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Thread For Your Accidental Discoveries

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

Re: Thread For Your Accidental Discoveries

Postby 2718281828 » October 10th, 2018, 4:45 am

Some R-moves-blinker reactions:
x = 29, y = 114, rule = B3/S23
8$12bo$12bo$12bo3$14b2o$13b2o$14bo15$10bo$10bo$10bo7b2o$17b2o$18bo16$
17b2o$16b2o$9bo7bo$9bo$9bo19$19b2o$18b2o$19bo3$11b3o24$18b2o$17b2o$18b
o$11b3o!

Related, the simple Pi-moves-blinker reaction (with a useless oscillator)
x = 193, y = 150, rule = B3/S23
$87b2o$75bo7b2o3bo$75b3o5bo4bobo5b2o7bo$68b2o8bo10b2o5b2o5b3o$69bo7b2o
23bo8b2o42b2o$69bobo9b2o19b2o7bo43bo3b2o7bo$70b2o11bo25bobo26bo7b2o5bo
bo4bo5b3o$79bo29b2o27b3o5b2o5b2o10bo8b2o$65bo13bo3b2o46b2o8bo23b2o7bo$
65b3o12b3o2b2o28bo16bo7b2o19b2o9bobo$68bo15b3o5bobo18b3o16bobo25bo11b
2o$67b2o16bo2bo3bo2bo2bo13bo20b2o29bo$86b2o4bobo3bo4bo8b2o45b2o3bo13bo
$78bo25bo23bo28b2o2b3o12b3o$77b3o19bo5bo22b3o18bobo5b3o15bo$62b2ob2o9b
o3bo20b2o3bo24bo13bo2bo2bo3bo2bo16b2o$60bo2bob2o10b2o2bo24bo7b2ob2o11b
2o8bo4bo3bobo4b2o$60b2obo14b3o20bo2b2o8b2obo2bo18bo25bo$63bo37bo2bo12b
ob2o17bo5bo19b3o$63b2o37bo14bo19bo3b2o20bo3bo9b2ob2o$61b2o2bobo48b2o7b
2ob2o7bo24bo2b2o10b2obo2bo$60bo2bo2b2o45bobo2b2o3bo2bob2o8b2o2bo20b3o
14bob2o$61b2o16b2o32b2o2bo2bo2b2obo12bo2bo37bo$79bo20b2o16b2o6bo14bo
37b2o$73b2o5b3o18bo24b2o48bobo2b2o$73b2o7bo7b2o6b3o5b2o16b2o2bobo45b2o
2bo2bo$90b2o6bo7b2o15bo2bo2b2o32b2o16b2o$124b2o16b2o20bo$142bo18b3o5b
2o$136b2o5b3o6b2o7bo7b2o$86b2o48b2o7bo6b2o$82b2o2b2o2b2o$82bobo2bo2b2o
$83b3o$84b2o70b2o$152b2o2b2o2b2o$152b2o2bo2bobo$158b3o$158b2o30$4bo$4b
o$4bo4$120b3o4$3b3o$3bobo$3bobo5$119b2o$118bobo$120bo2$121b2o$121bobo$
121bo17$85b2o$81b2o2b2o2b2o$81b2o2bo2bobo$87b3o$87b2o66b2o$151b2o2b2o
2b2o$151bobo2bo2b2o$89b2o6bo7b2o45b3o$72b2o7bo7b2o6b3o5b2o46b2o$72b2o
5b3o18bo$78bo20b2o16b2o$60b2o16b2o32b2o2bo2bo15b2o7bo6b2o$59bo2bo2b2o
45bobo2b2o16b2o5b3o6b2o7bo7b2o$60b2o2bobo48b2o24bo18b3o5b2o$62b2o37bo
14bo6b2o16b2o20bo$62bo37bo2bo12bob2o2bo2bo2b2o32b2o16b2o$59b2obo14b3o
20bo2b2o8b2obo2bo3b2o2bobo45b2o2bo2bo$59bo2bob2o10b2o2bo24bo7b2ob2o7b
2o48bobo2b2o$61b2ob2o9bo3bo20b2o3bo19bo14bo37b2o$76b3o19bo5bo17b2obo
12bo2bo37bo$77bo25bo18bo2bob2o8b2o2bo20b3o14bob2o$85b2o4bobo3bo4bo8b2o
11b2ob2o7bo24bo2b2o10b2obo2bo$66b2o16bo2bo3bo2bo2bo13bo24bo3b2o20bo3bo
9b2ob2o$67bo15b3o5bobo18b3o22bo5bo19b3o$64b3o12b3o2b2o28bo23bo25bo$64b
o13bo3b2o45b2o8bo4bo3bobo4b2o$78bo29b2o20bo13bo2bo2bo3bo2bo16b2o$69b2o
11bo25bobo16b3o18bobo5b3o15bo$68bobo9b2o19b2o7bo16bo28b2o2b3o12b3o$68b
o7b2o23bo8b2o46b2o3bo13bo$67b2o8bo10b2o5b2o5b3o27b2o29bo$74b3o5bo4bobo
5b2o7bo26bobo25bo11b2o$74bo7b2o3bo43bo7b2o19b2o9bobo$86b2o42b2o8bo23b
2o7bo$137b3o5b2o5b2o10bo8b2o$137bo7b2o5bobo4bo5b3o$154bo3b2o7bo$154b2o
!
Could it be used for a ship?
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Re: Thread For Your Accidental Discoveries

Postby dvgrn » October 10th, 2018, 6:16 am

2718281828 wrote:Related, the simple Pi-moves-blinker reaction (with a useless oscillator)...
Could it be used for a ship?

I'd better not say categorically "no, it can't", but offhand I don't see how this is relevant to shipbuilding. Engineered spaceships need a crawler reaction of some kind, or a stabilized puffer engine. Just moving a blinker doesn't do anything except use up a pi-heptomino, so now you need more pi-heptominoes to keep things going -- where are you going to get them from?

If you had 3c/(172+2N) glider rakes, then two of them would support the blinker-push reaction:

x = 188, y = 107, rule = LifeHistory
90.9B$91.7B$91.7B$90.3B3A3B$89.11B$89.11B$87.15B$81.4B.17B.4B$78.33B$
78.33B$78.33B$79.31B$80.29B$81.27B$82.25B$84.21B$84.21B$85.19B$85.19B
$86.17B$86.3C14B$85.3BC5B.7B$84.3BC6B.7B$83.4B.6B.7B$82.4B2.6B.4B3C$
81.4B4.5B.4BC3B$80.4B4.6B.5BC3B$79.4B6.5B.5B.4B$78.4B7.5B.5B2.4B$77.
4B7.6B.6B2.4B$76.4B8.6B.6B3.4B$75.4B10.5B.5B5.4B$74.4B11.5B.5B6.4B$
73.4B12.5B.5B7.4B$72.4B13.5B.5B8.4B$71.4B14.5B.5B9.4B$88.6B.6B9.4B$
89.5B.5B11.4B$112.4B$113.4B21$43.3C$45.C$44.C2$142.3C$142.C$143.C34$
3C$2.C$.C2$185.3C$185.C$186.C!

But two of those hypothetical rakes can suppress each other's output in any number of simpler ways to make a 3c/(172+2N) spaceship, so you don't really need to push anything with a pi. The blinker push isn't useful unless you can find an over-unity reaction that uses it in some way.
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Re: Thread For Your Accidental Discoveries

Postby Entity Valkyrie » October 10th, 2018, 5:46 pm

Unexpected MWSS output (south) when removing one HWSS from my Newton Engine:
x = 161, y = 33, rule = B3/S23
49b4o$48b6o$41b3o4b4ob2o$40b5o7b2o$40b3ob2o$43b2o50bo$95bobo$20b2o74b
4o$17b3ob2o33b2o41bo$17b5o23b2o8bo2bo5bo31b3obo25b6o$18b3o23bo2bo8b2o
5bobo12bo10bo4bo2b3o25bo5bo4b4o$44bobo16bo14bo7b4o2b3o4b2o5bobo22bo3b
6o$45bo15bob4o11bo7b3o3bobob2obo5bo19bo4bo4b4ob2o$63bo2b2o13b3o3b3o2bo
bo2b2o6bo6bo7bo6b2o10b2o16b4o$24bobo40bobo11bobo5b2obobo9bo8bo4b2ob2o
33bo3bo$24bo2bo34b2o2bo2bo11bo7b2ob2o11b6obo5b5o8bo28bo$22bo4bo34b2o3b
obo20bob2o12bo11b6o7bo24bo2bo$21b6o63b2o27bo2bo7b4o$20b2o4bo60bob2o17b
o11b2o11b2o19b2o$80b2o7bo17b3o20b2o3bo17b5o$51b6o22bo2bo24bo3b2o7b4o7b
4o11bob3o2bo4bo$24b2o24bo5bo23b2o8b2o8b2o7bo2bo6b6o7b2o10b2o3bo3b3o2bo
$24b2o30bo33b2o7b2o8b3o7b4ob2o18bobo7bo2b2o$3b2o45bo4bo43b3o21b2o19bob
2o7b2o$3ob2o46b2o42b2o2b2o43b2o$5o141bo$b3o9b2o83b2o2bo$9b4ob2o83bo2bo
47b2o5b4o$9b6o83b3o47b2ob2o3bo3bo$10b4o84b3o47b4o8bo$98bo2bo47b2o5bo2b
o$99bobo$99b3o!


My Newton Engine:
x = 161, y = 44, rule = B3/S23
49b4o$48b6o$41b3o4b4ob2o$40b5o7b2o$40b3ob2o$43b2o50bo$95bobo$20b2o74b
4o$17b3ob2o33b2o41bo$17b5o23b2o8bo2bo5bo31b3obo25b6o$18b3o23bo2bo8b2o
5bobo12bo10bo4bo2b3o25bo5bo4b4o$44bobo16bo14bo7b4o2b3o4b2o5bobo22bo3b
6o$45bo15bob4o11bo7b3o3bobob2obo5bo19bo4bo4b4ob2o$63bo2b2o13b3o3b3o2bo
bo2b2o6bo6bo7bo6b2o10b2o16b4o$24bobo40bobo11bobo5b2obobo9bo8bo4b2ob2o
33bo3bo$24bo2bo34b2o2bo2bo11bo7b2ob2o11b6obo5b5o8bo28bo$22bo4bo34b2o3b
obo20bob2o12bo11b6o7bo24bo2bo$21b6o63b2o27bo2bo7b4o$20b2o4bo60bob2o17b
o11b2o11b2o19b2o$80b2o7bo17b3o20b2o3bo17b5o$51b6o22bo2bo24bo3b2o7b4o7b
4o11bob3o2bo4bo$24b2o24bo5bo23b2o8b2o8b2o7bo2bo6b6o7b2o10b2o3bo3b3o2bo
$24b2o30bo33b2o7b2o8b3o7b4ob2o18bobo7bo2b2o$3b2o45bo4bo43b3o21b2o19bob
2o7b2o$3ob2o46b2o42b2o2b2o43b2o$5o141bo$b3o9b2o83b2o2bo$9b4ob2o83bo2bo
47b2o5b4o$9b6o83b3o47b2ob2o3bo3bo$10b4o84b3o47b4o8bo$98bo2bo47b2o5bo2b
o$99bobo$99b3o7$94b6o$93bo5bo$99bo$93bo4bo$95b2o!
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Re: Thread For Your Accidental Discoveries

Postby KittyTac » October 11th, 2018, 4:20 am

T-tetromino eats a blinker and transports itself, along with a large spark:
x = 3, y = 7, rule = B3/S23
3o$bo5$3o!

