Ship Maker

[Elithrion]

The ship maker wick you found, Nathaniel. It makes interesting things at the end! What exactly it makes depends on the length of the wick. It's quite neat, so here's what I figured out (with pictures!):
6 mod 8 cells -> exhibit 4 - it went back and ate its own ships (also, a large spark at the top)!
7 mod 8 cells -> same as 47, which is the length you have on java (block and beehive on top, making 120 degree angle with wick).
0 mod 8 cells -> exhibit 5.
1 mod 8 cells -> three boats and two blocks on top (not interesting enough for an exhibit).
2 mod 8 cells -> the second-neatest one. Makes just a single block at the end.
3 mod 8 cells -> made a lot of weird stuff (exhibit 6)
4 mod 8 cells -> exhibit 3 (block and beehive on top, but 90 degree angle with wick). Also available some steps in the evolution of this one: exhibits 1 and 2 (yes, I didn't think out what I was getting myself into when I started making these).
5 mod 8 cells -> the neatest one - everything but the ships dies out. It looks juts like a normal regular wick in this one!

Some of this should probably make it into the article, as these are produced as much as the eight blocks at the beginning.
[edit:] incidentally, as a consequence, it makes no ships at 54 cells despite that seemingly being above the minimum for acting as a wick.

[Nathaniel]

Nice, I'll look into extending the article (or at least adding an image gallery with this stuff in it). I spent some time tinkering around and looking for other "maker" fuses, but I couldn't find 'em... really surprising for me is that there doesn't seem to be a simple "block maker" or "blinker maker" fuse.

[Elithrion]

really surprising for me is that there doesn't seem to be a simple "block maker" or "blinker maker" fuse.

I made one that makes blocks! On my first attempt! (while trying to make one that makes blinkers)

Here - just a hivemaker+1 cell (+lots of messiness):
http://www.conwaylife.com/?p=blockmaker

I'm honestly more surprised that there is a hivemaker, since most of these things seem to be symmetric across the diagonal.

[edit:] also, removing the leftmost cell from that wick results in it making the blocks and then immediately eating them (with no remains except at the beginning and end), which is also kind of fun.

[Nathaniel]

really surprising for me is that there doesn't seem to be a simple "block maker" or "blinker maker" fuse.

I made one that makes blocks! On my first attempt! (while trying to make one that makes blinkers)

Here - just a hivemaker+1 cell (+lots of messiness):
http://www.conwaylife.com/?p=blockmaker

I'm honestly more surprised that there is a hivemaker, since most of these things seem to be symmetric across the diagonal.

[edit:] also, removing the leftmost cell from that wick results in it making the blocks and then immediately eating them (with no remains except at the beginning and end), which is also kind of fun.

Nice! There really should be a symmetric one though, so let's see if we can find that

Maybe all of these (including shipmaker etc) could be combined into one wiki page, since we could keep making new ones until the cows come home.

[Elithrion]

Look, it's your goal come true! It makes blocks and blinkers... at once!

But yes, I seem to be coming around to agreeing with you regarding a single wiki page.

[edit: okay, I rename it "rocket maker", 'cause that's what it looks like in the end]

[Nathaniel]

Haha nice, I guess I just wasn't patient enough with making the really dirty ones long enough to see their pattern.

[Elithrion]

Okay, I finally made what I wanted - a glider maker! Unfortunately it was much less awesome than the Shootout! The fun begins around generation 200, so fast forward that far (also, the giant size is because the reaction is so pretty I wanted it to happen lots [although also because the first quarter and last sixth are wasted]).

PS: to get the glider maker, just do something about the right fork of the tail - adding a tail-tail like on the left one works, for example (as does shortening it to some lengths).

[Extrementhusiast]

While not exactly fitting to the topic, here is a methuselah fuse:

Code: Select all

OOO.....
O.O.....
O.O.....
...O....
....O...
.....O..
......O.
.......O

Even with a length of 1600 pixels, the "fuse" burns out before the final pattern appears!

[Macbi]

Even with a length of 1600 pixels, the "fuse" burns out before the final pattern appears!

That's very cool, and the front of the flame is only 3 cells long!

Code: Select all

Also, a simpler glider maker is:
o....
o....
o....
o....
.o...
..o..
...o.
....o

[Extrementhusiast]

And another, related fuse. It produces blocks.

Code: Select all

O.O.....
O.O.....
OOO.....
...O....
....O...
.....O..
......O.
.......O

It is as efficient as the "Harvester" fuse. I call it a "Skewed Harvester".

[Macbi]

I believe that these things can never make pulsars, because I think that everything they make has to have a power of two period. Which is odd, because the mess at the back of one of them looks much like any other mess, it's like the universe colludes to stop pulsars forming.

[Nathaniel]

I believe that these things can never make pulsars, because I think that everything they make has to have a power of two period. Which is odd, because the mess at the back of one of them looks much like any other mess, it's like the universe colludes to stop pulsars forming.

Hrm... I dunno, I see no reason why something like this couldn't produce pre-pulsars and hence pulsars. Though I think it's something that's pretty hard to make a conjecture about considering how unnatural objects with non-power-of-two period are in Life.

[Macbi]

I just ran a really large fuse and it did make pulsars, one every 1024 steps. Shame.

[apg]

Even if the period of the fuse is necessarily a power of two, it doesn't mean that the output has to also be a power of two.

