# Pufferfish and the Gifts of Life

Many programmers, at least of my generation, know the game "Life", the rules of which were proposed by the British mathematician John Conway (John Conway) in 1970. But what few know is that it is still actively developing and pleases with new discoveries. I want to share the story of one of these discoveries in this article.

In the past, 2014, a young British mathematician, programmer and "zhiznentuziast» (lifenthusiast) Adam Goucher (Adam P. Goucher) wrote apgsearch , the program for the census of objects emerging from random initial configurations (or "soup" soup < soup < primordial soup < primary broth) The idea of ​​such a program is not new, however, Adam was able, firstly, to create an effective algorithm for rewriting objects, and, secondly, to make the program convenient and accessible, thanks to the implementation in the form of a Python script for Golly , the most popular and advanced program for today for the game "Life".

Just a couple of months later, another life-enthusiast, Richard Schank, previously unknown in the community and not known for anything before, having slightly modified the program code for studying symmetrical soups, found a new locomotive (puffer) - a moving object that leaves a mark in the form other objects. To say that this discovery has torn all patterns to shreds is to say almost nothing. Indeed, the previous two natural (i.e., arising from soup) steam locomotives were discovered by Charles Corderman back in 1971!

Corderman's Pufferfish and Steam Locomotives (use Golly to view)
```#N Pufferfish
#O Richard Schank
#C An almost natural c / 2 puffer, discovered in November 2014.
#C www.conwaylife.com/wiki/Pufferfish
x = 15, y = 12, rule = B3 / S23
3bo7bo \$ 2b3o5b3o \$ b2o2bo3bo2b2o \$ 3b3o3b3o2 \$ 4bo5bo \$ 2bo2bo3bo2bo \$ o5bobo5bo \$
2o4bobo4b2o \$ 6bobo \$ 3bobo3bobo \$ 4bo5bo!```

```#N Block-laying switch engine
#O Charles Corderman
#CA diagonal period 288 c / 12 block-laying puffer.
#C www.conwaylife.com/wiki/index.php?title=Block-laying_switch_engine
x = 29, y = 28, rule = 23/3
18bo10b \$ b3o8bo5bo10b \$ o3bo6bo7bo9b \$ b2o9b4o2b2o9b \$ 3b2ob2o9b3o9b \$ 5b2o11bo
bo8b \$ 19bo7b2o \$ 19bo7b2o11 \$ 7b2o20b \$ 7b2o20b7 \$ 15b2o12b \$ 15b2o!```

```#N Glider-producing switch engine
#O Charles Corderman
#CA common diagonal period 384 c / 12 puffer made out of a single switch engine.
#C www.conwaylife.com/wiki/index.php?title=Glider-producing_switch_engine
x = 67, y = 60, rule = 23/3
bo65b \$ bo65b \$ bo65b \$ 5bo61b \$ b3o2bo60b \$ o4bo61b \$ o3bo62b \$ b3o63b \$ 15b2o50b \$ 13b
2o2bo49b \$ obo10b2o3bo48b \$ obo10b2o52b \$ obo64b \$ obo17bo46b \$ b2o14bo49b3 \$ 22bo
2bo41b \$ 26bo40b \$ 22bo10b2o32b \$ 26bo6b2o32b \$ 22b4o41b \$ 21bo45b \$ 22b2o43b \$ 23bo
43b3 \$ 41b2o24b \$ 41b2o24b3 \$ 13b2o52b \$ 13b2o52b5 \$ 36b2o29b \$ 36b3o9b2o17b \$ 37bo
10bobo16b \$ 49bo17b \$ 33bo33b \$ 27bo5bo33b \$ 26bobo11b3o24b \$ 26bo2bo9bob2o24b \$
16b2o9b2o10b2o26b \$ 15bo2bo48b \$ 15b2ob2o47b \$ 18bobo46b \$ 20b2o45b \$ 17bo3bo45b
\$ 17bo2bo44b2o \$ 18b3o44b2o3 \$ 54bo12b \$ 53bobo11b \$ 40bo12b2o12b \$ 39bobo25b \$ 39b
2o!```

The new locomotive was called "pufferfish" - a play on the words "puffer" and "fish" (another name for standard ships in the game "Life"). Pufferfish has a period of 12 and a speed of c / 2. For each cycle, it moves 6 cells, leaving behind two blocks.