Fuse:
x = 139, y = 3, rule = B3/S23
o5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo
$2o4bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo
5bo$o5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5bo5b
o5bo!
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Re: Thread For Your Accidental Discoveries

Postby Entity Valkyrie » October 11th, 2018, 7:03 pm

Sawtooth?
x = 226, y = 216, rule = B3/S23
98b3o17b3o$93b2ob2obo19bob2ob2o$93b2o4bob2o13b2obo4b2o$92bo2bo3bobobo
11bobobo3bo2bo$8b3o17b3o68bobobob2o5b2obobobo$3b2ob2obo19bob2ob2o61bo
3bobob2o5b2obobo3bo$3b2o4bob2o13b2obo4b2o62bobobob3o5b3obobobo$2bo2bo
3bobobo11bobobo3bo2bo$9bobobob2o5b2obobobo72b3o9b3o$7bo3bobob2o5b2obob
o3bo70b3obobobobob3o$8bobobob3o5b3obobobo72b5obob5o$108bobo$12b3o9b3o
81b3o94bo$12b3obobobobob3o78bobo3bobo82bo7bobob2o$13b5obob5o169b2ob2o
2b2ob2o2bo$18bobo82b2ob3ob3ob2o79bo5bobo5bo$18b3o82bo11bo79bo8bo2b2o$
15bobo3bobo78bo2bo7bo2bo79bo2b3o2bo$102bo4bo3bo4bo68b2o15b3o$13b2ob3ob
3ob2o81bo3bo73b2o$13bo11bo75b6o5b6o$12bo2bo7bo2bo73b2o7bo7b2o$12bo4bo
3bo4bo81bobo114bo$17bo3bo63bo9bo12b3o114bo$11b6o5b6o55b4o7b4o123b3obo$
10b2o15b2o50b2ob2o3bo5bo3b2ob2o19bo99b3o$17b5o57b2o2bo3bo5bo3bo2b2o18b
4o82b3o13bo$17b5o11bo9bo34bo2bo7bobo7bo2bo12bo3bo3b2ob2o49bobo41b2o$
17b2ob2o9b4o7b4o40bo2bobo2bo13b3o3b4o5bo2b2o52bo40bo$7bo10b3o6b2ob2o3b
o5bo3b2ob2o35b3obobob3o17bo3bo7bo2bo49bobo25bo13b2o$5b4o9b3o6b2o2bo3bo
5bo3bo2b2o64bobo2bo58bob2obo22b2o$b2ob2o3bo3bo5bo6bo2bo7bobo7bo2bo36b
2o3b2o24bo59bob3obo21b3o11b2ob2o$b2o2bo5b4o19bo2bobo2bo44b2o3b2o83b2ob
o27bo12b3o$o2bo7bo3bo17b3obobob3o43bobobobo84bob3o2bo24bo12bo$9bo2bobo
74bobo11b3o77bo21b2o3bo$10bo24b2o3b2o45bobobobo8b2o3bo79bo17b2o$35b2o
3b2o44b2obobob2o6b2o2bo3b3o74bo22bo$23b2o10bobobobo44bobo3bobo7bo9bo
92bo2bo$22bo2bo8b2obobob2o60b2o5b2o94b3o$17b2o3bo2bo8b2obobob2o$16bo2b
ob2ob2o11bobo$17b2o3b2o9bo9bo$34bo7bo$218b2o$218b2o2$92bo$91bo$91b3o$
34bobo$35b2o$35bo174b2o$210b2o26$78bo$78bobo$48bo29b2o$49b2o$48b2o4$
169b2o$162b2o5b2o11b2o$162b2o18bo$183bo$182b2o$164b2o27b2o$164b2o27b2o
$158b2o$158b2o$199b2o$199b2o$195b2o$195b2o2$141b2o$142bo$142bob2o54b2o
$143bo2bo53b2o$145bobob2o3bob2o$142bo2bobob2o3b2obo$142bo4bo$138b2o3bo
2b2o$137bob4o$65bo71bo$63b2o70b2ob7o$66bo66bo2bobo6bo$61bo3bo67b2o3bob
2o2b2o$62b2o73b2ob2o$62bo$197bob2o$137b2o58b2obo$137b4o12b2o16b3o$135b
2o4bo7b2o2b2o16bo$122bo6b2o4b2o2b3o7bo22bo$122b3o6bo4bo3b2o5bobo$125bo
2bo7b5o6b2o$124b2o3b2o6bobo18b2o26b3o$138bo19b2o23bo2bo2bo$154b2o28bo
4bo$154b2o26bobo2bobo$182b2o3b2o6b2o$177b2o16b2o$137b2o21b2o15b2o10b2o
$138bo21b2o27b2o$63b2o50b2o18b3o$62bobo50b2o18bo20bo$62bo64b2o27b3o32b
2o$61b2o63bo2bo29bo24b2o5b2o$127b2o4b2o23b2o24b2o$133bobo$135bo$47bo
87b2o$47b3o56b2o17b2o$50bo55bobo17bo$49b2o57bo14b3o$108bob2o11bo44b2o$
107b2ob2o2b2o43bo8bobo$95b2o17bobo41bobo9bo$95b2o3b2o13bo42bobo9b2o$
55b3o42b2o57bo$55bo2bo53b2o4b2o$55bo57bo4b2obo$55bo3bo27b2o12b2o7b3o9b
o$55bo3bo28bo6b2o4bo8bo8bo38b2ob2o$55bo29b3o7b2o5b3o15bob2o30b2o3bob2o
2b2o$56bobo26bo18bo17b2o30bo2bobo6bo$50b2o104b2ob7o$49bobo106bo$50bo
107bob4o$159b2o3bo2b2ob2o$163bo4bob2o$163bo2bobo$47b2ob6o110bobo$47b2o
b6o108bo2bo$47b2o114bob2o$47b2o5b2o107bo$47b2o5b2o106b2o$47b2o5b2o$54b
2o$47b6ob2o$47b6ob2o$95b2o$95b2o5b2o$102b2o3$71b2o27b2o$71b2o27b2o$
106b2o$106b2o$65b2o$65b2o$69b2o$69b2o15b2o$85b2ob2o$85b2ob2o$87b3o$64b
2o$64b2o$108b2obo$108bob2o10$65b2obo$65bob2o$111b2o$111b2o4$106b2o$
106b2o$110b2o$110b2o$69b2o$69b2o$75b2o27b2o$75b2o27b2o$93b2o$94bo$73b
2o18bo$73b2o5b2o11b2o$80b2o!
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Re: Thread For Your Accidental Discoveries

Postby BlinkerSpawn » October 11th, 2018, 8:40 pm

Entity Valkyrie wrote:Sawtooth?
rle

No.
The glider guns send gliders at a constant rate not influenced by other factors.
Because of this, the Doppler effect caused by the diagonal flotilla only multiplies a constant base rate, and the LWSSes also get emitted at a constant rate.
This in turn means that the "sawteeth" in this pattern's population graph are of constant height and there is no minimum repeating population, a critical factor.
LifeWiki: Like Wikipedia but with more spaceships. [citation needed]

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Re: Thread For Your Accidental Discoveries

Postby Entity Valkyrie » October 12th, 2018, 2:15 am

Everytime I go to the doctor, the first thing I say is "No syringes"!
x = 45, y = 77, rule = B3/S23
42bo$42bobo$42b2o43$5bo31bo$6b2o27b2o$5b2o3b2o11bo12b2o$10b2o10bobo$
22bobo2b2o3bo$21b2ob2o2bo2bobo$25bobo3bobo$21b2obo2b4obo$21b2obobo3bo$
25bobo3bo$26bobo3bo$27bo3b2o4$18b2o$18b2o$3b2o$2bo2bo$bob2o$bo$2o$15b
2o$15bo$16b3o$18bo4$20bo$19b2o$19bobo!
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Re: Thread For Your Accidental Discoveries

