISj1Fi2fwtvotWsZG1G7x0OQkuUG1VtOUO2M1qMlRgq2RdCQz4mw+6MARHtdsEhbZuVynJsM3XEhcptMVbfRiG85n/VJFwD4UAw4+3j9RLOgmWeaJMjE6tHZzUmtWpnB8qapS26f4p7lTCSBy1vYKzLgAJKpUFZcxhvRcuwCZpYldAxOa/tHuXtV0LQsOMXEEtB3j5x6+gaGXFsE+jE7SIq6H1+MpyBjQTS8POGieIsQs6+bfhxNmioiEjQZ+kXPP7LNMCfZbbK5A1vofxD1xB2xYOHAZ/jxmbzgFl9uf1iyohf68pb2J5lkzycUROMbN5AJnT0KWEN9mgDdZnKine0s/I2x6wik7fESaT/Dm6P5zj1WkeJBA06SBdA+2wjajJJlqqcQJuTYcN/2M2tSxsJ1Puvjz4nc6pkvOZ76kF4YyhpfcVRw5+hIVd/dObYtUCZIgK2lStrjZpm1jHFxIPMFPDlv1SxzBtapWbvIeT6RqoosbC5E3Jc6tLq7eGa8BeSUwbaCVaUIMGytvQPzBa2hpS8FrQhdEEhKS83SkU0gKa1lXY6AFLn3cASk3Jzq5QjIuu8lx14zsXm/AKguleSxHyGLFgoJqHxruYs1u7QXpNqvOxpXp7rti/BJvpMsmrWZIwNwQ39NQPRjFDa0FIWez0CDKPR8gnMl0LbM2nZhONNV4bw/8VQAI0k2PEArTOaHgmE3BihRvIvlAvcTSj7nrGdnoP+WsDmmmE/Qn8KzqwW7hT02xaC21e/CGBKwtlkiUb4p1yiDI+yHKa0iAzEeh7bcrUYq3/J8O6GuLK3C/8sY8SdAjmqEPZtmgYG0bCDoZma26fJ0LwbNIAob60s0wdRKowZs7TLttSlzWmRV4hMqCgk5GZoSJBwQ1cBVPv3IdjY6V7xiNkZHrZywc1DNUm7RevfAPDXaPDgoFzOLXZ+1QdBGUwjWFcPY+nJxlxjI1vamQZihSwtwtrFtPJdFsgueKyMpaj+d6icMYDbOPAfOJlrLR19Ta0WjeGbqbBQrTPPi5xaSPif5bmQnO2ng/K3l7x8wIAbRiQUf7rnvT2++xkIZIHQq/A0ufCaVCwC28d7D4YgsziHNu2skVaLIgbD1nRgsxUaYeM0BHwVr4EoDyCFTHiM/kwoIULbpNWO9qhwpH8cJmG/CGnoxAc92fvqA7D7QR6CkJZsTGtDWbksWbEBbewv6/ttEAXP6Nz61p8pjekYosmVUeWEBKXvbik2OsyPfTv6Jf9IjQ+ystAWioke/OQBLWqYdAn0lBP2Kg22NvmlOOdjWelGfaQiAgQBvi+FtVHhlLWkMNfmzM/tsf/ZprjwgROmHFfTpFIJrBZ06E+M/3vRmXzVhp05Bq04uG/CrDEwhRkMpINasc9kf5WdXKKx7J1C2ApQtn6TyVLdAEUfpn+bw0pMZ189uD78KG24ORwVKzwzt+t55vzqlROPORORBuWX7xzpfgDiupHGKZFAxCG7E2jqcWAThSkfAlhkWYj08q793nmAmEl5wZpVzcQAt62+Iw2udCKCtWn6HW2XUoX1xzfnpGwue6kyoqlDrCLs9B8gtJqISye2STTz36zlEYcPzY+bCCG7GF0LIljBc6cjRSb+jp4NIQmV9gbPYHjzLiasdH+cofMedCkb3ejnCXqDS29vuLAp0ZLkjkCy1iB7ljGv+eoMZoTHRzBGgbCWDkEDZCuG8EihbYZl8CZTtmX5z+rmYEKR+ZtnJKB1GNaX3bzURsKTOpJziBReEefrSR3nKSUSjRhrwfTwglIiX9cHkZOkBQgyp8q1xEQoNk5Wlw3Bm10/pXh1NEtrfEeA+c/GkLmRxWhi+bHJ5DuQxFbyqx21fJH1iNb20AkY60YzoRSOwhmroZewFKn2+na+ilMLK/ew16qWTy/blWiFjwecztMLOwEJfyq3mXYQfixmlsiRfQ6O+CCtnQAPpCRRHPKuvGc3CBD1Ds8jIF6Im2LebA0fAi4ClqPDV3tQJ4mmlI/pEcK5YvMtekmZCf9JvwKOTZCA2OhNo0DuU+ahIUBSCbUPHJZxWBjJlc2Z/bmSo4LrOE8Eaz+CfRDa/1eQZTl2DwmIUSEdCdWVUSEcDUwtQzWKYWxOQ7JgrBro144yQdhlQ8ZPG/e16+eQ2CpG3MqDhkzMAUhBiItx9o+Z4XKaw9aiMaFtHqxDCb9C1s/SJsKFqfDKZAccYUbjnwF2HgyQ8Pj2n1cn9NkCN53BYbxezvR8lUoYLhkE2OByJJQTSngPnv9lMAVOTFYD1KVCILJFbLR46pxC8KsMz8s8fLgtUezYylRGqPdHDMtrTdMUZPzc7AhZs+SnDHWhZokDeUgNBygnmB3pHiLmV0V4CJWlntTOUT2Y6KVDI6clGH1KhuSvoRCqUuTI6qgmxqa++lfrDl0wLV9BIRhKqAVRo1rcEeCXbLyBXiB1GZcCjk2HQ/ha5329RUTG9wC/l5EH0e/NSZBgM+HSI6ZURKTrsIiqGv7VdR1C0jIGchUh9cO2vMZz/bB7AGoUAW7FmpfZsCoQR4VoCmqE7sXtlIECYND3rq1UKzuRLTuxDSoPh6fjnM98AJccYiJ+P3w6+3UGP/fhUVxhuMKare+N1DucPWTqg3rP5qKCD6S1I+67/2NfTGtF1Ymtl7Be3wCoOifgVg9rac5KjbTAHcl1rZupLRo117Ff5iVznlRXZUTYyGDOU+cnyCNvRxTIz/7B8qnZ/29+cX9tr+8239l8YQ4TPyoQjblIgTLB7wmlllk8sBqKPuoTn+srM7Pz6hrZVH8MexeckzdNZ8UKVj0EdTH2L3GSKxMKlLDQC/80tJ/pFfkUk1dqeBkFMcRYxM1QG5z2BvTLDeT+z/Hg47zPUY+nRJs5GQvfkbZQJ9Nf58taQuBZxhJXjWXgVqvjA3AoxtwLMbXpq61v0KlCgN8tmIsWDONxzMB+p+ClBJzOeS4rwKmlCWK5Mr5ImhOHKRNVpVhTBFiOiD4bHrQszxptHikYDwsaogs6okp5t9EZNgJlFEW9mLJrqTOL4oXCzV+o5kCupASu49drRw1wmQ7nojypslyrokCqG913IHoguqZK+0dnf5gSR9EhFbQ4QMPvzwUc0CQ8s3nJK6O6WwN0SGueFB6mvvD0pZA6sIpX56bSUVm6kgN3pQuCWIFuZ8N43llbwyX/anF6fRMB9hSm+ERYlcFMmkKGXwCYi+jO7UdenR0R4JA0Wexvo2NmZLADPMpuPyoR2T8Tu+Qztnu1azxcOVxPChWU61ydc/QvpDQ8zYaiCvqoZig1IPf2y4Hj8cSJua6jcDmel5Ts96dnPpAlQt/gQ5qqBYYOxoAUOXcchWmg1w1Om9cuW9sqLXTwmbHd57xJhY1dZ5YV9f/rrRKiFOaiyCuRjn9+lS2gRbOVFHr/cm8PKlmlZE+rvHJ94DqDkX9uGvVZlIUPnms/I0Fn0maxIz2FTWFkoMFLfLq4U6khYWOTJF24Lg+DYFf57lgdGfJe4VQkHYC85zsqOlbLcyyjlfewncXVJJK4u+OxJc7LgsbcMJbh67PgbSEY1cRqa4Q3xHqv+UV/0KHSNDxBFVtrlXk5HmAkqy3dYioponEx/zcS1nC19eycAySgGfw3ss3o9xHMaZwv8nsBcMRLwlUrYcMNmZDfY84XDuiU9A4a5NYNu3loaw6NtrI4kgbolrAHAb0kvxFuZgutATg/QLd0hUPnlprPDyUzUraxPlczIhLnl6bAiVOm/nVwjhsDmrQq5SIytWBaTzZOVzsdnOGZuV57LKlAHXawgKjb4gvMvU73hD4o3hOFhLVfDI7ng1FlJSB6WYj4OhD9vhbau6feFc2Nlc3PnXyvL9UFSrWziBINpke8vL7AjhOvKQoEdYUcy8RavMWxT1x42DFgSTVFZqzx6J1JpMzyMyA7xrOfAzY6VBUZQVCN5cMPZmN0NlY/tPgH3KKR2eYxHWdADVs4VuP1iogyAtrKSjjcSc7IrGnJdY51819FVjyXbeSGo8EiDRg3Ekzg+DYXIRiMDgi1fZZe3hTNSQqkybuTnsFiObGSJbTp3tle5F+J2z2eEhtZmZVcxyK3v3+lLvfFdBChjhqtcv8F6zPzI82MTWNleP00IbZVd4TFk5u2Kat3Cn11sp+X5QMNle5kFIQJXthdZEEPvkr/uaIaZfMeflcqjj0yicp8d1hjLP1UsgtuBXWJlw5uzs32gJ+KH/G2o/0swPoAomSiA3rB0BQMBkiUTfN8TWSuR6MFGaIL2sLKZyWkNYqu/6P418UX0qKQ7sXwLTWt9Kw8HvoZtY2XDo8PGsedgP6k1gWFvbxFYuzoBteuF6g5EGLLsmFRMGBXkjVR8gndlN6TH+Sf0MUq11ik6KbjFY0mx/S1Tzs4uZxXf1K5N/r476L9HXXkB1vb6A7BjQ6QjIkngrQBpO+r4JgcSWmvQHNycQwPLJ1JXrJesLxe9cwa2ta1FOLQY1tZE4y55C5TFCDB8H88Ud2QF7axGN95sOjS1rR9XlxBoKxsxW0JnZSNmyyow0P13FmJBOi2T7xAPznS5CPjs5DmQqezYeg6wM+kl2nM9zwKZZD2dtm5tpAmriXwc/sfNogozKOpwRbdh9/p05dz6bCxhIWlS25qPygBPZya8RkhzU8nfYPubYmCD7RO6Kxv1FYQF7ARu1eoV0x1CHf72bFIa4Td2nXVBYU9Id/2e1DI/PuwMYe/9FgdCavwFJkPB1ZJ9T7wbrRKLq+hGe26yIslLoyFtlh5cnx60Wtyzn910J+7GGmuer/P0fHLTmc4klG4rwbWhmmtCbJfHbZQQWy2u9ivBulqg9itbyWqJrPy9Werp682PFmHZeqyutwtU/UQMi6/C+UMXgcP4lchbjaa09VPtiPoa1EwlTFWLvHXLUQOZQc/29oPVIpgDmvDA3Soxu1o8PV/ZY+98xtaMTe9JnGq9aB+Q07yYpQApabkVfmEpEZr8JsMD2qNsTqsF5di/+m4iG0vDamUjU1f9tbCHdIHqr7fBZmP3WjBXxKee6kP27NbDtNDS3rX8FO9A7SItibzCHLYVs6ClY2x0UyO/Mplhf+PMI57cOcP9Lc8CG1+TJPvwG3dWZ9HiRdbOH75lX8+j4J1Utpg1d19WP0cFXfX+tG8F3U2+i/60SjStoj/t+sREjaj56+voBI6XjlstnqavbFGraFGrbFGrBWn6Z/RcTaTpKxFq5wvPilSi2NU61Zp6te890FyR9kGE5DMpOCqs5APAOAjQLd7IkHHUEh1EClv3TixxNiyEF5K91CoIl5UHvF2MlptN2vxlJx/tPm9fDyPWn/x6fjs5YQ41MbZoaEYHG/KYtYRXnw/dnPH94o+R7qcE4KKj5W1EXDAX1DSKx3LVELUDnydWZ/mkgMSdzTMRJYj43ImWebuZn0QMf0LPQde0daqbAsrqzoqWjkygahC+sfWRU3xOGTzXs9joFfNc1kQ/ldtPTSFLlYjc87nioXREe6K+shuuVnZGwZDRSzar/KH+bV4aTVPy0k8jBriimAKp1SO5Wrl34EG5HVlgbi4Wj8EmNnQsfOL6ggKj0lQWEdDqdTWVNaXPga8m29qq+ViqDyJPWNhrRCRUL7jDwMpXz4PuordEHywhCjmrj+9PZ0WzGr0KmKofNb3TlPZ2EGqA3LHiAmdohORq1bdRoaXa/zzlbRSQ3Ezf9z2Rhbuj6nNGVBDIvoXi3Q+vlTymNsxc5gA2zFzju7aYOcocdCIY/QV8a2X5fHS45xZEQ292Y9Ta8eLMZq79zaxDiOkKAYyTekzFimQxDGQ1krb6wo05Qd1ZLb3/Chgu0ZKWF/DW5J2PRaYojKWE5Z4DN1ppCqFY88ofXTQRmKsA4t6IfcSNY2r7G7nVGhQ+OK+efpqlkWViu1hFN0g9QHGVUFytKLajOScVxXaU6OjzhUe6tOYejEDSLZlmI0gePd6WGt+0GdSiVaJutS4sJTUTePSzByT67VBB17pe8BscTYln0+ox3vOHvM1TOJVd2xTNbDOtYT1Ff83VYcPaHNaTtwmMnRJ/G4XGlRBaBR73In+hRBCIOPC+xNADul2eTh1pPCja2Srb2yra2Wq9v0MrI4pYAcnNoiVvUYTzG7LYmMJiE8nEIBUIrWx4K+WT0hC4f+4CV0uVXW1V6qvGAjLscvct5qXmFQyOC4+BSiaKVvMYKBG/Kl7bmj5hBHjIIqU+/SrhQFCD42Jb4UEsEK/iJZUzpX0j/TfjXo8LCldyrwq4vggHKCgRQZDZC2mNK4m29sqaBjb87DZrMYvUOBUvrqmZlyQorqkGmYTf83zlfnUlelrl0/WQOQEka/HcHquw/cZ1stKfijt/zp984n48D+FVH7xZ+1a+qlCS6RBUAHSVbXFV2qc+LQolrJuc6WlHWeceMLWZ12JgmYACB9ATkgiAKMuTwK2lxNla43W/Afm+dAyO7FsA1VI2yFWJ2k7yiUdqKjiRkk07Rd4iIx1qn1CrFgcvK5Plz+dP2Ui3V5XY2WiKThaxcCtW+QP6X4naPQcuK9kjVwUeH1q7336SQNPrjeLHg3duN+APFvEG8O2fr3l39DBn8D1QeVkSZo9ngQHgVoJwVcD7JHN1p7NYS0MLB4TtAF8Dihfjs07dnfdYngaoxJurQXWtJG/NmrEW9W2m9ecZzTBawjKmKi4Isna+fHJ0VRD4Tap0U+DmxxeQ4eK9HPJP9qP1e+mnAhmMClqfCrxuFryB2zmTD8zGxel8cfhbDL+LhdqYvJ0P269gR5mEBI96hpZmC1xU4qYVhY7gt8YQOsqek+jj8GR+ZfbMOQBIYL874+kD6/kayjaQiqIxLRMK3qYkiLprmtnqAWCli1EVniCigVXDE0QQ7PkC8pP1OCM9cef9nlp0b+ETVFNVwm1VvRyDsjOuRkHgrEGPGA495q6yZGMhQKs1O+6p53SqQX19dVXdEADPMzH3VLdwfwZ1QmSgmEoND54G9RGrq/p1AjnMvCfXwLRT/1fYA