Some time later, your humble servant wrote one simple script for Golly , with the help of which a way was found to “burn” a number of blocks left by pufferfish, with a period of 36 and a speed of c / 2. Then using gencols, the classic program for listing and investigating collisions between configurations, written by Paul Callahan, I found the first known ship and the first known ridge (c / 2) with no parts 2 and 4. Some time later, Nico Brown (Nico Brown) simplified the comb a bit by using only 3 pufferfish (there were 4 pufferfish in the original comb).

Steam locomotive, ship and crest with a period of 36
```#N Pufferfish with a companion
#O Ivan Fomichev
#CA c / 2 fuse for pufferfish's exhaust, found in December 2014.
#C www.conwaylife.com/wiki/Pufferfish
x = 18, y = 27, rule = B3 / S23
3bo7bo \$ 2b3o5b3o \$ b2o2bo3bo2b2o \$ 3b3o3b3o2 \$ 4bo5bo \$ 2bo2bo3bo2bo \$ o5bobo5bo \$
2o4bobo4b2o \$ 6bobo \$ 3bobo3bobo \$ 4bo5bo4 \$ 15bo \$ 4b2o3b2o3b3o \$ 4b2o3b2o2bo2b2o
\$ 13bo3bo \$ 17bo \$ 16bo \$ 11bobo \$ 4b2o7bo \$ 4b2o \$ 13b2o \$ 11bobo \$ 12bo!```

```#N Pufferfish spaceship
#O Ivan Fomichev
#C The first c / 2 spaceship with no parts of periods 2 or 4, found in December 2014.
#C www.conwaylife.com/wiki/Pufferfish
x = 53, y = 37, rule = B3 / S23
8bo7bo18bo7bo \$ 7b3o5b3o16b3o5b3o \$ 6b2o2bo3bo2b2o14bo2b2o3b2o2bo \$ 6bo2bo5b
o2bo \$ 5b2o3b2ob2o3b2o \$ 6bobob2ob2obobo13bo3b2o3b2o3bo \$ 7bo9bo13bo2b2o2bob
o2b2o2bo \$ 8bo2bobo2bo15bobo3bobo3bobo \$ 35b3o3b3o \$ 5b2o2b2o3b2o2b2o16bo5bo
\$ 5b2o11b2o2 \$ 9bo5bo17bo11bo \$ 9b2o3b2o17bo11bo2 \$ 20bo10bo4b2o3b2o \$ 4bo14b3o
8b3o3b2o3b2o4bo \$ 3b3o12bo2b2o6bo2b2o12b3o \$ 2bo2b2o2b2o3b2o2b3o2bo5b2o3bo
10bo2b2o \$ 2b2o5b2o3b2o5bobo6b2o2bo10b2o \$ bo19bo2bo9bo8bo2bo \$ b3o18b2o6bo
4bobo3b2o \$ 22b2o5bo7bo3b7o \$ 29bo6bo11b2ob2o \$ 30b2ob3o12bob3o \$ 18bo10bo19b
3o \$ 17bo2bo \$ 2bo15bobo \$ bobo \$ o3bo43b3o \$ o3bo43bobo \$ bobo \$ 2bo3 \$ 48bobo \$ 48b3o!```

```#N Pufferfish rake
#O glider_rider
#CA c / 2 rake with no parts of periods 2 or 4, found in December 2014.