[knightlife]

Here is a fuse that fires REVERSE gliders, as if they had been fired from a p80 glider gun:

Code: Select all

x = 507, y = 515, rule = B3/S23
505b2o$504bobo$503bo$502bo$501bo$500bo$499bo$498bo$497bo$496bo$495bo$
494bo$493bo$492bo$491bo$490bo$489bo$488bo$487bo$486bo$485bo$484bo$483b
o$482bo$481bo$480bo$479bo$478bo$477bo$476bo$475bo$474bo$473bo$472bo$
471bo$470bo$469bo$468bo$467bo$466bo$465bo$464bo$463bo$462bo$461bo$460b
o$459bo$458bo$457bo$456bo$455bo$454bo$453bo$452bo$451bo$450bo$449bo$
448bo$447bo$446bo$445bo$444bo$443bo$442bo$441bo$440bo$439bo$438bo$437b
o$436bo$435bo$434bo$433bo$432bo$431bo$430bo$429bo$428bo$427bo$426bo$
425bo$424bo$423bo$422bo$421bo$420bo$419bo$418bo$417bo$416bo$415bo$414b
o$413bo$412bo$411bo$410bo$409bo$408bo$407bo$406bo$405bo$404bo$403bo$
402bo$401bo$400bo$399bo$398bo$397bo$396bo$395bo$394bo$393bo$392bo$391b
o$390bo$389bo$388bo$387bo$386bo$385bo$384bo$383bo$382bo$381bo$380bo$
379bo$378bo$377bo$376bo$375bo$374bo$373bo$372bo$371bo$370bo$369bo$368b
o$367bo$366bo$365bo$364bo$363bo$362bo$361bo$360bo$359bo$358bo$357bo$
356bo$355bo$354bo$353bo$352bo$351bo$350bo$349bo$348bo$347bo$346bo$345b
o$344bo$343bo$342bo$341bo$340bo$339bo$338bo$337bo$336bo$335bo$334bo$
333bo$332bo$331bo$330bo$329bo$328bo$327bo$326bo$325bo$324bo$323bo$322b
o$321bo$320bo$319bo$318bo$317bo$316bo$315bo$314bo$313bo$312bo$311bo$
310bo$309bo$308bo$307bo$306bo$305bo$304bo$303bo$302bo$301bo$300bo$299b
o$298bo$297bo$296bo$295bo$294bo$293bo$292bo$291bo$290bo$289bo$288bo$
287bo$286bo$285bo$284bo$283bo$282bo$281bo$280bo$279bo$278bo$277bo$276b
o$275bo$274bo$273bo$272bo$271bo$270bo$269bo$268bo$267bo$266bo$265bo$
264bo$263bo$262bo$261bo$260bo$259bo$258bo$257bo$256bo$255bo$254bo$253b
o$252bo$251bo$250bo$249bo$248bo$247bo$246bo$245bo$244bo$243bo$242bo$
241bo$240bo$239bo$238bo$237bo$236bo$235bo$234bo$233bo$232bo$231bo$230b
o$229bo$228bo$227bo$226bo$225bo$224bo$223bo$222bo$221bo$220bo$219bo$
218bo$217bo$216bo$215bo$214bo$213bo$212bo$211bo$210bo$209bo$208bo$207b
o$206bo$205bo$204bo$203bo$202bo$201bo$200bo$199bo$198bo$197bo$196bo$
195bo$194bo$193bo$192bo$191bo$190bo$189bo$188bo$187bo$186bo$185bo$184b
o$183bo$182bo$181bo$180bo$179bo$178bo$177bo$176bo$175bo$174bo$173bo$
172bo$171bo$170bo$169bo$168bo$167bo$166bo$165bo$164bo$163bo$162bo$161b
o$160bo$159bo$158bo$157bo$156bo$155bo$154bo$153bo$152bo$151bo$150bo$
149bo$148bo$147bo$146bo$145bo$144bo$143bo$142bo$141bo$140bo$139bo$138b
o$137bo$136bo$135bo$134bo$133bo$132bo$131bo$130bo$129bo$128bo$127bo$
126bo$125bo$124bo$123bo$122bo$121bo$120bo$119bo$118bo$117bo$116bo$115b
o$114bo$113bo$112bo$111bo$110bo$109bo$108bo$107bo$106bo$105bo$104bo$
103bo$102bo$101bo$100bo$99bo$98bo$97bo$96bo$95bo$94bo$93bo$92bo$91bo$
90bo$89bo$88bo$87bo$86bo$85bo$84bo$83bo$82bo$81bo$80bo$79bo$78bo$77bo$
76bo$75bo$74bo$73bo$72bo$71bo$70bo$69bo$68bo$67bo$66bo$65bo$64bo$63bo$
62bo$61bo$60bo$59bo$58bo$57bo$56bo$55bo$54bo$53bo$52bo$51bo$50bo$49bo$
48bo$47bo$46bo$45bo$44bo$43bo$42bo$41bo$40bo$39bo$38bo$37bo$36bo$35bo$
34bo$33bo$32bo$31bo$30bo$29bo$28bo$27bo$26bo$25bo$24bo$23bo$22bo$21bo$
20bo$19bo$18bo$17bo$16bo$15bo$14bo$13bo$12bo$11bo$11o$6bo3bo$10bo$9b2o
$10bo$10bo$10bo$10bo$10bo$10bo$10bo$10bo$10bo$10bo$10bo$10bo$10bo$10bo
$10bo$10bo!

The gliders travel through a hallway of still life after the initial chaotic output, eventually crashing into the startup debris. Awesome.