3qzW/qj50Jfp/a+ivy8IWjp8um1sPDCVA8Q1FQW7lOFB0jpAdLwABmQUoFIVkX8V81fDESXKuo1xJytX9nIRh24+3PDNKGHsw+u57A89rrK06AKmjR9mC4DLIiPJ4KbGTwXWdqqXsF/PtrD+ar/unWc/fJMZV+Qd8zihrfJ8LoA5Kl6i8Tzp7GkyDn2jZlmG7YKPhTcn7qzjjdqx0rq6WqEo0HZH1NRcJPIHuQ33ESd8vpgFuYh8+gcJHP+cFt5oX1l/1tVFNpXQo0VDXHvNgv0lya6NpJpGOOoT0PGWeLUvLlzMs0qY5HkHEoO8zaoyOpidaWrIt5inIWpT9wxjuLSBBTrwqTRZNCFvTnz7l+Lrn5QKp+KgrqwGcn6db++EeyYVLuwYVjfVL2pimqypd0eRySSiwjchy5wi366o/Z8snNHe40QEIhmPYMGEyBdIw0mQPbYbGECEBGnrcSejAiPNpTaV5MDisK02twWoItEIdMJvDXH08+TaD69E61af9wwGFv4gRJGZ1yVTumGwqs0HaJ5xOCPPmmNmn+r7s3LkbTI/aFbv7wUHz2DlWhIbUj/YTH/+TZbna+HX5uzfiWoVpsne54b7Hwn9wJlT2RPlVXCdM0x6CuW4LwfVJGIS534GxUGQ8baSx1ZAllhBeBdErOtQEP7c4awYMUYbjesmCcPKWinUQQYaPfJl4HjrH3qazM/OjgsNdJzgIWkmtX0LSqH0N8NkkeoqdFfA6xulsDcmNDWWMa/Qh1OzGfzMPD5wymPLisp2pa8eas6QjGHDaNoj6usdaKtv149lJ6j2QvcrhK3qw3uHyLjYTR4y9tba/KyVZSppLcEDXKVDXMVDXLPH5J3j7Ukvzf0rm04wqrPF/VxZlLO0g2KHrk3XdfF029ZSTWzZDHy3D0DYxuNxmTgd7NADKreZv6jZ4kqyxQr4LtPyl5ypNgeM0305pAuJSRX28Rq5jTNt/Oein7cU2FWse3sOUBmDhVjeKgY87RmEP4w+nwA43XBsWI7sJ5ApCHWe+ondifrY34Cw6vE9CowvGq9dxVAXg0Y7xki1xPaP8s3oH59Uho9rlxN7L+Ml2OvZgNkMLtNbP85fJsgYRI23Qh+KnPDbZR0EXXU4FSCdoPeKHgMxGEMnm2Y1drlmvlEwMr5wktcaC+s42b1cXr8XKy4xdHV8uT5YwuZMrEf8+io0Eqw7jn/jI5I3vIjdk7l0Cyhvmc66lGXlSje88kz3nDTQ/j/DwAA//8DAIWomy1iygAA"
part1_cells = get_cells_from_mcgz_base64(part1_base_64)
part2_cells = get_cells_from_mcgz_base64(part2_base_64) 
part4_cells = get_cells_from_mcgz_base64(part4_base_64)
main_circuitry = g.parse("366bo$365bobo$364bo2bo$365b2o$370b2o$370bobo$371bo3$322b2o$322bobo$323b2o3$327b2o$327bobo42b2o$328b2o36b2o4bobo3b2o$336b2o3b2o19b2o2b2o5b2o3bobo$336b2o2bobo19b2o15bo$340b2o2$336bo10b2o$336b3o8bo$339bo9bo$338b2o8b2o2$311bo$310bobo16b2o$311bo17b2o2b2o$333b2o25bo15bo$360bo14bobo$360bo14b2o3$312b2o$311bo2bo$312bobo$313bo76b2o$390bobo$391bo$336bo$336bo$336bo$357b2o$313b3o35bo4bo2bo$350bobo3bobo$350bo2bo3bo$337bo13b2o18b2o$314b2o20bobo31bo2bo$315bo19bobo26b2o5bobo$315bobo17b2o26bo2bo5bo$316b2o24bo21b2o$341bobo$342bo6$333bo11b2o4bo$332bobo10b2o3bobo$298b2o32b2o16b2o$297bobo$298bo2$382bo$296b2o83bobo$295bobo83b2o$296bo20$351b2o$312b2o37bobo$312bobo37bo$313bo21$294b2o$294b2o34$350b2o$350b2o$480b2o$480bobo$303b2o51b2o123bo$304bo51b2o$304bobo45b2o$305b2o45b2o$313bo$312bobo16b2o$294b2o16bobo16b2o$294b2o17bo43b2o$357b2o5$289b2o$290bo$288bo26bo$288b5o14b2o5bobo$293bo13bo7b2o13b2o$290b3o12bobo22bobo$289bo15b2o4bo19bo$289b4o17bobo$287b2o3bo3b2o12b2o$286bo2b3o4b2o$286b2obo47b2o$289bo46bobo$289b2o45bo$321b2o12b2o$320bo2bo6b2o$297b2o22b2o7b2o$298bo$295b3o4bo$295bo5bobo$301b2o$345b2o$345b2o7b2o$354bo$304b2o46bobo$303bo2bo45b2o$303bobo$304bo$352b2o$351bo2bo$307b2o3b2o38bobo$307b2o3b2o39bo3$300b2o$301bo$301bobo$302b2o3$348bo$347bobo$347bobo$348bo$305b2o$306bo$303b3o28b2o3b2o$303bo31bo3b2o7b2o$332b3o13b2o$332bo3$342b2o$341bo2bo$318b2o22bobo$318b2o23bo$310b2o$311bo$308b3o$308bo10$308b2o$308bobo$309bo3$339bo$320b2o16bobo$320b2o7b2o6bo2bo$329bo8b2o$327bobo4bo$327b2o4bobo28b2o4b2o$333bobo28b2o4b2o$307bo26bo$306bobo4b2o$307b2o3bobo$312bo$311b2o58b2o$371b2o3$290bo$288b3o$287bo$287b2o$272b2o$273bo$273bob2o53b2o$274bo2bo52bobo$256bo18b2o55bo$255bobo32b2o13b2o25b2o$256b2o32b2o13b2o2$271bo$270bobo$269bo2bo61bo$242b2o26b2o57b2o2bobo$241bobo85b2o2b2o$242bo50b2obo6b2o$269b2o22b2ob3o3bobo$269b2o28bo2bo$293b2ob3o2b2o26b2o$294bobo32b2o$282b2o5b2o3bobo18b2o$282b2o4bo2bo3bo18bobo$289b2o23bo$313b2o8b2o$244b2o77bo$244b2o78b3o$326bo$254bo$253bobo$254bo11$71bo$70bobo$70b2o12$102bo$100b3o190b2o$99bo193bobo$99b2o193bo2$83b2o$83b2o18bo$102bobo9bo11b2o$102bo2bo7bobo10b2o$80b2o21b2o8bobo$81bo25b2o2b3ob2o187b2o$56b2o23bobo23bo2bo192bobo$55bo2bo23b2o21bobo3b3ob2o187bo$56b2o47b2o6bob2o$79b2o$79b2o58bo$62bo75bobo$61bobo73bo2bo$61bo2bo73b2o144b2o$62b2o219bobo$103b2o13b2o164bo$103b2o13b2o$133b2o$132bo2bo$133b2obo$136bo$136b2o$59b2o60b2o$58bo2bo60bo$44bo13bobo33b2o23b3o$43bobo13bo34bo24bo$44b2o49b3o47b2o$88b2o7bo46bo2bo$61b2o25bo11b2o42bobo4b2o$61bobo25b3o8b2o43bo5b2o$62bobo26bo$63bo$87b2o$87b2o6$137b2o15b2o$134bo3bo15bo$bo69bo61bobo2bobo11bobo$obo67bobo60bobo3b2o11b2o$b2o67b2o59b3ob2o9bo$130bo14bobo$131b3ob2o8bobo$6bo126bob2o9bo$5bobo$5b2o3b2o$9bo2bo121b2o$9bobo78b2o41bobo24b2o$10bo79b2o2b2o34bo2bo26bobo$94b2o33bobob2o13b2o11b2o$129b2o2bo14bo$133bobo13b3o$124b2o8b2o15bo$123bo2bo$124b2o7$173b2o$172bobo$173bo43$119b2o$118bobo$119bo30$174b2o$173bobo$172bobo$173bo3$169b2o4b2o$165b2o2b2o3bo2bo$165b2o8b2o16$161b2o4b2o$161b2o4b2o5$160b2o$160b2o23$174b2o$174b2o3$127b2o51b2o$128bo51b2o$128bobo45b2o$129b2o45b2o$137bo$136bobo16b2o$136bobo16b2o$123b2o12bo43b2o$123b2o56b2o5$113b2o$114bo$112bo26bo$112b5o14b2o5bobo$117bo13bo7b2o38b2o$114b3o12bobo46bo2bo$113bo15b2o48bobo$113b4o16bo46bo$111b2o3bo3b2o10bobo18bo$110bo2b3o4b2o9bo2bo17bobo$110b2obo18b2o18bo2bo5b2o$113bo39b2o5bobo$113b2o45bo$159b2o16bo$176bobo$121b2o53b2o$122bo$111bo7b3o$110bobo6bo$110bobo$111bo57b2o$169b2o7b2o$178bo$176bobo$176b2o$123bo$122bobo$122bo2bo50bo$123b2o50bobo3bo$131b2o3b2o36bo2bo2bobo$131b2o3b2o37b2o4b2o3$124b2o$125bo$125bobo$121b2o3b2o$120bo2bo$120bobo$121bo50bo$171bobo$171bobo$172bo$129b2o$130bo$127b3o28b2o3b2o$127bo31bo3b2o7b2o$156b3o13b2o$156bo3$163bo$162bobo$142b2o18bobo$142b2o19bo$134b2o$135bo$132b3o$132bo2$133bo$132bobo$132bobo$130b3ob2o$129bo$130b3ob2o$132bob2o2$127b2o13b2o$126bo2bo12b2o7b2o$127bobo21bo$128bo20bobo$149b2o$155bo$154bobo$124b2o28bobo$123bo2bo2b2o24bo$124bobo2b2o39b2o$125bo44b2o$158b2o$158b2o2$145bo$144bobo$144bobo$145bo$146b3o$148bo10$155b2o$155b2o146$93b3o$93bo2bo$93bo$93bo3bo$93bo$94bobo!")
trigger_MWSS = g.parse("b2o$2o$2bo!")
converter_destroying_glider = g.parse("2o$b2o$o!")
north_snark = g.parse("4b2o$4b2o3$9b2o$9b2o10$9b2o$8bobo$2b2o4bo$o2bo2b2ob4o$2obobobobo2bo$3bobobobo$3bobob2o$4bo2$17b2o$8b2o7bo$8b2o5bobo$15b2o5b2o$21bobo$22bo5$5b2o$6bo$3b3o$3bo3$5b2o$4bo2bo$5b2o3$4b2o$3bo2bo$4b2o4$5b2o$5b2o3$2o$2o!")
west_snark = g.parse("27b2o$27bobo$28bo3$24bo$24b3o$27bo$26b2o3$18b2o$18bo$4b2o9b2obo$4b2o9bo2b3o4b2o$16b2o3bo3b2o$18b4o19bo$18bo15b2o4bobo3bo4b2o$2o17b3o12bobo3bobo2bobo3b2o$2o20bo13bo4bo3bobo$17b5o14b2o8bo$17bo$19bo35b2o$18b2o35b2o!")
south_snark = g.parse("22b2o$22b2o3$17b2o$17b2o4$18b2o$17bo2bo$18b2o3$17b2o$16bo2bo$17b2o3$20bo$18b3o$17bo$17b2o5$bo$obo$2o5b2o$6bobo5b2o$6bo7b2o$5b2o2$19bo$15b2obobo$14bobobobo$11bo2bobobobob2o$11b4ob2o2bo2bo$15bo4b2o$13bobo$13b2o10$13b2o$13b2o3$18b2o$18b2o!")
test_circuitry = g.parse("64b2o$63bobo$62bobo$63bo3$59b2o4b2o$55b2o2b2o3bo2bo$55b2o8b2o16$51b2o4b2o$51b2o4b2o5$50b2o$50b2o23$64b2o$64b2o3$17b2o51b2o$18bo51b2o$18bobo45b2o$19b2o45b2o$27bo$26bobo16b2o$26bobo16b2o$27bo43b2o$71b2o5$3b2o$4bo$2bo26bo$2b5o14b2o5bobo$7bo13bo7b2o$4b3o12bobo$3bo15b2o$3b4o$b2o3bo3b2o$o2b3o4b2o$2obo47b2o$3bo46bobo$3b2o45bo$49b2o2$11b2o$12bo$9b3o$9bo2$59b2o$59b2o7b2o$68bo$66bobo$66b2o5$21b2o3b2o$21b2o3b2o3$14b2o$15bo$15bobo$16b2o3$62bo$61bobo$61bobo$62bo$19b2o$20bo$17b3o28b2o3b2o$17bo31bo3b2o7b2o$46b3o13b2o$46bo5$32b2o$32b2o$24b2o$25bo$22b3o$22bo2$23bo$22bobo$22bobo$20b3ob2o$19bo$20b3ob2o$22bob2o2$32b2o$32b2o7b2o$41bo$39bobo$39b2o4$19b2o$19b2o5$35bo$34bobo$34bobo$35bo$36b3o$38bo!")