#C www.conwaylife.com/wiki/Pufferfish
x = 58, y = 79, rule = B3 / S23
34b3o5b3o \$ 34bo2bo3bo2bo \$ 33bo3bo3bo3bo \$ 33bobo7bobo \$ 33bobob2ob2obobo \$ 34b
o2b2ob2o2bo \$ 35b2obobob2o \$ 36b2o3b2o \$ 32b2o2bo5bo2b2o \$ 32b2o11b2o \$ 37bo3bo \$
36bo5bo \$ 36b2o3b2o3 \$ 30b3o \$ 30bo2bo12b3o \$ 29bo2b2o2b2o3b2o3bo2bo \$ 28b3o5b2o
3b2o2bo3bo \$ 28bo20b2o \$ 28b2o18b2o \$ 29bo \$ 44bo \$ 44bo \$ 33bo \$ 8bo7bo14b3o \$ 7b3o5b
3o14b2o \$ 6b2o2bo3bo2b2o29b3o \$ 8b3o3b3o31b3o \$ 48b3o \$ 9bo5bo32b3o \$ 7bo2bo3bo
2bo \$ 5bo5bobo5bo \$ 5b2o4bobo4b2o \$ 11bobo13b2o \$ 8bobo3bobo10b2o \$ 9bo5bo4 \$ 20bo
21bo7bo \$ 4bo4b2o3b2o3b3o19b3o5b3o \$ 3b3o3b2o3b2o3bob2o17b2o2bo3bo2b2o \$ 3bo
b2o12b3o20b3o3b3o \$ 4b3o12b2o \$ 19bo23bo5bo \$ 3o20b2o16bo2bo3bo2bo \$ 39bo5bobo
5bo \$ b2o2b2o32b2o4bobo4b2o \$ 45bobo \$ b2obo37bobo3bobo \$ 4b2obob2o32bo5bo \$ 3b
2o2b2ob2o \$ 2bo5bo2bo \$ bobo5bobob3o8b2o \$ bo2bo5b6o5b5o12bo \$ 15bo21b3o3b2o3b
2o4bo \$ 3b2o31b2o2bo2b2o3b2o3b3o \$ 36bo3bo11b2o2bo \$ 36bo15bo3bo \$ 37bo13bo2b
2o \$ 40bobo8bo \$ 40bo10bo \$ 50b3o \$ 39b2o9b2o \$ 40bobo7bo2bo \$ 41bo9bo3b2o \$ 56b2o \$
22b2o29bo2b2o \$ 23bob2o28b2o \$ 23bo3bo \$ 24bo3bo \$ 24b2o3bo3bo \$ 26bobo2bo3bo \$
31bo3bo \$ 32bob2o3 \$ 43b2o!```

After some time, I also built a breeder of pufferfish using the glider synthesis proposed by Chris Cain.

Pufferfish Propagator
```#N Pufferfish breeder
#O Ivan Fomichev
#C MMS breeder based on the pufferfish, a semi-natural puffer.
#C www.conwaylife.com/wiki/Pufferfish
x = 495, y = 428, rule = B3 / S23
208b2o5b4o \$ 206b2ob2o3bo3bo \$ 206b4o8bo \$ 207b2o5bo2bo3 \$ 187b4o15bo7b2o \$ 186b
o3bo6b5o7b2o3bobo \$ 190bo6bo18bo \$ 186bo2bo8b3o13b3o \$ 199bo4b2o \$ 173b6o25b2o
\$ 172bo5bo5b3o \$ 178bo7bo \$ 172bo4bo7bo29b4o \$ 174b2o38bo3bo \$ 218bo \$ 214bo2bo3 \$
192b3o21b2o \$ 194bo19bo4bo \$ 193bo26bo \$ 214bo5bo \$ 215b6o \$ 177bobo \$ 178b2o \$ 178b
o \$ 200b3o18b4o \$ 203bo6b2o8b6o \$ 200bo8bo2bo6bob3ob2o \$ 209bo2bo6b2o3b2o \$ 197b
o5b2o5bo \$ 196b3o5bo7b3o6b2o \$ 196bo3bo12b2o9bo \$ 190bo5bo2b2o24bo \$ 188bo3bo
4bobo21bo3bo \$ 193bo3b3o10b3o9b4o \$ 188bo4bo15b5o \$ 189b5o4b2o9b3ob2o \$ 196bo
4bo10b2o \$ 202bo \$ 184b2o10bo5bo \$ 175b4o4b4o10b6o \$ 174bo3bo4b2ob2o \$ 178bo6b2o