Postby 77topaz » October 12th, 2018, 7:33 am

For reference, here's a population plot of that not-a-sawtooth:
x = 550, y = 536, rule = B3/S23
256b3o2bo6b3o2b4o2b4o3b3o3b3o2b4o2b4o$255bo3bobo7bo3bo3bobo3bobo3bobo
3bobo3bobo3bo$255bo5bo7bo3bo3bobo3bobo3bobo3bobo3bobo3bo$255bo5bo7bo3b
4o2b4o2bo3bob5ob4o2bo3bo$255bo5bo7bo3bo5bo3bobo3bobo3bobo2bo2bo3bo$
255bo3bobo7bo3bo5bo3bobo3bobo3bobo3bobo3bo$256b3o2b5o2b3o2bo5b4o3b3o2b
o3bobo3bob4o8$b3o3b3o3b3o4bo$o3bobo3bobo3bo2b2o$4bo5bobo3bo3bo$3bo5bo
3b3o4bo11bo438bo$2bo5bo3bo3bo3bo11bo438bo$bo5bo4bo3bo3bo11bo438bo$5ob
5o2b3o3b3o10bo438bo$32bo438bo$32bo438bo$32bo438bo$32bo437b2o$32bo437b
2o$32bo437b2o$32bo437b2o$32bo437b2obo4bo$32bo437b2obo4bo$32bo436b3obo
4bo$32bo436b3obo4bo$32bo436b3obo4bo$32bo436b5o4bo$32bo436b5o4bo$32bo
436b6o3bo$32bo436b6o3bo$32bo436b6o3bo$32bo436b6o3bo$32bo436b6o3bo$32bo
436b6o3bo$32bo368bo67b6o3bo$32bo368bo64bo2b6obobo$32bo368bo64bo2b6obob
o$32bo368bo64bo2b6obobo$32bo368bo64bo2b6obobo$32bo368bo64bo2b6obobo$
32bo368bo64bo2b6obobo$32bo368b2o63bob9obo$32bo368b2o63bob9obo$32bo368b
2o63bob9obo$32bo368b2obo4bo56bob9obo$32bo368b2obo4bo56bob9obo$32bo368b
2obo4bo56bob9obo$32bo367b3obo4bo56bob9obo$32bo367b3obo4bo56bob9obo$32b
o367b3obo4bo56bob9obo$32bo367b3obo4bo56bob9obo$32bo367b3obo4bo56bob9ob
o$32bo367b3ob2o3bo56bob9obo$32bo367b6o3bo56b14o$32bo367b6o3bo56b14o$
32bo367b6o3bo56b14o$32bo367b6o3bo56b14o$32bo367b6o3bo56b14o$32bo299bo
67b6obobo56b14o$32bo299bo64bo2b6obobo56b14o$32bo299bo64bo2b6obobo56b
14o$32bo299bo64bo2b6obobo56b14o$32bo299bo64bo2b6obobo56b14o$32bo299bo
64bo2b6obobo56b14obo$32bo299bo64bo2b6obobo56b14obo$32bo299b2o63bob9obo
56b14obo$32bo299b2o63bob9obo56b14obo$32bo299b2o63bob9obo56b14obo$32bo
299b2obo4bo56bob9obo56b14obo$32bo299b2obo4bo56bob9obo56b14obo$32bo298b
5o4bo56bob9obo56b14obo$32bo298b5o4bo56bob9obo56b16o$32bo298b5o4bo56bob
9obo56b16o$32bo298b5o4bo56bob9obo56b16o$32bo298b5o4bo56bob9obo56b16o$
32bo298b6o3bo56bob9obo55b17o$32bo298b6o3bo56bob11o55b17o$32bo298b6o3bo
56b14o54b18o$32bo298b6o3bo56b14o54b18o$32bo298b6o3bo56b14o54b18o$32bo
298b6o3bo56b14o54b18o$32bo230bo67b6o3bo56b14o54b18o$32bo230bo64bo2b6ob
obo56b14o54b18o$32bo230bo64bo2b6obobo56b14o54b18o$32bo230bo64bo2b6obob
o56b14o54b18o$32bo230bo64bo2b6obobo56b14o54b18o$32bo230bo64bo2b6obobo
56b14o54b18obo$32bo230bo64bo2b6obobo56b14obo52b18obo$32bo230b2o63bob9o
bo56b14obo52b21o$32bo230b2o63bob9obo56b14obo52b21o$32bo230b2o63bob9obo
56b16o52b21o$32bo230b2obo3bo57bob9obo56b16o52b21o$32bo230b2obo3bo57bob
9obo56b16o52b21o$32bo230b4o3bo57bob9obo56b16o52b21o$32bo229b5o3bo57bob
9obo56b16o52b21o$32bo229b5o3b2o56bob11o56b16o52b21o3bo$32bo229b5o3b2o
56bob11o56b16o52b21o3bo$32bo229b5o3b2o56bob11o56b16o52b22o2bo$32bo229b
5o3b2o56bob11o56b16o52b22o2bo$32bo229b5o3b2o56bob11o55b17o52b22o2bo$
32bo229b5o3b2o56bob11o55b17o52b22o2b2o$32bo229b5o3b2o56b14o54b18o51b
22o2b2o$32bo229b5o3b2o56b14o54b18o51b22o2b2o40bo$32bo229b5o3b2o56b14o
54b18o49bob22o2b2o40bo$32bo229b5o3b2o56b14o54b18o49bob22o2b2o40bo$32bo
161bo67b5o2b3o56b14o54b18o49b24o2b2o40bo$32bo161bo64bo2b5o2b3o56b14o
54b18o49b24o2b2o40bo$32bo161bo64bo2b6ob3o56b14o54b18o49b24o2b2o39b2o$
32bo161bo64bo2b6ob3o56b14o54b18o49b25ob2o39b2o$32bo161bo64bo2b6ob3o56b
14o54b19o48b25ob2o39b2o$32bo161bo64bo2b6ob3o56b15o53b19o48b25ob2o39b2o
$32bo161bo64bo2b6ob3o56b15o53b20o47b25ob2o39b2o$32bo161b2o63bob11o56b
15o53b20o47b25ob2o39b2o$32bo161b2o63bob11o56b15o53b20o47b28o39b2o$32bo
161b2o63bob11o56b15o53b20o47b28o39b2o$32bo161b2obo3bo57bob11o56b15o53b
20o47b28o39b2o$32bo161b2obo3bo57bob11o56b15o53b20o47b28o39b2o$32bo160b
5o3bo57bob11o56b15o53b20o47b8ob19o39b2o$32bo160b5o3bo57bob11o56b15o53b
20o4bo42b8ob19o39b2o$32bo160b5o3b2o56bob11o56b15o53b20o4bo41b8o2b19o
39b2o$32bo160b5o3b2o56bob11o56b15o53b20obo2bo41b8o2b19o39b2o$32bo160b
5o3b2o56bob11o56b15o53b20obo2bo41b8o2b19o39b2o$32bo160b5o3b2o56bob11o
55b16o53b20obo2bo41b8o2b19o39b2o$32bo160b5o3b2o56bob11o55b16o53b20obo
2bo41b8o2b19o39b2o$32bo160b5o3b2o56b13o55b17o52b22o2bo41b8o2b19o39b2o$
32bo160b5o3b2o56b13o55b17o52b22o2bo41b8o2b20o37b3o$32bo160b5o3b2o56b
13o55b17o50bob22o2bo41b8o2b20o37b3o$32bo160b5o3b2o56b13o55b17o50bob22o
2bo41b8o2b20o37b3o$32bo92bo67b5o3b2o56b13o55b17o50b24o2bo41b8o3b19o37b
3o$32bo92bo64bo2b5obob2o56b13o55b17o50b24o2bo41b8o4b18o37b3o$32bo92bo
64bo2b7ob2o56b13o55b17o50b24o2bo40b9o4b18obo35b3o$32bo92bo64bo2b7ob2o
56b13o55b17o50b25obo40b9o4b18obo35b3o$32bo92bo64bo2b7ob2o56b13o55b17o
50b25obo40b9o4b18obo35b3o$32bo92bo64bo2b7ob2o56b13o55b17obo48b25obo40b
9o4b18obo35b3o$32bo92bo64bo2b7ob2o56b15o53b17obo48b25obo40b9o4b20o34b
4o$32bo92b2o63bob8ob2o56b15o53b20o47b25obo40b9o4b20o34b4o$32bo92b2o63b
ob8ob2o56b15o53b20o47b8ob16obo40b9o5b19o34b4o$32bo92b2o63bob8ob2o56b
15o53b20o47b8ob19o39b9o5b19o34b4o$32bo92b3o4bo57bob8ob2o56b15o53b20o
47b7o2b19o39b8o6b19o34b4o$32bo92b3o4bo57bob8ob2o56b15o53b20o47b7o2b19o
39b8o6b19o34b4o$32bo91b4o4bo57bob8ob2o56b15o53b20o47b7o2b19o39b8o6b19o
34b4o$32bo91b4o4bo57bob8ob2o56b15o53b20o47b7o2b19o39b8o6b19o33b5o$32bo
91b4o4bo57bob8ob2o56b15o53b20o4bo41b8o2b19o39b8o6b20o32b5o$32bo91b4o4b
o57bob8ob2o56b15o53b20o4bo41b8o2b19o38b9o6b20o32b5o$32bo91b4o4bo57bob
8ob2o56b15o53b20obo2bo41b8o2b19o38b9o6b20obo30b6o$32bo91b4o4bo57bob8ob
2o56b15o53b20obo2bo41b8o2b19o38b9o6b20obo30b6o$32bo91b5o3bo57bob11o55b
16o53b20obo2bo41b8o2b19o38b8o7b3ob16obo30b6o$32bo91b5o3bo57bob11o55b
16o53b20obo2bo41b8o3b18o38b8o7b3ob16obo4bo25b6o$32bo91b5o3bo57b13o55b
17o52b22o2bo41b8o4b18o37b8o7b3ob16obo4bo25b5o$32bo23bo67b5o3bo57b13o
55b17o51b23o2bo41b8o4b18o37b8o7b3ob18o4bo25b5o$32bo23bo67b5o3bo57b13o
55b17o50b24o2bo41b8o4b18o37b8o9bob18o4bo25b5o$32bo23bo67b5o3b2o56b13o
55b17o50b24o2bo41b8o4b18o37b8o9bob18o4bo25b5o$32bo23bo67b5obob2o56b13o
55b17o50b24o2bo41b8o4b18o37b8o9bob18o4bo25b5o$32bo23bo64bo2b5obob2o56b
13o55b17o50b24o2bo40b9o4b18obo35b8o9bob18o4bo25b5o$32bo23bo64bo2b5obob
2o56b13o55b17o50b24o2bo39b10o4b18obo35b8o9bob18o4bo25b5o$32bo23bo64bo
2b5obob2o56b13o55b17o50b25obo39b10o4b18obo35b8o9bob18o4bo22bo2b5o$32bo
23bo64bo2b5obob2o56b13o55b17obo48b7ob17obo39b10o4b18obo35b8o9bob18o4bo
22bo2b5o$32bo23bo64bo2b5obob2o56b13obo53b17obo48b7ob17obo39b9o5b20o35b
8o9bob18o4bo22bo2b5o$32bo22b2o64bo2b5obob2o56b15o53b20o47b7ob17obo39b
9o5b20o34b9o9bob18o4bo22bo2b5o$32bo22b2o64bob8ob2o56b15o53b20o47b7ob
17obo39b9o5b20o34b9o9bob18o4bo22bo2b5o$32bo22b2o64bob8ob2o56b15o53b20o
47b7o2b18o39b9o5b20o34b9o9bob18o4bo22bob6o$32bo22b2o64bob8ob2o56b15o
53b20o47b7o2b18o39b9o5b20o34b9o11b19o3bo22bob6o$32bo22b4o4bo57bob8ob2o
56b15o53b20o47b7o2b18o39b9o5b20o34b9o11b19o3bo22bob6o$32bo22b4o4bo57bo
b8ob2o56b15o53b20o47b7o2b18o39b9o5b20o34b9o11b19o3bo22bob6o$32bo21b5o
4bo57bob8ob2o56b15o53b20o47b7o2b18o39b9o5bob18o33b8o13b19o3bo22bob6o$
32bo21b5o4bo57bob8ob2o56b15o53b20o4bo42b7o2b18o39b8o6bob19o32b8o13b19o
3bo22bob6o$32bo21b5o4bo57bob8ob2o56b15o53b20o4bo41b8o3b17o39b8o6bob19o
32b8o13b19o3bo22bob6o$32bo21b6o3bo57b10ob2o56b15o53b20obo2bo41b8o3b17o
39b8o6bob19obo30b8o13b19o3bo22bob6o$32bo21b6o3bo57b10ob2o56b15o53b20ob
o2bo41b8o3b17o39b8o9b18obo30b8o14b18o3bo22bob6o$32bo21b6o3bo57b13o55b
16o53b20obo2bo41b8o3b17o39b8o9b18obo30b8o14b19o2bo22bob6o$32bo21b6o3bo
57b13o55b16o53b20obo2bo41b8o3b17o39b8o9b18obo4bo25b8o14b19o2bo22bob6o$
32bo21b6o3bo57b13o55b17o52b22o2bo41b8o3b17o39b8o9b18obo4bo25b8o14b20ob
o22bob6o$32bo21b6o3bo57b13o55b17o51b23o2bo41b8o3b17obo37b8o9b18obo4bo
25b8o14b20obo22bob6o$32bo21b6o3bo57b13o55b17o50b24o2bo41b8o3b17obo37b
8o9bob18o4bo25b8o14b22o22bob6o$32bo21b6o3bo57b13o55b17o50b24o2bo41b8o
4b16obo37b8o9bob18o4bo25b8o14b22o22b8o$32bo21b6o3bo57b13o55b17o50b7ob
16o2bo41b8o4b16obo37b8o9bob18o4bo25b8o15b21o22b8o$32bo19bob6obobo57b