def calculate_adjustments(desired_disp,desired_period):
    trigger_MWSS_advancement = (d0-desired_disp)//8
    sum_of_gap_decreases = (t0 - 16*trigger_MWSS_advancement - desired_period)//16
    first_gap_decrease = sum_of_gap_decreases//2
    if long_skinny_loops:
        first_gap_decrease = 1000000
    second_gap_decrease = sum_of_gap_decreases-first_gap_decrease
    return first_gap_decrease, second_gap_decrease, trigger_MWSS_advancement
    
def check_for_collision(x,y):
    potential_collision_cells = g.getcells([x-197,y-100,200,200])
    new_index = g.addlayer()
    g.setlayer(new_index)
    g.putcells(potential_collision_cells,-x,-y)
    g.putcells(test_circuitry,-233,-208)
    trigger_before = g.getcells([-1,-1,4,4])
    g.run(969)
    if trigger_before != g.transform(g.getcells([-217,-250,4,4]),216,249):
        g.dellayer()
        return True
    g.dellayer()
    return False
    
def place_cells(adjustments):
    first_gap_decrease, second_gap_decrease, trigger_MWSS_advancement = adjustments
    new_period = t0-16*trigger_MWSS_advancement-16*first_gap_decrease-16*second_gap_decrease
    new_disp = d0 - 8*trigger_MWSS_advancement
    g.new(f"Loopship with velocity {new_disp}c/{new_period}")
    g.setrule("B3/S23")
    total_gap_decrease = first_gap_decrease
    g.putcells(main_circuitry,-10446,2098)
    g.putcells(part1_cells,-10288,2710)
    g.putcells(g.evolve(part2_cells,total_gap_decrease%4),2523829-total_gap_decrease//4,2536828-total_gap_decrease//4)
    total_gap_decrease += second_gap_decrease
    g.putcells(g.evolve(part2_cells,total_gap_decrease%4),3159603-total_gap_decrease//4,3172601-total_gap_decrease//4,0,1,1,0) # "part 3"
    total_gap_decrease += first_gap_decrease # equal to the increse in the third gap
    g.putcells(g.evolve(part4_cells,total_gap_decrease%4),3812957-total_gap_decrease//4,3825956-total_gap_decrease//4)  
    g.putcells(g.evolve(trigger_MWSS,2*(trigger_MWSS_advancement%2)),114744-trigger_MWSS_advancement//2,127607-trigger_MWSS_advancement//2)
    g.show("Done")
    if check_for_collision(114744-trigger_MWSS_advancement//2, 127607-trigger_MWSS_advancement//2):
        return False
    else:
        g.putcells(converter_destroying_glider,-5010335+total_gap_decrease//4,5002692-total_gap_decrease//4)
        g.putcells(north_snark,-1073715+first_gap_decrease,-1060943+first_gap_decrease)
        g.putcells(west_snark,-2066756+first_gap_decrease+second_gap_decrease,-67915+first_gap_decrease-second_gap_decrease)
        g.putcells(south_snark,-1003403+second_gap_decrease,995418-second_gap_decrease)
        return True
    