[knightlife]

How about a fuse that fires FORWARD gliders... The glider spacing is p24:

Code: Select all

x = 286, y = 280, rule = B3/S23
284b2o$283bobo$282bo$281bo$280bo$279bo$278bo$277bo$276bo$275bo$274bo$
273bo$272bo$271bo$270bo$269bo$268bo$267bo$266bo$265bo$264bo$263bo$262b
o$261bo$260bo$259bo$258bo$257bo$256bo$255bo$254bo$253bo$252bo$251bo$
250bo$249bo$248bo$247bo$246bo$245bo$244bo$243bo$242bo$241bo$240bo$239b
o$238bo$237bo$236bo$235bo$234bo$233bo$232bo$231bo$230bo$229bo$228bo$
227bo$226bo$225bo$224bo$223bo$222bo$221bo$220bo$219bo$218bo$217bo$216b
o$215bo$214bo$213bo$212bo$211bo$210bo$209bo$208bo$207bo$206bo$205bo$
204bo$203bo$202bo$201bo$200bo$199bo$198bo$197bo$196bo$195bo$194bo$193b
o$192bo$191bo$190bo$189bo$188bo$187bo$186bo$185bo$184bo$183bo$182bo$
181bo$180bo$179bo$178bo$177bo$176bo$175bo$174bo$173bo$172bo$171bo$170b
o$169bo$168bo$167bo$166bo$165bo$164bo$163bo$162bo$161bo$160bo$159bo$
158bo$157bo$156bo$155bo$154bo$153bo$152bo$151bo$150bo$149bo$148bo$147b
o$146bo$145bo$144bo$143bo$142bo$141bo$140bo$139bo$138bo$137bo$136bo$
135bo$134bo$133bo$132bo$131bo$130bo$129bo$128bo$127bo$126bo$125bo$124b
o$123bo$122bo$121bo$120bo$119bo$118bo$117bo$116bo$115bo$114bo$113bo$
112bo$111bo$110bo$109bo$108bo$107bo$106bo$105bo$104bo$103bo$102bo$101b
o$100bo$99bo$98bo$97bo$96bo$95bo$94bo$93bo$92bo$91bo$90bo$89bo$88bo$
87bo$86bo$85bo$84bo$83bo$82bo$81bo$80bo$79bo$78bo$77bo$76bo$75bo$74bo$
73bo$72bo$71bo$70bo$69bo$68bo$67bo$66bo$65bo$64bo$63bo$62bo$61bo$60bo$
59bo$58bo$57bo$56bo$55bo$54bo$53bo$52bo$51bo$50bo$49bo$48bo$47bo$46bo$
45bo$44bo$43bo$42bo$41bo$40bo$39bo$38bo$37bo$36bo$35bo$34bo$33bo$32bo$
31bo$30bo$29bo$28bo$27bo$26bo$25bo$24bo$23bo$22bo$21bo$20bo$19bo$18bo$
17bo$16bo$15bo$14bo$13bo$12bo$12o$9b3o$10b2o$11bo$11bo$11bo$11bo!

The gliders are formed right behind the "head" of the burning fuse and begin to lag further behind until they are swallowed up
by debris that has not settled yet. It would be cool if the gliders were left alone to chase the "head".

[knightlife]

Here is a better forward glider fuse that produces forward gliders and nothing else!

Code: Select all

x = 286, y = 293, rule = B3/S23
284b2o$283bobo$282bo$281bo$280bo$279bo$278bo$277bo$276bo$275bo$274bo$
273bo$272bo$271bo$270bo$269bo$268bo$267bo$266bo$265bo$264bo$263bo$262b
o$261bo$260bo$259bo$258bo$257bo$256bo$255bo$254bo$253bo$252bo$251bo$
250bo$249bo$248bo$247bo$246bo$245bo$244bo$243bo$242bo$241bo$240bo$239b
o$238bo$237bo$236bo$235bo$234bo$233bo$232bo$231bo$230bo$229bo$228bo$
227bo$226bo$225bo$224bo$223bo$222bo$221bo$220bo$219bo$218bo$217bo$216b
o$215bo$214bo$213bo$212bo$211bo$210bo$209bo$208bo$207bo$206bo$205bo$
204bo$203bo$202bo$201bo$200bo$199bo$198bo$197bo$196bo$195bo$194bo$193b
o$192bo$191bo$190bo$189bo$188bo$187bo$186bo$185bo$184bo$183bo$182bo$
181bo$180bo$179bo$178bo$177bo$176bo$175bo$174bo$173bo$172bo$171bo$170b
o$169bo$168bo$167bo$166bo$165bo$164bo$163bo$162bo$161bo$160bo$159bo$
158bo$157bo$156bo$155bo$154bo$153bo$152bo$151bo$150bo$149bo$148bo$147b
o$146bo$145bo$144bo$143bo$142bo$141bo$140bo$139bo$138bo$137bo$136bo$
135bo$134bo$133bo$132bo$131bo$130bo$129bo$128bo$127bo$126bo$125bo$124b
o$123bo$122bo$121bo$120bo$119bo$118bo$117bo$116bo$115bo$114bo$113bo$
112bo$111bo$110bo$109bo$108bo$107bo$106bo$105bo$104bo$103bo$102bo$101b
o$100bo$99bo$98bo$97bo$96bo$95bo$94bo$93bo$92bo$91bo$90bo$89bo$88bo$
87bo$86bo$85bo$84bo$83bo$82bo$81bo$80bo$79bo$78bo$77bo$76bo$75bo$74bo$
73bo$72bo$71bo$70bo$69bo$68bo$67bo$66bo$65bo$64bo$63bo$62bo$61bo$60bo$
59bo$58bo$57bo$56bo$55bo$54bo$53bo$52bo$51bo$50bo$49bo$48bo$47bo$46bo$
45bo$44bo$43bo$42bo$41bo$40bo$39bo$38bo$37bo$36bo$35bo$34bo$33bo$32bo$
31bo$30bo$29bo$28bo$27bo$26bo$25bo$24bo$23bo$22bo$21bo$20bo$19bo$18bo$
17bo$16bo$15bo$14bo$13bo$12bo$12o$11bo$11bo$11bo$11bo$11bo$11bo$11bo$
11bo$11bo$11bo$11bo$11bo$11bo$11bo$11bo$11bo$11bo$11b2o$11b2o!

Of course there is a startup period before the trailing gliders appear.