13o55b17o50b7ob16o2bo41b7o5b18o36b9o9bob18o4bo25b8o15b22o21b8o$32bo19b
ob6obobo57b13o55b17o50b7ob16o2bo39b9o5b18obo34b9o9bob18o4bo25b8o15b22o
21b8o$32bo19bob6obobo57b13o55b17o50b7ob16o2bo39b9o5b18obo34b9o9bob18o
4bo25b8o15b22o21b8o$32bo19bob6obobo57b13o55b17o50b7ob16o2bo39b9o5bob
16obo34b9o9bob18o4bo22bob9o16b21o21b8o$32bo19bob6obobo57b13o55b17obo
48b7o2b15o2bo39b9o5bob16obo34b9o11b18o4bo22bob9o16b21o21b8o$32bo19bob
6obobo57b15o53b17obo48b7o2b15o2bo39b9o5bob18o34b9o11b18o4bo22bob9o16b
21o21b8o$32bo19bob8obo57b15o53b20o47b7o2b15o2bo39b9o5bob18o34b9o11b18o
4bo22bob9o16b21o21b8o$32bo19bob8obo57b15o53b20o47b7o2b15o2bo39b9o5bob
18o34b7o13b18o4bo22bob9o16b21obo19b8o$32bo19bob8obo57b15o53b20o47b7o2b
15ob2o39b8o6bob18o34b7o13b18o4bo22bob9o16b21obo19b8o$32bo19bob8obo57b
15o53b20o47b7o2b15ob2o39b8o6bob18o34b7o13b19o3bo22bob9o16b21obo19b8o$
32bo19bob8obo57b15o53b20o47b7o3b17o39b8o6bob18o34b7o14b18o3bo22bob9o
16b2ob18obo19b8o$32bo19bob8obo57b15o53b20o47b7o3b17o39b8o9b17o34b7o14b
18o3bo22bob8o17bo2b18obo19b8o$32bo19bob8obo57b15o52b21o47b7o3b17o39b8o
9b17o33b8o14b18o3bo22bob8o17bo2b18obo19b8o$32bo19bob8obo57b15o52b21o4b
o41b8o3b17o39b8o9b18o32b8o14b18o3bo22bob8o17bo2b18obo19b8o$32bo19b10ob
o56b16o52b21o4bo41b8o3b17o39b8o9b18o32b8o14b18o3bo22bob8o17bo2b18obo
19b8o$32bo19b13o55b16o52b21obo2bo41b8o3b17o39b8o9b18obo30b8o14b18o3bo
22bob8o17bo2b18obo19b8o$32bo19b13o55b16o52b21obo2bo41b8o3b17o39b8o9bob
16obo30b8o14b18o3bo22bob8o17bo2b18obo19b8o$32bo19b13o55b16o52b21obo2bo
41b8o4b16o39b8o9bob16obo30b8o14b19o2bo22bob8o17bo2b18obo19b8o$32bo19b
13o55b16o52b6ob14obo2bo41b8o4b16o39b8o9bob16obo4bo25b8o15b19obo22bob8o
17bo2b18obo19b8o$32bo19b13o55b17o51b6ob16o2bo41b7o5b16obo37b8o9bob16ob
o4bo25b8o15b19obo22bob8o17bo2b18obo18b9o$32bo19b13o55b17o51b6ob16o2bo
41b7o5b16obo37b8o9bob16obo4bo25b8o15b19obo22bob8o20b18obo18b9o$32bo19b
13o55b17o50b7ob16o2bo41b7o5b16obo37b8o9bob18o4bo24b9o15b21o22bob8o20b
18obo18b9o$32bo19b13o55b17o50b7ob16o2bo41b7o5bob14obo37b8o9bob18o4bo
24b9o16b20o22b10o20b18obo18b9o$32bo18b14o55b17o50b7o2b15o2bo41b7o5bob
16o36b9o11b18o4bo24b9o16b21o21b10o20b21o17b9o$32bo18b14o55b17o50b7o2b
15o2bo40b8o5bob16obo34b9o11b18o4bo24b9o16b21o21b10o20b21o17b9o$32bo18b
14o55b17o50b7o2b15o2bo39b9o5bob16obo34b9o11b18o4bo24b9o16b21o21b10o20b
21o17b9o$32bo18b14o55b17o50b7o2b15o2bo39b9o5bob16obo34b7o13b18o4bo24b
9o16b21o21b10o20b21o17b9o$32bo18b14o55b17obo48b7o2b15o2bo39b8o6bob16ob
o34b7o13b18o4bo22bob9o16b21o21b10o20b21o17b9o$32bo18b14obo53b17obo48b
7o2b15o2bo39b8o6bob18o34b7o13b18o4bo22bob9o16b21o21b10o20b21o17b9o$32b
o18b14obo53b20o47b7o3b14o2bo39b8o6bob18o33b8o14b17o4bo22bob9o16b21o21b
9o22b20o17b9o$32bo18b14obo53b20o46b8o3b14o2bo39b8o9b17o33b8o14b17o4bo
22bob8o17bob19o21b9o22b20o16b10o$32bo18b14obo53b20o46b8o3b14ob2o39b8o
9b17o33b8o14b17o4bo22bob8o17bob19obo19b9o22b20o16b10o$32bo18b14obo52b
21o46b8o3b14ob2o39b8o9b17o33b8o14b17o4bo22bob8o17bob19obo19b9o23b2ob
16o16b10o$32bo18b14obo52b21o46b8o3b17o39b8o9b17o33b8o14b18o3bo22bob8o
17bob19obo19b9o23b2ob16o16b10o$32bo18b14obo52b21o46b8o3b17o39b8o9bob
15o33b8o14b18o3bo22bob8o17bob19obo19b9o23b2ob16o16b10o$32bo18b14obo52b
21o46b8o3b17o39b8o9bob15o32b9o14b18o3bo22bob8o17bob19obo19b9o23b2ob17o
15b9o$32bo18b14obo52b21o4bo41b8o4b16o39b8o9bob16o31b9o14b18o3bo22bob8o
17bob19obo19b9o23b2ob17o15b9o$32bo18b14obo52b6ob14o4bo41b8o4b16o39b8o
9bob16o31b9o15b17o3bo22bob8o17bob19obo19b9o23b2ob17o15b9o$32bo18b14obo
52b6ob14o4bo41b7o5b16o39b8o9bob16o31b9o15b17o3bo22bob8o17bob19obo19b9o
23b2ob18o14b9o$32bo18b16o52b6ob14obo2bo41b7o5b16o39b8o9bob16obo29b9o
15b17o3bo22b10o20b18obo19b9o24bob18o4bo9b9o$32bo18b16o52b6ob14obo2bo
41b7o5b16o39b8o9bob16obo29b9o15b18o2bo22b10o20b18obo19b8o25bob18o4bo9b
9o$32bo18b16o52b6ob14obo2bo41b7o5b16o39b8o9bob16obo4bo24b9o16b17o2bo
22b10o20b18obo19b8o25bob18o4bo8b10o$32bo18b17o51b6o2b15o2bo41b7o5b16o
39b8o11b16obo4bo24b9o16b18obo22b10o20b18obo19b8o25bob18o4bo8b10o$32bo
18b17o51b6o2b15o2bo41b7o5bob14obo37b8o11b16obo4bo24b9o16b18obo22b10o
20b18obo18b9o25bob18o4bo8b10o$32bo18b17o50b7o2b15o2bo41b7o5bob14obo37b
8o11b18o4bo24b9o16b18obo22b10o20b18obo18b9o25bob18o4bo8b10o$32bo18b17o
50b7o2b15o2bo41b7o5bob14obo37b6o13b18o4bo24b9o16b20o22b10o20b18obo18b
9o25bob18o4bo8b9o$32bo17b18o50b7o2b15o2bo41b6o6bob14obo37b6o13b18o4bo
24b9o16b20o22b8obo20b18obo18b9o25bob18o4bo8b9o$32bo17b18o50b7o2b15o2bo
41b6o6bob16o36b7o13b18o4bo24b9o16b21o20b9obo20bob18o18b9o27b18o4b2o7b
9o$32bo17b18o50b7o3b14o2bo39b8o6bob16obo34b7o13b18o4bo24b9o16b21o20b9o
22bob18o18b9o27b19o3b2o7b9o$32bo17b18o50b7o3b14o2bo39b8o8b16obo34b7o
13bob16o4bo24b8o17bob19o20b9o22bob19o17b9o27b19o3b2o7b9o$32bo17b18o50b
7o3b14o2bo39b8o8b16obo34b7o13bob16o4bo22bob8o17bob19o20b9o22bob19o17b
9o27b19o3b2o7b9o$32bo17b18obo48b7o3b14o2bo39b8o8b16obo34b7o13bob16o3b
2o22bob8o17bob19o20b9o24b2ob16o17b9o27b19o3b2o7b9o$32bo17b18obo48b7o3b
14o2bo39b8o8b18o33b8o13bob16o3b2o22bob8o17bob19o20b9o24b2ob16o17b9o27b
19o3b2o7b9o$32bo17b21o47b7o3b14o2bo39b8o8b18o33b8o13bob16o3b2o22bob8o
17bob19o20b9o24b2ob16o16b10o27b19o3b2o7b9o$32bo17b21o46b8o3b14o2bo39b
8o9b17o33b8o13bob16o3b2o22bob8o17bob19obo18b9o24b2ob16o16b9o28b21ob2o
7b9o$15b7o10bo17b21o46b8o4b13ob2o39b8o9b17o33b8o13bob16o3b2o22bob8o17b
ob19obo18b9o24b2ob16o16b9o28b21ob2o7b9o$18bo13bo17b6ob14o46b8o4b13ob2o
39b8o9b17o33b8o15b16o3b2o22bob8o17bob19obo18b9o24b2ob16o16b9o28b21ob2o
5b11o$17bo14bo17b6ob14o46b7o5b16o39b8o9b17o33b8o15b16o3b2o22bob8o17bob
19obo18b9o24b2ob16o16b9o28bob19ob2o5b11o$16bo15bo17b6ob14o46b7o5b16o
39b8o9b17o33b8o15b16o3b2o22bob8o19b19obo18b9o24bo2b17o15b9o28bob19ob2o
5b11o$15b7o10bo17b6ob14o46b7o5b16o39b8o9b17o32b9o15b17o2b2o22bob8o19b
19obo18b9o24bo2b17o15b9o28bob19ob2o5b11o$32bo17b6ob14o4bo41b7o5b16o39b
7o10b18o31b9o16b16o2b2o22bob8o19b19obo18b9o24bo2b17o15b9o28bob19ob2o5b
11o$16b5o11bo17b6ob14o4bo41b7o5b16o39b7o11b17o31b9o16b16o2b2o22bob8o
19b19obo18b9o24bo2b17o15b9o28bob22o5b11o$15bo5bo10bo17b6o2b13obo2bo41b
7o5b16o39b7o12b16obo29b9o16b16o2b2o22bob8o19b19obo18b9o24bo2b18o4bo9b
9o30b22o5b11o$15bo5bo10bo16b7o2b13obo2bo41b7o5b16o39b7o12b16obo29b9o
16b16o2b2o21b11o19b19obo18b9o24bo2b18o4bo9b9o30b22o5b10o$15bo5bo10bo
16b7o2b13obo2bo41b7o5b16o39b6o13b16obo29b9o16b17ob2o21b11o19b19obo18b
9o24bo2b18o4bo8b9o32b21o5b10o$16b5o11bo16b7o2b13obo2bo41b6o6b3ob12o39b
6o13b16obo4bo24b9o16b20o21b9obo19b19obo18b9o24bo2b18o4bo8b9o32b21o5b
10o$32bo16b7o2b15o2bo41b6o6b3ob13o38b6o13b16obo4bo24b9o16b20o21b9obo
19b19obo18b9o27b18o4bo8b9o32b21o5b10o$32bo16b7o3b14o2bo41b6o6b3ob13o
38b6o13b16obo4bo24b9o16b20o21b9o22b18obo18b9o27b18o4bo8b9o32b21o5b10o$
15bo5bo10bo16b7o3b14o2bo41b6o8bob13o38b6o13bob16o4bo24b8o17bob18o21b9o
22b18obo18b9o27b18o4bo8b9o32b21o5b10o$15b7o10bo16b7o3b14ob2o41b6o8bob
13o38b6o13bob16o4bo24b8o17bob18o21b9o22bob16obo18b9o27b18o4bo8b9o32b
21o5b10o$15bo5bo10bo16b7o3b14ob2o41b6o8bob13o37b7o13bob16o4bo24b8o17bo
b18o21b9o24b2ob15o18b9o27b18o4bo8b9o32b21o5b9o$32bo16b7o3b14ob2o40b7o
8bob13o2bo34b7o13bob16o4bo24b8o17bob18o21b9o24b2ob15o18b9o27b18o4bo8b
9o33b20o5b9o$32bo16b7o3b14ob2o39b8o8bob13o2bo34b7o13bob16o3b2o24b8o17b
ob18o21b9o24b2ob15o18b9o27b18o4bo8b9o33b20o5b9o$15bo16bo16b7o3b14ob2o
39b8o8bob14obo34b7o13bob16o3b2o24b8o17bob18o21b9o24b2ob15o17b9o28b18o
4bo8b9o33b20o5b9o$15bo16bo16b7o4b13ob2o39b8o8bob14obo34b7o13bob16o3b2o
22bob8o17bob18o21b9o24bo2b15o17b9o28b19o3b2o7b9o33b20o5b9o$15b7o10bo
15b8o4b13ob2o39b8o8bob16o34b7o15b16o3b2o22bob8o17bob18o21b9o24bo2b15o
17b9o28b19o3b2o7b9o34b19o5b9o$15bo16bo15b7o5b13ob2o39b8o8bob16o33b8o
15b16o3b2o21b2ob8o19b18o21b9o24bo2b15o17b9o28bob17o3b2o7b9o34b19o5b9o$
15bo16bo15b7o5b13ob2o39b8o8bob16o33b8o15b16o3b2o21b2ob8o19b18o21b9o24b
o2b15o17b9o28bob17o3b2o7b9o34b19o5b8o$32bo15b7o5b13ob2o39b8o8bob16o33b