\$ 174bo2bo3 \$ 175b2o \$ 175bo7b2o \$ 175bo2bo5b2o \$ 176b3o4b2o \$ 162bo15b2o3bo \$ 162b
o \$ 162bobo \$ 163bo20b2o \$ 163bo19b4o \$ 183b2ob2o \$ 185b2o \$ 155bo38b6o \$ 153bobo37b
o5bo \$ 154b2o43bo \$ 193bo4bo10b2o \$ 186b5o4b2o9b3ob2o \$ 137bobo45bo4bo15b5o \$
138b2o50bo16b3o9b4o \$ 138bo46bo3bo28bo3bo \$ 187bo12bo21bo \$ 200b3o18bo \$ 188b
2o7b3o2b2o14b2o \$ 188b2o6b2o5b2o8b3o \$ 196b5o2b3o6bo3b2o3b2o \$ 199bobo2bo8bo
2bob3ob2o \$ 200b2obo10b9o \$ 199bo18b4o4 \$ 192bo19b6o \$ 193bo17bo5bo \$ 191b3o23bo
\$ 211bo4bo \$ 213b2o3 \$ 211bo2bo \$ 184bo30bo \$ 171b2o12bo25bo3bo \$ 169bo4bo8b3o26b
4o \$ 175bo15b3o \$ 169bo5bo \$ 170b6o14bo2bo14b2o \$ 190bobo18bo \$ 183bo2bo19b2o4b
2o \$ 187bo17b2o6bo \$ 183bo3bo16b2o7bo \$ 184b4o17bo3bo2bo \$ 210bo2 \$ 115bo88b2o5b
o2bo \$ 113bobo87b4o8bo \$ 114b2o87b2ob2o3bo3bo \$ 205b2o5b4o2 \$ 97bobo77b2o \$ 98b
2o74b3ob2o29b2o \$ 98bo75b5o21b4o4b4o \$ 175b3o6bo14bo3bo4b2ob2o \$ 183bobo17bo
6b2o \$ 199bo2bo \$ 179b2o268b5o \$ 179bo7bo260bo4bo21b2o5bo2bo \$ 181b2obo15b2o
251bo20b4o8bo \$ 185b3o12bo7b2o238bo3bo21b2ob2o3bo3bo \$ 200bo2bo5b2o239bo
25b2o5b4o \$ 201b3o4b2o \$ 203b2o3bo \$ 178b3o298bobo \$ 180bo18bo266bo2b2o6b2o3bo
\$ 179bo17bo3bo7b2o255bo2bobo5b3obob2o \$ 202bo5b4o259b2o4b3o4bo \$ 197bo4bo5b
2ob2o257bo9bo3bo \$ 198b5o7b2o269b3o \$ 481bo2 \$ 186b3o21b2o270bo2bo \$ 188bo19bo
4bo261b2o9bo \$ 187bo26bo257b3ob2o4bo3bo \$ 208bo5bo257b5o6b4o \$ 209b6o258b3o \$
461bo \$ 461b2o \$ 417bobo40bobo \$ 194b3o18b4o198b2o68b2o \$ 197bo6b2o8b6o198bo
64b4ob2o \$ 194bo8bo2bo6bob3ob2o262b6o \$ 203bo2bo6b2o3b2o264b4o \$ 191bo5b2o5b
o \$ 190b3o5bo7b3o6b2o209b2o41bo20b2o \$ 75bo114bo3bo12b2o9bo203b4ob2o7bo32b
2o17bo4bo \$ 73bobo108bo5bo2b2o24bo202b6o6bo3bo29bobo7b2o14bo \$ 74b2o20bo
85bo3bo4bobo21bo3bo203b4o12bo37bo2bo6bo6bo \$ 95bo91bo3b3o10b3o9b4o197b2o
15bo4bo37b3o7b8o \$ 95b3o84bo4bo15b5o206b3ob2o15b5o24b3o4b2o6b2o7b2o \$ 57bo
bo123b5o4b2o9b3ob2o205b5o5bo24b2o13bobo4b2o7bobo \$ 58b2o130bo4bo10b2o
207b3o5b3o21b2ob2o11b2obobo11bobo \$ 12b2o44bo137bo225bo2bo21b4o13b5o23b
2o \$ 8b4ob2o175bo5bo225bo3bo12b2o7b2o14b2o13bo10b2ob2o \$ 8b6o177b6o226b4o
12b2o7bo11b2o3bobo9bo3bo8b4o \$ 9b4o410bo2b2ob3o5bo8bo3bo6b3ob2o2bo16bo8b
2o \$ 427b3o5b2o8bo5bo5b5o15bo4bo \$ 427b3o6b3o6bo5bo6b3o17b5o \$ 427b2o8bobo6b