[Extrementhusiast]

Interesting block and blinker maker:

Code: Select all

x=744,y=714,rule=B3/S23
2o$obo$3bo$4bo$5bo$6bo$7bo$8bo$9bo$10bo$11bo$12bo$13bo$14bo$15bo$16bo$
17bo$18bo$19bo$20bo$21bo$22bo$23bo$24bo$25bo$26bo$27bo$28bo$29bo$30bo$
31bo$32bo$33bo$34bo$35bo$36bo$37bo$38bo$39bo$40bo$41bo$42bo$43bo$44bo$
45bo$46bo$47bo$48bo$49bo$50bo$51bo$52bo$53bo$54bo$55bo$56bo$57bo$58bo$
59bo$60bo$61bo$62bo$63bo$64bo$65bo$66bo$67bo$68bo$69bo$70bo$71bo$72bo$
73bo$74bo$75bo$76bo$77bo$78bo$79bo$80bo$81bo$82bo$83bo$84bo$85bo$86bo$
87bo$88bo$89bo$90bo$91bo$92bo$93bo$94bo$95bo$96bo$97bo$98bo$99bo$100bo
$101bo$102bo$103bo$104bo$105bo$106bo$107bo$108bo$109bo$110bo$111bo$
112bo$113bo$114bo$115bo$116bo$117bo$118bo$119bo$120bo$121bo$122bo$123b
o$124bo$125bo$126bo$127bo$128bo$129bo$130bo$131bo$132bo$133bo$134bo$
135bo$136bo$137bo$138bo$139bo$140bo$141bo$142bo$143bo$144bo$145bo$146b
o$147bo$148bo$149bo$150bo$151bo$152bo$153bo$154bo$155bo$156bo$157bo$
158bo$159bo$160bo$161bo$162bo$163bo$164bo$165bo$166bo$167bo$168bo$169b
o$170bo$171bo$172bo$173bo$174bo$175bo$176bo$177bo$178bo$179bo$180bo$
181bo$182bo$183bo$184bo$185bo$186bo$187bo$188bo$189bo$190bo$191bo$192b
o$193bo$194bo$195bo$196bo$197bo$198bo$199bo$200bo$201bo$202bo$203bo$
204bo$205bo$206bo$207bo$208bo$209bo$210bo$211bo$212bo$213bo$214bo$215b
o$216bo$217bo$218bo$219bo$220bo$221bo$222bo$223bo$224bo$225bo$226bo$
227bo$228bo$229bo$230bo$231bo$232bo$233bo$234bo$235bo$236bo$237bo$238b
o$239bo$240bo$241bo$242bo$243bo$244bo$245bo$246bo$247bo$248bo$249bo$
250bo$251bo$252bo$253bo$254bo$255bo$256bo$257bo$258bo$259bo$260bo$261b
o$262bo$263bo$264bo$265bo$266bo$267bo$268bo$269bo$270bo$271bo$272bo$
273bo$274bo$275bo$276bo$277bo$278bo$279bo$280bo$281bo$282bo$283bo$284b
o$285bo$286bo$287bo$288bo$289bo$290bo$291bo$292bo$293bo$294bo$295bo$
296bo$297bo$298bo$299bo$300bo$301bo$302bo$303bo$304bo$305bo$306bo$307b
o$308bo$309bo$310bo$311bo$312bo$313bo$314bo$315bo$316bo$317bo$318bo$
319bo$320bo$321bo$322bo$323bo$324bo$325bo$326bo$327bo$328bo$329bo$330b
o$331bo$332bo$333bo$334bo$335bo$336bo$337bo$338bo$339bo$340bo$341bo$
342bo$343bo$344bo$345bo$346bo$347bo$348bo$349bo$350bo$351bo$352bo$353b
o$354bo$355bo$356bo$357bo$358bo$359bo$360bo$361bo$362bo$363bo$364bo$
365bo$366bo$367bo$368bo$369bo$370bo$371bo$372bo$373bo$374bo$375bo$376b
o$377bo$378bo$379bo$380bo$381bo$382bo$383bo$384bo$385bo$386bo$387bo$
388bo$389bo$390bo$391bo$392bo$393bo$394bo$395bo$396bo$397bo$398bo$399b
o$400bo$401bo$402bo$403bo$404bo$405bo$406bo$407bo$408bo$409bo$410bo$
411bo$412bo$413bo$414bo$415bo$416bo$417bo$418bo$419bo$420bo$421bo$422b
o$423bo$424bo$425bo$426bo$427bo$428bo$429bo$430bo$431bo$432bo$433bo$
434bo$435bo$436bo$437bo$438bo$439bo$440bo$441bo$442bo$443bo$444bo$445b
o$446bo$447bo$448bo$449bo$450bo$451bo$452bo$453bo$454bo$455bo$456bo$
457bo$458bo$459bo$460bo$461bo$462bo$463bo$464bo$465bo$466bo$467bo$468b
o$469bo$470bo$471bo$472bo$473bo$474bo$475bo$476bo$477bo$478bo$479bo$
480bo$481bo$482bo$483bo$484bo$485bo$486bo$487bo$488bo$489bo$490bo$491b
o$492bo$493bo$494bo$495bo$496bo$497bo$498bo$499bo$500bo$501bo$502bo$
503bo$504bo$505bo$506bo$507bo$508bo$509bo$510bo$511bo$512bo$513bo$514b
o$515bo$516bo$517bo$518bo$519bo$520bo$521bo$522bo$523bo$524bo$525bo$
526bo$527bo$528bo$529bo$530bo$531bo$532bo$533bo$534bo$535bo$536bo$537b
o$538bo$539bo$540bo$541bo$542bo$543bo$544bo$545bo$546bo$547bo$548bo$
549bo$550bo$551bo$552bo$553bo$554bo$555bo$556bo$557bo$558bo$559bo$560b
o$561bo$562bo$563bo$564bo$565bo$566bo$567bo$568bo$569bo$570bo$571bo$
572bo$573bo$574bo$575bo$576bo$577bo$578bo$579bo$580bo$581bo$582bo$583b
o$584bo$585bo$586bo$587bo$588bo$589bo$590bo$591bo$592bo$593bo$594bo$
595bo$596bo$597bo$598bo$599bo$600bo$601bo$602bo$603bo$604bo$605bo$606b
o$607bo$608bo$609bo$610bo$611bo$612bo$613bo$614bo$615bo$616bo$617bo$
618bo$619bo$620bo$621bo$622bo$623bo$624bo$625bo$626bo$627bo$628bo$629b
o$630bo$631bo$632bo$633bo$634bo$635bo$636bo$637bo$638bo$639bo$640bo$
641bo$642bo$643bo$644bo$645bo$646bo$647bo$648bo$649bo$650bo$651bo$652b
o$653bo$654bo$655bo$656bo$657bo$658bo$659bo$660bo$661bo$662bo$663bo$
664bo$665bo$666bo$667bo$668bo$669bo$670bo$671bo$672bo$673bo$674bo$675b
o$676bo$677bo$678bo$679bo$680bo$681bo$682bo$683bo$684bo$685bo$686bo$
687bo$688bo$689bo$690bo$691bo$692bo$693bo$694bo$695bo$696bo$697bo$698b
o$699bo$700bo$701bo$702bo$703bo$704bo$705bo$706bo$707bo$708bo$709bo$
710b33o$710bo32bo$710bo$711bo31bo$713b29o!

