## Glider-to-Cordership, using Corderships

For discussion of specific patterns or specific families of patterns, both newly-discovered and well-known.

### Glider-to-Cordership, using Corderships

What's the most efficient way to convert a glider to a three-engine Cordership, using other Corderships as the catalysts? The way I'm thinking of (splitting gliders, then redirecting them) is long, slow, and tedious to create. (I am working on it, however.) Question is, can anyone do better?
I Like My Heisenburps! (and others)

Extrementhusiast

Posts: 1723
Joined: June 16th, 2009, 11:24 pm
Location: USA

### Re: Glider-to-Cordership, using Corderships

Extrementhusiast wrote:What's the most efficient way to convert a glider to a three-engine Cordership, using other Corderships as the catalysts? The way I'm thinking of (splitting gliders, then redirecting them) is long, slow, and tedious to create. (I am working on it, however.) Question is, can anyone do better?

Long-slow-and-tedious seems like a bit of an understatement -- Corderships are large and ungainly objects, and it kind of gives me the cold shudders to think about a fleet of them that can split one glider into fifteen gliders, then bounce all those fifteen gliders around until they line up exactly to make a Cordership recipe. (Do I have the right general mental picture of what you're thinking of attempting?)

This may be just my one-track mind seeing everything in terms of my current project, but the way I would try to solve this problem would be with a Cordership seed. First, find a constellation of blocks (and/or other small constructible objects) that turns into a Cordership when you hit it with a single glider -- very much along the lines of the Blockic loafer seed, just a bit bigger. I remember somebody was looking for a Cordership seed for other reasons.

Then it would be relatively easy to build a huge fleet of high-period Corderrakes that builds and triggers that constellation of blocks. With no constraints on construction timing or order, a script could probably be written to assemble the fleet.

... That's already bound to be a ridiculously large pattern, of course, and there would be one (other) tricky part. You only want one of these constructed Corderships to escape when a single glider comes in -- so you need an additional small constellation that cleanly suppresses the Cordership, but that can itself be cleanly destroyed by a single input glider. Here's a seven-block constellation that might serve as a starting point:

`x = 194, y = 182, rule = B3/S2353b2o\$53b2o2\$35b2o\$35b2o4\$61b2o\$61b2o4\$134bobo10bo\$134b2o9b2o\$45bo89bo10b2o\$46b2o\$45b2o3\$26b2o\$26b2o6\$3b2o\$3b2o17\$2o\$2o4\$60bo\$58bobo\$59b2o\$8b2o124bobo\$8b2o124b2o\$135bo2\$35bobo\$36b2o\$36bo53\$143b2o\$143bobo\$143bo\$56b3o\$58bo\$57bo5\$33b2o\$34b2o\$33bo25b3o\$61bo\$60bo5\$108b3o\$108bo\$34bo74bo\$34b2o\$33bobo2\$146b3o\$146bo\$147bo3\$191b3o\$191bo\$192bo35\$138b2o\$138bobo\$138bo!`

-- How's that for an option? Seems like it could be made to work, but then again it might be completely counter to the spirit of what you're trying to accomplish...!

dvgrn
Moderator

Posts: 4988
Joined: May 17th, 2009, 11:00 pm

### Re: Glider-to-Cordership, using Corderships

That could work, but that was not what I originally had in mind. What I had in mind requires the use of either a bunch of reflectors, or a catch-and-throw device (sideways gliders to sideways gliders). Do you know of such a device for Corderships?

(Or could a fleet of gliders destroy a Cordership at least somewhat cleanly?)

EDIT: Is there a still life or a constellation that functions as a destructible glider shifter, with which copies could be used to destroy a Cordership?

