B2-ak3ik4c5k7e/S12-c3k4c6i [Ragulies]

[UnbihexiumFan]

I have named this rule "Ragulies" after the most common spaceship, which has a trail which reminds me of a line pattern in heraldry which is apparently called "raguly". Here it is:

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x = 2, y = 3, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
o$o$bo!

It is quite lacking in spaceships (only 3 speeds, and neither ikpx2 nor qfind have given me anything good), but the ones it does have are pretty interesting:

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x = 39, y = 8, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
2b2o15bo12bo$bo2bo14bo12bo$4bo13bo12bo$4b2o$3o2$37b2o$36bo!

From left to right: c/2o [2c/4o], 2c/11d [4c/22d] (the "raguly"), and a 4c/43d SMOS.

However, it is more interesting when it comes to its technology. Most of its technology comes from interactions with these two still lives:

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x = 10, y = 3, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
9bo$2o5b2o$bo6bo!

Both are pretty good at catalyzing reactions and are fairly easy to interconvert between one another. In addition, they are both effective eaters of the raguly in multiple different ways. Examples:

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x = 44, y = 8, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
43bo$19bo22bo$18bo12bo10bo$6bo11bo11bo$5bo24bo$5bo9bo22bo$2o11b2o10b2o
9b2o$bo12bo11bo10bo!

Some technology:
Splitter:

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x = 28, y = 14, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
15bo$14bo$14bo9$2bo23bo$2o24b2o$bo!

Reflector:

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x = 28, y = 26, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
15bo$14bo$14bo9$2bo23bo$2o24b2o$bo11$3b2o$4bo!

Reflector loop:

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x = 64, y = 64, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
38bo$38b2o11$41bo$15b2o24b2o$16bo23bo$50bo$49b2o5$13bo$12b2o$14bo13bo
$bo26bo$2o25bo2$38bo$39b2o7$23b2o$25bo2$36bo25b2o$35bo26bo$35bo13bo$50b
2o$50bo5$13b2o$13bo$23bo23bo$21b2o24b2o$22bo11$24b2o$25bo!

Smaller reflector, found by splitterrules: (repeat time 46)

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x = 8, y = 16, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
7bo$6b2o2$5bo$4b2o10$b2o$o!

Smaller splitter, also found by splitterrules: (repeat time 58)

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x = 23, y = 41, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
16bo$16bob2o$13b2obo$16bo20$21bo$21bo2$19b4o2$11b2o7bo$20bo$10b3o$18b
2o$18bo7$b2o$o!

Memory bit:

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x = 28, y = 19, rule = B2-ak3ik4c5k7e/S12-c3k4c6iSuper
4.A$3.2A4$15.J$14.J$.A9.D2.J$.2A7.D$10.D3$7.L$6.L$6.L2$2.A23.A$2A24.2A
$.A!

(Dark green=set off, red=flip, blue=read)

AND gate: (repeat time 161)

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x = 38, y = 30, rule = B2-ak3ik4c5k7e/S12-c3k4c6iHistory
32.E$31.E$31.E7$.A$2A11$3.A$2.2A5$7.2E27.D$9.E27.D$37.D!

Spaceship mover + tracks:

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x = 40, y = 8, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
39bo$38bo$2o36bo$bo6b2o$9bo6b2o$17bo6b2o$25bo6b2o$33bo!

Higher clearance eater, found by I6_I6 and reduced by me:

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x = 6, y = 12, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
5bo$3bobo$2obo$3bo6$3bo$3bo$2bo!

Half-baked knightship, anyone? (Reaction found by splitterrules)

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x = 15, y = 14, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
14bo$13b2o11$b2o$o!

This rule also has a small 3-cell pattern which eventually evolves into a p64 oscillator. Due to its ease of synthesis and its sparkiness, it seems to be a useful component for technology, such as in my AND gate, the aforementioned tracks, and splitterrules's splitter. Oscillator and guns:

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x = 107, y = 10, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
44bo$43b2o3$bo2bo10bo29bo2bo10bo31bo2bo10bo$o4bo10bo27bo4bo10bo29bo4b
o10bo$bo2bo10bo29bo2bo10bo31bo2bo10bo2$85b2o$86bo!

Puffer:

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x = 25, y = 18, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
7bobo5bobo$7bobo5bobo$8bo7bo2$12bo$5bo5b3o5bo$4bo7bo7bo$5bo5b3o5bo$6b
o3bobobo3bo6$o23bo$o23bo$4b2o13b2o$4b2o13b2o!

Stabilized:

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x = 25, y = 34, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
7bobo5bobo$7bobo5bobo$8bo7bo2$12bo$5bo5b3o5bo$4bo7bo7bo$5bo5b3o5bo$6b
o3bobobo3bo6$o23bo$o23bo$4b2o13b2o$4b2o13b2o7$o4bo13bo4bo$o3bobo11bob
o3bo$4bobo11bobo$4bobo11bobo3$8b2o5b2o$7bo9bo$6b4o5b4o$7b2o7b2o!

EDIT: Oscillator collection:

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x = 49, y = 225, rule = B2-ak3ik4c5k7e/S12-c3k4c6iHistory
5.D6.A5.A7.A$4.2D6.A5.2A6.2A$5.D19.A$5.D$4.3D6$4.3D6.A7.A10.A$6.D5.2A
7.A6.2A2.A$4.3D13.A$4.D8.A7.A7.A2.2A$4.3D6.A7.A7.A6$4.3D16.A$6.D6.A.A
6.2A.A7.2A.A$4.3D$6.D6.A.A7.A.A5.A.2A.A$4.3D16.A7.A6$4.D.D6.A3.A10.A10.
A2.A$4.D.D6.A3.A6.2A2.A2.A7.A2.2A$4.3D19.2A3.2A$6.D5.2A3.2A6.A2.A9.2A
.A$6.D18.A$14.2A.A21.A$17.2A20.A6$4.3D21.A3.A8.A5.A$4.D23.A3.A8.A5.A$
4.3D5.2A.A.A$6.D8.A3.2A5.3A3.3A5.3A3.3A$4.3D8.A.A$17.A10.A3.A9.A3.A$28.
A3.A9.A3.A6$4.3D6.A12.A4.A$4.D8.A3.A8.A4.A$4.3D10.2A11.A$4.D.D5.2A10.
2A5.2A$4.3D19.A$14.A10.A4.A$14.A10.A4.A6$4.3D11.A$6.D8.A2.2A$6.D$6.D5.
2A$6.D6.A.A.2A$15.A6$4.3D11.A$4.D.D5.2A4.A$4.3D6.A2.A$4.D.D8.A.A.A$4.
3D8.A.A.A$17.A6$4.3D6.A$4.D.D6.A5.A$4.3D8.A3.A$6.D5.3A$4.3D8.A$13.A$13.
A6$.D2.3D6.A2.A$2D2.D.D5.2A2.A.2A$.D2.D.D7.A.A$.D2.D.D$3D.3D2$16.2A6$
.D2.3D$2D4.D$.D2.3D7.2A.3A$.D2.D7.A8.A$3D.3D5.A8.A6$.D2.D.D10.A11.A4.
A$2D2.D.D7.2A.A10.2A4.2A$.D2.3D10.A.A$.D4.D8.A.A.A.2A8.A$3D3.D5.2A.A3.
A11.A$15.A.A.A$16.A11.2A4.2A$29.A4.A8$.D2.3D11.A2.A$2D2.D8.A4.A2.A4.A
$.D2.3D5.2A12.2A$.D4.D$3D.3D$18.4A$18.A2.A$18.A2.A8$.D2.3D10.A$2D2.D12.
A$.D2.3D$.D2.D.D8.4A$3D.3D5.2A$15.4A2$17.A$17.A6$.D2.3D7.A$2D4.D7.A4.
A$.D4.D12.A$.D4.D5.2A$3D3.D11.3A$13.A$13.A4.A$18.A6$3D.3D11.A2.A$2.D.
D.D11.A2.A$3D.D.D$2.D.D.D10.A4.A$3D.3D5.2A.A.A.2A.A.A.2A$15.A.A4.A.A$
15.A.A4.A.A2$17.2A2.2A6$D.D.D.D22.2A$D.D.D.D$3D.3D$2.D3.D$2.D3.D3$20.
2A6.A6.2A$22.A4.A.A4.A4$27.A.A3$29.2A6$3D.D.D$D3.D.D$3D.3D$D.D3.D$3D3.
D4$16.A2.A10.A$15.A4.A10.A$16.A2.A10.A!

[I6_I6]

[catagolue]
Natural p36 c/2 puffer:

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# There are tons more natural puffers but I'm too lazy to post them all here.
x = 16, y = 4, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
bo12bo$obo10bobo$obo10bobo$obo10bobo!

Natural 4c/8:

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x = 10, y = 5, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
bobo4bo$bobo3bobo$2ob2o2bobo$bobo3bobo$2bobo2bo!

2c/4 from ikpx2_stdin:

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x = 9, y = 10, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
bo5bo$obo3bobo$obo3bobo$obo3bobo2$2bo3bo$2bo3bo$2bo3bo2$4bo!

Sparky p80 flipper from C1 that hassles the p64 (reduced from natural form):

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x = 31, y = 7, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
15bo3bobo4bo2bo$14bo6bo8bo$15bo3b2o5bo2bo3$o23bo$o23bo!

2 Ragulies interact to form a pre-block puffer:

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x = 9, y = 9, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
bo$bo$o5$7b2o$6bo!

Domino puffer:

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x = 8, y = 8, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
o2bo$bobo3$5bo$6bo$6b2o$6bo!

Extra Ragulies can nondestructively interact with the exhaust:

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x = 23, y = 23, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
14bobo$14bobo$14bo3$16b2o$17bo3b2o2$20b3o$3o9b2o$3bo9bo3$8b2o$9bo5$12b
o$13bo$13bo$13bo!

[/catagolue]

Pre-block is highway robber:

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x = 3, y = 11, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
o$b2o8$b2o$2bo!

Puffer corderizations:

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x = 84, y = 44, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
8bo7bo20bo7bo21bo7bo$7bobo5bobo18bobo5bobo19bobo5bobo4$7bobo5bobo18bob
o5bobo19bobo5bobo5$2bo2bo13bo2bo8bo2bo13bo2bo9bo2bo13bo2bo$o3b2o13b2o
3bo4bo3b2o13b2o3bo5bo3b2o13b2o3bo$obob2o13b2obobo4bobob2o13b2obobo5bob
ob2o13b2obobo$bo2bo15bo2bo6bo2bo15bo2bo7bo2bo15bo2bo7$o23bo4bo23bo5bo
23bo$o23bo4bo23bo5bo23bo3$67bo7bo$66bobo5bobo3$8bo7bo$7bobo5bobo19bo7b
o20bobo5bobo$o23bo4bo6bobo5bobo6bo5bo23bo$o23bo4bo23bo5bo23bo2$7bobo5b
obo$36bobo5bobo14bo2bo13bo2bo$59bo3b2o13b2o3bo$59bobob2o13b2obobo$60bo
2bo15bo2bo3$59bo23bo$34bo13bo10bo23bo$33b2o13b2o$33b2o13b2o!

Forerake:

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x = 25, y = 26, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
8bo7bo$7bobo5bobo4$7bobo5bobo5$2bo2bo13bo2bo$o3b2o13b2o3bo$obob2o13b2o
bobo$bo2bo15bo2bo7$o7bo7bo7bo$o6bobo5bobo6bo4$7bobo5bobo!

Failed forerake (domino puffer):

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x = 27, y = 65, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
9bo7bo$8bobo5bobo4$8bobo5bobo5$3bo2bo13bo2bo$bo3b2o13b2o3bo$bobob2o13b
2obobo$2bo2bo15bo2bo7$bo23bo$bo23bo6$9bo7bo$8bobo5bobo2$bo23bo$bo23bo$
8bobo5bobo7$b2o21b2o$o3bo17bo3bo$bo2bo17bo2bo$4b2o15b2o6$2bo21bo$b4o
17b4o$2bobo17bobo5$6b2o11b2o$5bo15bo$6b2o11b2o$6b2o11b2o3$10bo5bo$11bo
3bo$11b2ob2o$11bo3bo!

[UnbihexiumFan]

I believe that splitterrules's splitter allows us to achieve all periods that are multiples of 11 that are >=77:

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x = 37, y = 40, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
22bo$22bob2o$19b2obo$22bo4$12bo$11b2o$18b3o$10bo$10bo7b2o2$8b4o2$9bo$
9bo$35b2o$35bo3$bo$2o$27bo$27bo2$25b4o2$17b2o7bo$26bo$16b3o$24b2o$24b
o4$14bo$14bob2o$11b2obo$14bo!

and their reflector allows all periods that are NOT multiples of 11 >=46:

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x = 108, y = 108, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
89bo$88b2o2$87bo$86b2o2$92bo$93bo$93bo2$87b2o14bo$88bo14b2o$87b3o11b2o
3bo$88bo17b2o$102bo$102bo$101bo3$77b2obo$77b2obo16bo$79bo15bobo$95bob
o4$70bo$69b3o$72bo16bo$87bo$87bo$87bobo4$61b2o$63bo$60b3o16bo$61bo18b
o2$79b2o3$53bo$54bo$52b2o2$70bo$71b3o3$45bo$45bo$44bo$63bo$62bo$62bo3$
34b3o$37bo2$54b2o$53bo$54bo3$27b2o2$27bo18bo$28bo16b3o$44bo$45b2o4$18b
obo$20bo$20bo$18bo16bo$36b3o$37bo4$10bobo$10bobo15bo$10bo16bob2o$27bo
b2o3$6bo$5bo$5bo$2o17bo$bo3b2o11b3o$3b2o14bo$4bo14b2o2$14bo$14bo$15bo
2$20b2o$20bo2$18b2o$18bo!

To prove omniperiodicity, the only periods needed are 11, 13, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 45, 55, and 66.

EDIT: splitterrules's splitter can't give periods of 44n, so to prove omniperiodicity we would have to find another way :(
maybe the sparky p44 could help?

EDIT2: from catagolue: p11, p13, 2 p20s, p26

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x = 85, y = 13, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
5bo46bo3bo13bo9bo$3bobobo43b2o3b2o12bo9bo$bobo3bobo38b2o9b2o$bobo3bob
o10bobo12bobobob2o8b2o3b2o11b4o5b4o$2b7o10b2obob2o8b2obobobo8bo7bo7b2o
15b2o$2obo3bob2o10bo2bo11bo2bo11b2o3b2o11b2o9b2o$bobo3bobo9b2obo11b2o
bo10b2o9b2o$3bobobo43b2o3b2o9bob2o9b2obo$5bo14b2o12b3o15bo3bo10bo15bo
$20bo48b4o5b4o$34b2o$34bo35bo9bo$70bo9bo!

only periods 18, 19, 21, 22, 23, 24, 25, 27, 28, 29, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 45, 55, 66, and 44n are needed.