8o15b16o3b2o21b2ob8o19b18obo19b9o24bo2b15o17b9o28bob18o2b2o7b9o34bob
17o5b8o$16b6o10bo15b7o5b13ob2o39b7o9bob16o33b8o16b15o3b2o21b2ob8o19b
18obo19b9o24bo2b15o17b9o28bob18o2b2o7b9o34bob17o5b8o$15bo2bo13bo15b7o
5b13ob2o39b7o11b16o33b8o16b15o3b2o21b2ob8o19b18obo19b9o24bo2b15o17b9o
28bob18o2b2o5b11o34bob17o5b8o$15bo2bo13bo15b7o5b16o39b7o12b15o33b8o16b
15o3b2o21b2ob8o19b18obo19b8o25bo2b15o17b9o30b18o2b2o5b11o34bob18o4b8o$
15bo2bo13bo15b7o5b16o39b7o12b15o32b9o16b16o2b2o21b2ob8o19b18obo19b8o
25bo2b15obo15b8o31b18o2b2o5b10o35bob18o4b8o$16b6o10bo15b7o5b16o39b6o
13b16o31b9o16b16o2b2o21b2ob8o19b18obo19b8o25bo2b15obo15b8o32b18ob2o5b
10o35bob18o4b8o$32bo15b6o6b3ob12o39b5o14b16o31b9o16b16o2b2o21b2ob6obo
19b18obo19b8o25bo2b15obo15b8o32b21o5b10o35bob18o4b8o$21bo10bo15b6o6b3o
b12o39b5o14b16o31b9o16b16o2b2o21b2ob6obo19b20o19b8o28b17o15b8o32b21o5b
10o35bob18o4b8o$21bo10bo15b6o6b3ob12o39b5o14b17o30b9o16b16o2b2o21b2ob
6o22b19o19b8o28b17o5bo9b8o32b21o5b10o37b19o2b9o$21bo10bo15b6o8bob12o
39b5o14bob15o30b8o17bob14o2b2o21b9o22b19o19b8o28b17o5bo9b8o32b21o5b10o
37b19o2b9o$21bo10bo15b6o8bob12o39b5o14bob15o4bo25b8o17bob15ob2o21b9o
22bob17o19b8o28b18o4bo8b9o32b21o5b8obo37b19o2b9o$15b7o10bo15b6o8bob12o
39b5o14bob15o4bo25b8o17bob15ob2o21b9o24b17o19b8o28b18o4bo8b9o32b21o5b
8o39b19o2b9o$32bo15b6o8bob13o38b5o14bob15o4bo25b8o17bob15ob2o21b9o24b
17o19b8o28b18o4bo8b9o33b20o5b8o39b30o$15b6o11bo15b6o8bob13o38b5o14bob
15o4bo25b8o17bob15ob2o21b9o24b17o19b8o28b18o4bo8b9o33b20o5b8o40b29o$
21bo10bo15b6o8bob13o38b5o14bob15o4bo25b8o17bob18o21b9o24b17o19b8o28b
18o4bo8b9o33b20o5b8o40b29o$21bo10bo15b6o8bob13o37b6o14bob15o4bo25b8o
17bob18o21b9o24bo2b14o19b8o28b18o4bo8b9o33b20o5b8o40b29o$21bo10bo14b7o
8bob13o37b6o16b15o4bo25b8o17bob18o21b9o24bo2b15o18b8o28b18o4bo8b9o34b
19o5b8o40b29o$15b6o11bo13b8o8bob13obo35b6o16b15o4bo25b8o19b18o21b9o24b
o2b15o18b8o28bob16o4bo8b9o34b19o5b8o40b29o$32bo13b8o8bob13obo35b6o16b
15o4bo25b8o19b18o21b9o24bo2b15o18b8o28bob16o4bo8b9o34b19o5b8o40b29o$
16b2o14bo13b8o8bob15o35b6o16b15o4bo22bo2b8o19b18o21b9o24bo2b15o17b9o
28bob16o4bo8b9o34bob17o5b8o40b29o$15bo2bo13bo13b7o9bob15o35b6o17b15o3b
o22bo2b8o19b18o21b9o24bo2b15o17b9o28bob17o3bo8b9o34bob17o5b8o40b29o$
15bo2bo13bo13b7o11b15o35b6o17b15o3bo22bo2b8o19b18o21b9o24bo2b15o17b9o
28bob17o3bo8b9o34bob17o5b8o40bob27o$15bo2bo13bo13b7o12b14o34b7o17b15o
3bo22bo2b8o19b18o21b8o25bo2b15o17b9o30b17o3bo8b9o34bob17o5b8o42b27o$
15b7o10bo13b7o12b14o34b7o17b15o3bo22bo2b8o19b18obo19b8o25bo2b15o17b8o
31b18o2bo8b8o35bob17o5b8o42b27o$32bo13b6o13b14o34b7o17b15o3bo22bo2b8o
19b18obo19b8o25bo2b15o17b8o32b17o2bo8b8o35bob17o5b8o42bob25o$16b5o11bo
13b6o13b14o34b7o17b15o3bo22bo2b6obo19b18obo19b8o25bo2b15o17b8o32b17o2b
o6b10o35bob17o5b8o42bob24o$15bo5bo10bo13b6o13b14o34b7o17b15o3bo22bo2b
6obo19b18obo19b8o28b15o17b8o32b17o2bo6b10o35bob17o5b8o42bob24o$15bo5bo
10bo13b6o13b14o34b7o17b15o3bo22b2ob6o22b17obo19b8o28b15o16b9o32b17o2bo
6b10o37b18o4b8o42bob24o$15bo5bo10bo13b6o13bob12o33b8o17bob13o3b2o21b2o
b6o22b17obo19b8o28b15obo14b9o32b17o2bo6b10o37b18o4b8o42bob23o$16b5o11b
o13b5o14bob13o32b8o17bob13o3b2o21b2ob6o24b15obo19b8o28b15obo14b9o32b
17o2bo6b8o39b18o4b8o44b23o$32bo13b5o14bob14o31b8o17bob13o3b2o21b2ob6o
24b15obo19b8o28b17o14b9o32b17ob2o6b8o39b18o4b8o44b23o$16b2o14bo13b5o
14bob15o30b8o17bob13o3b2o21b2ob6o24b17o19b8o28b17o5bo8b9o33b19o6b8o39b
19o3b8o44b22o$15bo2bo13bo13b5o14bob15o30b8o17bob13o3b2o21b9o24b17o19b
8o28b17o5bo8b9o33b19o6b8o39b19o2b9o44b22o$15bo2bo13bo13b5o14bob15o30b
8o17bob14o2b2o21b9o24b17o19b7o29b18o4bo8b8o34b19o6b8o39b19o2b9o44b22o$
15bo2bo13bo13b5o14bob15o4bo25b8o17bob15ob2o21b9o24bob15o19b7o29b18o4bo
8b8o34b19o6b8o39b19o2b8o45b22o$15b7o10bo13b5o16b15o4bo25b8o17bob15ob2o
21b9o24bob15o19b7o29bob16o4bo8b8o35b18o6b8o39b20ob8o45b22o$32bo13b5o
16b15o4bo25b8o19b15ob2o21b9o24bob15o19b7o29bob16o4bo8b8o35b18o6b8o39b
29o45b22o$32bo13b5o16b15o4bo25b8o19b18o21b9o24bob15o19b7o29bob16o4bo8b
8o35b18o6b8o39b29o45b22o$32bo12b6o16b15o4bo25b8o19b18o21b9o24bob15o19b
7o29bob16o4bo8b8o35b18o6b8o39bob27o45b22o$32bo12b6o17b14o4bo25b8o19b
18o21b9o24bob15o19b7o29bob16o4bo8b8o35b18o6b8o39bob27o46b21o$32bo12b6o
17b14o4bo25b8o19b18o21b9o24bob16o18b7o29bob16o4bo8b8o35b18o6b8o39bo2b
26o46b21o$32bo12b6o17b14o4bo25b8o19b18o21b8o25bob16o18b7o31b16o4bo8b8o
35bob16o6b8o42b26o46b21o$32bo12b6o17b14o4bo25b8o19b18o21b8o25bob16o17b
7o32b16o4bo8b8o35bob16o6b8o42b26o46b21o$32bo12b6o17b15o3bo22bo2b8o19b
18o21b8o25bob16o17b7o33b16o3bo8b8o35bob16o6b8o42b26o46b21o$32bo12b6o
17b15o3bo22bo2b6obo19b18o21b8o25bob16o17b7o33b16o3bo8b8o35bob16o6b8o
42b25o47b21o$32bo11b7o17b15o3bo22bo2b6obo19b18o21b8o27b16o17b7o33b16o
3bo8b8o35bob17o5b8o42b25o47b21o$32bo11b7o17bob13o3bo22bo2b6o22b17o21b
8o27b16o17b7o33b16o3bo8b8o37b17o5b8o42b25o47b21o$32bo11b7o17bob13o3bo
22bo2b6o22bob15obo19b8o27b16o17b7o33b17o2bo8b7o38b17o5b8o44b23o47bob
18o$32bo11b7o17bob13o3bo22bo2b6o24b15obo19b8o27b16o17b7o33b17o2bo8b6o
39b17o5b8o44b23o47bob18o$32bo11b7o17bob13o3bo22bo2b6o24b15obo19b8o27b
16o17b7o33b17o2bo6b8o39b17o5b8o44b22o48bob18o$32bo11b7o17bob13o3bo22bo
2b6o24b15obo19b8o27b16o17b7o34b16o2bo6b8o39b17o5b8o44b22o48bob18o$32bo
11b7o17bob13o3bo22bo2b6o24b15obo19b8o27b16obo14b8o34b16o2bo6b8o39b18o
4b8o44b22o48bob18o$32bo10b8o17bob13o3bo22bob7o24b15obo19b7o28b16obo14b
8o34b16o2bo6b8o39b18o4b8o44b22o48bob18o$32bo10b8o17bob13o3bo22bob7o24b
ob13obo19b7o28b16obo14b8o34b16ob2o6b8o39b18o4b7o45b22o48bob18o$32bo10b
8o17bob13o3bo22bob7o24bob13obo19b7o28b2ob15o14b8o35b18o6b8o39b18o4b7o
45b22o48bob18o$32bo10b7o20b13o3bo22bob7o24bob13obo19b7o29bob15o5bo8b8o
35b18o6b8o39b19o2b8o45b22o50b18o$32bo10b7o20b13o3bo22b9o24bob15o19b7o
29bob15o5bo8b8o35b18o6b8o39b19o2b8o45b22o50b18o$32bo10b7o20b14o2bo22b
9o24bob15o19b7o29bob16o4bo8b8o35b18o6b8o39b19o2b8o45b22o50b18o$32bo10b
7o20b15obo22b9o24bob15o19b7o29bob16o4bo8b8o35b18o6b8o39b19o2b8o45b22o
50b17o$32bo10b7o20b15obo22b9o24bob15o19b7o31b16o4bo8b8o35b18o6b8o41b
27o45b22o50b17o$32bo10b7o20b15obo22b8o25bob15o19b7o31b16o4bo8b8o35b18o
6b8o41b27o45b22o50b17o$32bo10b7o20b17o22b8o25bob15o19b6o32b16o4bo8b8o
35bob16o6b8o41b27o45b22o50b17o$32bo10b7o20b17o22b8o25bob15o19b6o33b15o
4bo8b8o35bob16o6b8o41b27o45b22o50b17o$32bo10b7o20b18o21b8o25bob16o18b
6o33b15o4bo8b8o35bob16o6b8o41b26o46b22o50b17o$32bo10b7o20b18o21b8o27b
16o18b6o33b15o4bo8b8o35bob16o6b8o41b26o46b22o52b15o$32bo10b6o22b17o21b
8o27b16o18b6o33b15o4bo8b7o38b16o6b8o41b25o48b21o52b15o$32bo7bo2b6o22b
17o21b8o27b16o17b7o33b15o4bo8b7o38b16o6b8o44b22o48bob18o53b15o$32bo7bo
2b6o23b16o21b8o27b16o17b7o33b16o3bo8b6o39b16o6b8o44b22o48bob18o53b15o$
32bo7bo2b6o23b16o21b8o27b16o17b7o33b16o3bo8b6o39b16o6b8o44b22o48bob18o
53b15o$32bo7bo2b6o23b16o21b8o27b16o17b7o34b15o3bo8b6o39b17o5b8o44b22o
48bob18o53b15o$32bo7bo2b6o23b16obo19b8o27b16o17b7o34b16o2bo8b6o39b17o
4b9o44b22o48bob18o53b15o$32bo7bob7o23b16obo19b8o27b16o17b7o34b16o2bo8b
6o39b17o4b9o44b22o48bob18o54b14o$32bo7bob7o23b2ob13obo19b8o27b16o16b8o
34b16o2bo6b8o39b17o4b8o45b22o48bob18o54b14o$32bo7bob7o24bob13obo19b7o
28bo2b13o16b8o35b15o2bo6b8o39b17o4b8o45b22o48bob18o54b14o$32bo7bob7o
24bob13obo19b7o28bo2b13o16b8o35b15o2bo6b8o39b17o4b8o45b22o50b18o54b14o
$32bo7bob7o24bob13obo19b7o28bo2b13obo14b8o35b15o2bo6b8o39b18o3b8o45b
22o50b18o54b14o$32bo7bob6o25bob13obo19b7o28bo2b13obo14b8o35b15o2bo6b8o
39b18o3b8o45b22o50b18o54b14o$32bo7b8o25bob13obo19b7o28bo2b15o14b8o35b
15ob2o6b8o39b18o3b8o45b22o50b17o55b14o$32bo7b8o25bob13obo19b7o31b15o5b
o8b8o35b18o6b8o41b16o3b8o45b22o50b17o55b14o$32bo7b8o25bob13obo19b7o31b
15o5bo8b8o35b18o6b8o41b17o2b8o45b22o50b17o55bob12o$32bo7b8o25bob13obo
19b6o32b16o4bo8b8o35bob16o6b8o41b17o2b8o45b22o50b17o55bob12o$32bo7b8o
