Here is the result of checking all the phases of the gun that are multiples of 960. With this, the first stage of making a sawtooth is complete!c0b0p0 wrote:Here is an an example of the kind of pattern I was thinking of.
Unfortunately, it seems that one would need to check all of the
phases of the gun that are multiples of 960 to get a working pattern.
Code: Select all
x = 4130, y = 2006, rule = 22da
73bo$71bo3bo$70bobo2b2o$71bo2bo$70bobo4bo$71b3obo$71b2obobo$73bobo6$
55bo$54b4o$56bo$54b6o2$55b2o2b2o$58bo2$57bobobo$59b2o11$67bo$66b4o$68b
o73bo$66b6o66bobo2b2o$26bo114b4o$67b2o2b2o66bobobobo$70bo70b3o$144bo$
69bobobo65bo2bo$26bo4bo39b2o71bo$27bobobo$27bob2obo3$134bo$130bobo2b2o
$133b4o$131bobobobo$133b3o29bo$136bo27b2o2bobo$131bo2bo30b4o$136bo28bo
bobobo$168b3o$168bo$171bo2bo$170bo11$41bo$42b2o$41bo$41b2o2$41b2o$43bo
4bo2$61bo$62b2o$54bo6bo$54b2o5b2o$55bo$61b2o$54bobobo4bo4bo2$250bo2$
251bo5$202b2o$203bo2$obo200b3o$2obo2$2b2o4$249bo2$250bo$248b2o$249bo$
254bo12bo$253b2o11bo2bo$266b2o2bo$269bob2o$267bo5bo$177bo4bo86b3obo$
183b2o87b2o2$183b2o$184bo$182b2o$184bo2$197bo4bo$203b2o2$203b2o$204bo
76b2o2bo$202b2o78b2o$204bo80bo2$285bo9$75bo$71bo2bo$77bo$75b3o$74bobob
obo28bo$77b4o30bo2bo$75bobo2b2o27bo$80bo29b3o$108bobobobo$109b4o$109b
2o2bobo$111bo3$213bob2obo$214bobobo$101bo71b2o39bo4bo$103bo2bo65bobobo
$101bo$102b3o70bo$100bobobobo66b2o2b2o$101b4o114bo$101b2o2bobo66b6o$
103bo73bo$176b4o$178bo11$185b2o$184bobobo2$187bo$185b2o2b2o2$186b6o$
189bo$188b4o$190bo6$170bobo$169bobob2o$170bob3o$168bo4bobo$171bo2bo$
169b2o2bobo$170bo3bo$172bo22b2o$194bobobo2$197bo489b2o2bo$195b2o2b2o
487b2o$691bo$196b6o$199bo491bo$198b4o$200bo$115bobobo2$118bo$118b2o$
119bo235$921b2o2bo$922b2o$925bo2$925bo70$1327b2o2bo$1328b2o$1331bo2$
1331bo242$1561b2o2bo$1562b2o$1565bo2$1565bo70$1967b2o2bo$1968b2o$1971b
o2$1971bo242$2201b2o2bo$2202b2o$2205bo2$2205bo70$2607b2o2bo$2608b2o$
2611bo2$2611bo316$3247b2o2bo$3248b2o$3251bo2$3251bo234$3931b2o$3932bo$
3931bo2bo$3932bobo79$3887b2o2bo$3888b2o$3891bo2$3891bo$3943bo$3942bobo
$3941b3obo$3943b2o$3919b2obo20bo$3920b2o2$3922bo10$3948bo2bo$3950bo$
3950b2o$3951bo$3922bo$3921b2o$3920bob3o$3921bobo$3922bo12$3956bo2bo$
3886bo71bo$3886bo71b2o$3886bob2o69bo$3889bo112b2o$4003bo2$4003b3o$
4004b2o$4005bo4$3906bo$3906bo$3906bob2o$3909bo$3875bo$3876bo$3874b2obo
$3875bo15$4019b3o$4020b2o$4018b2obo$4019bo5$4007b3o$4008b2o$4006b2obo$
4007bo4$3825b2o3$3877b3o$3877bo2bo$3878bobo$3878bo2bo$3878bobobo2$
3879bobobo$3881b2o3$3851bo$3851bo3$3851bo$3851bo3$3829bo4bo19bo$3828b
2o25bo2$3830b2o$3831bo293bo$3833b2o$3833bo89bo201bo$3921bob2o202b2o$
3921b2o202bo2b2o$3921b3o5$3911bo$3909bob2o$3909b2o$3909b3o15$4055bo$
4053bob2o$4054bo$4055bo$4021bo$4021b2obo$4024bo$4024bo4$3925bo$3925b2o
$3925b3o2$3927bo$3927b2o112bo$3971bo69b2obo$3971b2o71bo$3972bo71bo$
3971bo2bo17$3979bo$3979b2o$3980bo$3979bo2bo10$4008bo2$4009b2o$4008bob
2o6$3991bo$3991b2o$3992bo$3991bo2bo!