6o17b2o \$ 75b3ob3o73b3ob3o73b3ob3o73b3ob3o104b2o37b4ob2o \$ 465b6o \$ 466b4o2 \$
2b2o440b2o \$ o4bo434b4ob2o \$ 6bo78bo79bo79bo93b2o5b4o68bo21b6o \$ o5bo77bobo
77bobo77bobo90b2ob2o3bo3bo69b2o20b4o \$ b6o77b2o78b2o78b2o91b4o8bo68b2o \$
16b2o320b2o5bo2bo \$ 15b4o420bo2bo \$ 15b2ob2o40b2o35b2o237bo95b2o9bo \$ 17b2o
35b2o5b2o33b2o157b2o5b4o69b2o8b2o82b3ob2o4bo3bo \$ 55b2o3bo37bo154b2ob2o
3bo3bo68bo9bo2bo29b2o50b5o6b4o \$ 54bo198b4o8bo69b5o4bo2bo30b2o30bo19b3o \$
254b2o5bo2bo71b4o3b2ob2o29bo33b2o \$ 61b3o275bo4b2o64b2o \$ 63bo \$ 62bo171b4o
15bo7b2o59bobo95b2o7b2o8b3o \$ 233bo3bo6b5o7b2o3bobo59b2o92b3o2bo6bo11bo \$
79b2o156bo6bo18bo60bo21b4o66b4ob2o6b2o3b2o3bobo \$ 79bobo151bo2bo8b3o13b
3o58bo22bo3bo9b4o52bo2bob2o9bo7b2o \$ 59b3o17bo166bo4b2o68bobo25bo8b6o52b
2ob2o \$ 61bo158b6o4b3o18b2o70bo21bo2bo9b4ob2o59bobo \$ 60bo158bo5bo6bo129b
2o54bobo4bo6b2o5bo2bo \$ 225bo5bo119b3o17b5o43bo11b4o8bo \$ 219bo4bo37b4o84b
5o15bo4bo55b2ob2o3bo3bo \$ 221b2o38bo3bo84b3ob2o19bo8b2o20b5o22b2o5b4o \$
265bo87b2o15bo3bo8b4o18bo4bo \$ 261bo2bo93b2o12bo10b2ob2o22bo \$ 358b2o25b2o
18bo3bo23b2o \$ 238b3o116b2o48bo23bo4bo \$ 240bo22b2o93bo3b2o7b2o64bo \$ 239bo
21bo4bo90bo4b2o6bo2bo7b2o48bo5bo \$ 267bo101b2o7bob8o37bo6b6o7b3o \$ 261bo5b
o36bo2bo62bo7bo8bo35bo3bo16b5o \$ 262b6o40bo60b2o9bo6bo40bo15b3ob2o \$ 288b
2o14bo3bo51bobo23bo36bo4bo18b2o7bo2bo \$ 284b4ob2o7bo6b4o52b2o20b2o39b5o
11bo19bo \$ 246b3o35b6o6bo3bo60bo77b4o13bo3bo \$ 248bo19b4o13b4o12bo75b4o57b
2o2bo14b4o \$ 247bo7b2o9b7o6b2o15bo4bo74b6o58bob2o5bo \$ 256bo7b3ob3ob2o2b3o
b2o15b5o74b4ob2o48b2o8bo6bob2o \$ 256bobo5bob2o3b2o3b5o30b2o67b2o49b2o8bo
bo2bo10b3o \$ 242b2o4b2o6bo2bo17b3o29b2ob2o128b2o2bo9b5o \$ 244bo3b2o7b2o9b
2o18b2o19b4o39bobo91b2obo5b4ob2o \$ 244bo26bo5bo8b2ob5o16b2o41b2o94bo2b2o
5b2o \$ 237bo6b2o26bo3bo9b2o4bobo7b3o5bo42bo94bo \$ 235bo3bo5bo22bo3bo4bo8b
2obo5bo5bob2o3bo3bo \$ 240bo16b3o9b4o14b3o3bobo5bo5bo5bo64b2o53bo17b2o \$
235bo4bo15b5o26b2obo3bo6b3o3bo5bo62b2ob2o50bobo15bo4bo \$ 100b2o115b2o17b
5o4b2o9b3ob2o26bob2o10bo3bob6o42bo19b4o52b2o21bo \$ 94b2o5b2o113b2o25bo4b
o10b2o28b3o12bo33b2o16bo20b2o70bo5bo \$ 95b2o3bo117bo30bo53bo30b4ob2o3bob
o8bobo59b2o31b6o \$ 94bo148bo5bo84b6o5b2o8bo62b2o \$ 244b6o85b4o6b2o8bo15b2o
3bo40bo \$ 101b3o202b2o61b3o4b2o \$ 103bo177bo20b4ob2o41b2o16bo2bo5b2o46bo \$