    
if hfriendly == 1:
    # Start with a (probably close) lower bound for the smallest working power of 2
    # Increment it if it turns out to be too small
    minimum_period = math.ceil((t0-2*d0)/(1-2*target.numerator/target.denominator)) # periods at and above this should have sufficiently large loops
    power = math.ceil(math.log(minimum_period/target.denominator,2))
    if target.numerator * pow(2,power) < d0: # might happen if the chosen velocity is very slow
        power = math.ceil(math.log(d0/target.numerator,2))
    while True:
        desired_disp = target.numerator * pow(2,power)
        desired_period = target.denominator * pow(2,power)
        adj = calculate_adjustments(desired_disp,desired_period)
        if adj[0]+adj[1] > 0 or adj[2] > 0:
            g.note("This shouldn't be happening...")
        g.show("Placing cells")
        result = place_cells(adj)
        if result:
            break
        else:
            g.note("Collision found, so attempting to double period")
        power += 1
else:
    required_power_of_two = pow(2,max(3-how_divisible_by_two(target.numerator),4-how_divisible_by_two(target.denominator),0))
    minimum_period = math.ceil((t0-2*d0)/(1-2*target.numerator/target.denominator)) # periods at and above this should have sufficiently large loops
    desired_period = minimum_period+((-minimum_period)%(target.denominator*required_power_of_two))
    desired_disp = target.numerator*(desired_period//target.denominator)
    if desired_disp < d0: # might happen if the chosen velocity is very slow
        desired_disp = d0+((-d0)%(target.numerator*required_power_of_two))
        desired_period = target.denominator*(desired_disp//target.numerator)
    while True:
        adj = calculate_adjustments(desired_disp,desired_period)
        if adj[0]+adj[1] > 0 or adj[2] > 0:
            g.note("This shouldn't be happening...")
        g.show("Placing cells")
        result = place_cells(adj)
        if result:
            break
        else:
            g.note("Collision found, so attempting to increase period slightly")
            desired_period += target.denominator*required_power_of_two
            desired_disp += target.numerator*required_power_of_two


g.setbase(2)
g.setstep(18)
g.fit()
The script deals with the problem of collisions between the MWSS stream and the trigger MWSS by repeatedly slightly increasing the displacement and period (proportionally) until a collision doesn't occur. Typically this doesn't need to be done, and when it is required, minimal repetitions seem to be required. In the HashLife-friendly case, the period and displacement are doubled until no collisions occur. There are some cleverer ways to avoid collisions that avoiding changing the period, such as slightly changing the shape of the loop, but the method I described was easiest to implement.

However, the script currently fails to make working ships for some speeds. For example if you run the c/9 ship built by the script, you can see that a glider resulting from the trigger MWSS fails to travel round the second loop, because the final Snark in the loop isn't built yet when it gets there. I think this problem can be fixed by making the loops bigger or by making the loops long and skinny rather than square (there's a boolean variable for this in the script). It would be good to fix this.

*I put an asterisk there because I haven't been able to get any of the spaceships to "run away" in Golly. It could be that I'm not giving Golly enough RAM, or maybe there's still some problem with the design. I'd appreciate it if someone with plenty of RAM could try running a script-produced spaceship, and seeing if it "runs away"

User avatar
dvgrn
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Posts: 10610
Joined: May 17th, 2009, 11:00 pm
Location: Madison, WI
Contact:

Re: Make a Spaceship With an Adjustable Slope

Post by dvgrn » November 20th, 2022, 11:44 am

Goldtiger997 wrote:
November 20th, 2022, 11:03 am
*I put an asterisk there because I haven't been able to get any of the spaceships to "run away" in Golly. It could be that I'm not giving Golly enough RAM, or maybe there's still some problem with the design. I'd appreciate it if someone with plenty of RAM could try running a script-produced spaceship, and seeing if it "runs away"
Yeah, these things should run away given enough* RAM.

* It may take quite a lot.

My theory would be that something like 90% or even 99% of the hashtiles that Golly needs to save and re-use, would be during the time period when the glider is going the wrong way around the memory loop. That part of the design just plain can't be made HashLife-friendly. If the glider is far enough away from the main glider-loop stream, this might be a design that would take a lot less RAM to run in StreamLife.

That said, maybe if the step size is set high enough, Golly will be able to churn through the difficult parts and remember just a relatively small number of key high-level hashtiles? I don't remember whether higher step sizes really work better for "running away" in the long run, in these kinds of marginal cases.

User avatar
simsim314
Posts: 1823
Joined: February 10th, 2014, 1:27 pm

Re: Make a Spaceship With an Adjustable Slope

Post by simsim314 » January 21st, 2023, 2:23 pm

Goldtiger997 wrote:
April 15th, 2022, 6:19 am
I made a script which builds a Speed Orthogonoid (predecessor) for any given any sub-c/2 orthogonal speed.
Congrats on the discovery! I remember when building the Caterloopillar which was limited by c/4, I was thinking about the day someone will solve the spaceship speeds for c/2-c/4 using universal helix, or something of the like. I am glad to see this day has come, and using such an elegant and minimalistic approach. At the day I was thinking about the design for c/2 limited speed, but never came to formulate let alone to build one. After dvgrn's Speed Demonoid, it was a more clear path, but still a lot of work. Congrats again!

As I'm recently involved into translating python to lua. I have decided to add this script to the list. Unfortunately ChatGPT wasn't as useful as before to this script, and some manual labor was involved to modify the usage of some python libraries. Anyway here is the result:

To run, place the attached
orth_gliders.rle
(4.14 MiB) Downloaded 21 times
into [Golly Path]/Patterns/Life/Spaceships folder.

Code: Select all

-- so-predecessor-builder-v1.lua
-- Lots of code is borrowed from the speed demonoid-building scripts by dvgrn: https://conwaylife.com/forums/viewtopic.php?f=2&t=4711&start=25#p108786
-- The base64 decoding code is borrowed from another script by dvgrn: https://conwaylife.com/forums/viewtopic.php?f=2&t=2936&start=25#p134875
-- The original python script by Goldtiger997: https://conwaylife.com/forums/viewtopic.php?p=144242#p144242
-- Translated to lua by simsim314

local g = golly()
local math = require "math" 
local os = require "os"

local resp = g.getstring("Enter a sub-c/2 speed, appending 'h' if you want a HashLife-friendly Orthogonoid:","3c/8h")
if resp == "" then
  g.exit("Script canceled due to lack of input.")
end
local response = resp:gsub("c","")
local hfriendly = 0
if response:find("h") or response:find("H") then
  response = response:sub(1, -2)
  hfriendly = 1
end
if response:find("/") == -1 then
  -- either this is some kind of decimal representation, or they're putting us on
  if response:sub(1,1) == "." then
    num = response:sub(2)
  elseif response:sub(1,2) == "0." then
    num = response:sub(3)
  else
    g.exit("Invalid format for speed specification: '" + response + "'.")
  end
  n = tonumber(num)
  d = 10^num:len()
  response = tostring(math.floor(n)) + "/" + tostring(math.floor(d))
end

local num, denom = response:match("([^/]+)/([^/]+)")
if num == "" then
  num = "1"  -- handle syntax like "c/9"
end
if not tonumber(num) then
  g.exit("Invalid numerator '" + num + "'.")
end
if not tonumber(denom) then
  g.exit("Invalid denominator '" + denom + "'.")
end

num = tonumber(num)
denom = tonumber(denom)

if 2 * num > denom then
  g.exit("That fraction is NOT smaller than c/2.  What you ask has been proven to be impossible.")
elseif 2 * num == denom then
  g.new("LWSS")
  g.putcells(g.parse("b3o$o2bo$3bo$3bo$obo!"))
  g.fit()
  g.exit("You just asked for an orthogonal spaceship traveling at exactly c/2.  Orthogonoids don't go that fast.  Here, have an LWSS.")
end


g.open(g.getdir("app").."Patterns/Life/Spaceships/orth_gliders.rle")

single_channel_stream = g.getcells(g.getrect())