Produces forward gliders and blocks:

Code: Select all

x=334,y=326,rule=B3/S23
2o$obo$3bo$4bo$5bo$6bo$7bo$8bo$9bo$10bo$11bo$12bo$13bo$14bo$15bo$16bo$
17bo$18bo$19bo$20bo$21bo$22bo$23bo$24bo$25bo$26bo$27bo$28bo$29bo$30bo$
31bo$32bo$33bo$34bo$35bo$36bo$37bo$38bo$39bo$40bo$41bo$42bo$43bo$44bo$
45bo$46bo$47bo$48bo$49bo$50bo$51bo$52bo$53bo$54bo$55bo$56bo$57bo$58bo$
59bo$60bo$61bo$62bo$63bo$64bo$65bo$66bo$67bo$68bo$69bo$70bo$71bo$72bo$
73bo$74bo$75bo$76bo$77bo$78bo$79bo$80bo$81bo$82bo$83bo$84bo$85bo$86bo$
87bo$88bo$89bo$90bo$91bo$92bo$93bo$94bo$95bo$96bo$97bo$98bo$99bo$100bo
$101bo$102bo$103bo$104bo$105bo$106bo$107bo$108bo$109bo$110bo$111bo$
112bo$113bo$114bo$115bo$116bo$117bo$118bo$119bo$120bo$121bo$122bo$123b
o$124bo$125bo$126bo$127bo$128bo$129bo$130bo$131bo$132bo$133bo$134bo$
135bo$136bo$137bo$138bo$139bo$140bo$141bo$142bo$143bo$144bo$145bo$146b
o$147bo$148bo$149bo$150bo$151bo$152bo$153bo$154bo$155bo$156bo$157bo$
158bo$159bo$160bo$161bo$162bo$163bo$164bo$165bo$166bo$167bo$168bo$169b
o$170bo$171bo$172bo$173bo$174bo$175bo$176bo$177bo$178bo$179bo$180bo$
181bo$182bo$183bo$184bo$185bo$186bo$187bo$188bo$189bo$190bo$191bo$192b
o$193bo$194bo$195bo$196bo$197bo$198bo$199bo$200bo$201bo$202bo$203bo$
204bo$205bo$206bo$207bo$208bo$209bo$210bo$211bo$212bo$213bo$214bo$215b
o$216bo$217bo$218bo$219bo$220bo$221bo$222bo$223bo$224bo$225bo$226bo$
227bo$228bo$229bo$230bo$231bo$232bo$233bo$234bo$235bo$236bo$237bo$238b
o$239bo$240bo$241bo$242bo$243bo$244bo$245bo$246bo$247bo$248bo$249bo$
250bo$251bo$252bo$253bo$254bo$255bo$256bo$257bo$258bo$259bo$260bo$261b
o$262bo$263bo$264bo$265bo$266bo$267bo$268bo$269bo$270bo$271bo$272bo$
273bo$274bo$275bo$276bo$277bo$278bo$279bo$280bo$281bo$282bo$283bo$284b
o$285bo$286bo$287bo$288bo$289bo$290bo$291bo$292bo$293bo$294bo$295bo$
296bo$297bo$298bo$299bo$300bo$301bo$302bo$303bo$304bo$305bo$306bo$307b
o$308bo$309bo$310bo$311bo$312bo$313bo$314bo$315bo$316bo$317bo$318bo$
319bo$320bo$321bo$322b11o$322bo10bo$322bo$323bo9bo$325b7o!

Both were found when experimenting with fuses based off of extremely obese spaceships.

[knightlife]

Produces forward gliders and blocks:

Hmmm, I don't any forward gliders.

Edit:
I take that back, I see them now that I am using Life rule instead of HighLife rule...

Have you found a fuse that fires only backward gliders?

[Extrementhusiast]

No, but I shall keep experimenting. I am also fooling around with B34678/S125.