102bo179b2o18b6o40b2ob2o15bo7b2o45bobo \$ 217b2o62b2o20b4o41b4o16b2o54b2o
24b4o \$ 199b2o14b2ob2o129b2o98bo3bo \$ 199bobo13b4o234bo \$ 99b3o97bo16b2o83bo
2bo62bo2bo37b6o35bo2bo \$ 101bo114bo77b2o9bo65bo6b2o27bo5bo \$ 100bo109b2o2b
o3bo72b3ob2o4bo3bo61bo3bo4b2ob2o32bo19bo4b2o \$ 210b2obo5bo53bo17b5o6b4o
62b4o4b4o27bo4bo19bobo3b2o9b2o \$ 210b4o5bo54b2o16b3o82b2o30b2o20bo3bo12b
o2bo \$ 214b6o53b2o147b4o5bo3bo12bo2bo \$ 421bo3bo5bo3bo11b2ob2o \$ 295bo4b2o
123bo5bo2bo13b2o \$ 292b4o3b2ob2o117bo2bo8bo \$ 277b2o12b5o4bo2bo \$ 276b2o12bo
9bo2bo \$ 278bo12b2o8b2o140b2o5b4o \$ 271b2o19bo148b2ob2o3bo3bo \$ 271b2o168b4o
8bo \$ 294b2o5bo2bo137b2o5bo2bo \$ 293b4o8bo \$ 293b2ob2o3bo3bo \$ 268b5o22b2o5b4o
\$ 267bo4bo \$ 272bo \$ 267bo3bo \$ 269bo2 \$ 266bo2bo \$ 270bo \$ 266bo3bo \$ 267b4o3 \$ 140b2o
\$ 134b2o5b2o130b2o5b4o \$ 135b2o3bo130b2ob2o3bo3bo \$ 134bo136b4o8bo \$ 272b2o5b
o2bo \$ 141b3o \$ 143bo134bo \$ 142bo109b4o17bo3bo2bo \$ 251bo3bo16b2o7bo \$ 255bo17b
2o6bo \$ 251bo2bo19b2o4b2o \$ 139b3o106bo9bobo18bo \$ 141bo96b6o4bo9bo2bo14b2o \$
140bo96bo5bo \$ 243bo15b3o \$ 237bo4bo37b4o \$ 239b2o38bo3bo \$ 283bo \$ 279bo2bo \$
255b3o \$ 257bo \$ 256bo24b2o \$ 279bo4bo \$ 285bo \$ 279bo5bo \$ 280b6o \$ 316b4o \$ 263b3o
49bo3bo \$ 240bobo22bo53bo \$ 241b2o21bo21b4o25bo2bo \$ 241bo40b9o \$ 272b2o7bo2bo
b3ob2o29b2o5bo2bo \$ 272b3o5bo3b2o3b2o29b4o8bo \$ 264b2o5bo2b2o5b3o36b2ob2o
3bo3bo \$ 264b2o6b3o11b2o34b2o5b4o \$ 273bo15bo \$ 255bo34bo \$ 253bo3bo28bo3bo9bo
2bo21b2o \$ 258bo16b3o9b4o13bo11b2o3b3o4bo \$ 253bo4bo15b5o21bo3bo7b2o6b5o4b
2o \$ 180b2o72b5o4b2o9b3ob2o21b4o8b3o4bob2o6bo \$ 174b2o5b2o78bo4bo10b2o9b2o
24bo4b2o9bo \$ 175b2o3bo86bo18bo4bo27b2o5bo2bo \$ 174bo86bo5bo24bo26b2o6bo \$
247b2o13b6o18bo5bo \$ 181b3o55b2o5b4o37b6o7b2o26bo2bo \$ 183bo46bo6b2ob2o4b
2ob2o48bobo30bo \$ 182bo45bo8b4o7b2o51bo26bo3bo \$ 228b2obo6b2o89b4o \$ 229bobo
12bo \$ 212b2o17bo10bo \$ 179b3o28bo4bo12bobobo9bo2b2o \$ 181bo34bo10bo2bobo8bo
5bo \$ 180bo20b2o6bo6bo10bo2b2o10bobo2b2o59b2o \$ 200bo8b8o25bo3b2o59bobo19b
6o \$ 210b2o21b2o9b3o62bo18bo5bo \$ 201bo2bo28b2o99bo \$ 202bobo123bo4bo \$ 214b2o
31b2o81b2o \$ 212b2ob2o29b4o \$ 212b4o30b2ob2o65b2o12bobo \$ 213b2o33b2o4b2o61b
2o10bo2bo5b2o \$ 253b4o57b2o13b2o3b4ob2o \$ 253b2ob2o57b2o3b3o5bo6b5o \$ 255b2o