25bob13obo19b6o33b15o4bo7b9o35bob16o6b8o41b17o2b8o45b22o50b17o55bob12o
$32bo7b8o25bob13obo19b6o33b15o4bo7b9o35bob16o6b7o42b18ob7o46b22o50b17o
55bob11o$32bo7b8o27b13obo19b6o33b15o4bo7b9o37b16o6b7o42b26o46b21o53b
15o57b11o$32bo7b8o27b15o19b6o33b15o4bo7b8o38b16o6b7o42b25o48b20o53b15o
57b11o$32bo7b8o27b15o19b6o33b15o4bo7b8o38b16o6b7o44b23o48b20o53b15o57b
11o$32bo7b8o27b15o19b6o33b15o4bo7b7o39b16o6b7o44b23o48b20o53b15o57b11o
$32bo7b8o27b16o17b7o33b15o4bo7b7o39b16o6b7o44b23o48bob18o53b15o57b11o$
32bo7b8o27b16o17b7o34b14o4bo7b7o39b16o6b7o44b23o48bob18o53b15o57b10o$
32bo7b8o27b16o17b7o34b14o4bo7b7o39b16o6b7o45b22o48bob18o53b15o57b2ob7o
$32bo7b8o27b16o17b7o34b15o3bo7b7o39b16o6b7o45b22o48bob18o54b14o57b2ob
7o$32bo7b8o27b16o17b7o34b15o3bo7b7o39b16o6b7o45b22o48bob18o54b14o57b2o
b7o$32bo7b8o27bob14o17b7o35b14o3bo7b7o39b17o5b7o45b22o48bob18o54b14o
57b2ob7o$32bo7b8o27bob14o17b7o35b14o3bo7b7o39b17o4b8o45b22o50b18o54b
14o57b2ob7o$32bo7b8o27bob14o17b7o35b15o2bo7b7o39b17o4b8o45b22o50b18o
54b14o57b2ob7o$32bo7b8o27bob14o16b8o35b15o2bo7b7o39b17o4b8o45b22o50b
18o54b14o58bob6o$32bo7b7o28bob14o16b8o35b15o2bo6b8o39b17o4b8o45b22o50b
17o55b14o58bob6o$32bo7b7o30b14o16b8o35b15o2bo6b8o41b15o4b8o45b22o50b
17o55b14o58bob6o$32bo7b7o31b13obo14b8o35b15o2bo6b8o41b16o3b8o45b22o50b
17o55bob12o58bob6o$32bo7b6o32b13obo14b8o35bob13o2bo6b7o42b16o3b8o45b
22o50b17o55bob12o58bob6o$32bo7b6o33b12obo14b8o35bob13ob2o6b7o42b16o3b
8o45b22o50b17o55bob12o58bob6o$32bo7b6o33b12obo14b8o35bob16o6b7o42b16o
3b7o46b22o51b16o55bob11o61b6o$32bo7b6o33b12obo5bo8b8o37b16o6b7o42b17o
2b7o46b21o53b15o57b11o61b6o$32bo7b6o33b14o5bo8b7o38b16o6b7o42b17o2b6o
48b20o53b15o57b11o61b6o$32bo7b6o33b15o4bo7b8o38b16o6b7o44b15o2b6o48b
20o53b15o57b11o61b6o$32bo7b6o33b15o4bo7b7o39b16o6b7o44b15o2b6o48b20o
53b15o57b11o61b6o$32bo6b7o33b15o4bo7b7o39b16o6b7o44b23o48b20o53b15o57b
11o61b6o$32bo6b7o34b14o4bo7b7o39b16o6b7o44b23o48b20o53b15o57b10o62b6o$
32bo6b7o34b14o4bo7b7o39b16o6b7o44b23o48b20o53b15o57b2ob7o62bob4o$32bo
6b7o34b14o4bo7b7o39b16o6b7o44b23o48b20o53b15o57b2ob7o64b4o$32bo6b7o34b
14o4bo7b7o39b16o6b7o44b23o48b20o54b14o57bo2b7o64b4o$32bo6b7o34b14o4bo
7b7o39b16o6b7o44b23o48b20o54b14o57bo2b7o64b4o$32bo6b7o34b14o4bo7b7o39b
16o6b7o44b23o49b19o54b14o57bo2b7o64b4o$32bo6b7o34b14o4bo7b7o39b16o6b7o
44b23o49b19o54b13o58bo2b7o64b4o$32bo6b7o34b15o3bo7b7o39b16o6b7o44b23o
50b18o54b13o58bo2b6o65b3o$32bo6b7o34b15o3bo7b7o39b16o6b7o45b22o50b17o
55b13o58bo2b6o65b3o$32bo6b7o34b15o3bo7b7o41b15o4b8o45b22o50b17o55b13o
58bo2b6o65b3o$32bo6b7o34b15o3bo7b7o41b15o4b8o45b22o50b17o55bob11o58bo
2b6o65b3o$32bo6b7o34b16o2bo7b6o42b15o4b8o45b22o50b17o55bob11o58bo2b6o
65b3o$32bo5b8o35b15o2bo5b8o42b15o4b8o45b22o50b17o55bob11o58bo2b6o66b2o
$32bo5b8o35b15o2bo5b8o42b15o4b7o46b22o50b17o55bob11o61b6o66b2o$32bo5b
8o36b14o2bo5b8o42b15o4b7o46b21o52b16o57b11o61b6o66b2o$32bo5b7o37b14o2b
o5b8o42b16o3b6o47b21o53b15o57b2ob8o61b6o67bo$32bo5b7o37b14o2bo5b8o44b
14o3b6o47b21o53b15o57b2ob8o61b6o67bo$32bo5b6o38b14ob2o5b8o44b14o3b6o
47b21o53b15o57b2ob8o61b6o67bo$32bo5b6o38b17o5b8o44b14o3b6o47bob19o53b
15o57b2ob8o61b6o$32bo5b6o39b16o5b8o44b15o2b6o47bob19o53b15o57b2ob7o62b
6o$32bo5b6o39b16o5b8o44b15o2b6o47bob19o53b15o57b2ob7o62bob4o$32bo4b7o
39b16o5b8o44b15o2b6o47bob19o53b15o57b2ob7o64b4o$32bo4b7o39b16o5b8o44b
15o2b6o47bob19o54b13o58bo2b7o64b4o$32bo4b7o39b16o5b8o44b23o47bob19o54b
13o58bo2b6o65b4o$32bo4b7o39b16o5b8o44b23o49b19o54b13o58bo2b6o65b4o$32b
o4b7o39b16o5b8o44b23o49b19o54b13o58bo2b6o65b4o$32bo4b7o39b16o5b8o44b
23o50b18o54b13o58bo2b6o65b3o$32bo4b7o39b16o5b8o45b22o50b17o55b13o58bo
2b6o65b3o$32bo4b7o41b14o5b8o45b22o50b17o55b13o58bo2b6o65b3o$32bo4b7o
41b14o5b8o45b22o50b17o55bob11o58bo2b6o65b3o$32bo4b6o42b14o5b8o45b22o
50b17o55bob11o58bo2b6o65b3o$32bo4b6o42b14o5b8o45b21o51b17o55bob11o58bo
2b6o66b2o$32bo4b6o42b15o4b7o46b21o51b17o55bob11o61b6o66b2o$32bo4b6o42b
ob13o4b7o46b21o52b16o57b11o61b6o66b2o$32bo4b6o42bob13o4b6o47b21o53b15o
57b11o61b6o67bo$32bo4b6o44b13o4b6o47bob19o53b15o57b2ob8o61b6o67bo$32bo
2b8o44b13o4b6o47bob19o53b15o57b2ob8o61b6o67bo$32bo2b8o44b13o4b6o47bob
19o53b15o57b2ob8o61b6o$32bo2b8o44b13o4b6o47bob19o53b15o57b2ob7o62b6o$
32bo2b8o44b13o4b6o47bob19o53b15o57b2ob7o62bob4o$32bo2b8o44b14o3b5o48bo
b19o53b15o57b2ob7o64b4o$32bo2b8o44b14o3b5o48bob19o54b13o58bo2b7o64b4o$
32bo2b8o44b15ob6o50b18o55b13o58bo2b6o65b4o$32bo2b8o44b15ob6o50b18o55b
13o58bo2b6o65b4o$32bo2b8o44b15ob6o50b18o55b13o58bo2b6o65b4o$32bo2b8o
44b15ob6o51b17o55b13o58bo2b6o65b3o$32bo2b8o45b21o51b17o55b13o58bo2b6o
65b3o$32bo2b8o45b21o51b17o55b13o58bo2b6o65b3o$32bo2b8o45b21o51b17o55bo
b11o58bo2b6o65b3o$32bo2b8o45b21o51b17o55bob11o58bo2b6o65b3o$32bo2b8o
45b21o51b17o55bob11o58bo2b6o66b2o$32bo2b7o46b21o51b17o55bob11o61b6o66b
2o$32bo2b7o46b21o52b16o57b11o61b6o66b2o$32bo2b6o47b21o53b15o57b11o61b
6o67bo$32bo2b6o47bob18o54b15o57b11o61b6o67bo$32bo2b6o47bob18o54b15o57b
11o61b6o67bo$32bo2b6o47bob18o54b15o57b11o61b6o$32bo2b6o47bob18o54b15o
57b10o62b6o$32bo2b6o47bob18o54b15o57b10o62bob4o$32bo2b6o47bob18o54b15o
57b10o64b4o$32bo2b6o47bob18o55b13o58bob7o65b4o$32bo2b6o49b18o55b13o58b
ob7o65b4o$32bo2b6o49b18o55b13o58bob7o65b4o$32bo2b5o50b18o55b13o58bob7o
65b4o$32bo2b5o51b17o55b13o58bob7o65b3o$32bo2b5o51b17o55b13o58bob7o65b
3o$32bob6o51b17o55b13o58bob7o65b3o$32bob6o51b17o55b13o58bob7o65b3o$32b
ob6o51b17o55b13o58bob7o65b3o$32bob6o51b17o55b13o58bob7o66b2o$32b8o51b
17o55b13o61b6o66b2o$32b8o52b16o57b11o61b6o66b2o$32b8o53b15o57b11o61b6o
67bo$32b8o53b15o57b11o61b6o67bo$32b7o54b15o57b11o61b6o67bo$32b7o54b15o
57b11o61b6o$32b7o54b15o57b10o62b6o$32b7o54b15o57b10o62bob4o$32b7o54b
15o57bob8o64b4o$32b7o54b14o58bob7o65b3o$32b7o54b14o58bob7o65b3o$32b7o
54b14o58bob7o65b3o$32b7o55b13o58bob7o65b3o$32b7o55b13o58bob7o65b2o$32b
7o55b13o58bob7o65b2o$32b7o55b13o58bob7o65b2o$32b7o55b13o58bob7o65b2o$
32b6o56b13o58bob7o65b2o$32b6o56b13o58bob7o65b2o$32b6o56b13o60b7o65b2o$
32b6o57b11o61b7o65b2o$32b6o57b11o61b7o66bo$32b6o57b11o61b7o66bo$32b6o
57b11o62b6o66bo$32b6o58b10o62b6o$32b6o58b9o63b6o$32b6o58bob7o65b4o$32b
6o58bob7o65b4o$32b6o58bob7o65b3o$32b6o58bob7o65b3o$32b6o58bob7o65b3o$
32b6o58bob7o65b3o$32b6o58bob7o65b2o$32b6o58bob7o65b2o$32b6o58bob7o65b
2o$32b6o58bob7o65b2o$32b6o58bob7o65b2o$32b6o58bob7o65b2o$32b6o60b7o65b
2o$32b6o60b7o65b2o$32b6o60b7o66bo$32b5o61b7o66bo$32b5o62b6o66bo$32b5o
62b6o$32b4o63bob4o$32b4o65b4o$32b4o65b3o$32b4o65b3o$32b4o65b3o$32b4o
65b3o$32b4o65b2o$32b4o65b2o$32b4o65b2o$32b4o65b2o$32b4o65b2o$32b4o65b
2o$32b4o65b2o$32b4o65b2o$32b4o65b2o$32b3o67bo$32b3o67bo$32b3o67bo$32b
3o$32b3o$32b3o$32b3o$32b3o$32b3o$32b3o$32b2o$32b2o$32b2o$32b2o$32b2o$
32b2o$2bo5bo4b3o3b3o10b2o$b2o4b2o3bo3bobo3bo9b2o$2bo5bo3bo3bobo3bo9b2o
$2bo5bo4b4o2b3o10b2o$2bo5bo7bobo3bo9b501o$2bo5bo7bobo3bo$b3o3b3o3b3o3b
3o8$30b3o185b3o2b5obo3bob5ob4o3b3o2b5o2b3o3b3o2bo3bo10bo34bo4b3o4bo4b
3o3bo172bo4b3o3b3o3b3o3b3o3b3o$29bo3bo183bo3bobo5b2o2bobo5bo3bobo3bo3b
o5bo3bo3bob2o2bo9bo11bo22b2o3bo3bo2bobo2bo3bo3bo170b2o3bo3bobo3bobo3bo
bo3bobo3bo$29bo2b2o183bo5bo5bobobobo5bo3bobo3bo3bo5bo3bo3bobobobo9bo4b
4ob5o2b3o2b4o2b5o3bo3bo2b2obo3bobo2b2o3bo171bo3bo2b2obo2b2obo2b2obo2b
2obo2b2o$29bobobo183bo2b2ob3o3bo2b2ob3o3b4o2b5o3bo5bo3bo3bobo2b2o9bo3b
o7bo3bo3bobo3bo9bo3bobobo7bobobo3bo171bo3bobobobobobobobobobobobobobob
o$29b2o2bo183bo3bobo5bo3bobo5bo2bo2bo3bo3bo5bo3bo3bobo3bo9bo4b3o4bo3b
5obo3bob5o3bo3b2o2bo7b2o2bo3bo171bo3b2o2bob2o2bob2o2bob2o2bob2o2bo$29b
o3bo183bo3bobo5bo3bobo5bo3bobo3bo3bo5bo3bo3bobo3bo9bo7bo3bo3bo5bo3bo9b
o3bo3bo7bo3bo3bo171bo3bo3bobo3bobo3bobo3bobo3bo$30b3o185b3o2b5obo3bob
5obo3bobo3bo3bo4b3o3b3o2bo3bo10bo2b4o5b2o2b4ob4o9b3o3b3o9b3o3bo171b3o
3b3o3b3o3b3o3b3o3b3o$307bo$307bo!
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77topaz
 