EDIT3: XOR gate (If it could be cleaned up)

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x = 32, y = 32, rule = B2-ak3ik4c5k7e/S12-c3k4c6iHistory
.A$2A5$4.2D$6.D5$3.A$2.2A5$7.2E$9.E9$29.E$28.E.E$28.E.2E$30.E!

EDIT4: XOR gate (has to be read later) edit5: added marker for output raguly

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x = 134, y = 104, rule = B2-ak3ik4c5k7e/S12-c3k4c6iHistory
A$.2A49$94.A$93.2A10$110.D$91.A18.D$90.2A17.D6.2A$92.A23.A7$82.2A2$104.
E$104.E$105.E14$81.2A$82.A11$132.E$132.E$133.E!

EDIT5: OR gate (has to be read later)

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x = 72, y = 97, rule = B2-ak3ik4c5k7e/S12-c3k4c6iHistory
8.A$7.2A8$25.D$25.D$24.D$5.A$4.2A24.2A$6.A23.A9$18.E$18.E$19.E9$2A$.A
16$46.E$46.E$47.E41$70.A$70.A$71.A!

EDIT6: To test this rule's engineering capabilities, here's a half-adder (has to be read later):

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x = 135, y = 150, rule = B2-ak3ik4c5k7e/S12-c3k4c6iHistory
66.A$63.2A.A$66.A.2A$66.A20$61.A$61.A2$60.4A$68.2E4.2D$62.A7.E3.D.D$62.
A11.2D$21.A52.D.D$20.2A41.2A9.2D$64.A10$23.A$22.2A2$111.A$111.2A$114.
A$114.2A7$16.3D$16.D.D$16.3D$16.D.D$16.D.D3.E$23.E24.A$23.E24.A$88.2A
$47.4A38.A6.2A$97.A$18.2A29.A$19.A4.A24.A$21.2A.A$24.A.2A$24.A10$26.2A
$27.A7$27.2A$28.A7$28.2A$29.A7$29.2A$30.A$13.A$13.2A9$132.3D$132.D$132.
D$132.D$110.A21.3D$110.A17.2A$128.A7$2A$.A$14.A$12.2A$13.A10$51.3D$51.
D$52.D$53.D$51.3D$29.A$29.A17.2A$47.A!

EDIT7: 10c/84o puffer. Is this corderizable?

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x = 64, y = 34, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
24b2o8b2o8b2o5$15bo$2o2b2o$2o2b2o7bo5b2o$6o6bobobobo$2o2b2o7bo5b2o$2o
2b2o29bo$15bo20bo$36bo4b2o8b2o8b2o$36bo4$26b2o$25bo5$12b4obo$11bo3b4o
$12b4obo$22b2o$22b3o2$26bo$23b3o$22bo3bo$23b3o6b2o8b2o8b2o8b2o$24bo!

[I6_I6]

Crosspost from Thread for your corderization requests:

[...]
Easy:

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#C [[ TRACK -5/42 0 ]]
x = 156, y = 93, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
84b2o8b2o8b2o8b2o8b2o8b2o8b2o8b2o2$76bo$75bobo$77bo3$68b2o3b3obo72bo$
70bobo3b3o70bobo$68b2o7bo71bo3$75b2o$77bo$76bo5$84bo$85bo7b2o$85bo38b
o$125bo$53bo2bo10bo57b2o$24b2o8b2o8b2o6bo4bo10bo56bo$53bo2bo10bo3$101b
3o$103bo2$bo2bo10bo$o4bo10bo59b2o8b2o8b2o$bo2bo10bo2$33bo$33bo7b2o8b2o
8b2o8b2o8b2o8b2o$32bo67bo$100bo2$98bo2bo2$24bo74bo2bo$25bo$23b2o3$16b
2o7bo$18bobo3b3o$16b2o3b3obo$50bo2bo2$25bo23bo2bo$23bobo$24bo26bo$51b
o$32b2o8b2o4$27b2o8b2o8b2o3$54bo$52b3o3$4bo2bo10bo$3bo4bo10bo56bo$4bo
2bo10bo57b2o$76bo$36bo38bo$36bo7b2o$35bo5$27bo$28bo$26b2o3$19b2o7bo71b
o$21bobo3b3o70bobo$19b2o3b3obo72bo3$28bo$26bobo$27bo2$35b2o8b2o8b2o8b
2o8b2o8b2o8b2o8b2o!

[...]

[TheWayOfTheCon]

Did anyone know about this rake before?

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x = 20, y = 19, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
$6b4o$4b3o$7bo$4b3o3bo$6b2o2$13b2o$8bo4b2o$6b4o4bo$10bo4bo$6b4o6bo$8b
o3bo3bo$12bo$12bobo$13bo!

I found it on Catagolue.

Here's a corderization, which was surprisingly easy:

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x = 128, y = 54, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
11bobo$11bobo$11bob2o$13bo10b3o$6b2o5b2o$7b2o16b2o$3bo11b2o$2bo12b2o21b
2o$3bo3bo31bo$6bo32bo3$51bobo$bo3bo44b4o$o50bo13b2o$bo3bo59b2o$64bo$65b
2o$80bo$80b2o$80bo$10bo68bo12bo$11b3o77b2obo$17bo74bobo$18bo74bo$106b
2o17bobo$18bo89bo8bo7bobo$18bo89bo8bo7bobo$106b2o17bobo$18bo74bo$17bo
74bobo$11b3o77b2obo$10bo68bo12bo$80bo$80b2o$80bo$65b2o$64bo$bo3bo59b2o
$o50bo13b2o$bo3bo44b4o$51bobo3$6bo32bo$3bo3bo31bo$2bo12b2o21b2o$3bo11b
2o$7b2o16b2o$6b2o5b2o$13bo10b3o$11bob2o$11bobo$11bobo!

[hibiscus]

p19 soup:

Code: Select all

x = 31, y = 31, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
2bo3bob2obob5obob2obo3bo$ob3ob3ob2o2bobo2b2ob3ob3obo$5bobob2o2b5o2b2ob
obo$4b2o2b2ob4ob4ob2o2b2o$b11ob2ob2ob11o$2o5b2o3bobobobo3b2o5b2o$b3obo
bob5obob5obobob3o$3o5b2o2b7o2b2o5b3o$3o2bob5ob5ob5obo2b3o$b2obo3bobobo
b3obobobo3bob2o$5bo3bo3b5o3bo3bo$bo2b5obo3b3o3bob5o2bo$b3o3bob2obobobo
bob2obo3b3o$o2bo3b3o2b2obob2o2b3o3bo2bo$2ob2obob3obob3obob3obob2ob2o$
2o3bob3obobobobobob3obo3b2o$2ob2obob3obob3obob3obob2ob2o$o2bo3b3o2b2ob
ob2o2b3o3bo2bo$b3o3bob2obobobobob2obo3b3o$bo2b5obo3b3o3bob5o2bo$5bo3bo
3b5o3bo3bo$b2obo3bobobob3obobobo3bob2o$3o2bob5ob5ob5obo2b3o$3o5b2o2b7o
2b2o5b3o$b3obobob5obob5obobob3o$2o5b2o3bobobobo3b2o5b2o$b11ob2ob2ob11o
$4b2o2b2ob4ob4ob2o2b2o$5bobob2o2b5o2b2obobo$ob3ob3ob2o2bobo2b2ob3ob3ob
o$2bo3bob2obob5obob2obo3bo!

Reduced version:

Code: Select all

x = 17, y = 11, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
6bo3bo$6bobobo$7bobo$b2o4bobo4b2o$5bo5bo$4o2bo3bo2b4o$5bo5bo$b2o4bobo
4b2o$7bobo$6bobobo$6bo3bo!

Edit (2026/03/14 17:36): p23 soup

Code: Select all

x = 31, y = 31, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
o6bo3bobob2o5b2obo4bo$bo3bob5ob3o2bob3o4b3o$b3ob3o5bobo2bob3obo3bo$bo
2b7o2b3ob2o2bo3b2obo$3b3ob5o2bo2b5o3b3o$o2b2o5b2obob2obob3obob4o$2bo2b
obo2b2ob4obo2bobo3b2o$o5b3o2b5ob4o2b2ob5o$3o2bo2bob2obo4bob4o2b2obo$b
6obo2b2o2bo3b2o5b2obo$b2ob2ob3o5b4o3bob4obo$4bo2bobobo3bob3ob6o2b2o$b
8ob4obo2bo2bobo$3b2o2bo2b2o2b3obo3b4ob4o$o4b2o3bo2b2ob2o5b2ob2obo$4ob
3ob5obob5ob3ob4o$bob2ob2o5b2ob2o2bo3b2o4bo$4ob4o3bob3o2b2o2bo2b2o$7bob
o2bo2bob4ob8o$2o2b6ob3obo3bobobo2bo$bob4obo3b4o5b3ob2ob2o$bob2o5b2o3bo
2b2o2bob6o$bob2o2b4obo4bob2obo2bo2b3o$5ob2o2b4ob5o2b3o5bo$2b2o3bobo2bo
b4ob2o2bobo2bo$b4obob3obob2obob2o5b2o2bo$3b3o3b5o2bo2b5ob3o$2bob2o3bo
2b2ob3o2b7o2bo$2bo3bob3obo2bobo5b3ob3o$b3o4b3obo2b3ob5obo3bo$o4bob2o5b
2obobo3bo6bo!

Code: Select all

x = 15, y = 15, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
5b2o2$6bobo$4bobobobo$3b2obobob2o$5b5o4bo$2b5ob5obo$5bobobo$ob5ob5o$o
4b5o$3b2obobob2o$4bobobobo$6bobo2$8b2o!

[UnbihexiumFan]

p19:

Code: Select all

x = 17, y = 11, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
6bo3bo$6bobobo$7bobo$b2o4bobo4b2o$5bo5bo$4o2bo3bo2b4o$5bo5bo$b2o4bobo
4b2o$7bobo$6bobobo$6bo3bo!

reduced:

Code: Select all

x = 15, y = 11, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
5bo3bo$5bobobo$bo4bobo4bo$bo4bobo4bo$4bo5bo$3o2bo3bo2b3o$4bo5bo$bo4bo
bo4bo$bo4bobo4bo$5bobobo$5bo3bo!

EDIT: So I sifted through every single linear growth pattern in Catagolue in case any new speeds or periods could be found, and I ran across this 5c/84o [10c/168o] puffer. Can it be corderized?

Code: Select all

x = 35, y = 63, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
8bo$7bobo$7bobo$7bobo$7b3o2$7b3o$6b2ob2o2$7bobo4$o$o$7b3o3$19b2o9b2ob
2o2$25bo$24bobo$7b3o14bobo$o22b5o$o24bo2$24bobo6bo$23bo3bo5bo$25bo3$11b
o12bobo$11bo13bo$o$o8b2o2$33bo$33bo4$11bo$11bo$o$o8b2o2$33bo$33bo4$11b
o$11bo$o$o8b2o2$33bo$33bo4$11bo$11bo!

This appears to have the same mechanism as the p80 flipper and 5c/42o puffer.\

(edit2: added "EDIT:")

EDIT3: Also from Catagolue: oscillators!

Code: Select all

x = 116, y = 43, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
86bo27bo$85b2o27b2o2$108b2o$23b2o11b2o$23b2o11b2o69b2o$25bo9bo73bo$4b
o18b2o11b2o18bo$3b2o51b2o48bo$30bo71b3obo$25bo4bo4bo63b3ob3o$23b4o7b4o
60bo9bo2bo$27bo5bo65b3o3bo2b4o$23b4o7b4o64bo3bo$25bo4bo4bo71b3o$30bo82b
o$104bo7b3o$23b2o11b2o65b3o$25bo9bo68bo8bo$2o21b2o11b2o21b2o43b2o2bob
o2bo$bo21b2o11b2o21bo46b2obob2o$109bo$106b2obob2o$104b2o2bobo2bo$104b
o8bo$103b3o$104bo7b3o$113bo$107b3o$102bo3bo$99b3o3bo2b4o$98bo9bo2bo$99b
3ob3o$102b3obo$106bo2$109bo$107b2o2$108b2o2$85b2o27b2o$86bo27bo!

EDIT4:

splitterrules's splitter can't give periods of 44n, so to prove omniperiodicity we would have to find another way :(

Actually, I lied:

Code: Select all

x = 68, y = 68, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
25bo$25bob2o$22b2obo$25bo8$21bo7bo$19b2o9b2o$51bo$50b2o2$13b2o$14bo5$
46bo18bo$30bo8b2o4bo19bo$30bo13bo4bo$39b3o8bo13b4o$28b4o13bo3bo$35b2o
29bo$20bo8bo6bo4bo24bo$20bo8bo8b2obo$19bo21bob2o$27b2o12bo$27bo3$40bo
$26bo12b2o$23b2obo21bo$26bob2o8bo8bo$bo24bo4bo6bo8bo$bo29b2o$18bo3bo13b
4o$4o13bo8b3o$18bo4bo13bo$2bo19bo4b2o8bo$2bo18bo5$53bo$53b2o2$16b2o$16b
o$36b2o9b2o$38bo7bo8$42bo$42bob2o$39b2obo$42bo!

edit5: remove smiley

[yyh_baboon]

Seems like one of your oscillators is actually a 4-barreled capped gun:
(1-cap removed form shown)

Code: Select all

 x = 31, y = 43, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
bo$2o2$23b2o2$22b2o$24bo2$21bo$17b3obo$14b3ob3o$13bo9bo2bo$14b3o3bo2b
4o$17bo3bo$22b3o$28bo$19bo7b3o$18b3o$19bo8bo$19b2o2bobo2bo$21b2obob2o
$24bo$21b2obob2o$19b2o2bobo2bo$19bo8bo$18b3o$19bo7b3o$28bo$22b3o$17bo
3bo$14b3o3bo2b4o$13bo9bo2bo$14b3ob3o$17b3obo$21bo2$24bo$22b2o2$23b2o2$
2o27b2o$bo27bo!

Edit:what?

Code: Select all

 x = 3, y = 15, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
bo$o$bo10$2bo$bo$2bo!

Code: Select all

x = 4, y = 11, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
3bo$2bo$3bo6$bo$o$bo!

[UnbihexiumFan]

Seems like one of your oscillators is actually a 4-barreled capped gun:

They're both capped guns. The other one is two-barreled.