EDIT: Fuse that produces an integral and a temporary queen bee at the end:

Code: Select all

x=1625,y=1607,rule=B3/S23
2o$obo$3bo$4bo$5bo$6bo$7bo$8bo$9bo$10bo$11bo$12bo$13bo$14bo$15bo$16bo$
17bo$18bo$19bo$20bo$21bo$22bo$23bo$24bo$25bo$26bo$27bo$28bo$29bo$30bo$
31bo$32bo$33bo$34bo$35bo$36bo$37bo$38bo$39bo$40bo$41bo$42bo$43bo$44bo$
45bo$46bo$47bo$48bo$49bo$50bo$51bo$52bo$53bo$54bo$55bo$56bo$57bo$58bo$
59bo$60bo$61bo$62bo$63bo$64bo$65bo$66bo$67bo$68bo$69bo$70bo$71bo$72bo$
73bo$74bo$75bo$76bo$77bo$78bo$79bo$80bo$81bo$82bo$83bo$84bo$85bo$86bo$
87bo$88bo$89bo$90bo$91bo$92bo$93bo$94bo$95bo$96bo$97bo$98bo$99bo$100bo
$101bo$102bo$103bo$104bo$105bo$106bo$107bo$108bo$109bo$110bo$111bo$
112bo$113bo$114bo$115bo$116bo$117bo$118bo$119bo$120bo$121bo$122bo$123b
o$124bo$125bo$126bo$127bo$128bo$129bo$130bo$131bo$132bo$133bo$134bo$
135bo$136bo$137bo$138bo$139bo$140bo$141bo$142bo$143bo$144bo$145bo$146b
o$147bo$148bo$149bo$150bo$151bo$152bo$153bo$154bo$155bo$156bo$157bo$
158bo$159bo$160bo$161bo$162bo$163bo$164bo$165bo$166bo$167bo$168bo$169b
o$170bo$171bo$172bo$173bo$174bo$175bo$176bo$177bo$178bo$179bo$180bo$
181bo$182bo$183bo$184bo$185bo$186bo$187bo$188bo$189bo$190bo$191bo$192b
o$193bo$194bo$195bo$196bo$197bo$198bo$199bo$200bo$201bo$202bo$203bo$
204bo$205bo$206bo$207bo$208bo$209bo$210bo$211bo$212bo$213bo$214bo$215b
o$216bo$217bo$218bo$219bo$220bo$221bo$222bo$223bo$224bo$225bo$226bo$
227bo$228bo$229bo$230bo$231bo$232bo$233bo$234bo$235bo$236bo$237bo$238b
o$239bo$240bo$241bo$242bo$243bo$244bo$245bo$246bo$247bo$248bo$249bo$
250bo$251bo$252bo$253bo$254bo$255bo$256bo$257bo$258bo$259bo$260bo$261b
o$262bo$263bo$264bo$265bo$266bo$267bo$268bo$269bo$270bo$271bo$272bo$
273bo$274bo$275bo$276bo$277bo$278bo$279bo$280bo$281bo$282bo$283bo$284b
o$285bo$286bo$287bo$288bo$289bo$290bo$291bo$292bo$293bo$294bo$295bo$
296bo$297bo$298bo$299bo$300bo$301bo$302bo$303bo$304bo$305bo$306bo$307b
o$308bo$309bo$310bo$311bo$312bo$313bo$314bo$315bo$316bo$317bo$318bo$
319bo$320bo$321bo$322bo$323bo$324bo$325bo$326bo$327bo$328bo$329bo$330b
o$331bo$332bo$333bo$334bo$335bo$336bo$337bo$338bo$339bo$340bo$341bo$
342bo$343bo$344bo$345bo$346bo$347bo$348bo$349bo$350bo$351bo$352bo$353b
o$354bo$355bo$356bo$357bo$358bo$359bo$360bo$361bo$362bo$363bo$364bo$
365bo$366bo$367bo$368bo$369bo$370bo$371bo$372bo$373bo$374bo$375bo$376b
o$377bo$378bo$379bo$380bo$381bo$382bo$383bo$384bo$385bo$386bo$387bo$
388bo$389bo$390bo$391bo$392bo$393bo$394bo$395bo$396bo$397bo$398bo$399b
o$400bo$401bo$402bo$403bo$404bo$405bo$406bo$407bo$408bo$409bo$410bo$
411bo$412bo$413bo$414bo$415bo$416bo$417bo$418bo$419bo$420bo$421bo$422b
o$423bo$424bo$425bo$426bo$427bo$428bo$429bo$430bo$431bo$432bo$433bo$
434bo$435bo$436bo$437bo$438bo$439bo$440bo$441bo$442bo$443bo$444bo$445b
o$446bo$447bo$448bo$449bo$450bo$451bo$452bo$453bo$454bo$455bo$456bo$
457bo$458bo$459bo$460bo$461bo$462bo$463bo$464bo$465bo$466bo$467bo$468b
o$469bo$470bo$471bo$472bo$473bo$474bo$475bo$476bo$477bo$478bo$479bo$
480bo$481bo$482bo$483bo$484bo$485bo$486bo$487bo$488bo$489bo$490bo$491b
o$492bo$493bo$494bo$495bo$496bo$497bo$498bo$499bo$500bo$501bo$502bo$
503bo$504bo$505bo$506bo$507bo$508bo$509bo$510bo$511bo$512bo$513bo$514b
o$515bo$516bo$517bo$518bo$519bo$520bo$521bo$522bo$523bo$524bo$525bo$
526bo$527bo$528bo$529bo$530bo$531bo$532bo$533bo$534bo$535bo$536bo$537b
o$538bo$539bo$540bo$541bo$542bo$543bo$544bo$545bo$546bo$547bo$548bo$
549bo$550bo$551bo$552bo$553bo$554bo$555bo$556bo$557bo$558bo$559bo$560b
o$561bo$562bo$563bo$564bo$565bo$566bo$567bo$568bo$569bo$570bo$571bo$