local half_1 = g.parse("47bo$46bobo$46bo2bo$47b2o$42b2o$41bobo$42bo3$90b2o$89bobo$89b2o3$85b2o$40b2o42bobo$34b2o3bobo4b2o36b2o$33bobo3b2o5b2o2b2o19b2o3b2o$34bo15b2o19bobo2b2o$72b2o2$65b2o10bo$66bo8b3o$64bo9bo$64b2o8b2o2$102bo$83b2o16bobo$79b2o2b2o17bo$37bo15bo25b2o$36bobo14bo$37b2o14bo3$100b2o$99bo2bo$99bobo$22b2o76bo$21bobo$22bo$77bo$77bo$77bo$55b2o$54bo2bo4bo35b3o$55bobo3bobo$56bo3bo2bo$41b2o18b2o13bo$40bo2bo31bobo20b2o$40bobo5b2o26bobo19bo$41bo5bo2bo26b2o17bobo$48b2o21bo24b2o$70bobo$71bo6$62bo4b2o$61bobo3b2o$62b2o$116b2o$69b2o4b2o39bo$69b2o4b2o40b3o$119bo4$76b2o$76b2o3$23bo$22bobo$23b2o5$b2o$obo$bo$48b2o$47bobo$48bo10$62b2o$62bobo$63b2o5$68b2o$46b2o4b2o14bobo$46b2o4b2o15b2o4$65b2o$53b2o9bobo$46b2o5b2o10bo$45bo2bo$46bobo$47bo3$44b2o$43bobo$42bobo$43bo$27b2o$26bobo$27bo11$62b2o6b2o$61bobo5bo2bo$62bo6bobo$70bo2$67b2o$67b2o2$62b2o$62b2o$67b2o$67b2o$56b2o51b2o$56b2o51bo$60b2o45bobo$60b2o45b2o$100bo$81b2o16bobo$81b2o16bobo$55b2o43bo10b2o$55b2o54bobo$112bo$119bo$118bobo$118bobo$119bo3b2o$123bo$98bo26bo$97bobo5b2o14b5o$97b2o7bo13bo$84bo21bobo12b3o$83bobo21b2o15bo$83b2o36b4o$92bo23b2o3bo3b2o$91bobo22b2o4b3o2bo$75b2o14b2o31bob2o$75bobo46bo$77bo45b2o$77b2o2$115b2o$92b2o21bo$91bo2bo21b3o$91bobo24bo$92bo$67b2o$58b2o7b2o$59bo115b2o$59bobo113b2o$60b2o5$100b2o3b2o$61b2o37b2o3b2o$61bobo$62bo$112b2o$112bo$110bobo$54b2o54b2o$53bo2bo$53bobo$54bo10bo$64bobo$64bobo$65bo$107b2o$107bo$73b2o3b2o28b3o$64b2o7b2o3bo31bo$64b2o13b3o$81bo$73bo$72bobo$72bo2bo$73b2o238b2o$81bo12b2o70b2o145b2o4b2o$80bobo11b2o70b2o151b2o$79bo2bo19b2o$80b2o20bo$103b3o53b2o$105bo52bobo$152b2o4bo160b2o$150bo2bo2b2ob4o5b2o149b2o$150b2obobobobo2bo5b2o$153bobobobo155b2o$80bo72bobob2o155bo2bo$79bobo72bo135b2o23bobo$79bo2bo207bobo23bo$80b2o85b2o123bo4b2o8bo$158b2o7bo120b4ob2o2bo2bo5bobo$158b2o5bobo120bo2bobobobob2o5bobo$165b2o124bobobobo9bo$104b2o186b2obobo$103bo2bo189bo$104b2o30bo$135bobo144b2o17bo$92b2o41bobo137b2o6bo7b2o7bobo$79bo3b2o7b2o42bo137bo2bo5bobo5b2o7b2o$78bobo3bo70b2o118bobo6b2o$78bobo3bobo69bo119bo$79bo5b2o66b3o111bo$153bo111b3o$264bo8b2o$99b2o153b2o8b2o6bo2bo37bo$82b2o15bobo149bo3bo17b2o36b3o$81bo2bo16bo148bobo2bobo36b2o14bo$82bobo16b2o147bobo3b2o36bo15b2o$83bo167bo18b2o23b3o$270b2o25bo$108b2o$107bobo13bo164b2o$108bo14b3o79bo81bobo$126bo77bobo17bo45b2o16bo18b2o$125b2o51bo25b2o17bobo44b2o34bo2bo$140b2o36b3o42b2o72bo9b2o$140bo19bo20bo34bo79bobo$82b2o53b2obo18bobo4b2o3b2o7b2o18bo15b3o77b2o$81bobo52bo2bo19b2o5b2o3b2o25b3o18bo$81bo55b2o58bo20b2o11b2o13b2o$80b2o25b2o13b2o73b2o32b2o13b2o$107b2o13b2o35b2o$139b2o19bo$138bo2bo18bobo$139bobo19b2o$140bo144b2o$83b2o115b2o82bo2bo$83b2o115b2o83bobo$109b2o6bob2o117bo37b2o8bo$109bobo3b3ob2o116bobo36b2o$111bo2bo122b2o$83b2o26b2o2b3ob2o43b2o$83b2o32bobo45bo141b2o$97b2o18bobo10b2o30b3o28b2o57b2o53b2o$97bobo18bo11b2o30bo31bo15b2o41bo$99bo91b3o17bo41bobo$89b2o8b2o90bo16b3o20b2o21b2o31bo$90bo59b2o56bo22bo55b3o$87b3o60bobo79b3o55bo$87bo29b2o32bo82bo54b2o$117b2o40b2o93b2o59b2o$158bo2bo15b2o8bo15bo50b2o58bo2bo$159bobo15b2o7bobo8b2o3bobo109bobo$160bo8b2o15bobo8bobo2bo2bo38bo70bo$170bo16bo10bo4b2o38bobo$167b3o74b2o$167bo111b2o$279b2o$168bo90b2o$167bobo83b2o3bo2bo$167bobo83b2o4b2o$165b3ob2o145b2o$164bo151b2o$165b3ob2o105b2o32b2o$167bob2o105bo33b2o$251b2o24b3o$177b2o71bo2bo25bo$177b2o7b2o62bobo59b2o$186bo64bo53b2o5b2o$184bobo118b2o$184b2o6b2o$191bo2bo$192bobo$193bo$164b2o$164b2o5$180bo$179bobo$179bobo$180bo$181b3o$176bo6bo$175bobo$174bo2bo$175b2o8$188b2o$188b2o6b2o15b2o$193bo3bo15bo$192bobo2bobo11bobo$192bobo3b2o11b2o$190b3ob2o9bo$189bo14bobo$190b3ob2o8bobo$192bob2o9bo$213b2o$212bo2bo$193b2o18b2o$192bobo$189bo2bo$188bobob2o13b2o$188b2o2bo14bo$192bobo13b3o$193b2o15bo!")
local half_2 = g.parse("98b2o$98b2o3$51b2o51b2o$52bo51b2o$52bobo45b2o$53b2o45b2o$61bo$60bobo16b2o$60bobo16b2o$47b2o12bo43b2o$47b2o56b2o5$37b2o$38bo$36bo26bo$36b5o14b2o5bobo$41bo13bo7b2o38b2o$38b3o12bobo46bo2bo$37bo15b2o48bobo$37b4o16bo46bo$35b2o3bo3b2o10bobo18bo$34bo2b3o4b2o9bo2bo17bobo$b2o4b2o25b2obo18b2o18bo2bo5b2o$b2o4b2o28bo39b2o5bobo$37b2o45bo$83b2o16bo$100bobo$45b2o53b2o$2o44bo$2o33bo7b3o$34bobo6bo$34bobo$35bo57b2o$93b2o7b2o$102bo$100bobo$100b2o$47bo$46bobo$46bo2bo50bo$47b2o50bobo3bo$55b2o3b2o36bo2bo2bobo$55b2o3b2o37b2o4b2o3$48b2o$49bo$49bobo$45b2o3b2o$44bo2bo$44bobo$45bo50bo$95bobo$95bobo$96bo$53b2o$54bo$51b3o28b2o3b2o$51bo31bo3b2o7b2o$80b3o13b2o$80bo3$87bo$86bobo$21b2o43b2o18bobo$21b2o43b2o19bo$58b2o$49b2o8bo$22b2o17b2o5bobo5b3o$22b2o16bo2bo4b2o6bo$41bobo$42bo14bo$19b2o35bobo$19bobo34bobo$20b2o32b3ob2o$53bo$54b3ob2o$56bob2o2$28bo22b2o13b2o$27bobo20bo2bo12b2o7b2o$27bo2bo20bobo21bo$28b2o22bo20bobo$73b2o$79bo$78bobo$48b2o28bobo$47bo2bo2b2o24bo$48bobo2b2o$49bo4$69bo$68bobo$68bobo$69bo$70b3o$72bo5$90b2o7b2o$90b2o6bobo$99bo2$87b2o$87bobo$85bobob3o$85b2o5bo$91b2o$67bo$66bobo$66bobo$67bo5$86bo$85bobo12b2o$85bobo11bo2bo$86bo13b2o!")
local g_to_lwss = g.parse("94b2o$94b2o29b2o$125bobob2o$126b2ob2o$93b2o$93b2o39$107b2o$107b2o3$60b2o51b2o$61bo51b2o$61bobo45b2o$62b2o45b2o$70bo$69bobo16b2o$69bobo16b2o$56b2o12bo43b2o$56b2o56b2o5$46b2o$47bo$45bo26bo$45b5o14b2o5bobo$50bo13bo7b2o38b2o$47b3o12bobo46bo2bo$46bo15b2o48bobo$46b4o16bo46bo$44b2o3bo3b2o10bobo18bo$43bo2b3o4b2o9bo2bo17bobo$43b2obo18b2o18bo2bo5b2o$46bo39b2o5bobo$46b2o45bo$92b2o16bo$109bobo$54b2o53b2o$55bo$44bo7b3o$43bobo6bo$43bobo$44bo57b2o$102b2o7b2o$111bo$109bobo$109b2o$56bo$55bobo$55bo2bo50bo$56b2o50bobo3bo$64b2o3b2o36bo2bo2bobo$64b2o3b2o37b2o4b2o3$57b2o$58bo$58bobo$bo52b2o3b2o$obo50bo2bo$b2o50bobo$54bo50bo$104bobo$104bobo$105bo$62b2o$63bo$60b3o28b2o3b2o$60bo31bo3b2o7b2o$89b3o13b2o$89bo3$96bo$95bobo$75b2o18bobo$75b2o19bo$67b2o$68bo$65b3o$65bo2$66bo$65bobo$65bobo$63b3ob2o$62bo$63b3ob2o$65bob2o2$60b2o13b2o$59bo2bo12b2o7b2o$60bobo21bo$61bo20bobo$82b2o$88bo$87bobo$47b2o8b2o28bobo$46bobo7bo2bo2b2o24bo$47bo9bobo2b2o39b2o$58bo44b2o$91b2o$91b2o2$78bo$77bobo$77bobo$78bo$79b3o$81bo10$88b2o$88b2o!")
local trigger = g.parse("3o$o2bo$o$o3bo$o$bobo!",0,0)

local d0 = 52132528
local t0 = 117334064
local p, q = num, denom
local n, m
if hfriendly == 1 then
    local power = math.ceil(math.log(t0/q,2))
    while true do
        n = math.floor((p*(2^power)-d0)/8)
        m = math.floor((q*(2^power)-t0-16*n)/8)
        if n >= 0 and m >= 0 then
            break
        else
            power = power + 1
        end
    end
else
    local bn = t0*p - d0*q
    local f = 8*q-16*p
    if float(num)/denum < float(d0)/t0 then
        n = 0
        while true do
            if (bn-f*n)%(8*p) == 0 then
                m = (bn-f*n)/(-8*p)
                break
            else
                n = n + 1
            end
        end
    else
        m = 0
        while true do
            if (bn+8*p*m)%f == 0 then
                n = (bn+8*p*m)/f
                break
            else
                m = m + 1
            end
        end
    end
end

local numerator = d0+8*n
local denominator = t0+16*n+8*m
g.new("Orthogonoid with speed "..resp.." = "..numerator.."c/"..denominator)
g.setrule("B3/S23")
g.putcells(single_channel_stream,0,0)
g.putcells(g_to_lwss,-103,-160)
g.putcells(half_1,-229,-490)
g.putcells(half_2,3266718+2*m,-345)
g.putcells(half_1,3266985+2*m,-26066754-4*n,-1,0,0,1)
g.putcells(trigger,31+2*(n%2),6516692+n,-2*(n%2)+1,0,0,1)

AlbertArmStain
Posts: 1228
Joined: January 28th, 2022, 7:18 pm
Location: Planet Z

Re: Make a Spaceship With an Adjustable Slope

Post by AlbertArmStain » January 26th, 2023, 4:04 pm

Goldtiger997 wrote:
November 17th, 2022, 12:08 pm
This is the first SMOS made entirely out of xWSSs (so a SMOX? a SMOW?). I haven't yet figured out the details of if/how the spaceship can be adjusted to achieve every (sub c/2) orthogonal speed, but unlike the previous version, it can definitely be adjusted to achieve arbitrarily slow speeds. For example, here's a ship which has a velocity of about c/70. I think it is quite unique-looking:

Edit: Unfortunately, it appears that the spaceship is not adjustable into HashLife-friendliness -- I hadn't quite checked that properly when I made the initial design. The displacement can be adjusted by multiples of 8, and the original displacement is a multiple of 8, so that's fine. However, the period can only be adjusted by multiples of 16, but the original period is not divisible by 16 (only by 8). So it's not possible to perfectly achieve a velocity where the period is divisible by 2 more times than the displacement is.
I think I might of figured it out. Instead of using one type of fuse, two different types of fuses for the same wick could possibly be used to achieve evens and odds. But it’s only a thought.