EDIT 2: A mechanism like this could help:
`x = 527, y = 724, rule = B3/S23o\$b2o\$2o274\$229bo\$230b2o\$229b2o7\$187bo\$188b2o\$187b2o32\$298bo\$299b2o\$298b2o196\$481b2o\$480b3o3bo9bo\$482bo2bobo5b4o\$479bo2bo3bo5bo3bo\$478bo\$479bobo10b3o\$446bo23b2o7b2o\$447b2o21b2o\$446b2o4\$469b2o\$469b2o\$462b2o4bo2bo\$462b2o4b2obo\$472b3o\$472b2o\$476bo2b2o9b2o\$475b2o4bo8b2o\$475b2obobo\$477b2o\$485b3o\$487b2o\$486bob2o11bobo\$487b2o11b2ob2o\$487bo12b2obo\$499bo\$500bo\$500bo\$511b2o\$510b3o3bo9bo\$512bo2bobo5b4o\$462b3o44bo2bo3bo5bo3bo\$463bo44bo\$460bo2bo45bobo10b3o\$460bo2bo45b2o\$460bobo\$446b2o\$446b2o3\$463bo40b2o\$462bobo36b2o\$463bo36b2ob3o\$446bo54bo\$438b2o7bo53bo3bo4b2o\$438b2o22b4o36b2obo3bo\$449bo10bo3b2o44bo2bo6b2o\$447bobo9bo4bo34bobo12bo5b2o\$448bo10b2obo37b2o\$461bo38bo3\$448b2obobo\$451bobo16bo\$448bo2bo17b3o40b2o\$448bo3bo59b2o\$445b2o2b4o16b3o\$444b2o5bo14b2ob2o\$446bo21bo3\$492b3o\$493bo\$490bo2bo\$490bo2bo\$490bobo\$476b2o\$476b2o\$471bo\$470b3o\$469b2ob2o19bo\$424b2o45bobo18bobo\$423b3o3bo9bo33bo19bo\$425bo2bobo5b4o\$422bo2bo3bo5bo3bo\$421bo70b4o\$422bobo10b3o38bo13bo3b2o\$413b2o7b2o51bobo11bo4bo\$413b2o62bo11b2obo\$474b2o15bo\$474bo\$475b3o\$475b2o\$412b2o65bo\$412b2o64b2o\$405b2o4bo2bo63b2o\$405b2o4b2obo65b2o6b2o\$415b3o64b2o4b2o\$415b2o63bob2o\$419bo2b2o9b2o45b2o\$418b2o4bo8b2o\$418b2obobo\$420b2o\$428b3o\$430b2o48b2o\$429bob2o11bobo33b2o\$430b2o11b2ob2o\$430bo12b2obo\$442bo\$443bo\$443bo\$454b2o\$453b3o3bo9bo\$455bo2bobo5b4o\$452bo2bo3bo5bo3bo\$451bo\$452bobo10b3o\$452b2o5\$398b2o\$397b3o3bo9bo33b2o\$399bo2bobo5b4o30b2o\$396bo2bo3bo5bo3bo29b2ob3o\$395bo48bo\$396bobo10b3o32bo3bo4b2o\$387b2o7b2o47b2obo3bo\$387b2o64bo2bo6b2o\$442bobo12bo5b2o\$443b2o\$443bo2\$386b2o\$386b2o\$379b2o4bo2bo\$379b2o4b2obo66b2o\$389b3o63b2o\$389b2o\$393bo2b2o9b2o\$392b2o4bo8b2o\$392b2obobo\$394b2o\$402b3o\$404b2o\$403bob2o11bobo\$404b2o11b2ob2o\$404bo12b2obo\$416bo\$417bo\$417bo\$428b2o\$427b3o3bo9bo\$429bo2bobo5b4o\$426bo2bo3bo5bo3bo\$425bo\$371b2o53bobo10b3o\$370b3o3bo9bo39b2o\$372bo2bobo5b4o\$369bo2bo3bo5bo3bo\$368bo\$369bobo10b3o\$360b2o7b2o\$360b2o59b2o\$418b2o\$417b2ob3o\$418bo\$418bo3bo4b2o\$359b2o58b2obo3bo\$359b2o66bo2bo6b2o\$352b2o4bo2bo54bobo12bo5b2o\$352b2o4b2obo55b2o\$362b3o52bo\$362b2o\$366bo2b2o9b2o\$365b2o4bo8b2o\$365b2obobo\$367b2o60b2o\$375b3o51b2o\$377b2o\$376bob2o11bobo\$377b2o11b2ob2o\$377bo12b2obo\$389bo\$390bo\$390bo\$401b2o\$400b3o3bo9bo\$402bo2bobo5b4o\$399bo2bo3bo5bo3bo\$398bo\$399bobo10b3o\$399b2o6\$394b2o\$391b2o\$390b2ob3o\$391bo\$391bo3bo4b2o\$392b2obo3bo\$400bo2bo6b2o\$389bobo12bo5b2o\$390b2o\$390bo5\$402b2o\$402b2o!`

The great part about this mechanism is that it's very flexible: it accepts any time separation greater than the ones shown here, and some lesser separations, by just moving the Corderships backward or forward. (Do note that these incoming gliders are sideways gliders.)

Now all we need is a Cordership rewinder.
I Like My Heisenburps! (and others)

Extrementhusiast

Posts: 1723
Joined: June 16th, 2009, 11:24 pm
Location: USA

### Re: Glider-to-Cordership, using Corderships

Extrementhusiast wrote:That could work, but that was not what I originally had in mind. What I had in mind requires the use of either a bunch of reflectors, or a catch-and-throw device (sideways gliders to sideways gliders). Do you know of such a device for Corderships?

Sure, there are lots of possible catch-and-throw reactions. I'm thinking mostly of the pattern on the right in the link: there are various ways to delete a block using an incoming glider, and the missing block frees up a sideways output glider. Or you can suppress the block with various kinds of stable junk that could easily be left behind by a Cordership-glider collision.

You might also be able to make good use of the lucky LWSS reflection in the left-hand pattern, since there's another pattern (top link in the list after the images) that converts a glider to an LWSS. Offhand I don't remember any clean glider-to-two-glider or LWSS-to-two-glider duplicator reactions, but they're bound to be out there somewhere.