EDIT: currently searching c/5o and c/6o with ikpx2. here's a partial for c/6o:

Code: Select all

x = 17, y = 45, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
8bo$8bo$8bo2$8bo$8bo2$5bo5bo$5bo5bo$7bobo$8bo2$7b3o$2b3ob5ob3o$5bo2bo
2bo$4bobo3bobo$4bo7bo$b4o3bo3b4o$b2o2bobobobo2b2o$bo13bo$6bo3bo$4bo3b
o3bo$8bo$5bob3obo$4bo3bo3bo$4bo3bo3bo2$4bo2bobo2bo$5b2o3b2o$4bo2bobo2b
o$2bobobo3bobobo$2bobobobobobobo$4bo7bo$3b2o7b2o$b2obo7bob2o$b2o11b2o
$4bo7bo$4bo7bo$5bobobobo$3bo9bo$2b4obobob4o2$6bobobo$b2ob2o5b2ob2o$ob
3o2bobo2b3obo!

[UnbihexiumFan]

So I sifted through every single linear growth pattern in Catagolue in case any new speeds or periods could be found, and I ran across this 5c/84o [10c/168o] puffer. Can it be corderized?
<pattern>

Another cross-post from thread for your corderization requests. As Naszvadi pointed out, the speed is actually 5c/74o [10c/148o], so it appears that I can't figure out speeds very well. (edit: phrasing)