EDIT:
like this:

Code: Select all

x = 169, y = 91, rule = DoubleB3S23
2.C$.3C3.3C$2C.C2.C2.C5.C$3C6.C4.3C50.C$3C2.C3.C3.2C.C49.3C3.3C$.2C6.
C3.3C49.2C.C2.C2.C5.C32.C$6.C2.C3.3C49.3C6.C4.3C30.3C3.3C30.C$8.2C3.3C
49.3C2.C3.C3.2C.C29.2C.C2.C2.C5.C23.3C3.3C$14.2C50.2C6.C3.3C30.3C6.C4.
3C21.2C.C2.C2.C5.C$71.C2.C3.3C30.3C2.C3.C3.2C.C21.3C6.C4.3C$73.2C3.3C
31.2C6.C3.3C22.3C2.C3.C3.2C.C$8.3C68.2C36.C2.C3.3C23.2C6.C3.3C$119.2C
3.3C28.C2.C3.3C$125.2C30.2C3.3C$73.3C87.2C$8.3C$119.3C$157.3C$73.3C$8.
3C$119.3C$157.3C$73.3C$8.3C$119.3C$157.3C$73.3C$8.3C$119.3C$157.3C$73.
3C$8.3C$119.3C$157.3C$73.3C$8.3C$119.3C$157.3C$73.3C$8.3C$119.3C$157.
3C$73.3C$8.3C$119.3C$157.3C$73.3C$8.3C$119.3C$157.3C$73.3C$8.3C$119.3C
$157.3C$73.3C36.3C$2.C5.3C100.C2.C$.3C110.C4.3C$.C.2C76.C32.C42.3C6.3C
$2.3C68.3C4.3C28.C.C51.C2.C$2.2C4.3C69.C.2C84.C$81.3C35.3C42.C3.C$81.
2C74.3C4.C3.C$73.3C92.C$8.3C154.C.C$119.3C$157.3C$73.3C$8.3C$119.3C$157.
3C$73.3C$8.3C$119.3C$157.3C$9.C63.3C$8.C.C$8.C2.C107.3C$9.2C63.C82.3C
$73.C.C$73.C2.C43.C$74.2C43.C.C36.C$119.C2.C34.C.C$6.BCA4.2C105.2C35.
C2.C$7.BCA3.2C143.2C$6.BA$71.BCA4.2C$72.BCA3.2C$71.BA44.BCA4.2C$118.B
CA3.2C29.BCA4.2C$117.BA37.BCA3.2C$155.BA!

User avatar
h4tter
Posts: 2
Joined: March 16th, 2023, 3:03 pm

Re: Make a Spaceship With an Adjustable Slope

Post by h4tter » March 16th, 2023, 3:18 pm

Goldtiger997 wrote:
November 20th, 2022, 11:03 am
I've completed the HashLife-friendly* design I mentioned in my last edit, and made a script to automatically build Speed Orthogonal Loopships of any given orthogonal speed
Congrats on the Speed Orthogonal Loopship! I had discussed a similar design with dvgrn back in 2020-2021, also aiming for ships in any direction with any sub-maximum speed, but I guess I've been out of the loop way too long! It's interesting reading about all the problems you ran into, as I'd run into the same problems conceptually. For example even once you have fast ships, to make the slow ships you try delaying the recipe, but that forces you to delay the trigger, delaying the fuse ignition, increasing the displacement and making the ship faster. And the workarounds I had in mind also had issues with the trigger crossing the recipe stream. But I must say, I never got nearly as far with actually building the thing. I particularly like the use of the loopship design; my delay circuitry was...inelegant.

I'll need to dig deeper to make sure I get all the adjustable elements of your design to see if I can be any help with fixing the remaining issues with some speeds in your script.
Goldtiger997 wrote:
November 20th, 2022, 11:03 am
However, the script currently fails to make working ships for some speeds. For example if you run the c/9 ship built by the script, you can see that a glider resulting from the trigger MWSS fails to travel round the second loop, because the final Snark in the loop isn't built yet when it gets there. I think this problem can be fixed by making the loops bigger or by making the loops long and skinny rather than square (there's a boolean variable for this in the script). It would be good to fix this.
When you say making the loops long and skinny, do you just mean delaying the fuse ignition of the second crabstretcher in the loop, so that the second (and fourth) leg of the loop are longer, while only having to delay one of the three crabstrecher fuse ignitions?
Curiouser and curiouser

User avatar
Goldtiger997
Posts: 762
Joined: June 21st, 2016, 8:00 am

Re: Make a Spaceship With an Adjustable Slope

Post by Goldtiger997 » March 24th, 2023, 9:20 pm

h4tter wrote:
March 16th, 2023, 3:18 pm
Congrats on the Speed Orthogonal Loopship!...
I'll need to dig deeper to make sure I get all the adjustable elements of your design to see if I can be any help with fixing the remaining issues with some speeds in your script.
Thank you! It's been a while since I've though about this topic, so my recollection of the issues is a little hazy. I remember thinking about some possible fixes, but at that point I wasn't really motivated to work on implementing them.
h4tter wrote:
March 16th, 2023, 3:18 pm
When you say making the loops long and skinny, do you just mean delaying the fuse ignition of the second crabstretcher in the loop, so that the second (and fourth) leg of the loop are longer, while only having to delay one of the three crabstrecher fuse ignitions?
Yep, that's exactly right.

User avatar
h4tter
Posts: 2
Joined: March 16th, 2023, 3:03 pm

Re: Make a Spaceship With an Adjustable Slope

Post by h4tter » March 30th, 2023, 6:30 am

I did the math on the Speed Orthogonal Loopship and made changes to Goldtiger's SOL script to fix and add a few things. I can now say that this updated script produces SOLs of all speeds less than c/2.
Goldtiger997 wrote:
November 20th, 2022, 11:03 am
However, the script currently fails to make working ships for some speeds. For example if you run the c/9 ship built by the script, you can see that a glider resulting from the trigger MWSS fails to travel round the second loop, because the final Snark in the loop isn't built yet when it gets there. I think this problem can be fixed by making the loops bigger or by making the loops long and skinny rather than square (there's a boolean variable for this in the script). It would be good to fix this.
I ran a test in lifelib to see which speeds the original script had this issue with and of the 1521 speeds mc/n < c/2 with m,n coprime and n <= 100, there were 443 speeds that the script fails to make a spaceship for. I had hoped there would be a nice pattern in the speeds that would lead to a quick fix for the script, but it wasn't so simple. However with Goldtiger's suggestions and some calculations, all could be fixed.

I also noticed that the script in the hashlife-friendly side could sometimes (on very large numerator and denominator inputs) try to produce a ship whose displacement and period weren't divisible by 8 and 16 respectively, which are requirements of the design. So the script proceeds to output a possibly valid spaceship, but with its displacement and period clipped to the nearest multiples of 8 and 16 respectively, thereby producing a spaceship of the wrong speed. So this minor bug was also fixed.

To give an outline of the proof that all speeds are achieved, first note that as the SOL design doesn't come down to changing any recipes and only comes down to moving the 4 recipe streams and the trigger relative to each other in time, there are only two possible failure points. Firstly, the trigger has to cross the recipe stream, so a collision could occur. Secondly, the issue with the previous script, when the trigger is going around the loop in reverse it could reach the south snark before it has been sufficiently built.

Making the loops longer in their second and fourth legs and skinnier in the other legs causes the trigger to arrive later with respect to the construction of the south snark, but while this can fix the issue, the shorter leg of the loop can only be made so short. Increasing the period of the whole design also delays the trigger with respect to the building of the snark, so we can first try making the loop sufficiently long and skinny (and the script has the appropriate, unusual inequality for this), but if the loop would be too long and skinny that the streams overlapped, we just increase the displacement and period.

Changing the shape of the loop doesn't help with the collision issue, so the only solution here is to increase the displacement and period. But are we guaranteed to be able to avoid collision? It turns out that the answer to that is yes, but it's oddly dependent on both the speed and the shape of our loop. But as we needn't make our loops long and skinny, I'll only consider square loops for this analysis. There are four different speed regimes which I'll call r1 through r4, given by r1 < c/10 < r2 < c/6 < r3 < 3c/14 < r4 < c/2. If the speed is in rn, then one can show that as the displacement and period increase, the asymptotic behaviour of the trigger is to settle between the start of streams n and n+1, at a fixed proportion between them determined by the exact speed, where "stream 5" is infinity. But as the period increases, the gaps between the streams also increases, so we're guaranteed that eventually the trigger sits completely between streams, or completely after the last stream, and so collision at the trigger crossing is no longer possible. It is now enough to check that the script correctly makes ships for the speeds c/10, c/6 and 3c/14 to know that it correctly makes ships for all speeds less than c/2.

Goldtiger also showed that the SOLs can be SMOSs. Having done the math, all SOLs with speed >= 4c/11 are SMOSs, so the script also proves the existence of orthogonal SMOSs for all speeds >= 4c/11.