Posts: 1345
Joined: January 12th, 2018, 9:19 pm

Re: Thread For Your Accidental Discoveries

Postby Gamedziner » October 12th, 2018, 9:36 am

fireship spark + pond = block:
x = 10, y = 26, rule = B3/S23
4b2o$3b4o2$2b6o$3b4o2$2b2o2b2o$2obo2bob2o$3bo2bo3$4b2o$4b2o2$bobo2bobo
$o2bo2bo2bo$o8bo$o8bo$2o6b2o$2b6o3$4b2o$3bo2bo$3bo2bo$4b2o!

Found manually while searching for possible tag-alongs.
x = 81, y = 96, rule = LifeHistory
58.2A$58.2A3$59.2A17.2A$59.2A17.2A3$79.2A$79.2A2$57.A$56.A$56.3A4$27.
A$27.A.A$27.2A21$3.2A$3.2A2.2A$7.2A18$7.2A$7.2A2.2A$11.2A11$2A$2A2.2A
$4.2A18$4.2A$4.2A2.2A$8.2A!
Gamedziner
 
Posts: 723
Joined: May 30th, 2016, 8:47 pm
Location: Milky Way Galaxy: Planet Earth

Re: Thread For Your Accidental Discoveries

Postby Entity Valkyrie » October 12th, 2018, 4:59 pm

What about these?