572bo$573bo$574bo$575bo$576bo$577bo$578bo$579bo$580bo$581bo$582bo$583b
o$584bo$585bo$586bo$587bo$588bo$589bo$590bo$591bo$592bo$593bo$594bo$
595bo$596bo$597bo$598bo$599bo$600bo$601bo$602bo$603bo$604bo$605bo$606b
o$607bo$608bo$609bo$610bo$611bo$612bo$613bo$614bo$615bo$616bo$617bo$
618bo$619bo$620bo$621bo$622bo$623bo$624bo$625bo$626bo$627bo$628bo$629b
o$630bo$631bo$632bo$633bo$634bo$635bo$636bo$637bo$638bo$639bo$640bo$
641bo$642bo$643bo$644bo$645bo$646bo$647bo$648bo$649bo$650bo$651bo$652b
o$653bo$654bo$655bo$656bo$657bo$658bo$659bo$660bo$661bo$662bo$663bo$
664bo$665bo$666bo$667bo$668bo$669bo$670bo$671bo$672bo$673bo$674bo$675b
o$676bo$677bo$678bo$679bo$680bo$681bo$682bo$683bo$684bo$685bo$686bo$
687bo$688bo$689bo$690bo$691bo$692bo$693bo$694bo$695bo$696bo$697bo$698b
o$699bo$700bo$701bo$702bo$703bo$704bo$705bo$706bo$707bo$708bo$709bo$
710bo$711bo$712bo$713bo$714bo$715bo$716bo$717bo$718bo$719bo$720bo$721b
o$722bo$723bo$724bo$725bo$726bo$727bo$728bo$729bo$730bo$731bo$732bo$
733bo$734bo$735bo$736bo$737bo$738bo$739bo$740bo$741bo$742bo$743bo$744b
o$745bo$746bo$747bo$748bo$749bo$750bo$751bo$752bo$753bo$754bo$755bo$
756bo$757bo$758bo$759bo$760bo$761bo$762bo$763bo$764bo$765bo$766bo$767b
o$768bo$769bo$770bo$771bo$772bo$773bo$774bo$775bo$776bo$777bo$778bo$
779bo$780bo$781bo$782bo$783bo$784bo$785bo$786bo$787bo$788bo$789bo$790b
o$791bo$792bo$793bo$794bo$795bo$796bo$797bo$798bo$799bo$800bo$801bo$
802bo$803bo$804bo$805bo$806bo$807bo$808bo$809bo$810bo$811bo$812bo$813b
o$814bo$815bo$816bo$817bo$818bo$819bo$820bo$821bo$822bo$823bo$824bo$
825bo$826bo$827bo$828bo$829bo$830bo$831bo$832bo$833bo$834bo$835bo$836b
o$837bo$838bo$839bo$840bo$841bo$842bo$843bo$844bo$845bo$846bo$847bo$
848bo$849bo$850bo$851bo$852bo$853bo$854bo$855bo$856bo$857bo$858bo$859b
o$860bo$861bo$862bo$863bo$864bo$865bo$866bo$867bo$868bo$869bo$870bo$
871bo$872bo$873bo$874bo$875bo$876bo$877bo$878bo$879bo$880bo$881bo$882b
o$883bo$884bo$885bo$886bo$887bo$888bo$889bo$890bo$891bo$892bo$893bo$
894bo$895bo$896bo$897bo$898bo$899bo$900bo$901bo$902bo$903bo$904bo$905b
o$906bo$907bo$908bo$909bo$910bo$911bo$912bo$913bo$914bo$915bo$916bo$
917bo$918bo$919bo$920bo$921bo$922bo$923bo$924bo$925bo$926bo$927bo$928b
o$929bo$930bo$931bo$932bo$933bo$934bo$935bo$936bo$937bo$938bo$939bo$
940bo$941bo$942bo$943bo$944bo$945bo$946bo$947bo$948bo$949bo$950bo$951b
o$952bo$953bo$954bo$955bo$956bo$957bo$958bo$959bo$960bo$961bo$962bo$
963bo$964bo$965bo$966bo$967bo$968bo$969bo$970bo$971bo$972bo$973bo$974b
o$975bo$976bo$977bo$978bo$979bo$980bo$981bo$982bo$983bo$984bo$985bo$
986bo$987bo$988bo$989bo$990bo$991bo$992bo$993bo$994bo$995bo$996bo$997b
o$998bo$999bo$1000bo$1001bo$1002bo$1003bo$1004bo$1005bo$1006bo$1007bo$
1008bo$1009bo$1010bo$1011bo$1012bo$1013bo$1014bo$1015bo$1016bo$1017bo$
1018bo$1019bo$1020bo$1021bo$1022bo$1023bo$1024bo$1025bo$1026bo$1027bo$
1028bo$1029bo$1030bo$1031bo$1032bo$1033bo$1034bo$1035bo$1036bo$1037bo$
1038bo$1039bo$1040bo$1041bo$1042bo$1043bo$1044bo$1045bo$1046bo$1047bo$
1048bo$1049bo$1050bo$1051bo$1052bo$1053bo$1054bo$1055bo$1056bo$1057bo$
1058bo$1059bo$1060bo$1061bo$1062bo$1063bo$1064bo$1065bo$1066bo$1067bo$
1068bo$1069bo$1070bo$1071bo$1072bo$1073bo$1074bo$1075bo$1076bo$1077bo$
1078bo$1079bo$1080bo$1081bo$1082bo$1083bo$1084bo$1085bo$1086bo$1087bo$
1088bo$1089bo$1090bo$1091bo$1092bo$1093bo$1094bo$1095bo$1096bo$1097bo$
1098bo$1099bo$1100bo$1101bo$1102bo$1103bo$1104bo$1105bo$1106bo$1107bo$
1108bo$1109bo$1110bo$1111bo$1112bo$1113bo$1114bo$1115bo$1116bo$1117bo$