Extrementhusiast wrote:(Or could a fleet of gliders destroy a Cordership at least somewhat cleanly?)

Sure -- something like the following? Just made this up based on the seven-block suppression posted previously. No doubt there are smaller salvos that can do the same trick:

`x = 161, y = 156, rule = B3/S2348bo\$49bo\$47b3o4\$54bo\$55bo\$53b3o25\$64bo\$62bobo\$63b2o4\$41bobo\$42b2o\$42bo4\$bo17bo\$2bo17bo\$3o15b3o4\$7bo\$8bo\$6b3o45\$141bo\$125b2ob2o6bob2o2b2o\$125b2o8bob5o\$125b2obobo5bo4b2o\$128bobo11bobo\$129b2o\$142b3o6b2o\$151b2o5\$152b2o\$151bo2bo\$151bo2b2o3b2o\$151bob2o4b2o\$148bo2bobo\$148b2o\$131b2o14bo\$131b2o9b2o2b2o\$142b2o2bo\$136bo6bob2o\$134b4o6b2o\$133bo3bo\$118b3o11b3ob2o\$117bo3bo11bo2bo\$118b2o14b2o\$120b2ob2o\$122b2o2\$111bo\$95b2ob2o6bob2o2b2o\$95b2o8bob5o\$95b2obobo5bo4b2o\$98bobo11bobo\$99b2o\$112b3o6\$121bo\$119b4o\$118b2o2bo\$117bob4o\$112bo4b5o\$112bo7b2o\$101b2o16b3o\$101b2o17b3o\$120b2o\$121b2o5\$109b2o\$109b2o!`

It's a bit harder to stop and delete a Cordership from behind. I wrote a search program that managed to find a cleanup with 31 gliders [last pattern at the bottom of the post] for a rake made of two adjacent Corderships. There are extra gliders coming out of the explosion, but that was a good thing for this particular experiment, easy to avoid if you don't want them.

dvgrn
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Posts: 4988
Joined: May 17th, 2009, 11:00 pm

### Re: Glider-to-Cordership, using Corderships

Extrementhusiast wrote:EDIT: Is there a still life or a constellation that functions as a destructible glider shifter, with which copies could be used to destroy a Cordership?

Glider shifters are certainly available -- or one-time glider duplicators, for that matter -- but how exactly do you want the glider to be shifted? In the mechanism you posted, I wasn't quite clear on where all the extra gliders would come from, if you're starting with just one glider and want to end up with a full Cordership synthesis.

And why would it be necessary to destroy a Cordership, anyway, unless you're suppressing the output of something like that Cordership rake you posted, and then need to make it so a single glider suppresses the suppression?

Extrementhusiast wrote:Now all we need is a Cordership rewinder.

Hmm, well, I just tried adding one orientation of one particular Cordership to the glider-rewinder script. Technically it does seem to work -- but it takes about ten seconds per one-tick rewind. And something buggy seemed to happen once or twice, but then I couldn't reproduce the problem. Somebody should probably get back to optimizing that script a little better...!

dvgrn
Moderator

Posts: 4988
Joined: May 17th, 2009, 11:00 pm

### Re: Glider-to-Cordership, using Corderships

Yes, I am doing the double suppression. As for where the extra gliders come from, I found a splitter somewhere else and used it several times. (I already have three gliders positioned; I just need two more.)

EDIT: Done:
`x = 809, y = 960, rule = 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There will be two blocks left over after the five destroy the Cordership, but another Cordership or two can come and clean it up.
I Like My Heisenburps! (and others)

Extrementhusiast

Posts: 1723
Joined: June 16th, 2009, 11:24 pm
Location: USA

### Re: Glider-to-Cordership, using Corderships

Now fully done:
`x = 2079, y = 1919, rule = 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I Like My Heisenburps! (and others)

Extrementhusiast

Posts: 1723
Joined: June 16th, 2009, 11:24 pm
Location: USA

### Re: Glider-to-Cordership, using Corderships

It's a very beautiful mechanism. Is it a part of a bigger project you have in mind?
Ivan Fomichev

codeholic
Moderator

Posts: 1140
Joined: September 13th, 2011, 8:23 am
Location: Hamburg, Germany

### Re: Glider-to-Cordership, using Corderships

codeholic wrote:Is it a part of a bigger project you have in mind?