Code: Select all

#C [[ TRACK 0 -10/148 ZOOM -8 ]]
x = 2554, y = 3654, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
97bo$96b3o$97bo4$555bobo$97bo457bobo$96b3o457bo$97bo$556bo$554b5o$556b
o$97bo457b3o$97bo$97bo$95bo3bo$79bobo466bo6b3o6bo$79bobo13bo3bo448bob
2o9b2obo$80bo15bobo449bo15bo$95bobobo$95b2ob2o$78b2ob2o13bobo$78b5o13b
obo3$78bo3bo22bo442bo23bobo$80bo24bo442bo23bobo$79bobo489b2ob2o$79bobo
8b2o479bobobo$73bo13bo484bobo$71b5o9b5o477b2o2bo3bo$73bo13bo$571bo3bo$
573bo$573bo$105bo442bo24bo$105bo442bo2$72bo508bo$72bo500bo7bo$572b3o$
573bo2$94bo464bo$94bo464bo$105bo442bo$95b2o8bo442bo8b2o14bo$572b3o$72b
o500bo$72bo4$73bo20bo464bo$72bobo19bo464bo$72bobo30bo442bo1899bobo$72b
obo20b2o8bo442bo8b2o1889bobo$572b3o1874bo$73bo$572b2o1875bo$2447b5o$
72b3o2374bo$580bo1867b3o$94bo464bo19bobo$72bobo19bo464bo1429bobo$72bob
o1914bobo$72bobo505bo1407b2ob2o448bo6b3o6bo$73bo503bo5bo1404bobobo448b
ob2o9b2obo$64bo3bo9bo3bo495b5o1858bo15bo$577b3ob3o1404bobobo2$580bo$
579b3o$56bo523bo$55bobo$1990bo7bo442bo23bobo$81bo490bo1416b3o6bo442bo
23bobo$81bo490bo1410b2o4b3o472b2ob2o$55bobo1925b2o470b2o7bobobo$53bobo
bobo6b2o1897bo23bobo473bobo$51b4o3b4o1903bob2o9b2o10bo473bo3bo$56bo
534b2o9bo3bo1358bo6b3o15bo$51b2o3bo3b2o535bo1391bobo472bo3bo$56bo539bo
bo1867bo$596bobo1390b3o474bo$596bobo1373b3o14b3o6bo442bo24bo$81bo17bo
472bo1400bo16bo7bo442bo$81bo17b2o471bo1398b5o$99bo496b3o1366bo7bo500bo
$48bo49bo506bo1359bo500bo7bo$48bo556bo1367bo491b3o$597bo1374bobo491bo$
1972bobo$596bobo1388bo464bo$70bo475b2o35bo12bobo1388bo464bo$70bo475b2o
35bo12bobo1399bo442bo$81bo466bo23bo24bo1390b2o8bo442bo8b2o14bo$71b2o8b
o464b2o24bo8b2o1882b3o$2466bo7bo$48bo556bo1868bo$48bo556bo3$1987bo464b
o$70bo512bo1386bobo14bo464bo$70bo512bo1385bo2bo25bo442bo$81bo490bo
1415b2o8bo442bo8b2o$71b2o8bo490bo8b2o5$48b3o2422bo$1987bo464bo19bobo$
70bo512bo1403bo464bo$70bo512bo1857bo$81bo490bo8bo1859bo31bo$71b2o8bo
490bo7bobo21bo1353bo15bo495bo5bo$580bo22bobo1351b2ob2o4bo4b2ob2o469b2o
24b5o$48b3o1907bo6b3o6bo470bo24b3ob3o$579bo1386bo477b3o$578bo1866bo27b
o$579b2o22bobo1360bo505b3o$125bo1839bobo505bo$61bo8bo55b2o1838bo$48bob
o11b2o6bo1893bo3bo$1949bo24bo490bo$47b2ob2o546bo2bo1346b3o14b3o6bo490b
o$32bo15b3o545bo3b2o1347bo15bobo501bo$31bobo562bobob2o1357b2o4bobo502b
o8b2o$48b3o546bo2bo1345b3ob3o12bobo$48bobo469bo90bo1335b5o14bo514b2ob
2o9bo3bo$30bo3bo13bobo467bobo63bo23b3o2bo2bo9bo2bo1316bo5bo537bo$29b7o
12bobo468bo62bobo28bobo11bobo1319bo539bobo$31bobo15bo533bo31bo11bo
1822bobo36bobo$31bobo584b2o3b2o1825b4o35bobo$620bobo1325bobo23bo477bo
12bo$57bo538bo22b2ob2o1325bo24bo490bo$57bo538bo22b2ob2o1865b3o$25bo
593bo3bo1317bo556bo$26bo593bobo6bo1311bo556bo$29bo590bobo6bo1366b2o
492bo$26bo593bobo1374bo$25bo3bo8b2o581bo1375bo491bobo$26b3o11bo1922bo
512bo12bobo$26b2o11bo567bo1355bo512bo12bobo$607bo1366bo490bo24bo$57bo
538bo1367b2o8bo490bo8b2o$57bo538bo8b2o$1941bo556bo$24bo604bo1311bo556b
o$24bo604bo3$1963bo512bo$46bo560bo1355bo512bo$46bo560bo1366bo490bo$57b
o538bo1367b2o8bo490bo8b2o$47b2o8bo538bo8b2o$151bo2bo$24bo62bo2bo$24bo
127b3o$88b3o$25bo$24bobo1898bo37bo512bo$24bobo19bo560bo1316bobo36bo
512bo$46bo560bo1315b2ob2o46bo490bo$57bo538bo1327bobo37b2o8bo490bo8b2o
21bo$24bobo20b2o8bo432bobo103bo8b2o1889bobo$24bobo463bo2bo60bobo1868bo
$25bo528bo2bo60bobo1303bobo496bob2o62bo$618bo2bo1301b2ob2o495bobo61bob
2o$628bo1295bobo497bo62bobo5b2ob2o$627bobo1295bo38bo523bo$1963b3o510bo
$46bo560bo1358bo509bo18b5o$46bo560bo1334bo551b7o$627bobo1311bobo547bo
3b5o3bo$24bobo598bobobobo1309bobo80bo464bo15bo$24bobo596b4o3b4o1290bob
o9b2o3bobo16bo63b2o463bob2o9b2obo$24bobo601bo1312b3o16b2o62bo465bo13bo
$25bo597b2o3bo3b2o1308bo17bo62bo$628bo1312b3o15bo$8bo1915bobo15bo$7bob
o1915bo3$5bo5bo1930bo7bo538bo24bo$5b2obob2o21bo586bo1321bo7bo538bo23bo
bo$6bobobo22bo586bo1321bo570bobo$7bobo1907bo24bo570bobo$4bo7bo5b2o
1897bo23bobo569b3o$b5ob3ob5o629bo1862b2o$5b7o627b2o3bobo1866b3o$bo2bo
2b3o2bo2bo628bobo1294bobo568b2ob2o$644bobo1295bo$1942bo570bobo$1938b5o
7bo538bo$33bo144bobo439bo1315b2obo2bo7bo538bo$33bo80bobo60b4o439bo
1315b2obo$50bobo60b4o61bo1738bo604bo$o48b4o61bo538bo1263bo604bo$o49bo
602bo1859b3o$645bo$644bobo$465b2o177bobo1292bo455bo104bo$22bo442bo63b
2o100bo1307bo455bo63bo40bo$22bo442bo63bo63b2o36bo1318bo444bo63bo29bo$
33bo495bo63bo26bo23bobo1293b2o8bo445bo62bo29bo8b2o$23b2o8bo559bo26bo8b
2o13bobo1813bo52b3o$645bo1876bo$o652bo1868bo$o652bo3$1939bo110bo449bo$
22bo608bo1307bo46bo64b2o447bo$22bo608bo1290bo27bo36b2o500bo$33bo586bo
1302b2o15b2o8bo538bo8b2o$23b2o8bo586bo8b2o2$o652bo$o652bo1867bo$2520bo
bo2$1939bo560bo$22bo608bo1307bo560bo$22bo608bo1857bo30bobo$33bo586bo
1868bo28bobobobo$23b2o8bo586bo8b2o1862bobo20b4o3b4o$1909bo3bo9bo3bo
565bobo25bo$o652bo1264bo576bo20b2o3bo3b2o$o652bo1263bobo601bo$205bo
1711bobo$141bo62b2obo1709bobo$77bo62b2obo61bobo$22bo53b2obo61bobo62bo
424bo$22bo54bobo62bo488bo1285b3o$33bo44bo541bo1305bo586bo$23b2o8bo586b
o8b2o1295bo586bo$1918bo$o652bo1247bo9b2o614b2o$o437bo214bo1242b2o3bo3b
2o10bobo618bo$437b2o63bo1398bo15bobo449b3o165bobo$438bo62b2o63bo1329b
4o3b4o10bobo513b3o101bobo$439bo62bo62b2o1331bobobobo13bo450b2o126b3o
37bobo$22bo480bo62bo64bo1268bobo530b2o$22bo544bo63bo1865b2o$33bo586bo
1305bo586bo$23b2o8bo586bo8b2o1295bo586bo$1900bobo$o652bo1239bo7bo174bo
2bo466bo$o652bo1239bo118bo2bo530bo$1948bo2bo125b3o458bo$2013b3o521bobo
$1949b3o585bobo$22bo608bo1283bo608bo$22bo608bo1283bo608bo$33bo586bo
1305bo586bo23bobo$23b2o8bo586bo8b2o1285b2o8bo586bo8b2o13bobo$2538bo$o
652bo1239bo652bo$o652bo1239bo652bo4$22bo608bo1283bo608bo$22bo608bo
1283bo608bo$33bo586bo1305bo586bo$23b2o8bo201bo384bo8b2o1285b2o8bo586bo
8b2o$171bo63bo$o106bo63bo63bo417bo1239bo652bo$o106bo63bo62bo418bo1239b
o652bo$107bo62bo$106bo2$22bo608bo1283bo608bo$22bo608bo1283bo608bo$33bo
586bo1305bo586bo$23b2o8bo378bo207bo8b2o1285b2o8bo586bo8b2o$410b2o64bo
1866b2o$o473b2o64bo112bo1239bo449b2o62b2o137bo$o537b2o113bo1239bo451bo
61b2o62b2o73bo$2343b2o64bo61b2o$2407b2o64bo$2471b2o$22bo608bo1283bo
608bo$22bo608bo1283bo608bo$33bo586bo1305bo586bo$23b2o8bo586bo8b2o1285b
2o8bo586bo8b2o$2103bobo$o652bo1239bo145bobo60b4o440bo$o652bo1239bo81bo
bo60b4o61bo442bo$1974b4o61bo$1975bo2$22bo608bo1283bo608bo$22bo608bo
1283bo608bo$33bo586bo1305bo586bo$23b2o8bo586bo8b2o1285b2o8bo586bo8b2o
2$o652bo1239bo652bo$o652bo1239bo652bo4$22bo608bo1283bo608bo$22bo236b3o
369bo1283bo608bo$33bo161b3o422bo1305bo586bo$23b2o8bo97b3o126b2o358bo8b
2o1285b2o8bo586bo8b2o$196b2o$o131b2o519bo1239bo652bo$o652bo1239bo652bo
3$383bo2bo$22bo424bo2bo180bo1283bo608bo$22bo360b3o125bo2bo116bo1283bo
401bo206bo$33bo413b3o170bo1305bo388bobo63bo131bo$23b2o8bo477b3o106bo8b
2o1285b2o8bo389bo62bobo63bo67bo8b2o$2380bo62bobo$o652bo1239bo550bo101b
o$o652bo1239bo652bo3$2130bo$22bo608bo1283bo150bo62b2obo391bo$22bo608bo
1283bo86bo62b2obo61bobo391bo$33bo586bo1305bo74b2obo61bobo62bo381bo$23b
2o8bo586bo8b2o1285b2o8bo75bobo62bo445bo8b2o$2003bo$o652bo1239bo652bo$o
652bo1239bo652bo4$22bo608bo1283bo608bo$22bo608bo1283bo608bo$33bo586bo
1305bo586bo$23b2o8bo586bo8b2o1285b2o8bo586bo8b2o2$o652bo1239bo652bo$o
652bo1239bo652bo2$286b2o$222b2o62b2o$22bo135b2o62b2o61bo345bo1283bo
608bo$22bo135b2o61bo64b2o343bo1283bo608bo$33bo123bo64b2o396bo1305bo
586bo$23b2o8bo124b2o460bo8b2o1285b2o8bo586bo8b2o2$o652bo1239bo652bo$o
652bo1239bo652bo2$357bobo1927bobo$357b4o60bobo1863bo2bo60bobo$22bo336b
o61b4o60bobo143bo1283bo435bo2bo60bobo106bo$22bo400bo61b4o142bo1283bo
499bo2bo105bo$33bo453bo132bo1305bo586bo$23b2o8bo586bo8b2o1285b2o8bo
586bo8b2o2$o652bo1239bo266bo385bo$o652bo1239bo202bo63bo385bo$2032bo63b
o63bo$2032bo63bo62bo$2032bo62bo$22bo608bo1283bo115bo492bo$22bo608bo
1283bo608bo$33bo586bo1305bo586bo$23b2o8bo586bo8b2o1285b2o8bo586bo8b2o
2$o652bo1239bo652bo$o652bo1239bo652bo4$22bo608bo1283bo608bo$22bo608bo
1283bo608bo$33bo586bo1305bo586bo$23b2o8bo586bo8b2o1285b2o8bo586bo8b2o
2$o312bo339bo1239bo652bo$o248bo63bobo337bo1239bo652bo$185bo63bobo62bo$
185bobo62bo$186bo$22bo608bo1283bo608bo$22bo608bo1283bo608bo$33bo586bo
1305bo586bo$23b2o8bo298bo287bo8b2o1285b2o8bo586bo8b2o$330bob2o62bo$o
329bobo61bob2o62bo192bo1239bo368b2o282bo$o330bo62bobo61bob2o191bo1239b
o368bo63b2o218bo$395bo62bobo1801bo63bo63b2o$459bo1866bo63bo$2390bo$22b
o608bo1283bo608bo$22bo608bo1283bo608bo$33bo586bo1305bo586bo$23b2o8bo
586bo8b2o1285b2o8bo257b3o326bo8b2o$2120b3o$o652bo1239bo162b3o126b2o
359bo$o652bo1239bo227b2o423bo$2057b2o3$22bo608bo1283bo608bo$22bo608bo
1283bo608bo$33bo586bo1305bo586bo$23b2o8bo586bo8b2o1285b2o8bo586bo8b2o
2$o652bo1239bo652bo$o652bo1239bo652bo4$22bo608bo1283bo608bo$22bo608bo
1283bo608bo$33bo307bobo276bo1305bo586bo$23b2o8bo243bobo60bo2bo276bo8b
2o1285b2o8bo586bo8b2o$213bobo60bo2bo$o211bo2bo437bo1239bo652bo$o652bo
1239bo652bo3$302bo$22bo279bo63bo264bo1283bo608bo$22bo279bo63bo63bo200b
o1283bo608bo$33bo269bo62bo63bo189bo1305bo308bo277bo$23b2o8bo333bo62bo
189bo8b2o1285b2o8bo307b2o63bo213bo8b2o$431bo1803bo62b2o63bo$o652bo
1239bo342bo62bo62b2o182bo$o652bo1239bo406bo62bo182bo$2364bo3$22bo608bo
1283bo295b2o311bo$22bo608bo1283bo231b2o62b2o311bo$33bo586bo1305bo156b
2o62b2o61bo302bo$23b2o8bo586bo8b2o1285b2o8bo156b2o61bo64b2o300bo8b2o$
2082bo64b2o$o652bo1239bo189b2o461bo$o652bo1239bo652bo4$22bo608bo1283bo
608bo$22bo608bo1283bo608bo$33bo586bo1305bo586bo$23b2o8bo586bo8b2o1285b
2o8bo586bo8b2o2$o652bo1239bo652bo$o652bo1239bo652bo3$367b2o$22bo280b2o
63bo262bo1283bo608bo$22bo216b2o63bo63bo262bo1283bo608bo$33bo206bo63bo
315bo1305bo586bo$23b2o8bo206bo379bo8b2o1285b2o8bo586bo8b2o2$o652bo
1239bo652bo$o652bo1239bo652bo$276b3o$340b3o$276b2o126b3o1802bo$22bo
317b2o289bo1283bo291b2o64bo250bo$22bo381b2o225bo1283bo355b2o64bo186bo$
33bo586bo1305bo408b2o176bo$23b2o8bo586bo8b2o1285b2o8bo586bo8b2o2$o652b
o1239bo652bo$o652bo1239bo652bo$2238bo$2174bo63bobo$2110bo63bobo62bo$
22bo608bo1283bo194bobo62bo348bo$22bo608bo1283bo195bo412bo$33bo586bo
1305bo586bo$23b2o8bo586bo8b2o1285b2o8bo586bo8b2o2$o652bo1239bo652bo$o
652bo1239bo652bo4$22bo608bo1283bo608bo$22bo608bo1283bo608bo$33bo586bo
1305bo586bo$23b2o8bo586bo8b2o1285b2o8bo586bo8b2o2$o652bo1239bo652bo$o
394bo257bo1239bo652bo$331bo63b2o$267bo63b2o62bo$267b2o62bo62bo$22bo
244bo62bo300bo1283bo608bo$22bo243bo364bo1283bo608bo$33bo586bo1305bo
586bo$23b2o8bo586bo8b2o1285b2o8bo586bo8b2o$250b2o$o249b2o62b2o337bo
1239bo286bo2bo362bo$o251bo61b2o62b2o273bo1239bo350bo2bo298bo$250b2o64b
o61b2o1800b3o125bo2bo$314b2o64bo1863b3o$378b2o1928b3o$22bo608bo1283bo
608bo$22bo608bo1283bo608bo$33bo586bo1305bo586bo$23b2o8bo586bo8b2o1285b
2o8bo586bo8b2o$2266bobo$o652bo1239bo308bobo60bo2bo277bo$o652bo1239bo
244bobo60bo2bo341bo$2137bo2bo3$22bo608bo1283bo608bo$22bo608bo1283bo
608bo$33bo586bo1305bo586bo$23b2o8bo586bo8b2o1285b2o8bo586bo8b2o2$o652b
o1239bo652bo$o652bo1239bo652bo4$22bo608bo1283bo608bo$22bo608bo1283bo
608bo$33bo586bo1305bo586bo$23b2o8bo387bo198bo8b2o1285b2o8bo586bo8b2o$
357bo64b2o$o292bo64b2o293bo1239bo652bo$o293b2o357bo1239bo652bo4$22bo
608bo1283bo608bo$22bo201bo406bo1283bo608bo$33bo188bobo63bo331bo1305bo
586bo$23b2o8bo189bo62bobo63bo267bo8b2o1285b2o8bo586bo8b2o$287bo62bobo
1801bobo$o350bo301bo1239bo260b4o60bobo325bo$o652bo1239bo262bo61b4o60bo
bo261bo$2220bo61b4o$2284bo2$22bo608bo1283bo608bo$22bo608bo1283bo376b2o
230bo$33bo586bo1305bo301b2o63bo219bo$23b2o8bo586bo8b2o1285b2o8bo237b2o
63bo63bo219bo8b2o$2165bo63bo$o652bo1239bo271bo380bo$o652bo1239bo652bo
4$22bo608bo1283bo608bo$22bo608bo1283bo608bo$33bo586bo1305bo586bo$23b2o
8bo586bo8b2o1285b2o8bo586bo8b2o2$o652bo1239bo652bo$o652bo1239bo652bo3$
447bo2bo$22bo360bo2bo244bo1283bo608bo$22bo296bo2bo125b3o180bo1283bo
608bo$33bo350b3o233bo1305bo586bo$23b2o8bo286b3o297bo8b2o1285b2o8bo586b
o8b2o2$o652bo1239bo652bo$o652bo1239bo652bo2$194bobo$194bo2bo60bobo
1868bo$22bo235bo2bo60bobo306bo1283bo211bob2o62bo330bo$22bo299bo2bo305b
o1283bo211bobo61bob2o62bo266bo$33bo586bo1305bo201bo62bobo61bob2o254bo$
23b2o8bo586bo8b2o1285b2o8bo265bo62bobo255bo8b2o$2256bo$o652bo1239bo
652bo$o652bo1239bo652bo2$2320bo$2256bo63b2o$22bo608bo1283bo276bo63b2o
62bo203bo$22bo608bo1283bo276b2o62bo62bo204bo$33bo586bo1305bo265bo62bo
257bo$23b2o8bo586bo8b2o1285b2o8bo264bo321bo8b2o2$o652bo1239bo652bo$o