1118bo$1119bo$1120bo$1121bo$1122bo$1123bo$1124bo$1125bo$1126bo$1127bo$
1128bo$1129bo$1130bo$1131bo$1132bo$1133bo$1134bo$1135bo$1136bo$1137bo$
1138bo$1139bo$1140bo$1141bo$1142bo$1143bo$1144bo$1145bo$1146bo$1147bo$
1148bo$1149bo$1150bo$1151bo$1152bo$1153bo$1154bo$1155bo$1156bo$1157bo$
1158bo$1159bo$1160bo$1161bo$1162bo$1163bo$1164bo$1165bo$1166bo$1167bo$
1168bo$1169bo$1170bo$1171bo$1172bo$1173bo$1174bo$1175bo$1176bo$1177bo$
1178bo$1179bo$1180bo$1181bo$1182bo$1183bo$1184bo$1185bo$1186bo$1187bo$
1188bo$1189bo$1190bo$1191bo$1192bo$1193bo$1194bo$1195bo$1196bo$1197bo$
1198bo$1199bo$1200bo$1201bo$1202bo$1203bo$1204bo$1205bo$1206bo$1207bo$
1208bo$1209bo$1210bo$1211bo$1212bo$1213bo$1214bo$1215bo$1216bo$1217bo$
1218bo$1219bo$1220bo$1221bo$1222bo$1223bo$1224bo$1225bo$1226bo$1227bo$
1228bo$1229bo$1230bo$1231bo$1232bo$1233bo$1234bo$1235bo$1236bo$1237bo$
1238bo$1239bo$1240bo$1241bo$1242bo$1243bo$1244bo$1245bo$1246bo$1247bo$
1248bo$1249bo$1250bo$1251bo$1252bo$1253bo$1254bo$1255bo$1256bo$1257bo$
1258bo$1259bo$1260bo$1261bo$1262bo$1263bo$1264bo$1265bo$1266bo$1267bo$
1268bo$1269bo$1270bo$1271bo$1272bo$1273bo$1274bo$1275bo$1276bo$1277bo$
1278bo$1279bo$1280bo$1281bo$1282bo$1283bo$1284bo$1285bo$1286bo$1287bo$
1288bo$1289bo$1290bo$1291bo$1292bo$1293bo$1294bo$1295bo$1296bo$1297bo$
1298bo$1299bo$1300bo$1301bo$1302bo$1303bo$1304bo$1305bo$1306bo$1307bo$
1308bo$1309bo$1310bo$1311bo$1312bo$1313bo$1314bo$1315bo$1316bo$1317bo$
1318bo$1319bo$1320bo$1321bo$1322bo$1323bo$1324bo$1325bo$1326bo$1327bo$
1328bo$1329bo$1330bo$1331bo$1332bo$1333bo$1334bo$1335bo$1336bo$1337bo$
1338bo$1339bo$1340bo$1341bo$1342bo$1343bo$1344bo$1345bo$1346bo$1347bo$
1348bo$1349bo$1350bo$1351bo$1352bo$1353bo$1354bo$1355bo$1356bo$1357bo$
1358bo$1359bo$1360bo$1361bo$1362bo$1363bo$1364bo$1365bo$1366bo$1367bo$
1368bo$1369bo$1370bo$1371bo$1372bo$1373bo$1374bo$1375bo$1376bo$1377bo$
1378bo$1379bo$1380bo$1381bo$1382bo$1383bo$1384bo$1385bo$1386bo$1387bo$
1388bo$1389bo$1390bo$1391bo$1392bo$1393bo$1394bo$1395bo$1396bo$1397bo$
1398bo$1399bo$1400bo$1401bo$1402bo$1403bo$1404bo$1405bo$1406bo$1407bo$
1408bo$1409bo$1410bo$1411bo$1412bo$1413bo$1414bo$1415bo$1416bo$1417bo$
1418bo$1419bo$1420bo$1421bo$1422bo$1423bo$1424bo$1425bo$1426bo$1427bo$
1428bo$1429bo$1430bo$1431bo$1432bo$1433bo$1434bo$1435bo$1436bo$1437bo$
1438bo$1439bo$1440bo$1441bo$1442bo$1443bo$1444bo$1445bo$1446bo$1447bo$
1448bo$1449bo$1450bo$1451bo$1452bo$1453bo$1454bo$1455bo$1456bo$1457bo$
1458bo$1459bo$1460bo$1461bo$1462bo$1463bo$1464bo$1465bo$1466bo$1467bo$
1468bo$1469bo$1470bo$1471bo$1472bo$1473bo$1474bo$1475bo$1476bo$1477bo$
1478bo$1479bo$1480bo$1481bo$1482bo$1483bo$1484bo$1485bo$1486bo$1487bo$
1488bo$1489bo$1490bo$1491bo$1492bo$1493bo$1494bo$1495bo$1496bo$1497bo$
1498bo$1499bo$1500bo$1501bo$1502bo$1503bo$1504bo$1505bo$1506bo$1507bo$
1508bo$1509bo$1510bo$1511bo$1512bo$1513bo$1514bo$1515bo$1516bo$1517bo$
1518bo$1519bo$1520bo$1521bo$1522bo$1523bo$1524bo$1525bo$1526bo$1527bo$
1528bo$1529bo$1530bo$1531bo$1532bo$1533bo$1534bo$1535bo$1536bo$1537bo$
1538bo$1539bo$1540bo$1541bo$1542bo$1543bo$1544bo$1545bo$1546bo$1547bo$
1548bo$1549bo$1550bo$1551bo$1552bo$1553bo$1554bo$1555bo$1556bo$1557bo$
1558bo$1559bo$1560bo$1561bo$1562bo$1563bo$1564bo$1565bo$1566bo$1567bo$
1568bo$1569bo$1570bo$1571bo$1572bo$1573bo$1574bo$1575bo$1576bo$1577bo$
1578bo$1579bo$1580bo$1581bo$1582bo$1583bo$1584bo$1585bo$1586bo$1587bo$
1588bo$1589bo$1590bo$1591bo$1592bo$1593bo$1594bo$1595bo$1596bo$1597bo$
1598bo$1599bo$1600bo$1601bo$1602bo$1603b21o$1603bo20bo$1603bo$1604bo
19bo$1606b17o!