Yep. You'll just have to wait and see.
I Like My Heisenburps! (and others)

Extrementhusiast

Posts: 1723
Joined: June 16th, 2009, 11:24 pm
Location: USA

### Re: Glider-to-Cordership, using Corderships

Extrementhusiast wrote:Now fully done

DivusIulius

Posts: 89
Joined: April 1st, 2009, 11:23 am

### Re: Glider-to-Cordership, using Corderships

As a bonus, have a tiny stable Cordership heisenburp, which I call the Model D:
`x = 224, y = 198, rule = B3/S23124b2o\$124b2o3\$122b2o\$122b2o\$109b2o\$110bo46bo21b2o\$110bobo44b3o19b2o\$111b2o47bo\$107b2o50b2o\$107b2o7\$120b2o\$120b2o29b2o\$113b2o36b2o\$112bo2bo\$113b2o74b2o\$140bo48b2o\$139bobo\$139b2o\$148b2o\$148bo19b2o\$149bo17bobo\$148b2o17bo\$113b2o51b2o\$113b2o14\$181bob2o\$181b2obo2\$179b5o\$157b2o20bo4bo2b2o\$158bo23bo2bo2bo\$158bobo21b2obobo\$159b2o18bo5bob2o\$178bobo4bo\$178bo2bo2b2o\$179b2o\$148b2o\$149bo\$149bobo\$150b2o2\$168b2o\$168b2o12\$159bo\$158bobo\$158bobo\$159bo26\$48bo\$48b3o\$51bo\$50b2o\$46b2o19b2o\$46b2o19bo17b2o\$65bobo17bo\$65b2o19bo\$45bo39b2o\$44bobo\$45bo\$42b3o\$42bo2\$82b2o\$82b2o\$97b2o\$44b2o50bo2bo\$44b2o51b2o2\$28b2o\$29bo\$29bobo\$b2o27b2o\$b2o2\$22b2o65bo\$22bo64b3o\$20bobo63bo\$20b2o34b2o28b2o\$56b2o3b2o134b3o\$61b2o135bo\$198bo2bo\$198bo2bo\$b2o59b2o135bobo\$b2o53b2o4bo151b2o\$56b2o5b3o10b2o136b2o\$65bo9bobo5b2o\$31b2o42bo7b2o\$31b2o11b2o28b2o122bo\$44bo152bobo\$45b3o40bo109bo\$2b2o43bo36b2obobo125bo\$bobo79bobobobo124bo7b2o\$bo9b2obo65bo2bobobobob2o103b4o22b2o\$2o9b2ob3o63b4ob2o2bo2bo103b2o3bo10bo\$17bo66bo4b2o106bo4bo9bobo\$11b2ob3o65bobo114bob2o10bo\$10bo2b2o67b2o116bo\$10b2o2\$208bobob2o\$191bo16bobo\$190b3o17bo2bo\$209bo3bo\$190b3o16b4o2b2o\$191b2ob2o14bo5b2o\$193bo21bo3\$167b3o\$168bo\$168bo2bo\$168bo2bo\$169bobo\$184b2o\$184b2o\$190bo\$189b3o\$168bo19b2ob2o\$167bobo18bobo\$168bo19bo3\$166b4o\$166b2o3bo13bo\$167bo4bo11bobo\$169bob2o11bo\$170bo15b2o\$187bo\$184b3o\$185b2o\$182bo\$182b2o\$182b2o\$172b2o6b2o\$172b2o4b2o\$178b2obo\$180b2o5\$180b2o\$180b2o!`

The actual heisenburp is only 191x153. (For a glider, it'd be 9x5, to scale.)
I Like My Heisenburps! (and others)

Extrementhusiast

Posts: 1723
Joined: June 16th, 2009, 11:24 pm
Location: USA

### Re: Glider-to-Cordership, using Corderships

Extrementhusiast wrote:As a bonus, have a tiny stable Cordership heisenburp, which I call the Model D...

Minor pro-forma apologies for bumping an old thread, but I always wanted to see how the full project advertised here would turn out. I suppose it might be easier to complete now, except for maybe having to re-do parts of it to use 2-engine Corderships. (?)

Also, the Model D heisenburp works on the new 2-engine Cordership just fine (on one side only, I believe since it's asymmetrical). The recovery time can be reduced by 17*8 = 136 ticks:

`x = 207, y = 181, rule = B3/S23107b2o\$107b2o3\$105b2o\$105b2o\$92b2o\$93bo46bo21b2o\$93bobo44b3o19b2o\$94b2o47bo\$90b2o50b2o\$90b2o7\$103b2o\$103b2o29b2o\$96b2o36b2o\$95bo2bo\$96b2o74b2o\$123bo48b2o\$122bobo\$122b2o\$131b2o\$131bo19b2o\$132bo17bobo\$131b2o17bo\$96b2o51b2o\$96b2o14\$164bob2o\$164b2obo2\$162b5o\$140b2o20bo4bo2b2o\$141bo23bo2bo2bo\$141bobo21b2obobo\$142b2o18bo5bob2o\$161bobo4bo\$161bo2bo2b2o\$162b2o\$131b2o\$132bo\$132bobo\$133b2o2\$151b2o\$151b2o12\$142bo\$141bobo\$141bobo\$142bo9\$48bo\$48b3o\$51bo\$50b2o\$46b2o19b2o\$46b2o19bo17b2o\$65bobo17bo\$65b2o19bo\$45bo39b2o\$44bobo\$45bo\$42b3o\$42bo2\$82b2o\$82b2o\$97b2o\$44b2o50bo2bo\$44b2o51b2o2\$28b2o\$29bo\$29bobo\$b2o27b2o\$b2o2\$22b2o65bo\$22bo64b3o\$20bobo63bo\$20b2o34b2o28b2o\$56b2o3b2o\$61b2o3\$b2o59b2o\$b2o53b2o4bo\$56b2o5b3o10b2o\$65bo9bobo5b2o\$31b2o42bo7b2o\$31b2o11b2o28b2o\$44bo\$45b3o40bo\$2b2o43bo36b2obobo\$bobo79bobobobo\$bo9b2obo65bo2bobobobob2o\$2o9b2ob3o63b4ob2o2bo2bo\$17bo66bo4b2o\$11b2ob3o65bobo\$10bo2b2o67b2o\$10b2o3\$180bobo\$179bo2bo\$180bobo\$196b2o\$196bobo\$182bo13b3o\$181bob2o11bo2bo\$181bob2o12bo\$167b3o10bo3bo12bo7b2o\$168bo12b4o20b2o\$168bo2bo9b3o15bo\$168bo2bo24bo\$169bobo24bo2bo\$184b2o9b3o\$184b2o9b3o\$195bo2bo\$196bobo\$168bo27b3o\$167bobo\$168bo\$185bo\$185bo\$166b4o\$166b2o3bo13bo\$167bo4bo11bobo\$169bob2o11bo\$170bo15b2o\$187bo\$184b3o\$185b2o\$182bo\$182b2o\$182b2o\$172b2o6b2o\$172b2o4b2o\$178b2obo\$180b2o5\$180b2o\$180b2o!#C [[ STEP 9 AUTOSTART STOP 2300 X -11 Y -26 ]]`

dvgrn
Moderator

Posts: 4988
Joined: May 17th, 2009, 11:00 pm

### Re: Glider-to-Cordership, using Corderships

For those who don't know which glider is converted...
`x = 2079, y = 1919, rule = 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.4A.A164.A3.A118.2A\$333.A.A6.A192.A\$334.3A.A195.A.A\$467.2A45.A18.2A.2A\$339.A8.A117.A.A42.3A19.2A.2A\$339.2A7.5A114.A68.3A\$339.3A4.A.A3.A165.2A12.A3.3A\$338.3A3.3A3.3A160.A4.2A11.A4.3A84.2A\$340.3A2.2A165.A2.A14.A5.2A85.2A\$346.A165.A3.A18.3A\$347.3A185.2A\$348.2A109.2A51.2A20.2A\$458.A.A5.A46.4A2.2A\$459.A6.2A\$465.A.A50.3A14.A\$518.A.A13.3A\$533.A3.A\$518.A13.2A\$518.2A13.2A\$451.2A65.2A\$342.3A13.A91.A.A\$342.3A13.A92.A67.2A\$342.2A14.A159.3A\$342.3A10.A.3A.A158.3A\$344.A10.5A.A160.A\$355.A.A\$359.2A160.3A6.2A\$334.2A23.2A162.A6.2A\$334.2A23.A90.A70.3A\$358.2A90.2A\$353.2A3.A90.A.A\$358.A\$357.2A.A4.2A\$359.A\$363.A3.A154.2A\$362.A72.2A85.2A\$361.A7.A64.A.A\$331.A2.A30.A4.A64.A\$331.4A25.A4.A.A.A\$331.A2.A25.A8.A\$360.A.2A4.A\$360.3A.2A.A\$361.2A.3A\$427.2A\$426.A.A5.A\$427.A6.2A\$433.A.A\$343.A\$344.A36.A\$342.3A26.3A5.2A.4A\$371.3A4.2A.3A.2A\$370.2A7.A.3A.A33.2A\$371.2A4.4A3.A33.A.A\$376.3A.2A37.A\$365.2A9.5A\$365.2A12.A4\$411.2A\$410.A.A5.A\$358.3A50.A6.2A\$358.2A4.A52.A.A\$363.4A\$363.2A.2A6.A\$366.A.A2.A4.2A\$370.A3.2A5.2A\$360.2A2.3A3.2A.A7.2A20.2A\$360.2A2.2A36.A.A\$403.A5\$373.2A\$373.2A20.2A\$394.A.A5.A\$395.A6.2A\$401.A.A\$359.A66.A\$360.A48.A15.3A\$358.3A48.A14.2A.2A\$365.2A42.A3.4A7.A3.2A\$365.2A20.2A23.A3.A5.A.A.A.A\$386.A.A22.A3.2A4.A2.A.2A\$354.A32.A23.3A7.A.2A\$353.A.A44.2A6.A.2A10.2A\$353.A.A44.2A6.3A\$354.A54.A2\$358.2A\$357.A2.A18.2A19.2A\$358.2A18.A.A5.A12.A.A\$379.A6.2A7.3A3.A\$385.A.A4.4A3.A.A\$392.4A3.A.A\$396.3A.3A\$400.2A\$405.2A13.2A\$371.2A32.2A13.2A\$370.A.A41.3A\$371.A3.A31.A6.2A.A\$374.2A30.A.A5.2A.A14.3A\$374.A.A29.A.A22.A3.A\$413.A.A15.A4.A\$414.2A15.A.A2.A\$415.A15.A.A.2A\$428.A2.A.2A6.A7.5A\$428.A2.2A7.A.A4.2A5.2A\$429.3A10.A4.A7.A12.A\$439.A2.A3.A7.2A11.3A\$439.3A3.A6.2A12.2A.2A\$450.A15.A.A.2A\$445.A4.A14.3A2.3A\$446.A.2A14.A6.A\$464.A.5A\$463.2A.4A\$464.A25.3A\$465.A24.A2.A\$404.3A82.A4.A\$404.A2.A4.A76.3A2.A\$406.A3.A2.A74.A5.A\$406.2A2.A.2A73.7A\$404.A.A6.A31.2A40.A\$404.A3.A5.A30.A.A39.A\$404.2A.2A6.A30.A27.2A12.2A\$407.A66.2A3\$472.A17.A\$468.A.A2.A15.A.A\$467.5A2.A14.A.2A\$467.A3.A.A17.2A\$472.A16.3A\$490.A\$486.A2.A\$485.A6.A\$485.A6.A\$471.A13.3A4.A\$472.A\$471.A.3A\$474.2A3\$476.2A.3A\$479.4A3.2A\$476.A5.A3.2A\$476.A.A\$477.A.2A\$476.3A\$477.A2.2A\$477.A2.A\$477.A\$477.A2.A\$478.2A!`