47b2o6bo7b2o7b2o5b3o \$ 303bo9b2obo2b2o8b2ob2o \$ 248bo55b2o8bobo2bo \$ 247b6o
62bobo18b4o \$ 246bo3b8o77bo3bo \$ 247b2o8bo45b5o31bo \$ 248b3o6bo44bo4bo18b2o
7bo2bo \$ 249b2o5bo20bo29bo15b3ob2o \$ 253b2o23b2o22bo3bo16b5o \$ 277b2o25bo6b
6o7b3o \$ 210b3o97bo5bo \$ 316bo \$ 210bo99bo4bo \$ 312b2o2 \$ 308b2o5bo2bo \$ 207b2obo
96b4o8bo \$ 206bo3bo3b2o91b2ob2o3bo3bo \$ 215b2o92b2o5b4o \$ 205bo8bo \$ 205bob2o
96bo \$ 205bo4bo10b3o63bo2bo13b2o \$ 207bo3bo11bo67bo11bob2o7b2o \$ 207b2ob2o
10bo64bo3bo11bobo7bo2b2o \$ 210b2o76b4o11b2o3bo3b3o2bo \$ 265b2o8b2o28bob3o
2bo4bo \$ 263bo4bo4bo4bo33b5o \$ 219b3o47bo9bo33b2o \$ 221bo41bo5bo3bo5bo \$ 220bo
43b6o4b6o14bo20bo2bo \$ 292b2o25bo \$ 315bo3bo \$ 316b4o \$ 291b2o \$ 290bobo \$ 292bo3 \$
316b6o \$ 315bo5bo \$ 321bo \$ 299b2o14bo4bo \$ 298bobo16b2o \$ 300bo \$ 317bobo \$ 316bo2b
o5b2o \$ 316b2o3b4ob2o \$ 306b2ob2o4bo6b5o \$ 299b2o5b2ob3o4b2o5b3o \$ 299b2o5b2o
2bo5b2ob2o \$ 307b3o \$ 308bo14b4o \$ 322bo3bo \$ 290b5o31bo \$ 289bo4bo18b2o7bo2bo \$
294bo15b3ob2o \$ 289bo3bo16b5o \$ 291bo6b6o7b3o \$ 297bo5bo \$ 260bo27b2o13bo \$ 261b
2o24b4o6bo4bo \$ 260b3o24b2ob2o7b2o \$ 264bo24b2o \$ 264bo \$ 285bo \$ 283bo \$ 279bo3bo
2b2o \$ 259b3o13bo2b3obo5bo \$ 261bo12bob5o2bobo2b2o \$ 260bo12b2ob2o5bo3b2o \$
274bo2bo7b3o2 \$ 275b2o \$ 288b2o \$ 279b4o4b4o15b2o \$ 278bo3bo4b2ob2o10b4ob2o7bo
\$ 282bo6b2o11b6o6bo3bo \$ 278bo2bo21b4o12bo \$ 297b2o15bo4bo \$ 294b3ob2o15b5o \$
294b5o5bo24b2o \$ 295b3o5b3o21b2ob2o \$ 302bo2bo21b4o \$ 302bo3bo12b2o7b2o \$ 303b
4o12b2o7bo \$ 303bo2b2ob3o5bo8bo3bo \$ 307b3o5b2o8bo5bo \$ 307b3o6b3o6bo5bo \$
307b2o8bobo6b6o \$ 306b2o4 \$ 324b2o \$ 320b4ob2o \$ 298bo21b6o \$ 299b2o20b4o \$ 298b2o
3 \$ 321b2o \$ 320b4o \$ 320b2ob2o \$ 279b4o7bo6bo24b2o \$ 278b6o7b2o4bo \$ 278b4ob2o5b
2o26bo \$ 282b2o32bo \$ 312bo3bo2b2o \$ 293b2o13bo2b3obo5bo \$ 292b4o11bob5o2bobo
2b2o \$ 292b2ob2o9b2ob2o5bo3b2o \$ 294b2o11bo2bo7b3o2 \$ 308b2o \$ 321b2o \$ 312b4o4b
4o \$ 311bo3bo4b2ob2o \$ 315bo6b2o \$ 311bo2bo!```

A month ago, Adam added one very important feature to apgsearch: now the search results are uploaded to the cloud and are available for viewing to everyone . I invite you to try your luck and, if you're lucky, find a still unknown creature in the game "Life"!