652bo1239bo652bo4$22bo608bo1283bo608bo$22bo608bo1283bo608bo$33bo586bo
1305bo586bo$23b2o8bo586bo8b2o1285b2o8bo586bo8b2o2$o652bo1239bo652bo$o
652bo1239bo652bo2$474bobo$410bobo60b4o$22bo323bobo60b4o61bo156bo1283bo
608bo$22bo322b4o61bo220bo1283bo608bo$33bo312bo273bo1305bo586bo$23b2o8b
o586bo8b2o1285b2o8bo586bo8b2o2$o168b2o482bo1239bo205bo446bo$o168bo63b
2o418bo1239bo205bo63bo382bo$169bo63bo63b2o1800bo63bo63bo$233bo63bo
1802bo62bo63bo$297bo1866bo62bo$22bo608bo1283bo312bo295bo$22bo608bo
1283bo608bo$33bo586bo1305bo586bo$23b2o8bo586bo8b2o1285b2o8bo586bo8b2o
2$o652bo1239bo452bo199bo$o652bo1239bo388bo64b2o197bo$2218bo64b2o$2219b
2o2$22bo608bo1283bo608bo$22bo608bo1283bo608bo$33bo586bo1305bo586bo$23b
2o8bo586bo8b2o1285b2o8bo586bo8b2o2$o652bo1239bo652bo$o652bo1239bo652bo
4$22bo608bo1283bo608bo$22bo608bo1283bo608bo$33bo586bo1305bo586bo$23b2o
8bo467bo118bo8b2o1285b2o8bo586bo8b2o$437bo62b2obo$o372bo62b2obo61bobo
149bo1239bo652bo$o371b2obo61bobo62bo150bo1239bo652bo$373bobo62bo$374bo
2$22bo608bo1283bo608bo$22bo608bo1283bo608bo$33bo108bo477bo1305bo586bo$
23b2o8bo107b2o63bo413bo8b2o1285b2o8bo146b3o437bo8b2o$142bo62b2o63bo
1866b3o$o142bo62bo62b2o382bo1239bo179b2o126b3o342bo$o206bo62bo382bo
1239bo243b2o407bo$271bo1929b2o3$22bo608bo1283bo608bo$22bo608bo1283bo
456bo2bo148bo$33bo586bo1305bo381bo2bo201bo$23b2o8bo586bo8b2o1285b2o8bo
317bo2bo125b3o137bo8b2o$2309b3o$o652bo1239bo351b3o298bo$o652bo1239bo
652bo4$22bo608bo1283bo608bo$22bo608bo1283bo608bo$33bo586bo1305bo586bo$
23b2o8bo586bo8b2o1285b2o8bo586bo8b2o2$o652bo1239bo652bo$o652bo1239bo
652bo3$531bo$22bo444bo63bo99bo1283bo608bo$22bo380bo63bo63bo99bo1283bo
608bo$33bo369bo63bo62bo89bo1305bo586bo$23b2o8bo369bo62bo153bo8b2o1285b
2o8bo586bo8b2o$402bo$o652bo1239bo652bo$o652bo1239bo652bo3$116bo$22bo
91b2o64bo450bo1283bo131b2o475bo$22bo155b2o64bo386bo1283bo131b2o62b2o
411bo$33bo208b2o376bo1305bo122bo61b2o62b2o336bo$23b2o8bo586bo8b2o1285b
2o8bo120b2o64bo61b2o336bo8b2o$2111b2o64bo$o652bo1239bo281b2o369bo$o
652bo1239bo652bo4$22bo608bo1283bo483bobo122bo$22bo608bo1283bo419bobo
60b4o122bo$33bo586bo1305bo344bobo60b4o61bo113bo$23b2o8bo586bo8b2o1285b
2o8bo343b4o61bo177bo8b2o$2271bo$o652bo1239bo652bo$o652bo1239bo652bo4$
22bo608bo1283bo608bo$22bo608bo1283bo608bo$33bo586bo1305bo586bo$23b2o8b
o586bo8b2o1285b2o8bo586bo8b2o2$o652bo1239bo652bo$o652bo1239bo652bo$
555b3o$491b3o$427b3o126b2o$22bo469b2o137bo1283bo608bo$22bo405b2o201bo
1283bo608bo$33bo586bo1305bo586bo$23b2o8bo586bo8b2o1285b2o8bo586bo8b2o
2$o86bo2bo562bo1239bo652bo$o150bo2bo498bo1239bo652bo$87b3o125bo2bo
1802bo$151b3o1865bobo63bo$215b3o1802bo62bobo63bo$22bo608bo1283bo168bo
62bobo374bo$22bo608bo1283bo232bo375bo$33bo586bo1305bo586bo$23b2o8bo
586bo8b2o1285b2o8bo586bo8b2o2$o652bo1239bo532bo119bo$o652bo1239bo468bo
62b2obo117bo$2298bo62b2obo61bobo$2297b2obo61bobo62bo$2298bobo62bo$22bo
608bo1283bo383bo224bo$22bo608bo1283bo608bo$33bo586bo1305bo586bo$23b2o
8bo586bo8b2o1285b2o8bo586bo8b2o2$o652bo1239bo652bo$o652bo1239bo652bo4$
22bo608bo1283bo608bo$22bo608bo1283bo608bo$33bo586bo1305bo586bo$23b2o8b
o586bo8b2o1285b2o8bo586bo8b2o$582b2o$o517b2o62b2o69bo1239bo652bo$o453b
2o62b2o61bo71bo1239bo652bo$454b2o61bo64b2o$453bo64b2o$454b2o$22bo608bo
1283bo608bo$22bo608bo1283bo608bo$33bo586bo1305bo586bo$23b2o8bo586bo8b
2o1285b2o8bo586bo8b2o$61bobo1927bobo$o60b4o60bobo525bo1239bo97bo2bo60b
obo488bo$o62bo61b4o60bobo461bo1239bo161bo2bo60bobo424bo$127bo61b4o
1926bo2bo$191bo2$22bo608bo1283bo608bo$22bo608bo1283bo540bo67bo$33bo
586bo1305bo465bo63bo56bo$23b2o8bo586bo8b2o1285b2o8bo401bo63bo63bo56bo
8b2o$2328bo63bo62bo$o652bo1239bo434bo62bo154bo$o652bo1239bo433bo218bo
4$22bo608bo1283bo608bo$22bo608bo1283bo608bo$33bo586bo1305bo586bo$23b2o
8bo586bo8b2o1285b2o8bo586bo8b2o2$o652bo1239bo652bo$o652bo1239bo652bo4$
22bo608bo1283bo608bo$22bo586bo21bo1283bo608bo$33bo511bo63bobo8bo1305bo
586bo$23b2o8bo447bo63bobo62bo9bo8b2o1285b2o8bo586bo8b2o$481bobo62bo$o
481bo170bo1239bo652bo$o652bo1239bo652bo3$33bo$22bo9bobo65bo530bo1283bo
608bo$22bo9bobo63bob2o62bo466bo1283bo50b2o556bo$33bo64bobo61bob2o454bo
1305bo39bo63b2o481bo$23b2o74bo62bobo455bo8b2o1285b2o8bo39bo63bo63b2o
417bo8b2o$163bo1866bo63bo$o652bo1239bo200bo451bo$o652bo1239bo652bo3$
2480b3o$22bo608bo1283bo500b3o105bo$22bo608bo1283bo436b3o126b2o41bo$
1926bo490b2o94bo$23b2o604b2o1285b2o8bo426b2o158bo8b2o2$o652bo1239bo
652bo$o652bo1239bo652bo4$22bo608bo1283bo608bo$22bo608bo1283bo608bo$
1926bo586bo$23b2o604b2o1285b2o8bo586bo8b2o2$o652bo1239bo652bo$o652bo
1239bo652bo3$573bobo$22bo486bobo60bo2bo55bo1283bo608bo$22bo485bo2bo
119bo1283bo608bo$1926bo586bo$23b2o604b2o1285b2o8bo586bo8b2o2$o652bo
1239bo652bo$o69bo582bo1239bo652bo$70bo63bo$70bo63bo1804bo$71bo62bo
1803b2o63bo$22bo112bo495bo1283bo23bo62b2o63bo456bo$22bo608bo1283bo24bo
62bo62b2o456bo$1926bo77bo62bo445bo$23b2o604b2o1285b2o8bo141bo444bo8b2o
2$o652bo1239bo652bo$o652bo1239bo613b2o37bo$2443b2o62b2o$2379b2o62b2o
61bo$2379b2o61bo64b2o$22bo608bo1283bo462bo64b2o79bo$22bo608bo1283bo
463b2o143bo$1926bo586bo$23b2o604b2o1285b2o8bo586bo8b2o2$o652bo1239bo
652bo$o652bo1239bo652bo4$22bo608bo1283bo608bo$22bo608bo1283bo608bo2$
23b2o604b2o1285b2o604b2o2$o652bo1239bo652bo$o598b2o52bo1239bo652bo$
535b2o63bo$536bo63bo$536bo$22bo608bo1283bo608bo$22bo608bo1283bo608bo2$
23b2o604b2o1285b2o604b2o$44b3o$o107b3o542bo1239bo652bo$o43b2o607bo
1239bo83bo568bo$108b2o1865b2o64bo$2039b2o2$22bo608bo1283bo608bo$22bo
608bo1283bo608bo2$23b2o604b2o1285b2o604b2o$2470bo$o652bo1239bo512bo63b
obo73bo$o652bo1239bo512bobo62bo74bo$2407bo3$22bo608bo1283bo608bo$22bo
608bo1283bo608bo2$23b2o604b2o1285b2o604b2o2$o652bo1239bo652bo$o652bo
1239bo652bo4$22bo608bo1283bo608bo$22bo608bo1283bo608bo2$25b2o600b2o
1287b2o604b2o$563bo$o562b2o88bo1239bo652bo$o562bo89bo1239bo652bo$562bo
3$22bo608bo1283bo608bo$22bo608bo1283bo608bo$82b2o1864bo2bo$25b2o55b2o
543b2o1287b2o94bo2bo506b2o$84bo1863b3o$o81b2o569bo1239bo118b3o531bo$o
652bo1239bo652bo4$22bo608bo1283bo608bo$22bo608bo1283bo582bobo23bo$
2434bobo60bo2bo$25b2o600b2o1287b2o515bo2bo85b2o2$o652bo1239bo652bo$o
652bo1239bo652bo4$22bo608bo1283bo608bo$22bo608bo1283bo608bo2$25b2o600b
2o1287b2o604b2o2$o652bo1239bo652bo$o652bo1239bo652bo4$22bo608bo1283bo
608bo$22bo566bo41bo1283bo608bo$590b2o$25b2o600b2o1287b2o604b2o2$o652bo
1239bo652bo$o652bo1239bo652bo3$56bo$22bo31bobo574bo1283bo608bo$22bo32b
o575bo1283bo6bobo599bo$1922b4o60bobo$25b2o600b2o1287b2o6bo61b4o530b2o$
1988bo$o652bo1239bo652bo$o652bo1239bo652bo3$2460b2o$22bo608bo1283bo
545bo62bo$22bo608bo1283bo545bo62bo2$25b2o600b2o1289b2o600b2o2$o652bo
1239bo652bo$o652bo1239bo652bo4$22bo608bo1283bo608bo$22bo608bo1283bo
608bo2$25b2o600b2o1289b2o600b2o2$o652bo1239bo652bo$o652bo1239bo652bo$
615bo2bo2$616b3o$22bo608bo1283bo608bo$22bo608bo1283bo608bo$25b4o$25bo
2b2o597b2o1289b2o600b2o$28b2o$o25b3o624bo1239bo652bo$o652bo1239bo652bo
$1961bo$1959bob2o$1959bobo$1915bo44bo563bo$1915bo608bo2$1918b2o600b2o
2$o652bo1239bo652bo$o652bo1239bo594bo57bo$2488b2o$2488bo$2487bo$1915bo
608bo$1915bo608bo2$1918b2o600b2o2$o652bo1239bo652bo$o652bo1239bo652bo
4$1915bo608bo$1915bo608bo2$1918b2o600b2o2$o652bo1239bo652bo$o652bo
1239bo652bo4$1915bo608bo$1915bo608bo2$1918b2o11bo588b2o$1931bo$o652bo
1239bo37bo614bo$o652bo1239bo38bo613bo4$1915bo608bo$1915bo608bo2$1918b
2o594bo5b2o$2515b2o$o652bo1239bo652bo$o652bo1239bo652bo9$o652bo1239bo
652bo$o652bo1239bo652bo9$o652bo1239bo652bo$o652bo1239bo652bo9$o652bo
1239bo652bo$o652bo1239bo652bo9$o652bo1239bo652bo$o652bo1239bo652bo9$o
652bo1239bo652bo$o652bo1239bo652bo9$o652bo1239bo652bo$o652bo1239bo652b
o9$o652bo1239bo652bo$o652bo1239bo652bo9$o652bo1239bo652bo$o652bo1239bo
652bo9$o652bo1239bo652bo$o652bo1239bo652bo9$o652bo1239bo652bo$o652bo
1239bo652bo9$o652bo1239bo652bo$o652bo1239bo652bo9$o652bo1239bo652bo$o
652bo1239bo652bo9$o652bo1239bo652bo$o652bo1239bo652bo9$o652bo1239bo
652bo$o652bo1239bo652bo9$o652bo1239bo652bo$o652bo1239bo652bo9$o652bo
1239bo652bo$o652bo1239bo652bo9$o652bo1239bo652bo$o652bo1239bo652bo9$o
652bo1239bo652bo$o652bo1239bo652bo9$o652bo1239bo652bo$o652bo1239bo652b
o9$o652bo1239bo652bo$o652bo1239bo652bo9$o652bo1239bo652bo$o652bo1239bo
652bo9$o652bo1239bo652bo$o652bo1239bo652bo9$o652bo1239bo652bo$o652bo
1239bo652bo9$o652bo1239bo652bo$o652bo1239bo652bo9$o652bo1239bo652bo$o
652bo1239bo652bo9$o652bo1239bo652bo$o652bo1239bo652bo9$o652bo1239bo
652bo$o652bo1239bo652bo9$o652bo1239bo652bo$o652bo1239bo652bo9$o652bo
1239bo652bo$o652bo1239bo652bo9$o652bo1239bo652bo$o652bo1239bo652bo9$o
652bo1239bo652bo$o652bo1239bo652bo9$o652bo1239bo652bo$o652bo1239bo652b
o9$o652bo1239bo652bo$o652bo1239bo652bo9$o652bo1239bo652bo$o652bo1239bo
652bo9$o652bo1239bo652bo$o652bo1239bo652bo$1129bo$1128bobo361bo3bo$
1493bobo2$1129bo$1127bo3bo361bobo$1128bobo361bo3bo2$o652bo475bo763bo
652bo$o652bo473b5o345bo415bo652bo$1128bobo345bobo$1128bobo345bobo$
1129bo346bobo$1476b3o$1120b2ob2o9b2ob2o343b2o9bobo$1476b3o14bobo$1475b
2ob2o11b7o$1492bo3bo$o652bo822bobo414bo652bo$o652bo1239bo652bo$1112bo
380bobo$1111bobo380bo$1111bobo23bo331bo$1111bobo23bo331bo$1476b3o$
1502bo$1108b2o392bo$1110bo3b2ob2o$o652bo454b3o3b2o361bo415bo652bo$o
652bo455b2o3b2o360b2o415bo652bo$1477bobo$1478bobo$1137bo331bo5b2o$
1137bo331bo5b2ob2o$1477bo$1104bo397bo$1104bo397bo2$o652bo1239bo652bo$o
652bo1239bo652bo$1126bo353bo$1126bo353bo$1137bo331bo$1127b2o8bo331bo8b
2o5$o652bo1239bo652bo$o652bo1239bo652bo$1126bo353bo$1126bo353bo$1137bo
331bo$1127b2o8bo331bo8b2o2$1115bo401bobo$1112b3o402bobo$1113bo402b2ob
2o$o652bo450bobo409bobobo372bo652bo$o652bo450bobo410bobo373bo652bo$
1103b2ob2o18bo353bo37bo$1104bobo19bo353bo$1105bo378bo32bobo$1483bob2o$
1101b3o3b3o373bob2o7bo22bobo$1100bo9bo381b5o9b2o9b3o$1101bo2bobo2bo
384bo$1500bobo7bo15bo$o652bo846bobo9b2o9b2o368bo652bo$o652bo847bo8bo
15bo366bo652bo$1499bo3bo3$1113bo379bo5b5o$1113bo379bo5b2ob2o2$1526bo$
1501bo24bo$o652bo433bobo3b2o405bobo390bo652bo$o652bo433bobo410bobo390b
o652bo$1088bo3$1113bo379bo$1113bo379bo13bobo$1507b4o$1080bo428bo16bo$
1080bo445bo$o652bo1239bo652bo$o652bo433bobo803bo652bo$1087bobo$1088bo
13bo401bo$1088bo13bo36bo364bo$1087bobo23bo26bo352bo$1087bobo13b2o8bo
26bo352bo8b2o2$1080bo$1080bo$o652bo1239bo652bo$o652bo1239bo652bo$1458b
2o$1102bo354bo46bo17b2o$1102bo355bo45bo16bo$1113bo379bo28bo$1103b2o8bo
379bo8b2o4$o652bo1239bo652bo$o652bo1239bo652bo$1542bo$1102bo401bo36b3o
$1102bo2bo398bo36b3o$1080bobo30bo$1080bobo20bo9bo411bo15bobo$1079b2ob
2o21bo415bo7bo12bo$1079bobobo433bo15bo8bo$1106b3o409b2o11b2o8bobo$o
652bo425bobobo435bo11bo361bo652bo$o652bo451bo2bo413b2o3b2o12b3o349bo
652bo$1541b3o$1525bo16bo$1522bobobobo2$1087bobo427bo7bo$1085bobo429bo
6bobo$1084bob2o436bobo$1074b2o9bo445b2o7bobobo$o652bo402bo15bobo11bo2b
o75bo727bo652bo$o652bo402bob2o9b2obobo12bo13bo65bo372bobobo348bo652bo$
1056bo6b3o6bo30bo63bo372b2ob2o$1103bo61bobo373bobo$1101bobo437bobo2$
1063b3o23bo427bo$1064bo24bo427bo$1062b5o$1056bo7bo366bo118bo$o652bo
402bo375bo62bo54bo342bo652bo$o652bo410bo431bo396bo652bo$1063bobo365b2o
$1063bobo429b2o$1078bo449bo$1078bo449bo$1089bo427bo$1079b2o8bo427bo8b
2o2$1056bo493bo$o652bo402bo493bo342bo652bo$o652bo1239bo652bo3$1078bo
449bo$1078bo449bo$1089bo427bo$1079b2o8bo427bo8b2o3$o652bo1239bo652bo$o
652bo1239bo652bo3$1078bo449bo$1078bo449bo$1089bo105bo321bo$1079b2o8bo
41bo62b3o320bo8b2o37bobo$1067bo62b3o62bo369bobo$1066b3o62bo62b2o368b2o
b2o$o652bo402bobo8bo62b2o433bobo325bo652bo$o652bo402bobo7b2o825bo652bo
$1055b2ob2o$1055bobobo$1055bobobo18bo449bo37bo$1055bobobo18bo449bo36b
3o$1405bo122b2o36bo$1403b3o63bo96bo$1051b2obo5bob2o403b3o63bo31bobo$
1050bo4b5o4bo466b3o14bobo3b2o8b2ob2o$o652bo397b3o7b3o484bobo14bobo325b
o652bo$o652bo398bo9bo486bo15bobo325bo652bo6$1065bo475bo$1065bo475bo2$o
652bo385bobo506bobo23bo318bo652bo$o652bo385bobo506bobo23bo318bo652bo$
1040bo4b2o502bo$1549bo$1040bo507bobo$1040bo507bobo$1040bo$1065bo475bo
12b3o$1065bo475bo$1554b2o$o652bo378bo541bo318bo652bo$o652bo378bo6bobo
532bo318bo652bo2$1220bo$1039bobo114bo62b3o$1040bo13bo37bo62b3o64bo329b
o$1040bo13bo36b3o64bo61b2o330bo$1039bobo23bo28bo61b2o383bo$1055b2o8bo
26b2o447bo8b2o2$o652bo378bo6bobo532bo318bo652bo$o652bo378bo541bo318bo
652bo2$1375bo$1376b3o60bo$1054bo322bo62b3o60bo48bo$1054bo386bo62b3o45b