The white glider at 177,736 is converted.
One big dirty Oro. Yeeeeeeeeee...

gameoflifemaniac

Posts: 702
Joined: January 22nd, 2017, 11:17 am
Location: There too

### Re: Glider-to-Cordership, using Corderships

dvgrn wrote:Also, the Model D heisenburp works on the new 2-engine Cordership just fine (on one side only, I believe since it's asymmetrical).

That was an amazingly small mechanism for pre-Snark, pre-syringe technology. A quick rebuild this morning cut it down a little more. Here's a "Model E", I guess:

`x = 158, y = 142, rule = B3/S23134b2o\$133bobo\$127b2o4bo\$125bo2bo2b2ob4o\$125b2obobobobo2bo\$128bobobobo\$128bobob2o\$129bo2\$142b2o\$133b2o7bo\$133b2o5bobo\$140b2o7\$130b2o\$131bo\$128b3o\$128bo24b2o\$153bo\$126b5o24bo\$104b2o20bo4bo3b2o14b5o\$105bo23bo2bo3bo13bo\$105bobo21b2obo3bobo12b3o\$106b2o18bo5bob2ob2o15bo\$125bobo4bo2bo15b4o\$125bo2bo2b2o2bo10b2o3bo3b2o\$126b2o5b2o11b2o4b3o2bo\$95b2o34b2o21bob2o\$96bo35bo21bo\$96bobo31bo22b2o\$97b2o31b2o2\$115b2o28b2o\$115b2o28bo\$146b3o\$148bo10\$106bo\$105bobo\$105bobo\$22bo83bo\$20b3o\$19bo\$19b2o7\$25b2o\$25b2o2\$31b2o\$31bo17b2o\$29bobo17bo\$29b2o19bo\$49b2o6\$46b2o\$4b2o40b2o\$5bo55b2o\$2b3o55bo2bo\$2bo58b2o2\$12b2o\$12b2o2\$9bo\$9b3o\$12bo\$11b2o40bo\$51b3o\$50bo\$3b2o45b2o\$3bo\$2obo\$o2b3o4b2o\$b2o3bo3b2o\$3b4o\$3bo15b2o106bo\$4b3o12bobo18b2o84bobo\$7bo13bo17bobo5b2o77bo2b2o\$2b5o14b2o16bo7b2o75b7o14bo\$2bo35b2o83bo2bo3bo14bo\$4bo117b3o2b7o11bo\$3b2o47bo71b3o2bo8bo\$48b2obobo71b2ob2o8bo\$47bobobobo72b3obo2bo\$44bo2bobobobob2o70b3ob2o13b2o5b2o\$44b4ob2o2bo2bo73bo13b2obo5b2o\$48bo4b2o61bo26bo3bo\$46bobo65b2ob2o24bo2b2o\$46b2o69b2o25b3o\$114b3o15b2o11bo\$116bo3bo10bo2bo\$115bo3bo\$116b3obo\$118b2o\$117bobo10b2o\$118bo11b3o2b2o\$117b2o12bo\$45bo70b3o11b2o5bo\$43b3o70bob2o11bo4bo\$42bo72b5o11bo\$42b2o88bobo\$133bo3\$130b3o\$130b3o\$133b2o\$32b2o95b3o2bo\$31bobo5b2o\$31bo7b2o79b2o12bo\$30b2o88b2o7b2o3bo\$130bo2bo\$44bo86bobo\$40b2obobo\$39bobobobo\$36bo2bobobobob2o\$36b4ob2o2bo2bo\$40bo4b2o81b2o\$38bobo87b2o\$38b2o!#C [[ AUTOSTART STEP 9 STOP 2000 ]]`

Still no syringes. The structure in the northeast is a way of making a G1 tandem glider. Maybe one of the new direct H-to-G1s would be faster, but not necessarily -- syringes are small and fast, but they do take some time and space.

dvgrn
Moderator

Posts: 4988
Joined: May 17th, 2009, 11:00 pm

### Re: Glider-to-Cordership, using Corderships

dvgrn wrote:Still no syringes. The structure in the northeast is a way of making a G1 tandem glider. Maybe one of the new direct H-to-G1s would be faster, but not necessarily -- syringes are small and fast, but they do take some time and space.