Now some notes about using the script. As before, you enter the speed, along with the letter h if you want a hashlife-friendly SOL. You can now also add an r if you want the script to be able to use long, skinny loops, in which case it will prioritise keeping the period as low as possible, but will seek to maintain the most square a loop as possible for a given period. Note that this means that if a period is only just possible, the loop will be skinny indeed and as a result may no longer be particularly hashlife-friendly. I wasn't sure of a good way to account for this, but you can always not use the r flag. Or you could decrease the bound 1031260 in the long_skinny_loops == 1 part of script, as I took it to be the maximum that doesn't break things. Lastly, for a bit of fun, if the speed is 4c/11 or faster, the pattern name will mention a period you can go to, to see the SOL in its SMOS phase.

Finally, as an (overly) extensive sanity check, I ran my lifelib script to test all 152095 speeds mc/n < c/2 with m,n coprime and n <= 1000. I wish I could have tested the SOLs with streamlife, but I don't think it's exposed in the Python side of lifelib yet. That, or I missed something. Plus, I think the SOL would need to be reworked to have a 32 full diagonal separation between the trigger and the loop to actually be streamlife-friendly.

Code: Select all

# sol-predecessor-builder.py
# Lots of code is borrowed from the speed demonoid-building scripts by dvgrn: https://conwaylife.com/forums/viewtopic.php?f=2&t=4711&start=25#p108786
# The base64 decoding code is borrowed from another script by dvgrn: https://conwaylife.com/forums/viewtopic.php?f=2&t=2936&start=25#p134875
# The Speed Orthogonal Loopship (SOL) and the original builder script was created by Goldtiger: https://conwaylife.com/forums/viewtopic.php?p=153916#p153916
# Adjustments and fixes were made by h4tter

import golly as g
import math
from fractions import Fraction
import base64
import os

response = g.getstring("Enter a sub-c/2 speed, appending 'h' if you want a HashLife-friendly Loopship and/or 'r' if you want to allow long, skinny, rectangular loops:","3c/8h")
if response == "":
    g.exit("Script canceled due to lack of input.")
response = response.lower().replace("c","")
if response.find("h") != -1:
    response = response[:response.find("h")] + response[response.find("h")+1:]
    hfriendly = 1
else:
    hfriendly = 0
if response.find("r") != -1:
    response = response[:response.find("r")] + response[response.find("r")+1:]
    long_skinny_loops = 1
else:
    long_skinny_loops = 0
if response.find("/") == -1:
    # Either this is some kind of decimal representation, or they're putting us on
    if response.startswith("."):
        num = response[1:]
    elif response.startswith("0."):
        num = response[2:]
    else:
        g.exit("Invalid format for speed specification: '" + response + "'.")
    response = str(num) + "/" + str(10**len(num))

num, denom = response.split("/")
if num == "":
    # Handle syntax like "c/9"
    num = "1"
if not num.isdigit():
    g.exit("Invalid numerator '" + num + "'.")
if not denom.isdigit():
    g.exit("Invalid denominator '" + denom + "'.")

target = Fraction(int(num), int(denom))
if target > Fraction(1, 2):
    g.exit("That fraction is NOT smaller than c/2. What you ask has been proven impossible.")
elif target == Fraction(1, 2):
    g.new("LWSS")
    g.putcells(g.parse("b3o$o2bo$3bo$3bo$obo!"))
    g.fit()
    g.exit("You just asked for an orthogonal spaceship traveling at exactly c/2. Loopships don't go that fast. Here, have a LWSS.")

# Base displacement and period
d0 = 1989120
t0 = 36882896

# Compressed forms of the glider streams
part1_base_64 = "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"
part2_base_64 = 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"
# Skipping "part 3" since it's identical to part 2
part4_base_64 = 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"

# All the other patterns used
main_circuitry = g.parse("366bo$365bobo$364bo2bo$365b2o$370b2o$370bobo$371bo3$322b2o$322bobo$323b2o3$327b2o$327bobo42b2o$328b2o36b2o4bobo3b2o$336b2o3b2o19b2o2b2o5b2o3bobo$336b2o2bobo19b2o15bo$340b2o2$336bo10b2o$336b3o8bo$339bo9bo$338b2o8b2o2$311bo$310bobo16b2o$311bo17b2o2b2o$333b2o25bo15bo$360bo14bobo$360bo14b2o3$312b2o$311bo2bo$312bobo$313bo76b2o$390bobo$391bo$336bo$336bo$336bo$357b2o$313b3o35bo4bo2bo$350bobo3bobo$350bo2bo3bo$337bo13b2o18b2o$314b2o20bobo31bo2bo$315bo19bobo26b2o5bobo$315bobo17b2o26bo2bo5bo$316b2o24bo21b2o$341bobo$342bo6$333bo11b2o4bo$332bobo10b2o3bobo$298b2o32b2o16b2o$297bobo$298bo2$382bo$296b2o83bobo$295bobo83b2o$296bo20$351b2o$312b2o37bobo$312bobo37bo$313bo21$294b2o$294b2o34$350b2o$350b2o$480b2o$480bobo$303b2o51b2o123bo$304bo51b2o$304bobo45b2o$305b2o45b2o$313bo$312bobo16b2o$294b2o16bobo16b2o$294b2o17bo43b2o$357b2o5$289b2o$290bo$288bo26bo$288b5o14b2o5bobo$293bo13bo7b2o13b2o$290b3o12bobo22bobo$289bo15b2o4bo19bo$289b4o17bobo$287b2o3bo3b2o12b2o$286bo2b3o4b2o$286b2obo47b2o$289bo46bobo$289b2o45bo$321b2o12b2o$320bo2bo6b2o$297b2o22b2o7b2o$298bo$295b3o4bo$295bo5bobo$301b2o$345b2o$345b2o7b2o$354bo$304b2o46bobo$303bo2bo45b2o$303bobo$304bo$352b2o$351bo2bo$307b2o3b2o38bobo$307b2o3b2o39bo3$300b2o$301bo$301bobo$302b2o3$348bo$347bobo$347bobo$348bo$305b2o$306bo$303b3o28b2o3b2o$303bo31bo3b2o7b2o$332b3o13b2o$332bo3$342b2o$341bo2bo$318b2o22bobo$318b2o23bo$310b2o$311bo$308b3o$308bo10$308b2o$308bobo$309bo3$339bo$320b2o16bobo$320b2o7b2o6bo2bo$329bo8b2o$327bobo4bo$327b2o4bobo28b2o4b2o$333bobo28b2o4b2o$307bo26bo$306bobo4b2o$307b2o3bobo$312bo$311b2o58b2o$371b2o3$290bo$288b3o$287bo$287b2o$272b2o$273bo$273bob2o53b2o$274bo2bo52bobo$256bo18b2o55bo$255bobo32b2o13b2o25b2o$256b2o32b2o13b2o2$271bo$270bobo$269bo2bo61bo$242b2o26b2o57b2o2bobo$241bobo85b2o2b2o$242bo50b2obo6b2o$269b2o22b2ob3o3bobo$269b2o28bo2bo$293b2ob3o2b2o26b2o$294bobo32b2o$282b2o5b2o3bobo18b2o$282b2o4bo2bo3bo18bobo$289b2o23bo$313b2o8b2o$244b2o77bo$244b2o78b3o$326bo$254bo$253bobo$254bo11$71bo$70bobo$70b2o12$102bo$100b3o190b2o$99bo193bobo$99b2o193bo2$83b2o$83b2o18bo$102bobo9bo11b2o$102bo2bo7bobo10b2o$80b2o21b2o8bobo$81bo25b2o2b3ob2o187b2o$56b2o23bobo23bo2bo192bobo$55bo2bo23b2o21bobo3b3ob2o187bo$56b2o47b2o6bob2o$79b2o$79b2o58bo$62bo75bobo$61bobo73bo2bo$61bo2bo73b2o144b2o$62b2o219bobo$103b2o13b2o164bo$103b2o13b2o$133b2o$132bo2bo$133b2obo$136bo$136b2o$59b2o60b2o$58bo2bo60bo$44bo13bobo33b2o23b3o$43bobo13bo34bo24bo$44b2o49b3o47b2o$88b2o7bo46bo2bo$61b2o25bo11b2o42bobo4b2o$61bobo25b3o8b2o43bo5b2o$62bobo26bo$63bo$87b2o$87b2o6$137b2o15b2o$134bo3bo15bo$bo69bo61bobo2bobo11bobo$obo67bobo60bobo3b2o11b2o$b2o67b2o59b3ob2o9bo$130bo14bobo$131b3ob2o8bobo$6bo126bob2o9bo$5bobo$5b2o3b2o$9bo2bo121b2o$9bobo78b2o41bobo24b2o$10bo79b2o2b2o34bo2bo26bobo$94b2o33bobob2o13b2o11b2o$129b2o2bo14bo$133bobo13b3o$124b2o8b2o15bo$123bo2bo$124b2o7$173b2o$172bobo$173bo43$119b2o$118bobo$119bo30$174b2o$173bobo$172bobo$173bo3$169b2o4b2o$165b2o2b2o3bo2bo$165b2o8b2o16$161b2o4b2o$161b2o4b2o5$160b2o$160b2o23$174b2o$174b2o3$127b2o51b2o$128bo51b2o$128bobo45b2o$129b2o45b2o$137bo$136bobo16b2o$136bobo16b2o$123b2o12bo43b2o$123b2o56b2o5$113b2o$114bo$112bo26bo$112b5o14b2o5bobo$117bo13bo7b2o38b2o$114b3o12bobo46bo2bo$113bo15b2o48bobo$113b4o16bo46bo$111b2o3bo3b2o10bobo18bo$110bo2b3o4b2o9bo2bo17bobo$110b2obo18b2o18bo2bo5b2o$113bo39b2o5bobo$113b2o45bo$159b2o16bo$176bobo$121b2o53b2o$122bo$111bo7b3o$110bobo6bo$110bobo$111bo57b2o$169b2o7b2o$178bo$176bobo$176b2o$123bo$122bobo$122bo2bo50bo$123b2o50bobo3bo$131b2o3b2o36bo2bo2bobo$131b2o3b2o37b2o4b2o3$124b2o$125bo$125bobo$121b2o3b2o$120bo2bo$120bobo$121bo50bo$171bobo$171bobo$172bo$129b2o$130bo$127b3o28b2o3b2o$127bo31bo3b2o7b2o$156b3o13b2o$156bo3$163bo$162bobo$142b2o18bobo$142b2o19bo$134b2o$135bo$132b3o$132bo2$133bo$132bobo$132bobo$130b3ob2o$129bo$130b3ob2o$132bob2o2$127b2o13b2o$126bo2bo12b2o7b2o$127bobo21bo$128bo20bobo$149b2o$155bo$154bobo$124b2o28bobo$123bo2bo2b2o24bo$124bobo2b2o39b2o$125bo44b2o$158b2o$158b2o2$145bo$144bobo$144bobo$145bo$146b3o$148bo10$155b2o$155b2o146$93b3o$93bo2bo$93bo$93bo3bo$93bo$94bobo!")
trigger_MWSS = g.parse("b2o$2o$2bo!")
converter_destroying_glider = g.parse("2o$b2o$o!")
north_snark = g.parse("4b2o$4b2o3$9b2o$9b2o10$9b2o$8bobo$2b2o4bo$o2bo2b2ob4o$2obobobobo2bo$3bobobobo$3bobob2o$4bo2$17b2o$8b2o7bo$8b2o5bobo$15b2o5b2o$21bobo$22bo5$5b2o$6bo$3b3o$3bo3$5b2o$4bo2bo$5b2o3$4b2o$3bo2bo$4b2o4$5b2o$5b2o3$2o$2o!")
west_snark = g.parse("27b2o$27bobo$28bo3$24bo$24b3o$27bo$26b2o3$18b2o$18bo$4b2o9b2obo$4b2o9bo2b3o4b2o$16b2o3bo3b2o$18b4o19bo$18bo15b2o4bobo3bo4b2o$2o17b3o12bobo3bobo2bobo3b2o$2o20bo13bo4bo3bobo$17b5o14b2o8bo$17bo$19bo35b2o$18b2o35b2o!")
south_snark = g.parse("22b2o$22b2o3$17b2o$17b2o4$18b2o$17bo2bo$18b2o3$17b2o$16bo2bo$17b2o3$20bo$18b3o$17bo$17b2o5$bo$obo$2o5b2o$6bobo5b2o$6bo7b2o$5b2o2$19bo$15b2obobo$14bobobobo$11bo2bobobobob2o$11b4ob2o2bo2bo$15bo4b2o$13bobo$13b2o10$13b2o$13b2o3$18b2o$18b2o!")
test_circuitry = g.parse("64b2o$63bobo$62bobo$63bo3$59b2o4b2o$55b2o2b2o3bo2bo$55b2o8b2o16$51b2o4b2o$51b2o4b2o5$50b2o$50b2o23$64b2o$64b2o3$17b2o51b2o$18bo51b2o$18bobo45b2o$19b2o45b2o$27bo$26bobo16b2o$26bobo16b2o$27bo43b2o$71b2o5$3b2o$4bo$2bo26bo$2b5o14b2o5bobo$7bo13bo7b2o$4b3o12bobo$3bo15b2o$3b4o$b2o3bo3b2o$o2b3o4b2o$2obo47b2o$3bo46bobo$3b2o45bo$49b2o2$11b2o$12bo$9b3o$9bo2$59b2o$59b2o7b2o$68bo$66bobo$66b2o5$21b2o3b2o$21b2o3b2o3$14b2o$15bo$15bobo$16b2o3$62bo$61bobo$61bobo$62bo$19b2o$20bo$17b3o28b2o3b2o$17bo31bo3b2o7b2o$46b3o13b2o$46bo5$32b2o$32b2o$24b2o$25bo$22b3o$22bo2$23bo$22bobo$22bobo$20b3ob2o$19bo$20b3ob2o$22bob2o2$32b2o$32b2o7b2o$41bo$39bobo$39b2o4$19b2o$19b2o5$35bo$34bobo$34bobo$35bo$36b3o$38bo!")