o$1065bo439bo35bo$1055b2o8bo475bo8b2o2$o652bo378bo541bo318bo652bo$o
652bo378bo541bo318bo652bo4$1054bo497bo$1054bo497bo$1065bo475bo$1055b2o
8bo475bo8b2o2$o652bo378bo541bo318bo652bo$o652bo378bo541bo318bo652bo4$
1054bo497bo$1054bo497bo$1065bo475bo$1055b2o8bo475bo8b2o2$o652bo378bo
541bo318bo652bo$o652bo378bo541bo318bo652bo2$1248bo$1184bo60b3o$1054bo
65bo60b3o368bo$1054bo62b3o432bo$1065bo475bo$1055b2o8bo475bo8b2o2$o652b
o378bo318bo222bo318bo652bo$o652bo378bo317bo64bo158bo318bo652bo$1350bo
63bo64bo$1414bo63bo$1478bo$1054bo497bo$1054bo497bo$1065bo475bo$1055b2o
8bo475bo8b2o2$o652bo378bo541bo318bo652bo$o652bo378bo541bo318bo652bo4$
1054bo497bo$1054bo497bo$1065bo475bo$1055b2o8bo475bo8b2o2$o652bo378bo
541bo318bo652bo$o652bo378bo541bo318bo652bo4$1054bo497bo$1054bo497bo$
1065bo475bo$1055b2o8bo207bo267bo8b2o$1209bo63bobo$o652bo378bo112bo63bo
bo61bobo298bo318bo652bo$o652bo378bo112bobo61bobo362bo318bo652bo$1145bo
bo3$1054bo497bo$1054bo270bo226bo$1065bo257bo65bo151bo$1055b2o8bo257bo
63bo65bo87bo8b2o$1323bobo61bo63bo$o652bo378bo354bobo61bo122bo318bo652b
o$o652bo378bo418bobo120bo318bo652bo4$1054bo497bo$1054bo497bo$1065bo
475bo$1055b2o8bo475bo8b2o2$o652bo378bo541bo318bo652bo$o652bo378bo541bo
318bo652bo4$1054bo497bo$1054bo497bo$1065bo475bo$1055b2o8bo475bo8b2o2$o
652bo378bo541bo318bo652bo$o652bo378bo541bo318bo652bo3$1302bo$1054bo
183bo61b2obo248bo$1054bo119bo61b2obo60b2obo248bo$1065bo106b2obo60b2obo
301bo$1055b2o8bo106b2obo365bo8b2o2$o652bo378bo541bo318bo652bo$o652bo
378bo541bo318bo652bo$1295bo$1294b3o62bo$1295bo62b3o62bo$1054bo240b2o
62bo62b3o127bo$1054bo304b2o62bo128bo$1065bo357b2o116bo$1055b2o8bo475bo
8b2o2$o652bo378bo541bo318bo652bo$o652bo378bo541bo318bo652bo4$1054bo
497bo$1054bo497bo$1065bo475bo$1055b2o8bo475bo8b2o2$o652bo378bo541bo
318bo652bo$o652bo378bo541bo318bo652bo4$1054bo497bo$1054bo497bo$1065bo
475bo$1055b2o8bo475bo8b2o2$o652bo378bo541bo318bo652bo$o652bo378bo541bo
318bo652bo$1327b2o$1263b2o64bo$1199b2o64bo62bo$1054bo146bo62bo287bo$
1054bo145bo351bo$1065bo475bo$1055b2o8bo475bo8b2o$1270bo$o652bo378bo
236b3o62bo239bo318bo652bo$o652bo378bo235bo64b3o62bo175bo318bo652bo$
1269b2o61bo64b3o$1333b2o61bo$1397b2o$1054bo497bo$1054bo497bo$1065bo
475bo$1055b2o8bo475bo8b2o2$o652bo378bo541bo318bo652bo$o652bo378bo541bo
318bo652bo4$1054bo497bo$1054bo497bo$1065bo475bo$1055b2o8bo475bo8b2o2$o
652bo378bo541bo318bo652bo$o652bo378bo541bo318bo652bo4$1054bo497bo$
1054bo497bo$1065bo475bo$1055b2o8bo475bo8b2o$1355bo$o652bo378bo258bo62b
o219bo318bo652bo$o652bo378bo194bo62bo283bo318bo652bo$1226bo127b2o$
1290b2o$1226b2o$1054bo497bo$1054bo497bo$1065bo475bo$1055b2o8bo475bo8b
2o$1242bo$o652bo378bo210b3o60bo267bo318bo652bo$o652bo378bo274b3o60bo
203bo318bo652bo$1371b3o3$1054bo497bo$1054bo497bo$1065bo475bo$1055b2o8b
o475bo8b2o2$o652bo378bo541bo318bo652bo$o652bo378bo541bo318bo652bo4$
1054bo497bo$1054bo497bo$1065bo475bo$1055b2o8bo475bo8b2o2$o652bo378bo
541bo318bo652bo$o652bo378bo541bo318bo652bo4$1054bo497bo$1054bo326bo
170bo$1065bo251bo63b3o157bo$1055b2o8bo187bo63b3o221bo8b2o$1253b3o$o
652bo378bo541bo318bo652bo$o652bo378bo541bo318bo652bo3$1217bo$1054bo
160bobo63bo270bo$1054bo160bobo61bobo63bo206bo$1065bo213bobo61bobo195bo
$1055b2o8bo277bobo195bo8b2o2$o652bo378bo541bo318bo652bo$o652bo378bo
541bo318bo652bo4$1054bo497bo$1054bo497bo$1065bo475bo$1055b2o8bo475bo8b
2o2$o652bo378bo541bo318bo652bo$o652bo378bo541bo318bo652bo4$1054bo497bo
$1054bo497bo$1065bo475bo$1055b2o8bo475bo8b2o2$o652bo378bo541bo318bo
652bo$o652bo378bo541bo318bo652bo2$1411bo$1347bo60b3o$1054bo228bo60b3o
62bo142bo$1054bo225b3o62bo206bo$1065bo215bo259bo$1055b2o8bo475bo8b2o2$
o652bo378bo155bo385bo318bo652bo$o652bo378bo154bob2o61bo321bo318bo652bo
$1187bob2o60bob2o61bo$1251bob2o60bob2o$1315bob2o$1054bo497bo$1054bo
497bo$1065bo475bo$1055b2o8bo475bo8b2o2$o652bo378bo541bo318bo652bo$o
652bo378bo541bo318bo652bo4$1054bo497bo$1054bo497bo$1065bo475bo$1055b2o
8bo475bo8b2o2$o652bo378bo541bo318bo652bo$o652bo378bo541bo318bo652bo4$
1054bo497bo$1054bo497bo$1065bo475bo$1055b2o8bo475bo8b2o2$o652bo378bo
402bo138bo318bo652bo$o652bo378bo338bo64bo137bo318bo652bo$1307bo64bo63b
o$1308bo63bo$1308bo$1054bo497bo$1054bo497bo$1065bo475bo$1055b2o8bo96b
2o377bo8b2o$1161bo64b2o$o652bo378bo129bo62bo64b2o282bo318bo652bo$o652b
o378bo193bo62bo284bo318bo652bo$1290bo3$1054bo497bo$1054bo497bo$1065bo
475bo$1055b2o8bo475bo8b2o2$o652bo378bo541bo318bo652bo$o652bo378bo541bo
318bo652bo4$1054bo497bo$1054bo497bo$1065bo475bo$1055b2o8bo475bo8b2o2$o
652bo378bo541bo318bo652bo$o652bo378bo541bo318bo652bo4$1054bo497bo$
1054bo406bo90bo$1065bo331bo65bo77bo$1055b2o8bo267bo65bo63bo77bo8b2o$
1335bo63bo61bobo$o652bo378bo302bo61bobo174bo318bo652bo$o652bo378bo300b
obo238bo318bo652bo4$1054bo80bo416bo$1054bo81bo62bo352bo$1065bo134bo62b
o277bo$1055b2o8bo69b2o127bo276bo8b2o$1199b2o$o652bo378bo230b2o309bo
318bo652bo$o652bo378bo541bo318bo652bo4$1054bo497bo$1054bo497bo$1065bo
475bo$1055b2o8bo475bo8b2o2$o652bo378bo541bo318bo652bo$o652bo378bo541bo
318bo652bo4$1054bo497bo$1054bo497bo$1065bo475bo$1055b2o8bo475bo8b2o2$o
652bo378bo541bo318bo652bo$o652bo378bo541bo318bo652bo$1491bo$1427bo62b
3o$1363bo62b3o62bo$1054bo307b3o62bo62b2o60bo$1054bo308bo62b2o124bo$
1065bo296b2o177bo$1055b2o8bo475bo8b2o2$o652bo378bo541bo318bo652bo$o
652bo378bo541bo318bo652bo$1109bo$1107b3o63bo$1171b3o63bo$1054bo180b3o
314bo$1054bo497bo$1065bo475bo$1055b2o8bo475bo8b2o2$o652bo378bo541bo
318bo652bo$o652bo378bo541bo318bo652bo4$1054bo497bo$1054bo497bo$1065bo
475bo$1055b2o8bo475bo8b2o2$o652bo378bo541bo318bo652bo$o652bo378bo541bo
318bo652bo4$1054bo497bo$1054bo497bo$1065bo475bo$1055b2o8bo475bo8b2o$
1516bo$o652bo378bo419bo62b3o56bo318bo652bo$o652bo378bo355bo62b3o64bo
55bo318bo652bo$1387b3o64bo61b2o$1390bo61b2o$1388b2o$1054bo497bo$1054bo
497bo$1065bo475bo$1055b2o8bo475bo8b2o$1079bo$o1031bo47b3o60bo430bo318b
o652bo$o1031bo48bo62b3o60bo366bo318bo652bo$1145bo62b3o$1209bo2$1054bo
497bo$665bo2bo385bo497bo$665bobo397bo475bo$1055b2o8bo475bo8b2o2$o1031b
o541bo318bo652bo$o1031bo541bo318bo652bo4$1054bo497bo$1054bo497bo2$
1055b2o493b2o2$o1031bo541bo318bo652bo$o1031bo541bo318bo652bo$694bo$
693bobo$695bo$1054bo497bo$1054bo497bo2$1055b2o493b2o$1544bo$o1031bo
447bo60b3o30bo318bo652bo$o1031bo383bo60b3o94bo318bo652bo$1413b3o$1061b
o$1061bo$1552bo$1552bo$1057bo61bo$721b2o329b4ob2o59bo64bo366b2o$723bo
328bo4bo60bo63bo$o720b2o309bo20b2o127bo391bo971bo$o720b2o309bo541bo
971bo5$1059b2o485b2o328bo$1877bo$1877b2o$1877bo$o1031bo541bo971bo$o
1031bo541bo971bo5$747b2o310b2o485b2o2$747b3o2$o1031bo541bo971bo$o1031b
o541bo971bo3$1850bo$1505bo344bo$1059b2o380bo63bobo38b2o301b2o$1441bobo
61bobo$1441bobo2$o1031bo541bo971bo$o1031bo541bo971bo2$774bo318bo$773bo
317bo65bo$773bo317bo63bo$773bo285b2o30bobo61bo390b2o$1155bobo3$o1031bo
541bo971bo$o1031bo541bo971bo$1822bo2bo$1823bobo3$1059b2o485b2o3$802bo$
o800bobo228bo541bo971bo$o800bob2o227bo541bo971bo$803bo4$1059b2o485b2o
2$1796bo$1795bobo$o1031bo541bo220bo750bo$o1031bo501bo39bo971bo$1470bo
61b2obo$1468b2obo60b2obo$1468b2obo$830bo$828b4o227b2o485b2o$828bobo2$
1063bo$o1031bo29b3o62bo446bo971bo$o1031bo30bo62b3o445bo971bo$1063b2o
62bo$1127b2o$1768b2o$1767bo$1059b2o485b2o220b2o$1768b2o3$o1031bo541bo
971bo$o1031bo541bo971bo3$854b3o2$854bo2bo4$o1031bo541bo971bo$o1031bo
541bo971bo$1742b2o2$1741b3o6$o1031bo462b2o77bo971bo$o880b2o149bo464bo
76bo971bo$883bo612bo5$1102bo$1101b3o$1100bo615bo$o1031bo68b2o471bo142b
o828bo$o1031bo541bo142bo828bo$1717bo4$910bo$909bo$908b2o$909bo$o1031bo
541bo971bo$o1031bo541bo971bo4$1688bo$1687bobo$1686b2obo$1687bo2$o1031b
o541bo971bo$o1031bo541bo971bo3$936bo$936bo$936b2o$1523bo$1522bo2$o
1031bo489b2o50bo971bo$o1031bo541bo85bo885bo$1659b4o$1660bobo4$1074bo$
1075b3o2$o1031bo541bo971bo$o1031bo541bo971bo$961bo2bo$961bobo7$o1031bo
541bo59b3o909bo$o1031bo541bo971bo$1633bo2bo6$990bo$989bobo$o990bo40bo
541bo971bo$o1031bo541bo971bo3$1549bo$1549b3o2$1608b2o$1607bo2$o1031bo
541bo971bo$o1031bo541bo971bo$1049bo$1047bobo$1017b2o28bobo$1019bo$
1017b2o$1017b2o3$o1031bo541bo971bo$o1031bo541bo971bo$1580bo$1581bo$
1581b2o$1581bo5$o2545bo$o2545bo9$o2545bo$o1578bo966bo$1576b3o$1577bo5$
1020bo$1019bob2o$o1018bob2o1523bo$o2545bo9$o2545bo$o2545bo9$o2545bo$o
2545bo7$1603bo$1604bo$o1603bo941bo$o2545bo5$994b2o$993bo$994bo2$o2545b
o$o2545bo9$o2545bo$o2545bo9$o2545bo$o2545bo3$1629bo$1631bo$1631bo$
1629bobo3$o2545bo$o2545bo2$967bo$968bo2$967b2o4$o2545bo$o2545bo9$o
2545bo$o2545bo9$o1658bo886bo$o1657b3o885bo$1659bo$1658b2o7$o940bo1604b
o$o938b3o1604bo9$o2545bo$o2545bo9$o2545bo$o2545bo6$1684bo$1683b3o$
1686bo$o1683b2o860bo$o2545bo6$911bo$912b3o$913bo$o2545bo$o2545bo9$o
2545bo$o2545bo9$o2545bo$o2545bo6$1712bo$1709b3o2$o2545bo$o2545bo3$887b
o$886bo$886bo4$o2545bo$o2545bo9$o2545bo$o2545bo9$o2545bo$o2545bo$1737b
o$1737bobo$1737bobo6$o860bo1684bo$o858bo1686bo$859bo$859bobo7$o2545bo$
o2545bo9$o2545bo$o2545bo7$1766bo$1764b2obo$o1763b2obo778bo$o2545bo5$
831bo$830b3o$831bo$831b2o$o2545bo$o2545bo9$o2545bo$o2545bo9$o2545bo$o
2545bo5$1791b2o$1793bo$1792bo2$o2545bo$o2545bo2$806bo$805b3o$804bo$
805b2o4$o2545bo$o2545bo9$o2545bo$o2545bo9$o2545bo$o2545bo2$1819bo$
1818bo2$1818b2o4$o2545bo$o2545bo2$778bo$779b3o6$o2545bo$o2545bo9$o
2545bo$o2545bo9$o1844bo700bo$o1844b3o698bo7$753bo$751bobo$o750bobo
1792bo$o2545bo9$o2545bo$o2545bo9$o2545bo$o2545bo6$1875bo$1872b3o$1873b
o$o2545bo$o2545bo3$724bo$723bob2o$723bob2o4$o2545bo$o2545bo9$o2545bo$o
2545bo9$o2545bo$o2545bo3$1899bo$1900bo$1900bo4$o2545bo$o2545bo$698b2o$
697bo$698bo6$o2545bo$o2545bo9$o2545bo$o2545bo9$o1924bo620bo$o1926bo
618bo$1927bo$1925bobo6$671bo$o671bo1873bo$o2545bo$671b2o8$o2545bo$o
2545bo9$o2545bo$o2545bo5$1955bo$1954b3o$1955bo$1954b2o$o2545bo$o2545bo
5$645bo$643b3o3$o2545bo$o2545bo9$o2545bo$o2545bo9$o2545bo$o2545bo2$
1980bo$1979b3o$1982bo$1980b2o4$o2545bo$o2545bo2$615bo$616b3o$617bo5$o
2545bo$o2545bo9$o2545bo$o2545bo9$o2545bo$o2545bo2$2008bo$2005b3o6$o
590bo1954bo$o589bo1955bo$590bo8$o2545bo$o2545bo9$o2545bo$o2545bo7$
2033bo$2033bobo$o2032bobo510bo$o2545bo5$565bo$563bo$563bo$563bobo$o
2545bo$o2545bo9$o2545bo$o2545bo9$o2545bo$o2545bo3$2062bo$2060b2obo$
2060b2obo4$o2545bo$o2545bo$535bo$534b3o$535bo$535b2o5$o2545bo$o2545bo
9$o2545bo$o2545bo9$o2545bo$o2545bo$2087b2o$2089bo$2088bo5$510bo$o508b
3o2034bo$o507bo2037bo$509b2o8$o2545bo$o2545bo9$o2545bo$o2545bo8$2115bo
$o2113bo431bo$o2545bo$2114b2o7$482bo$o482b3o2060bo$o2545bo9$o2545bo$o
2545bo9$o2545bo$o2545bo5$2141bo$2141b3o3$o2545bo$o2545bo3$457bo$455bob
o$455bobo4$o2545bo$o2545bo9$o2545bo$o2545bo9$o2545bo$o2545bo2$2171bo$
2168b3o$2169bo5$o427bo2117bo$o426bob2o2115bo$427bob2o8$o2545bo$o2545bo
9$o2545bo$o2545bo9$o2194bo350bo$o2195bo349bo$2196bo6$402b2o$401bo$o
401bo2143bo$o2545bo9$o2545bo$o2545bo9$o2545bo$o2545bo5$2221bo$2223bo$
2223bo$2221bobo$o2545bo$o2545bo4$375bo$376bo2$375b2o2$o2545bo$o2545bo
9$o2545bo$o2545bo9$o2545bo$o2545bo$2251bo$2250b3o$2251bo$2250b2o5$o
2545bo$o2545bo$349bo$347b3o7$o2545bo$o2545bo9$o2545bo$o2545bo8$2276bo$
o2274b3o268bo$o2277bo267bo$2276b2o7$319bo$o319b3o2223bo$o320bo2224bo9$
o2545bo$o2545bo9$o2545bo$o2545bo8$2304bo$o2300b3o242bo$o2545bo5$295bo$
294bo$294bo2$o2545bo$o2545bo9$o2545bo$o2545bo9$o2545bo$o2545bo3$2329bo
$2329bobo$2329bobo4$o2545bo$o2545bo$269bo$267bo$267bo$267bobo5$o2545bo
$o2545bo9$o2545bo$o2545bo9$o2357bo187bo$o2355b2obo186bo$2356b2obo6$
239bo$238b3o$o238bo2306bo$o238b2o2305bo9$o2545bo$o2545bo9$o2545bo$o
2545bo7$2383b2o$2385bo$o2383bo161bo$o2545bo4$214bo$213b3o$212bo$213b2o
2$o2545bo$o2545bo9$o2545bo$o2545bo9$o2545bo$o2545bo4$2411bo$2410bo2$
2410b2o2$o2545bo$o2545bo4$186bo$187b3o4$o2545bo$o2545bo9$o2545bo$o
2545bo9$o2545bo$o2545bo$2437bo$2437b3o7$o160bo2384bo$o158bobo2384bo$
159bobo8$o2545bo$o2545bo9$o2545bo$o2545bo8$2467bo$o2463b3o79bo$o2464bo
80bo5$132bo$131bob2o$131bob2o2$o2545bo$o2545bo9$o2545bo$o2545bo9$o
2545bo$o2545bo5$2491bo$2492bo$2492bo2$o2545bo$o2545bo3$106b2o$105bo$
106bo4$o2545bo$o2545bo9$o2545bo$o2545bo9$o2545bo$o2545bo$2517bo$2519bo
$2519bo$2517bobo5$o2545bo$o78bo2466bo$80bo2$79b2o6$o2545bo$o2545bo9$o
2545bo$o2545bo7$2546bo4bo$2545b3o2b3o$o2543bo8bo$o2544b3o2b3o$2546bo4b
o6$53bo$51b3o$o$o9$o$o9$o$o9$o$o4$23bo$24b3o$25bo3$o$o9$o$o9$o$o!