I made one 183 ticks faster by shooting the block down from a different direction. Although the edge-shot glider touches the path of the Cordership it is still the glider that hits the loaf that is the limiting factor for the overall repeat time.

`x = 174, y = 117, rule = B3/S2329b2o95b2o\$28bobo94bobo\$22b2o4bo90b2o4bo\$20bo2bo2b2ob4o84bo2bo2b2ob4o\$20b2obobobobo2bo84b2obobobobo2bo\$23bobobobo90bobobobo\$23bobob2o91bobob2o\$24bo96bo2\$37b2o95b2o\$28b2o7bo87b2o7bo\$28b2o5bobo87b2o5bobo\$35b2o95b2o7\$25b2o95b2o18b2o\$26bo96bo18bo\$23b3o94b3o21bo\$23bo24b2o70bo2b3o14b5o\$48bo73bo2bo13bo\$50bo70b2o2bobo12b3o\$30b2o14b5o75b2o15bo\$31bo13bo94b4o\$31bobo12b3o86b2o3bo3b2o\$32b2o15bo85b2o4b3o2bo\$46b4o93bob2o\$41b2o3bo3b2o91bo\$41b2o4b3o2bo89b2o\$49bob2o\$49bo\$48b2o84b2o\$134bo\$7bo9bo117b3o\$7b3o5b3o22b2o95bo\$10bo3bo25bo\$9b2o3b2o25b3o6bo\$43bo4b3o17b2o\$47bo20bo\$34b2o11b2o20bo\$34b2o32b2o\$2o\$bo\$bobo\$2b2o2\$5bo59b2o\$4bobo58b2o\$5b2o73b2o\$23b2o54bo2bo\$23bobo54b2o\$25bo\$25b2o\$9b2o\$8bobo44b2o\$8b2o20b2o6b2o15bo\$30b2o5bo2bo15b3o\$11b2o24bo2bo17bo\$11bo26b2o\$12b3o\$14bo7\$146bo\$145bobo\$145bo2b2o\$143b7o14bo\$142bo2bo3bo14bo\$141b3o2b7o11bo\$143b3o2bo8bo\$144b2ob2o8bo\$145b3obo2bo\$146b3ob2o13b2o5b2o\$149bo13b2obo5b2o\$135bo26bo3bo\$133b2ob2o24bo2b2o\$136b2o25b3o\$133b3o15b2o11bo\$135bo3bo10bo2bo\$134bo3bo\$63bo71b3obo\$61b3o73b2o\$60bo75bobo10b2o\$60b2o41b2o32bo11b3o2b2o\$104bo31b2o12bo\$104bobo28b3o11b2o5bo\$94bo10b2o28bob2o11bo4bo\$92b3o39b5o11bo\$91bo59bobo\$91b2o59bo\$50b2o24b2o48b2o\$49bobo5b2o18bo48b2o\$49bo7b2o18bob2o68b3o\$48b2o28bo2bo67b3o\$79b2o71b2o\$62bo31b2o52b3o2bo\$58b2obobo30b2o\$57bobobobo75b2o12bo\$54bo2bobobobob2o72b2o7b2o3bo\$54b4ob2o2bo2bo82bo2bo\$58bo4b2o38bo3b2o41bobo\$56bobo43bobo3bo\$56b2o43bobo3bo\$97b2obobo3bo\$97b2obo2b4obo\$101bobo3bobo6b2o29b2o\$97b2ob2o2bo2bobo6b2o29b2o\$98bobo2b2o3bo\$86b2o10bobo\$86b2o11bo!`

EDIT: I moved the pair of Snarks one step closer to gain another 8 ticks. A naive glance at the LifeHistory envelope of the Cordership made me assume this was not possible.
chris_c

Posts: 862
Joined: June 28th, 2014, 7:15 am

### Re: Glider-to-Cordership, using Corderships

Might there be a Bellman catalyst that restores or performs the work of this beehive?
`x = 60, y = 49, rule = B3/S2319b2o\$19b4o\$19bob2o2\$20bo\$19b2o\$19b3o\$21bo\$33b2o\$33b2o7\$36bo\$35b2o\$34bo3bo\$35b2o2bo\$40bo\$37bobo\$38bo\$38bo\$38b2o\$38b2o\$58bo\$57bobo\$13bo10bo32bobo\$12b5o5bob2o11bo20bo\$11bo10bo3bo9bo\$12b2o8b3obo9b2o\$13b2o9b2o12bo\$2o13bo21b3o\$2o35b3o7\$8b2o\$8b2o11b2o\$19b2o2bo\$24bo3bo\$18bo5bo3bo\$19bo2b2o3bobo\$20b3o5bo\$28bo!`