# Defines a temporary file to use for decompressing the glider streams
tempfile = os.path.join(g.getdir("temp"),"mcgz.tmp")

# WARNING:  This function uses the current Golly layer to retrieve cell data,
# so if there's anything important in the current layer, a new layer should
# be created before calling this function.
# NOTE:  Golly 4.2 has the Macrocell file convention that the upper left cell
# of the SE child of the root node is (0,1). The original script was written
# with that convention, but this may be changed in future versions of Golly.
# So the script now shifts the glider stream to (0,0) if needed.

def get_cells_from_mcgz_base64(s):
    base64bytes = s.encode("ascii")
    mcgzbytes = base64.b64decode(base64bytes)
    with open(tempfile, "wb") as f:
        f.write(mcgzbytes)
    g.open(tempfile)
    rect = g.getrect()
    return g.transform(g.getcells(rect),-rect[0],-rect[1])

g.show("Getting single channel streams...")

part1_cells = get_cells_from_mcgz_base64(part1_base_64)
part2_cells = get_cells_from_mcgz_base64(part2_base_64)
part4_cells = get_cells_from_mcgz_base64(part4_base_64)

def how_divisible_by_two(num):
    i = 0
    while num%2 == 0:
        num = num//2
        i += 1
    return i

def calculate_adjustments(desired_disp,desired_period):
    trigger_MWSS_advancement = (d0-desired_disp)//8
    sum_of_gap_decreases = (t0 - 16*trigger_MWSS_advancement - desired_period)//16
    if long_skinny_loops == 1:
        # Ensures that the trigger arrives at the south snark after it's sufficiently built, but keeps the loop as square as possible
        first_gap_decrease = max(math.ceil((7272132+2*trigger_MWSS_advancement+7*sum_of_gap_decreases)/9),sum_of_gap_decreases//2)
        second_gap_decrease = sum_of_gap_decreases-first_gap_decrease
        # If first_gap_decrease is too high, the loop or streams interact. So need to increase period
        if first_gap_decrease <= 1031260:
            return True, first_gap_decrease, second_gap_decrease, trigger_MWSS_advancement
        else:
            return False, first_gap_decrease, second_gap_decrease, trigger_MWSS_advancement
    else:
        # Forces square loop
        first_gap_decrease = sum_of_gap_decreases//2
        second_gap_decrease = sum_of_gap_decreases-first_gap_decrease
        # Ensures that the trigger arrives at the south snark after it's sufficiently built. If not, increase period
        if 9*first_gap_decrease >= 7272132+2*trigger_MWSS_advancement+7*sum_of_gap_decreases:
            return True, first_gap_decrease, second_gap_decrease, trigger_MWSS_advancement
        else:
            return False, first_gap_decrease, second_gap_decrease, trigger_MWSS_advancement

def check_for_collision(x,y):
    potential_collision_cells = g.getcells([x-197,y-100,200,200])
    new_index = g.addlayer()
    g.setlayer(new_index)
    g.putcells(potential_collision_cells,-x,-y)
    g.putcells(test_circuitry,-233,-208)
    trigger_before = g.getcells([-1,-1,4,4])
    g.run(969)
    if trigger_before != g.transform(g.getcells([-217,-250,4,4]),216,249):
        g.dellayer()
        return True
    g.dellayer()
    return False

def place_cells(adjustments):
    first_gap_decrease, second_gap_decrease, trigger_MWSS_advancement = adjustments
    new_period = t0-16*trigger_MWSS_advancement-16*first_gap_decrease-16*second_gap_decrease
    new_disp = d0 - 8*trigger_MWSS_advancement
    name_string = "Loopship with velocity " + str(new_disp) + "c/" + str(new_period) + "."
    if Fraction(new_disp, new_period) >= Fraction(4,11):
        name_string += " Has a SMOS phase at generation " + str(2230490-8*trigger_MWSS_advancement) + "."
    g.new(name_string)
    g.setrule("B3/S23")
    total_gap_decrease = first_gap_decrease
    g.putcells(main_circuitry,-10446,2098)
    g.putcells(part1_cells,-10288,2710)
    g.putcells(g.evolve(part2_cells,total_gap_decrease%4),2523829-total_gap_decrease//4,2536828-total_gap_decrease//4)
    total_gap_decrease += second_gap_decrease
    g.putcells(g.evolve(part2_cells,total_gap_decrease%4),3159603-total_gap_decrease//4,3172601-total_gap_decrease//4,0,1,1,0) # "part 3"
    # Equal to the increase in the third gap
    total_gap_decrease += first_gap_decrease
    g.putcells(g.evolve(part4_cells,total_gap_decrease%4),3812957-total_gap_decrease//4,3825956-total_gap_decrease//4)  
    g.putcells(g.evolve(trigger_MWSS,2*(trigger_MWSS_advancement%2)),114744-trigger_MWSS_advancement//2,127607-trigger_MWSS_advancement//2)
    if check_for_collision(114744-trigger_MWSS_advancement//2, 127607-trigger_MWSS_advancement//2):
        return False
    else:
        g.putcells(converter_destroying_glider,-5010335+total_gap_decrease//4,5002692-total_gap_decrease//4)
        g.putcells(north_snark,-1073715+first_gap_decrease,-1060943+first_gap_decrease)
        g.putcells(west_snark,-2066756+first_gap_decrease+second_gap_decrease,-67915+first_gap_decrease-second_gap_decrease)
        g.putcells(south_snark,-1003403+second_gap_decrease,995418-second_gap_decrease)
        return True

if hfriendly == 1:
    # Start with a (probably close) lower bound for the smallest working power of 2.
    # Increment it if it turns out to be too small.
    # Periods at and above the following have sufficiently large loops.
    minimum_period = math.ceil((t0-2*d0)/(1-2*target.numerator/target.denominator))
    power = math.ceil(math.log(minimum_period/target.denominator,2))
    # Need the following if the chosen velocity is very slow.
    if target.numerator * pow(2,power) < d0: 
        power = math.ceil(math.log(d0/target.numerator,2))
    # Ensure that the displacement and period will be divisible by 8 and 16 respectively.
    power = max(3-how_divisible_by_two(target.numerator),4-how_divisible_by_two(target.denominator),power)
    while True:
        desired_disp = target.numerator * pow(2,power)
        desired_period = target.denominator * pow(2,power)
        adj = calculate_adjustments(desired_disp,desired_period)
        if adj[0]:
            g.show("Placing cells...")
            result = place_cells(adj[1:])
            if result:
                g.show("Done.")
                break
            else:
                g.show("Collision found, so doubling period...")
        power += 1
else:
    required_power_of_two = pow(2,max(3-how_divisible_by_two(target.numerator),4-how_divisible_by_two(target.denominator),0))
    # Periods at and above the following have sufficiently large loops.
    minimum_period = math.ceil((t0-2*d0)/(1-2*target.numerator/target.denominator))
    desired_period = minimum_period+((-minimum_period)%(target.denominator*required_power_of_two))
    desired_disp = target.numerator*(desired_period//target.denominator)
    # Need the following if the chosen velocity is very slow.
    if desired_disp < d0:
        desired_disp = d0+((-d0)%(target.numerator*required_power_of_two))
        desired_period = target.denominator*(desired_disp//target.numerator)
    while True:
        adj = calculate_adjustments(desired_disp,desired_period)
        if adj[0]:
            g.show("Placing cells...")
            result = place_cells(adj[1:])
            if result:
                g.show("Done.")
                break
            else:
                g.show("Collision found, so increasing period slightly...")
        desired_period += target.denominator*required_power_of_two
        desired_disp += target.numerator*required_power_of_two

g.setbase(2)
g.setstep(18)
g.fit()
Curiouser and curiouser

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