[I6_I6]

Simple clean 2R-to-8R over-unity reaction:

Code: Select all

x = 6, y = 12, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
4bo$5bo$5bo7$bo$bo$o!

(R stands for Ragulies)

[UnbihexiumFan]

Code: Select all

 x = 3, y = 15, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
bo$o$bo10$2bo$bo$2bo!

Code: Select all

x = 4, y = 11, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
3bo$2bo$3bo6$bo$o$bo!

Would it be possible to run a search program that just randomly places these 3-cell patterns, à la the various unofficial Catagolue symmetries called "corderize_test_stdin"?

R stands for Ragulies

What should the other patterns be abbreviated to? R is fine for raguly (and I probably would have come up with it myself), but if raguly is going to be abbreviated, surely others should be too. My proposals:

Code: Select all

x = 39, y = 29, rule = B2-ak3ik4c5k7e/S12-c3k4c6iHistory
3D$D$D$D$3D$5.A$4.A$5.A14$3D8.D10.D.D9.3D$D.D8.D10.D.D10.D$2D9.D10.2D
11.D$D.D8.D10.D.D10.D$D.D8.3D8.D.D9.3D$5.A9.A11.A10.A$4.A10.2A10.2A9.
A$4.A21.A!

(edit: fix)

Some shifting reactions between ragulies and p64s. Useful for more spaceship speeds?

Code: Select all

x = 89, y = 10, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
o59bo$b3o57b3o5$13bo10bo2bo$12bo10bo4bo44bo10bo2bo$13bo10bo2bo44bo10b
o4bo$73bo10bo2bo!

[I6_I6]

What should the other patterns be abbreviated to? R is fine for raguly (and I probably would have come up with it myself), but if raguly is going to be abbreviated, surely others should be too. My proposals:

Code: Select all

x = 39, y = 29, rule = B2-ak3ik4c5k7e/S12-c3k4c6iHistory
3D$D$D$D$3D$5.A$4.A$5.A14$3D8.D10.D.D9.3D$D.D8.D10.D.D10.D$2D9.D10.2D
11.D$D.D8.D10.D.D10.D$D.D8.3D8.D.D9.3D$5.A9.A11.A10.A$4.A10.2A10.2A9.
A$4.A21.A!

(edit: fix)

All of those have a name in Life. The raguly is the only one with a name specifically for this rule. In ordinary Life, the 'C' is called V spark, the 'L' is called pre-block, the 'K' is a pre-pond and the 'I' is a domino. It looks like you named them for their appearance, but I think we should use the names from Life to avoid confusion. However, I think the C/V spark needs a name specifically for this rule (instead of just calling it "the p64"), since it's important and very common.

[UnbihexiumFan]

What should the other patterns be abbreviated to? R is fine for raguly (and I probably would have come up with it myself), but if raguly is going to be abbreviated, surely others should be too. My proposals:

Code: Select all

x = 39, y = 29, rule = B2-ak3ik4c5k7e/S12-c3k4c6iHistory
3D$D$D$D$3D$5.A$4.A$5.A14$3D8.D10.D.D9.3D$D.D8.D10.D.D10.D$2D9.D10.2D
11.D$D.D8.D10.D.D10.D$D.D8.3D8.D.D9.3D$5.A9.A11.A10.A$4.A10.2A10.2A9.
A$4.A21.A!

(edit: fix)

All of those have a name in Life. The raguly is the only one with a name specifically for this rule. In ordinary Life, the 'C' is called V spark, the 'L' is called pre-block, the 'K' is a pre-pond and the 'I' is a domino. It looks like you named them for their appearance, but I think we should use the names from Life to avoid confusion. However, I think the C/V spark needs a name specifically for this rule (instead of just calling it "the p64"), since it's important and very common.

I was referring to abbreviations, not names. Domino, pre-block, and pre-pond are fine names, but if ever they need to be abbreviated these abbreviations could be used instead.

I have no name ideas for the p64, though I don't think it should be called the C/V spark since it isn't a spark. It's common 3-cell predecessor could be called the C/V-polyplet.

EDIT: on second thought, I can't think of any context where single-letter names for still lives would be useful.

EDIT2:

currently searching c/5o and c/6o with ikpx2

I gave up on ikpx2 for now since I've been having trouble. odd width 10 gives this partial:

Code: Select all

x = 19, y = 46, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
9bo$8b3o$9bo$8b3o$9bo$9bo2$6bo5bo$6bo2bo2bo$8bobo$8bobo2$4bobo5b
obo$3b3o7b3o$6bo5bo$5bobo3bobo$3bo4bobo4bo$5bob2ob2obo$bo4b3ob3o
4bo$2bo6bo6bo2$9bo$5bo3bo3bo$4bo2bo3bo2bo$4bo2bobobo2bo$4bo4bo4b
o$5b3o3b3o3$4bo9bo$4bob2o3b2obo$6bo5bo$5b3o3b3o$bob5o3b5obo$bo3b
3o3b3o3bo$2bo3bo5bo3bo$9bo$6bo5bo2$2bobo9bobo$bobobo7bobobo$6bob
obobo$o4bo7bo4bo$bo4b2obob2o4bo$2bo3bob3obo3bo$2b3o9b3o!

but no spaceships.
if qfind doesn't give me anything before I set the width so high that it segfaults I'll go back to ikpx2 and feed it qfind's longest partial as output.

[I6_I6]

Big collection of all the cool new stuff from Catagolue:

Code: Select all

x = 647, y = 252, rule = B2-ak3ik4c5k7e/S12-c3k4c6iHistory
53.3D17.3D17.D.D17.3D22.3D37.3D26.3D35.3D17.D.3D15.D.D17.D.3D18.D.3D
16.D.D.D14.D.3D15.D.3D15.3D.3D15.3D.3D16.3D.3D15.D.D.D.D21.3D.3D19.3D
.3D23.3D.3D33.D.3D.3D$55.D19.D17.D.D17.D24.D41.D26.D.D35.D.D17.D.D.D
15.D.D17.D3.D18.D3.D16.D.D.D14.D.D17.D3.D17.D.D.D17.D3.D18.D.D17.D.D.
D.D21.D5.D19.D5.D23.D.D.D.D33.D3.D.D.D$53.3D17.3D17.3D17.3D22.3D39.D
26.3D35.3D17.D.D.D15.D.D17.D.3D18.D.3D16.D.3D14.D.3D15.D3.D15.3D.D.D
15.3D.3D16.3D.3D15.3D.3D21.3D3.D19.3D.3D23.3D.D.D33.D.3D.D.D$53.D21.D
19.D19.D22.D.D39.D26.D.D37.D17.D.D.D15.D.D17.D.D20.D3.D16.D3.D14.D3.D
15.D3.D15.D3.D.D15.D3.D18.D3.D.D17.D3.D23.D3.D19.D.D.D25.D.D.D.D33.D.
D3.D.D$53.3D17.3D19.D17.3D22.3D39.D26.3D35.3D17.D.3D15.D.D17.D.3D18.D
.3D16.D3.D14.D.3D15.D3.D15.3D.3D15.3D.3D16.3D.3D17.D3.D21.3D3.D19.3D.
3D23.3D.3D33.D.3D.3D3$42.566D8$112.A26.A67.A100.A4.A75.A38.A$111.2A2.
A21.A.A.2A64.A4.A90.A9.A74.2A37.2A7.A$136.2A67.A.A.2A.A89.2A.A2.A76.
2A3.A43.A.2A$113.A91.A$110.2A.A21.2A2.A69.2A97.A77.2A2.A41.A$113.A.A.
2A85.2A227.A45.A$115.A20.A250.A91.A$136.A69.A180.A92.A$23.4D4.D174.A
347.A2.A4.A.A3.A$22.D4.D2.2D521.A8.A6.A$21.D9.D522.A2.A5.2A3.A$21.D9.
D455.A$21.D9.D448.A3.A2.A$21.D9.D447.A79.A23.A$21.D9.D440.A7.A3.A74.A
23.A$22.D4.D3.D440.A$23.4D3.3D273.A2.A$307.2A$302.A10.A$302.A10.A$
477.2A$478.A$305.2A$477.A.A2$476.A.A$476.A.A9$42.566D5$57.A32.A3.A$
54.2A.2A11.A.A17.A3.A38.A$133.A2.A$55.A.A10.A.A.A.A16.A.A43.A$51.A5.A
33.A.A38.2A2.A$51.A.A14.A.A.A.A15.A3.A$90.A3.A$50.2A.2A15.A.A68.A$51.
A88.A.A$5.5D5.4D11.D50.A$5.D4.D3.D4.D9.2D$5.D5.D2.D4.D10.D48.A3.A56.A
.2A$5.D5.D2.D4.D10.D109.A$5.D5.D3.4D11.D46.A3.A$5.D5.D2.D4.D10.D$5.D
5.D2.D4.D10.D44.A3.A$5.D4.D3.D4.D10.D$5.5D5.4D3.5D2.3D41.A3.A2$71.A3.
A2$69.A3.A2$71.A6$42.566D5$206.A95.A9.A$207.2A97.A$7.4D7.D11.D181.A
92.A$6.D4.D5.2D10.2D176.A.A.A94.A3.A$5.D10.D.D11.D174.A2.A2.A97.A.A$
5.D9.D2.D11.D174.A.A.A97.A$5.D8.D3.D11.D173.A98.A.A$5.D8.6D10.D177.2A
94.A3.A$5.D12.D11.D179.A98.A$6.D4.D6.D11.D277.A$7.4D7.D3.5D2.3D270.A
9.A6$42.566D6$91.2A148.A2.A4.A2.A$94.A2.2A142.A10.A$93.A152.2A$70.A4.
A18.A2.A$5D8.D18.4D55.2A4.A146.A4.A$D4.D6.2D17.D4.D31.A3.2A3.A$D5.D4.
D.D12.D4.D4.D$D5.D3.D2.D12.D9.D33.A4.A$D5.D2.D3.D10.5D6.D$D5.D2.6D11.
D7.D57.A$D5.D6.D12.D6.D57.2A$D4.D7.D18.D62.A2.2A$5D8.D3.5D9.6D57.A$
95.A2.A$91.2A5.A$92.A5$42.566D3$140.A$137.2A.A66.A$147.2A59.2A10.A60.
2A$150.A.A59.A6.A.A65.A5.A$129.2A2.A4.A.A9.A.2A52.A4.A8.A2.A62.A6.A$
134.A4.A11.A54.A4.A75.2A80.A$130.A2.A15.2A.2A51.A15.A.A145.A$130.A19.
A57.2A73.A123.A$143.A10.A55.A70.A.A7.A76.2A37.A3.A.A$140.A2.A10.A127.
A7.A.A76.A44.A$6.4D7.D14.D101.A4.A150.A81.A.A40.2A$5.D4.D5.2D13.2D
100.A.A4.A2.2A79.A143.3A.A.A.2A29.A7.A$4.D10.D.D12.D.D173.A17.A.2A57.
2A85.A.A30.2A$4.D9.D2.D11.D2.D117.A54.2A7.A6.2A.A55.A6.A81.A4.A31.A$
4.D8.D3.D10.D3.D100.A.2A13.A4.A51.A6.2A8.A55.A5.A82.A$4.D8.6D9.6D99.A
21.A55.A.A77.2A$4.D12.D14.D116.2A56.A16.A$5.D4.D6.D14.D109.A12.2A66.A
.A$6.4D7.D3.5D6.D109.2A7.A$130.A10.A9.A2.A57.A$142.A11.A51.A.A16.A$
128.A3.A8.A62.2A6.A$134.A6.A63.A7.2A6.2A$130.A3.A78.A8.A$140.2A$134.
2A5.A$134.A15.A3.A$150.A3.2A$147.A$146.2A.2A3.A$154.A.2A3$146.2A.A$
149.A3.2A.2A$156.A$148.2A3.A$149.A3.A4$42.566D4$145.A11.2A13.A14.A23.
A5.A424.A2.A$130.A5.A5.2A.A.2A23.A12.A.A.A21.A5.A234.A9.A183.A$129.2A
5.2A17.A.A27.A.A.A51.A3.A44.A18.A142.A9.A29.2A19.2A130.A$109.2A5.2A
27.A9.A.A52.2A5.2A22.A3.A14.A13.A15.A16.2A.2A14.A5.A8.2A2.A7.A2.2A
280.A$130.A.A.A.A15.2A5.2A23.2A3.2A22.3A43.2A13.2A49.2A5.2A12.A5.A98.
4A5.4A68.A3.A99.A3.A.A$110.2A3.2A13.A5.A8.A24.2A3.2A32.2A7.2A20.2A3.
2A17.A5.A18.A.A14.2A3.2A14.A3.A10.A2.A7.A2.A174.2A3.2A101.A$142.2A.A.
2A7.A13.A5.A6.3A3.3A73.A3.A18.2A.2A49.A13.A93.3A9.3A69.A99.A4.A$109.
3A3.3A27.A10.A13.2A3.2A62.3A.A.3A16.A5.A36.A.A.A17.A304.2A.A.2A$154.A
.A.A26.A3.A23.3A43.2A13.2A11.2A3.2A13.A3.A16.A.A118.4A9.4A30.A13.A
123.A4.A$110.2A3.2A37.A3.A26.A3.A50.2A3.2A13.A13.A222.A.3A3.3A.A18.2A
9.2A98.A$286.2A.3A.2A10.2A5.2A137.4A5.4A32.A13.A18.A.A.A.A.A.A96.A3.A
.A$3.5D8.D18.D73.2A5.2A18.2A34.A36.2A7.2A21.A3.A82.A.A200.A.A.A.A100.
A$3.D4.D6.2D17.2D95.A40.A40.3A25.A3.A41.2A3.2A12.A5.A16.A122.A9.A68.A
.A.A.A107.A$3.D5.D4.D.D12.D5.D99.2A8.A3.A3.A56.2A5.2A87.A5.A139.A9.A
70.A.A110.A$3.D5.D3.D2.D12.D5.D95.A6.2A3.2A.2A.A.2A.2A34.2A96.2A.2A
242.A106.A2.A$3.D5.D2.D3.D10.5D3.D99.2A9.A5.A58.A5.A71.A.A$3.D5.D2.6D
11.D5.D95.A12.2A.A3.A.2A33.A.A20.A5.A274.2A19.2A$3.D5.D6.D12.D5.D100.
2A11.A36.A2.A2.A48.A3.A14.A15.A13.A$3.D4.D7.D18.D113.A22.A3.A9.A5.A
48.A3.A14.A3.2A5.2A3.A13.A$3.5D8.D3.5D9.3D112.A20.A2.3A2.A64.A$144.2A
.A3.A.2A15.A3.A3.A5.3A5.2A45.2A5.2A16.2A5.2A$146.A5.A21.A13.3A$143.2A
.2A.A.2A.2A18.A10.2A5.3A45.A5.A$145.A3.A3.A18.2A.2A63.A.A.A.A$173.A.A
10.A5.A49.A.A393.A2.A$186.A2.A2.A51.A30.A366.A$172.2A14.A.A69.A3.A8.A
.A.A363.A$259.2A3.2A7.A3.A$187.2A445.7A$257.4A3.4A3.3A3.3A$275.A365.A
$258.3A3.3A3.3A5.3A361.A$275.A362.A2.A$259.2A3.2A6.A2.A2.A$260.A3.A7.
A5.A3$518.D2$42.566D3$121.A23.A29.A10.A31.A$107.A13.A.A19.A.A.A25.A.A
7.2A.A.A29.A43.A2.2A$84.A3.A17.2A.A8.A4.A.2A13.2A.A2.A26.A.A.A8.A.A.A
18.A3.A49.A2.A142.A.A.A.2A$83.2A3.2A19.A.2A4.2A.A24.A.2A21.2A5.2A8.A
2.2A22.A.4A43.A2.A141.2A.A.A.A$87.A16.2A13.A93.A48.A147.A2.A187.A$
118.A.A.A19.A3.2A30.3A10.2A13.A2.A7.A110.A.A77.2A.A189.A$85.A19.2A8.
2A23.A2.A29.2A15.A26.A51.3A55.2A.A.2A264.A3.A$83.2A35.A25.A27.A3.2A5.
2A4.3A77.A57.A2.A75.3A186.2A$84.A21.A9.2A20.A3.A3.A39.A140.2A.A$4.5D
5.4D88.A70.A14.A13.A.A60.2A137.2A$4.D4.D3.D4.D92.A5.A22.A36.A14.A14.A
60.A2.A56.2A78.A186.2A$4.D5.D2.D4.D9.D4.D77.A5.A210.A268.A$4.D5.D7.D
9.D4.D173.A$4.D5.D6.D11.D2.D53.A21.A.A.A94.A.2A6.A4.A$4.D5.D5.D13.2D
51.A2.A.2A17.2A.A.A91.2A.A8.2A.2A.A$4.D5.D4.D13.D2.D49.2A3.A21.A97.A
14.A.A381.2A$4.D4.D4.D13.D4.D52.A20.2A.A106.A4.A.2A380.A$4.5D4.6D2.5D
2.D4.D70.2A111.A5.A$81.2A.A22.2A$83.A132.4A$82.A137.A$82.A135.2A$219.
A$88.A$86.A.2A$87.A$84.A.A.A2$82.A3.A2$84.A!

By the way, there's a p7 in the p14 section in the oscillator collection.

[unname4798]

Minrule:

Code: Select all

x = 2, y = 3, rule = B2ce3i/S12-cn
o$o$bo!

[UnbihexiumFan]

SMOS to raguly:

Code: Select all

x = 11, y = 18, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
9bo$9b2o11$o2b2o$o4bo$5bo3$4b2o!

I think this adds the 4c/43d to the list of objects in this rule in need of names that I can't think of a good name for, along with the p64.

EDIT: SMOS eater:

Code: Select all

x = 18, y = 18, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
9bo$9b2o6$16bo$16b2o4$o2b2o$o4bo$5bo3$4b2o!

EDIT2: Various syntheses:

Code: Select all

x = 176, y = 26, rule = B2-ak3ik4c5k7e/S12-c3k4c6iHistory
175.A$173.2A8$9.3A$67.3A85.2A$9.2A80.A27.A37.A$67.2A20.A.A28.A35.A$89.
A.A28.A$129.A36.2A$127.3A$40.A5.A20.A99.A$7.2A31.A5.A20.A98.A$9.A29.A
7.A18.A26.2A$92.A$3D29.3D26.D$.D30.D28.D21.D.D30.3D.D2.D.3D.3D17.3D.3D
$.D30.D28.D21.D.D30.D3.4D.D.D.D19.D.D3.D$.D30.D28.D21.2D31.3D.D2.D.D.
D.3D17.3D.3D$3D29.3D26.3D19.D.D32.D.D2.D.D.D3.D17.D3.D$83.D.D30.3D.D2.
D.3D.3D17.D3.3D!

[I6_I6]

Big rake:

Code: Select all

x = 71, y = 3, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
bo4bo13bo4bo19bo4bo13bo4bo$obo2bobo11bobo2bobo17bobo2bobo11bobo2bobo$
obo2bobo11bobo2bobo17bobo2bobo11bobo2bobo!

[UnbihexiumFan]

The SMOS can delete trailing ragulies:

Code: Select all

x = 19, y = 18, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
13bo$14bo3$12bo4bo$11bo6bo$12bobo$13bo8$bo$bo$o!

EDIT: c/1o zebra stripes puffer:

Code: Select all

x = 64, y = 63, rule = B2-ak3ik4c5k7e/S12-c3k4c6i:T64,64
64o2$64o2$64o2$32o2b30o2$31o4b29o2$31o4b29o2$64o2$64o2$64o2$64o2$64o2$
64o2$64o2$64o2$64o2$64o2$64o2$64o2$64o2$64o2$64o2$64o2$64o2$64o2$64o2$
64o2$64o2$64o2$64o2$64o2$64o2$64o!

EDIT2: Improvement on 5c/42o

Code: Select all

x = 78, y = 126, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
6b5o$6b5o$8bo$8bo$6b5o$6b5o$25bo$24bobo3$25bo41b5o$22bo5bo38b5o$8bo14b
5o41bo$7bobo12b3ob3o40bo$8bo58b5o$5bo5bo13bo41b5o$8bo15b3o25bo$25bo25b
obo$8bo$7bobo$7bobo23bo18bo$33bo15bo5bo$29bo20b5o14bo$28bo20b3ob3o12b
obo$o68bo$o51bo13bo5bo$51b3o15bo$52bo$69bo$68bobo$33bo10bo23bobo$33bo
10bo$48bo$20bo28bo$o19bobo54bo$o20bo55bo5$33bo10bo$33bo10bo2$57bo$o54b
obo19bo$o55bo20bo5$44bo$44bo3$o76bo$o76bo3$41bo$38b3o5$o76bo$o76bo3$36b
o$37b3o5$o76bo$o76bo6$54bo$56bo$56bo$o53bobo20bo$o76bo6$23bo$21bo$21b
o$o20bobo53bo$o76bo9$o76bo$o76bo2$70bo$70b3o6$o76bo$o76bo2$7bo$5b3o6$
o$o!

(edit3: fix pattern tag)

EDIT4: update on my c/6o search: qfind is on width 11, depth 39. ikpx2 has spat out some pretty long partials:

Code: Select all

x = 21, y = 60, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
10bo$10bo$10bo$bobo13bobo$bobo6bo6bobo$bobo6bo6bobo2$6b2o5b2o$4b2o
bo5bob2o$3bo5bobo5bo$b2ob2o3bobo3b2ob2o$b2o7bo7b2o$7bo2bo2bo$2b5o
2bobo2b5o$3bo6bo6bo$10bo$10bo$10bo4$6bobobobobo$5b2obobobob2o$6bo
2b3o2bo$5bo3b3o3bo$7b7o$9bobo$5bo2bo3bo2bo$10bo$9bobo$10bo$7bobobo
bo$6b2obobob2o2$6bo7bo$obobo3bo3bo3bobobo$7bo2bo2bo$7bo5bo$2bo4b7o
4bo$5b2o3bo3b2o$4bo3bo3bo3bo$5b2obo3bob2o$4bo11bo$7bobobobo$9bobo$
6b2o2bo2b2o$3b3o3bobo3b3o$3b4obobobob4o$6bobo3bobo$2bo15bo$2b3o11b
3o$2o2bo11bo2b2o$4bo11bo$5bo2bobobo2bo$2bo4b7o4bo$2b4o9b4o3$8bobob
o$2bob2obo5bob2obo!

No spaceships yet, though.

[splitterrules]

Other splitter:

Code: Select all

x = 13, y = 5, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
12bo$10b2o$3b2o$bo$2o!

Transparent object:

Code: Select all

x = 13, y = 12, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
12bo$10b2o$3b2o$bo$2o7$3b2o!

[UnbihexiumFan]

Other splitter:

Code: Select all

x = 13, y = 5, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
12bo$10b2o$3b2o$bo$2o!
[
Transparent object:
[code]
x = 13, y = 12, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
12bo$10b2o$3b2o$bo$2o7$3b2o!

I think there's something wrong with your code tags...

[I6_I6]

EDIT2: Improvement on 5c/42o

Code: Select all

x = 78, y = 126, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
6b5o$6b5o$8bo$8bo$6b5o$6b5o$25bo$24bobo3$25bo41b5o$22bo5bo38b5o$8bo14b
5o41bo$7bobo12b3ob3o40bo$8bo58b5o$5bo5bo13bo41b5o$8bo15b3o25bo$25bo25b
obo$8bo$7bobo$7bobo23bo18bo$33bo15bo5bo$29bo20b5o14bo$28bo20b3ob3o12b
obo$o68bo$o51bo13bo5bo$51b3o15bo$52bo$69bo$68bobo$33bo10bo23bobo$33bo
10bo$48bo$20bo28bo$o19bobo54bo$o20bo55bo5$33bo10bo$33bo10bo2$57bo$o54b
obo19bo$o55bo20bo5$44bo$44bo3$o76bo$o76bo3$41bo$38b3o5$o76bo$o76bo3$36b
o$37b3o5$o76bo$o76bo6$54bo$56bo$56bo$o53bobo20bo$o76bo6$23bo$21bo$21b
o$o20bobo53bo$o76bo9$o76bo$o76bo2$70bo$70b3o6$o76bo$o76bo2$7bo$5b3o6$
o$o!

(edit3: fix pattern tag)

Isn't that a different puffer that happens to have the same speed? Is it related to the other one?

[UnbihexiumFan]

Different puffer, but with the same mechanism of motion as the previous 5c/42o

[NNlk05]

Edit:what?

Code: Select all

 x = 3, y = 15, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
bo$o$bo10$2bo$bo$2bo!

Seems like a super high period puffrake

[splitterrules]

90-degree reflector, repeat time 36:

Code: Select all

x = 18, y = 15, rule = B2-ak3ik4c5k7e/S12-c3k4c6i
17bo$15b2o3$3b2o2$2bob2o3b3o$2bo$9b2o$b3o2$2o2$7bo$7bo!