This would likely end up producing a Heisenburp smaller than the ship itself!
I Like My Heisenburps! (and others)

Extrementhusiast

Posts: 1723
Joined: June 16th, 2009, 11:24 pm
Location: USA

### Re: Glider-to-Cordership, using Corderships

Extrementhusiast wrote:Might there be a Bellman catalyst that restores or performs the work of this beehive?
`x = 60, y = 49, rule = B3/S2319b2o\$19b4o\$19bob2o2\$20bo\$19b2o\$19b3o\$21bo\$33b2o\$33b2o7\$36bo\$35b2o\$34bo3bo\$35b2o2bo\$40bo\$37bobo\$38bo\$38bo\$38b2o\$38b2o\$58bo\$57bobo\$13bo10bo32bobo\$12b5o5bob2o11bo20bo\$11bo10bo3bo9bo\$12b2o8b3obo9b2o\$13b2o9b2o12bo\$2o13bo21b3o\$2o35b3o7\$8b2o\$8b2o11b2o\$19b2o2bo\$24bo3bo\$18bo5bo3bo\$19bo2b2o3bobo\$20b3o5bo\$28bo!`

This would likely end up producing a Heisenburp smaller than the ship itself!

I'm almost certain there's a p1 solution there somewhere. Here's a p15 solution:

`x = 66, y = 49, rule = B3/S2319b2o\$19b4o\$19bob2o2\$20bo\$19b2o\$19b3o\$21bo\$33b2o\$33b2o23bo\$57bobo3\$57b3o\$57b3o\$58bo\$36bo\$35b2o\$34bo3bo19bo\$35b2o2bo17b3o\$40bo16b3o\$37bobo\$38bo\$38bo18bobo\$38b2o18bo\$38b2o\$58bo\$57bobo\$13bo10bo32bobo4b2o\$12b5o5bob2o11bo20bo6bo\$11bo10bo3bo9bo25b3o\$12b2o8b3obo9b2o24bo\$13b2o9b2o12bo\$2o13bo21b3o\$2o35b3o7\$8b2o\$8b2o11b2o\$19b2o2bo\$24bo3bo\$18bo5bo3bo\$19bo2b2o3bobo\$20b3o5bo\$28bo!`
Tanner Jacobi

Kazyan

Posts: 771
Joined: February 6th, 2014, 11:02 pm

### Re: Glider-to-Cordership, using Corderships

Kazyan wrote:
Extrementhusiast wrote:Might there be a Bellman catalyst that restores or performs the work of this beehive?
`x = 60, y = 49, rule = B3/S2319b2o\$19b4o\$19bob2o2\$20bo\$19b2o\$19b3o\$21bo\$33b2o\$33b2o7\$36bo\$35b2o\$34bo3bo\$35b2o2bo\$40bo\$37bobo\$38bo\$38bo\$38b2o\$38b2o\$58bo\$57bobo\$13bo10bo32bobo\$12b5o5bob2o11bo20bo\$11bo10bo3bo9bo\$12b2o8b3obo9b2o\$13b2o9b2o12bo\$2o13bo21b3o\$2o35b3o7\$8b2o\$8b2o11b2o\$19b2o2bo\$24bo3bo\$18bo5bo3bo\$19bo2b2o3bobo\$20b3o5bo\$28bo!`

This would likely end up producing a Heisenburp smaller than the ship itself!

I'm almost certain there's a p1 solution there somewhere. Here's a p15 solution:

`x = 66, y = 49, rule = B3/S2319b2o\$19b4o\$19bob2o2\$20bo\$19b2o\$19b3o\$21bo\$33b2o\$33b2o23bo\$57bobo3\$57b3o\$57b3o\$58bo\$36bo\$35b2o\$34bo3bo19bo\$35b2o2bo17b3o\$40bo16b3o\$37bobo\$38bo\$38bo18bobo\$38b2o18bo\$38b2o\$58bo\$57bobo\$13bo10bo32bobo4b2o\$12b5o5bob2o11bo20bo6bo\$11bo10bo3bo9bo25b3o\$12b2o8b3obo9b2o24bo\$13b2o9b2o12bo\$2o13bo21b3o\$2o35b3o7\$8b2o\$8b2o11b2o\$19b2o2bo\$24bo3bo\$18bo5bo3bo\$19bo2b2o3bobo\$20b3o5bo\$28bo!`

Exciting. A p1 solution to this would also yield a new stable Herschel conduit, but apparently no-one has yet seriously attempted to find a p1 pentadecathlon emulator using Bellman.
What do you do with ill crystallographers? Take them to the mono-clinic!

calcyman

Posts: 1774
Joined: June 1st, 2009, 4:32 pm