x = 611, y = 748, rule = B3/S23
385b2o5b2o$385b2o5b2o3$385b3o3b3o$385bo2bobo2bo$387b2ob2o2$383bo11bo$
384bo9bo$386bobobobo$386bobobobo$387b2ob2o$384bo2bo3bo2bo$385b2o5b2o2$
365bo$364bobo$363b2o$363b2o103bo$363b2ob2o101bo3bo$365b3o96b2o8bo12b2o
$357b2o105bo5b2o2bo12b2o66b2o5b2o$354bo2b2o96bo3b3obo2bo5b2o79bo2bo5bo
2bo$353bo4bo81b2o12bobo2b8o3b3o$354b4o82b2o12bo3b2o3b2o93bobo$355b3o
11b3o83bo2bo3b5o3b3o80b2o3bobo3b2o$369b4o83b3o3b2o2bo5b2o$368bo4bo90bo
5b2o2bo12b2o68bo3bo$368b2o2bo83b3o3b2obo8bo12b2o$278bo7b2o80b2o13bobo
69bo2bo3b3o4bo3bo28b2o$197b2obo76bo7bo2b2o11b2o56b3o21b2o55b2o12bo3b2o
3b2o3bo$178b2o12b3o2b2o2bo75bo6b6o11b2o56b2ob2o20bo55b2o12bobo2b5o38b
2o51b2o5b2o$178b2o13b2o6bo67b2o15b4o72b2o91bo3b3o40b2obo29b2o$194b3o3b
2o3b2o2bobo42b2o12bo2bo46b2o42b2o24b2o5b2o105bo3bo28bobo16bo9bo$166bo
28bo3bo4b3obo3bo12b2o27b2o11b2o2bo45b2ob2o38bobo25bob2ob2obo100bo5b3o
31bo16bo3bobo3bo$166bo36b2o6bo13b2o41bo2bo45b2ob2o39bo27bobobobo100bob
o36b2obo15bo3bobo3bo$165bobo27bo3bo4bob5o58bo9bo6b4o27bo71bobobobo102b
o35bobo18bobo3bobo$165b2o27b3o3b2o3b3o72b2o2b6o11b2o14bobo68bo7bo78bob
o15bob2obo34bo2bo19bo5bo$164b2o12b2o13b2o6bo67bo9b2o4bo2b2o11b2o13b2o
158b2o15bob3o9b3obo22b4o$164b2o12b2o12b3o2b2o2bo3b3o60bo2bo14b2o27b3o
149b3o6bo29bob2obo21bob2o$163bobo3bo27b2obo3bob5o43b2o11b2o2bo44bo2bo
53bo94b2o36bo26bobo$163bobo2bobo32b2o6bo13b2o27b2o12bo2bo46bo52b2o17b
2ob2o72b2o37bobo23bo2bo$164bo3bobo33b3obo3bo12b2o42b2o47b2o52b2o14bo2b
obo2bo102b3o5bo13bo11bo2bo$156b2o11bo35b2o2bobo90b2o11b2o2bo68b3o3b3o
69bo31bo3bo16b2o3bo9b2o$155bo2bo143b2o13b2o70bo5bo69bobo31bob2o15bo2b
5o2bo$156b2o143bo3bo2bob2o153bobo2b2o29b2o15b2obo2b4obo$151bo149b3o5b
2obo62b2o11b2o5b2o69bo4b2o49bobo4bo9bo$149b2obo38bo110b6o4bo8bo3bo49b
2o11b2o5b2o62bo41b2o20bob2obo9bob2obo$151b6o15b2o15b2o9bo105b3o2bo9bo
2b3o47bo83b2o67bo9bo4bobo$153b2o2bo13bo2b2o14b2o7b2o106bo3bo8bo4b6o42b
ob2o81bo78bob4o2bob2o$155b2o15b6o21b3o118bob2o5b3o41bo3bo74b2o84bo2b5o
2bo$176bob2o17bo4b2o117b2obo2bo3bo43bo2bo73b3o76b2o9bo3b2o$177bo23b3o
110b2o13b2o43b3obo73bobo2b2o15b2o54bo2bo11bo6bo$171b2o26b2o3bo108bo2b
2o11b2o125bo2bo13bo2bo54bo2bo17bobo4bo5bo$170bo2bo25b2o2bo75b2o32b2o
62b2o78b2o15b2o2bobo50bobo18b2o4b3o3b3o$159bo11b2o29b2o110bo61b3o99b3o
49b2obo23b2ob2ob2ob2o$158bobo3bo114b2o32bo2bo58bo2bo10b2o88b2o48b4o23b
3o7b3o$158bobo2bobo111bob2o34b3o58b2o9bo3bo82bo55bo2bo$159bo3bobo35b2o
73bo3bo34b2o66bo3b2obob2o79b2o55bobo25bo7bo$163b2o35bo2bo73b3o5bo16bo
10bobo66bobo2bo2bob2o79bo54bob2o$163b2o24bo11b2o81bobo16b2o10bo66bob2o
3bo70b2o4bo62bo$162b2o23b2ob2o3bo17bo70bo17b2o7b2ob2o52b2ob3o9b3ob2o
72b2o2bobo61bobo$161bobo23b2o2bo2bobo87bob2obo21b2ob2o51bo3b2obo90bobo
62b2o$162bo23bobo5bobo13b2o2b2o55bob3o9b3obo23b2o35bo12b2obo2bo2bobo
91bo74bo$162bo21b3o2b2o4bo9bo4b2o2b3o54bob2obo71b2o13b2obob2o3bo166bo$
185b2o2b2o13bobo5bobo61bo72b2o14bo3bo9b2o83b2o74b3o$204bobo2bo2b2o60bo
bo89b2o10bo2bo81b2o$187bo17bo3b2ob2o61bo5b3o94b3o82b3o$198b2o11bo68bo
3bo93b2o178b2o5b2o$197bo2bo79b2obo274b2o5b2o$168bo29b2o80b2o96bob3o$
166b2o210bo2bo128bo37bo$167b2o111b2o97bo3bo127b2o35b2o$197b2o181b2obo
126b2o35bobo$197bo2b2o180bo163b2o$196bo3b2o178b2o164b2o$56bo140b3o180b
2o164b3o$55bo7bobo131b2o4bo344b3o$54b2o2bobo2bo135b3o347bo$58b2ob2o
137b2o$54b2obo2b3o137bo$54b4o3b2o3bo4b2o136b2o136b2o136b2o55bo12b3o$
54b4o3b2o3bo2bo4bo132bo4bo132bo4bo132bo4bo48b2o3b2o11b4o$54b2obo2b3o5b
o43b2o23b6o63bo68b6o63bo68b6o63bo53b2o3b2o11b2o3b2o$58b2ob2o5bo5bo36b
2ob2o21bo5bo62bo5bo62bo5bo62bo5bo62bo5bo62bo5bo49b4o11b2o3b2o$54b2o2bo
bo2bo4b6o38b4o21bo25bo2bo39b6o63bo25bo2bo39b6o63bo68b6o51b3o12bo$55bo
7bobo27b4o16b2o23bo4bo18bo68b4o41bo4bo18bo113bo4bo$56bo36bo3bo42b2o20b
o3bo64bo3bo42b2o20bo3bo111b2o56b2o$93bo68b4o65bo68b4o168b2ob2o70bo$94b
o2bo134bo2bo236b2ob2o69b3o$476bo71b3o$474bobo72b2o$476b2o71b2o19b3o$
476b3o68bobo23bo$115bo358bo2bo69b2o20bo$115b3o53b2o36bo265bo72bo19b2o
4b2o$112b2o2bobo52bobo35bo264b2o92bo2b2o$112bobo3bo52bo36bobo152b3o
108bo2b2o11b2o14b2o60b4o$112bobob2o91b2o152bobo109b2o13b2o13bobo61bo4b
o$112b3o31b2o62b2o270b2obo2bo3bo14bo30b2o33bo$145bobo62b2o151bo2bo114b
ob2o5b3o45bobo$26b3o118bo58bo3bobo150bo104bo3bo8bo4b6o46bo30b2o$25bo2b
o85b2o89bobo2bobo150b2obo100b3o2bo9bo2b3o80bo2bo$29bo71b2o10bo2bo88bob
o3bo153b4ob3ob2o87b6o4bo8bo3bo72bo9b2o$24bo5bo69bo2bo10b2o90bo11b2o
143bobobo2bo4bo86b3o5b2obo85bo2bo13bo4b3o$100b2obo4bo108bo2bo142b2obob
2o4b2o86bo3bo2bob2o84bo5bo11bobo2b2ob2o$20bo4bo73b2o6bobo108b2o140bob
2obobob2obo90b2o13b2o76bo3bo14bobo3bo4bo$19bo3bo2bo2bo72b3o2bobo12b4o
98bo107bo24b2o4b2obob2o93b2o11b2o2bo52bo22bo3b2o4bo9bo4b2o3bo$17b2o5bo
3bo3bo68bo2bo3bo9bo3bo2bo25bo71bob2o105b3o22bo4bo2bobobo109b2o51bobo
21bo4bo3bobo14bo3bo$17bo12bo3bo24bo41b4o12bobo2b3o25bobo49b2o15b6o104b
2o2bobo21b2ob3ob4o111bo78b2ob2o2bobo11bo5bo$17bo5bo5bo5bo20bo2bo57bobo
6b2o72b2o2bo13bo2b2o106bobo3bo8b3o19bob2o107bo2bo51b3o24b3o4bo13bo2bo$
18bo3bo12bo13b3o66bo4bob2o71b6o15b2o108bobob2o9bo24bo106b3o55bo37b2o9b
o$20bo3bo3bo5b2o15bo3bo3bo51b2o10bo2bo23bo45b2obo129b3o13bo20bo2bo107b
2o56bo35bo2bo$23bo2bo2bo3bo16bo5bobo51bo2bo10b2o22b2o2bo45bo279bobo53b
obo35b2o$27bo4bo24b3o51b2o34b2o5bo48b2o162bobo108bo50b3o2bobo$59b2o2bo
83b2o6bo46bo2bo125b2o34b3o108b2ob2o46b3o3bo33bo$22bo5bo30b2o3bo84b3obo
bo47b2o11bo101b2o10bo2bo125b2o5b2o10b2ob2o59b2o24bo4bo$23bo39b3o46b3o
26b2o11bo56bo3bobo99bo2bo10b2o125bobo5bobo10b2o61b2o27b4o$24bo2bo47bo
33b2obobo25bo2bo66bobo2bobo99b2obo4bo131b3o7b3o72b2o26b2o2bo$24b3o33bo
b2o10bo2bo30bo3bobo27bo67bobo3bo99b2o6bobo130b2ob3ob3ob2o77bobo17b2o4b
2o$59bob2o10bo34bobo2b2o20bo3bo71b2o106b3o2bobo12b4o115b5ob5o14b2o62bo
2bo22bo$59b2o2bo9b2o34b3o22bo7bo14b2o52b2o105bo2bo3bo9bo3bo2bo117bo5bo
15bobo41b2o15b2ob2obo19bo$54bo4b2o4b3o3b3obob2o32bo11b2o10bo2bo3bo14b
3o52b2o104b4o12bobo2b3o119b2ob2o18bo40bo2bo13bo2bo15b2o7b3o$53b2o6bo3b
2obo2b2o49bobo14bo2bo13bo2bo52bobo119bobo6b2o176bob2ob2o15b2o16bobo$
52bobobobo5bo2bo56bo14b3o14bo3bo2bo49bo7b2o5b2o105bo4bob2o176bo2bo37bo
$56b2o9b2o71b2o14bo7bo48bo7b2o5b2o98b2o10bo2bo177bobo$57bo2bo5bobobobo
86bo3bo163bo2bo10b2o117bo5bo60b2o$52b2o2bob2o3bo6b2o84bo171b2o42bo3b2o
81b2o5b2o59b2o$46b2obob3o3b3o4b2o4bo36bo47bo2bo211b2obob3o13b2o65bob2o
3b2obo58b2o48bo3b2o$50b2o9bo2b2o36bo3bo37bo11b2o63b3o3b3o140bo4b3o13b
2o65bob2o3b2obo23b2o41bo3b3o33b2obob3o13b2o$14bo36bo10b2obo21b2o12bo8b
2o31bobob3o46bo8b3o12bo2bo3bo2bo98b3o27bobo2b2o4bo3bo84b3o3b3o66bobo2b
3o33bo4b3o13b2o$13bo2bo30bo2bo10b2obo22b2o12bo2b2o37bo6b2o44b2o7bo18bo
bo99b2obobo12b2o12bo3bob3o4b3o85b3o3b3o24b2o40bobo27bobo2b2o4bo3bo$2o
10b5o32bo52b2o8bo31bo5b2o43b3o8bo13b2o7b2o94bo3bobo12b2o13bo6b2o103b3o
18b2obo39bo13b2o12bo3bob3o4b3o$2o9b2ob3o42b3o41b3o3bo2bo4bo2b2o12b2o
10bo2b2o42b2o4bo20b2o7b2o94bobo2b2o28b5obo4b3o99bo18bo3bo39bo12b2o13bo
6b2o$12bob2o10b3o3bo3bo23bo3b2o45b2o5b2obo12b2o12bo44b3o27bo3bo98b3o
34b3o4bo3bo97bo14bo5b3o40b3o26b5obo4b3o$13b2o13bo2bo5bo9b2o12bo2b2o37b
3o3bo3bo6bo71bo3b2o25b2ob2o100bo41bo4b3o13b2o93bobo79b3o4bo3bo$27bo9bo
9b2o16b3o34b2o9bo4b3o72bo2b2o23b3o3b3o133b3o4b2obob3o13b2o95bo47bobo
36bo4b3o13b2o$13b2o17bo3b2o28bobo18b2o12bo2b2o40bobo44b2o26b2o5b2o130b
5obo5bo3b2o105bob2obo48bo30b3o4b2obob3o13b2o$12bob2o17b3o29bo3bo17b2o
12bo11bo4b3o26bo73bo7bo114b2o13bo6b2o115bob3o9b3obo63b5obo5bo3b2o$2o9b
2ob3o85bo3bo6bo6bo223b2o12bo3bob3o129bob2obo47b2o13bo6b2o$2o10b5o16b3o
29bo2bo38bo2b2o6b2obo12b2o58b2o163bobo2b2o130bo52b2o12bo3bob3o$13bo2bo
15bo3b2o27bo45b2o4bo2b2o12b2o57bo2bo20b2o277bobo65bobo2b2o$14bo22bo9b
2o145b2o11bo9bobo269b3o5bo$31bo5bo9b2o134bo17bo3b2ob2o7bo270bo3bo$32bo
3bo163bobo2bo2b2o279bob2o$181b2o2b2o13bobo5bobo280b2o$180b3o2b2o4bo9bo
4b2o2b3o$182bobo5bobo13b2o2b2o279b2o$183b2o2bo2bobo$183b2ob2o3bo17bo
253bo5bo$185bo11b2o263b3o3b3o$196bo2bo261bo3bobo3bo$197b2o262bo9bo$
462b3o3b3o2$198b2o$195b2o2bo$195b2o3bo$197b3o18bo7bo237b2ob2o$193bo4b
2o17bobo5bobo237bobo$195b3o22bo3bo236b2ob2ob2ob2o$195b2o20bo2bo3bo2bo
233bo2bo3bo2bo$196bo21bobo3bobo234bo9bo$220b2ob2o236bo2bo3bo2bo$217b2o
b2ob2ob2o234b2o5b2o$217b2o2bobo2b2o$218b3o3b3o$219bo5bo4$218b2o5b2o$
218b2o5b2o35$462b2obo$462bob2o$457b2o$456bobo$458bo2$401bob2o$401b2obo
57b2o5b2o$462b2o5b2o2$465b2o$465b2o$509b2obo$396b2o5b2o8b2o2bobo89bob
2o$396b2o5b2o10b2o2bo$412bo2b2o2bo22b2o6bo$384bob2o12b2o10bobo2b2o23bo
bo5b3o49b2o$384b2obo12b2o47bo3bo49b2o$438b2o6b3o4bo48bo$438b2o6b3obob
2o55b2o5b2o$446b2o3bo57b2o5b2o$423b2o$396bobo24b2o87b2o$379b2o5b2o8bob
o3bo109b2o$379b2o5b2o7b2o23b2o5b2o$396bo23b2o5b2o$383b2o13bobobo$383b
2o10bo2bob3o$397bo3bo89bo3bo$490b2o4bo$485b2o2b2o5b2o$406b2o77b2o3bo4b
2o$406b2o87bo$421bo$403b2o5b2o7bobo146b2o$403b2o5b2o8b2o145b4o$566bob
2ob2obo$338bo96bo135b2o2bo$337bo7bobo87bobo123bo4b2o2b2o2b3o$336b2o2bo
bo2bo89b2o123bobo3b4obo2b3o$340b2ob2o215b2o3bo2bo3bo2bo$336b2obo2b3o
219b3o2bob4o$336b4o3b2o3bo4b2o116b2o58b2o31b3o2b2o2b2o$336b4o3b2o3bo2b
o4bo52bo4bo54bo4bo54bo4bo30bo2b2o$336b2obo2b3o5bo29b2o86bo59bo37bob2ob
2obo$340b2ob2o5bo5bo22b2ob2o23b2obo3bo53bo5bo53bo5bo35b4o$336b2o2bobo
2bo4b6o12b2o10b4o25bo2b2o12b2o40b6o12b2o40b6o37b2o$337bo7bobo19b4o10b
2o24b2o16b4o56b3o$338bo27b2ob2o53b2ob2o54b2ob3o$367b2o56b2o58bo3$431b
2o$430b2o$432bo4$573b2o$572b2o$574bo2$424b2o5b2o116b2o$424b2o5b2o117b
2o$549bo$428b2o133b2o5b2o$428b2o133b2o5b2o$483bo$478b3o3bo3b2o77b2o$
478bo6bo2b2o4b2o5b2o10bo38b2o5b2o6b2o$451b2o25bo5bo9b2o5b2o11b2o36b2o
5b2o$434b4obo11b2o26b2ob2o25bobobo$433bo4b2o58b2o9bobo43b2o$432b2obo3b
o8b2o5b2o41b2o55b2o22bo10b2o$434bob3o9b2o5b2o120bo2bo9b2o$576bo3bo$
461b2o113bo3bo6b2o5b2o$461b2o58b2o9b2o10bo31bo3b2o5b2o5b2o$521b2o9b2o
9bo2bo30bo2bo$457b2o5b2o77bo3bo$448bob2o5b2o5b2o52b2o5b2ob2o5b2o6bo3bo
$448b2obo19bo46b2o5b2ob2o5b2o5b2o3bo$471bobo69bo2bo$471b2o114bob2o$
587b2obo2$462b2obo$462bob2o52bob2o11b2obo$518b2obo11bob2o31$447b2o$
447b2o8$403b2o38b2o47b2o41b2o$403b2o38b2o47bobo40b2o42b2o$579b2o$492bo
2bo36b2o$405b2o84bo4bo33bo3bo$391b2o12b2o2b2o4b2o14b2o9b2o44bobo5bo7b
2o17b2o4bo4bo12b2o28b2o$392bo16b2o4bo16bo9bobo42b2o3bo11bo19bo4b2ob2o
13bo19b2o4b2o2b2o12b2o$392bobo18bobo16bobo9b2o40bo3bo5bo5bobo19bobo18b
obo20bo4b2o16bo$388bo4b2o18b2o4bo8bo4b2o7bobo14bo17bo9b2o13b2o4bo11bo
4b2o18b2o4bo16bobo18bobo$388b3o26b3o8b3o11b2o13b3o17b3o26b3o11b3o15bo
10b3o12bo4b2o18b2o4bo$391bo24bo14bo24bo23bo11bobobo8bo17bo13bobo8bo15b
3o8bo17b3o$390b2o5b3o6bo9b2o12b2o24b2o21b2o10bo3bobo7b2o15b2o10b2o4bo
7b2o17bo6bob2o14bo$397bo6b5o82bo2b2obo39bo2b2o24b2o6bo2bo14b2o$398bo5b
2ob3o85b2o38bobo2bo34bo$394b2o8b5o9b2o59bo11b2o27b2o11bo6bo34bo$394bob
o9bo4bo6b2o58bobo10b2obo24bobo11bo5bo4bo19b2o9bo$394bo15b3o64b2obo12bo
7b2o32b3o4b4o18b2o3b2o6bo$410b3o87bo2bo2bob2o8bo2bo19bo4bo21bo2b3o$
409b2ob2o5b2o56bobo20b3o7bo7bo2bo7b2o16bo21bo$410b3o6b2o7b2ob2o24bo18b
o6b2ob2o10bo2bobo8bo6b2o5bo13bo2b2obo16b2o4b2o3bo$383b2o25b3o10b2o3bo
3bo23b3o4b2o7b2obo2bo3bo3b2o9bo15bob2o9bobo2bo8bo14b2o6b2o$383b2o10b3o
25b2o4b3o23bo3bo3b2o7bo15bo9b2o3bo3bo2bob2ob2o14bo8bo2bobo9b2o2b2o38b
2o$387b2o6b3o32bo24b2ob2o13bo8bobo2bo10b2ob2o6bo15bob2o2bo13bo5b2o6b2o
38b2o$387b2o5b2ob2o76bo7b3o20bobo15bo16b2o7bo2bo41b2o$395b3o78b2obo2bo
2bo39bo4bo19bo2bo31bo3b2o4b2o$395b3o15bo69b2o7bo12bob2o17b4o4b3o53bo$
388b2o6bo4bo9bobo77bob2o10bobo19bo4bo5bo11bobo33b3o2bo$388b2o9b5o8b2o
79b2o11bo24bo6bo11b2o30bo6b2o3b2o$398b3ob2o5bo79b2o40bo2bobo47bo9b2o$
399b5o6bo77bob2o2bo35b2o2bo49bo$390b2o9bo6b3o5b2o12b2o24b2o21b2o7bobo
3bo10b2o15b2o7bo4b2o10b2o34bo$391bo24bo14bo24bo23bo8bobobo11bo17bo8bob
o13bo17b2o14bo2bo6b2o$388b3o26b3o8b3o13b2o11b3o17b3o26b3o11b3o10bo15b
3o15bo14b2obo6bo$388bo24b2o4bo8bo4b2o8bobo13bo17bo19b2o3b2o4bo11bo4b2o
24bo12b3o17bo8b3o$413bobo16bobo7b2o45bo5bo3bo2bobo19bobo37bo24b2o4bo$
397b2o16bo16bo10bobo47bo3b2o5bo19bo13b2ob2o46bobo$397b2o2b2o12b2o14b2o
11b2o43bo5bobo6b2o17b2o12bo4bo24bo17b2o4bo$401b2o86bo4bo42bo3bo25bobo
11b2o2b2o4b2o$490bo2bo44b2o27b2o12b2o$322bo$321bo7bobo71b2o38b2o46bobo
41b2o$320b2o2bobo2bo73b2o38b2o47b2o41b2o42b2o$324b2ob2o250b2o$320b2obo
2b3o$320b4o3b2o3bo4b2o76b2o76b2o60bobo$320b4o3b2o3bo2bo4bo72bo4bo72bo
4bo59b2o$320b2obo2b3o5bo42b4o31bo77bo65bo17b2o$324b2ob2o5bo5bo36bo3bo
30bo5bo71bo5bo77b2o$320b2o2bobo2bo4b6o37bo34b6o72b6o$321bo7bobo27b4o
15bo2bo55b4o$322bo36bo3bo73bo3bo134b2o$359bo77bo113b3o22b2o2b2o4b2o$
360bo2bo74bo2bo111bo26b2o4bo$533b2o17bo11b3o17bobo$533b2o24bo4bo19b2o
4bo$318b2o212bo26b3o3bo22b3o$318b2o42b2o47b2o71b2o46b3o27bo24bo$362b2o
47b2o71b2o45bo2bo26b2o17bo6b2o$521b2o8bobo45bobo$320b2o200bo9b2o44bo$
306b2o12b2o2b2o38b2o43b2o111bobo7bobo3b3o36bo5bo5b2o$307bo16b2o24b2o
12b2o2b2o35b2o2b2o12b2o58b2o11b2o20bo4b2o7b2o4bo10bo28b2o4bo4b2o$307bo
bo41bo16b2o35b2o16bo59bob2o9bo21b3o10b2o14b3o30bo2bo$303bo4b2o24bo16bo
bo67bobo61b2o7bobo24bo8bobo3bo9bo33bobo$303b3o15b3o8b3o12bo4b2o24bo17b
o24b2o4bo41bo13bob2o7b2o4bo19b2o8b2o14b2o33bo8b2o$306bo14bo2bo6bo15b3o
26b3o17b3o26b3o41b3o11b2o13b3o30bo2b2o54b2o$305b2o14bo2b2o5b2o17bo24bo
23bo24bo47bo24bo34b3o19b2o38b2o$321bo3bo23b2o13bobo8b2o21b2o24b2o45b2o
24b2o34bo13bo6b2o38b2o$321bo2bo39bo2bo37b3o139bo10b2o$322bo4b2o4b2o28b
o3bo37b2obo137b2o10b2o8bo$326bob2o3b2o29bo2bo9b2o17b2o5b2obo2bo113b2o
42bobo$330bo33bobo10b2o17b2o5b3ob2o108b2o3bob2o18bo21bo2bo$325bo4bo38b
3o31bo2bo108b2o2b5o2bo15bo16b2o4bo4b2o$326b5o3b2o32bo3bo31bobo106b2obo
b2obo4b2o13b2o4bo2b2ob2o4b2o5bo5bo$334b2o42b2o15b2o8bo107b2ob2o2bo4b2o
13b2o4bob2obob2o16bo$298b2o38b2o28b2ob2o5b2o15b2o72b2ob2o23b3o25bo15bo
2b5o2b2o15bobo$298b2o38b2o2b2o26bo11b2o7b2o38b2o31b2o3bo3bo23b3o4b2o
17bo18b2obo3b2o10b2o6bo17b2o$302b2o38b2o11bo26b2o7b2o38b2o31b2o4b3o23b
o3bo3b2o37b2o17bo24bo$302b2o3b5o34b2o5b2ob2o69b2o41b3o23b2ob2o19b2o37b
3o26b3o$307bo4bo33b2o70bo8b2o91bo38bo4b2o18b2o4bo$307bo45bo3bo59bobo
100bo13bo28bobo18bobo$303b2o3b2obo42b3o60bo2bo112b3o27bo4b2o16bo$303b
2o4b2o4bo31b2o10bobo53b2ob3o5b2o104b2o2bo25b2o4b2o2b2o12b2o$313bo2bo
30b2o9bo2bo52bo2bob2o5b2o92b2o14b2o8b2o24b2o$312bo3bo41bo3bo52bob2o
102bo9bo3bobo8bo$305b2o5b2o2bo14b2o25bo2bo54b3o99b3o14b2o10b3o$306bo6b
o2bo14bo17b2o8bobo13b2o21b2o24b2o45b2o24b2o19bo4b2o4bo4b2o7b2o4bo24b2o
$303b3o8b3o15b3o15bo24bo23bo24bo47bo24bo24bobo2b3o3bobo7bobo28b2o$303b
o4b2o18b2o4bo12b3o26b3o17b3o26b3o41b3o13b2o11b3o21bo11b2o9bo$307bobo
18bobo16bo4b2o24bo17bo24b2o4bo41bo4b2o7b2obo7b2o4bo20b2o11bobo8b2o$
307bo4b2o16bo20bobo67bobo49bobo7b2o9bobo36bo2bo$306b2o4b2o2b2o12b2o19b
o4b2o59b2o4bo49bo9b2obo9bo36b3o$316b2o32b2o4b2o2b2o51b2o2b2o4b2o47b2o
11b2o9b2o37bo$360b2o51b2o118b2o$533b2o$318b2o$318b2o42b2o47b2o71b2o$
362b2o47b2o71b2o8$366b2o$366b2o26$290bo$288b3o$287bo$287b2o4$284bobo$
283b4o38bo$282bo3bo36b3o$284b2o36bo$277bo5b2obo35b2o$272b4o3bo4bo$275b
o3bo5b3o$279bo4bo2b2o$276bo6bo35b3o$277b2o5bo2b2o29bo2bo$285b3o30bo3bo
$319b4o$312bo8bo$270b2o35b4o3bo$270b2o6b3o29bo3bo$277b2o2bo5b2o25bo$
268b6o8bo6bo21bo8b3o$267bo6bo2b2o2bo4bo25b2o6b2o$267b2o2b3o4b3o5bo3bo
28b3o$281bo4bo3b4o26b2o$271bo8bo7bo$271bo2bo5b2o32b2o$271bo9b2o31b3o$
267b2o2bo5b2ob3o20bo10b2o6b2o$267b2o2bo3bobob2o22bo9b3o8bo$271bo3bo3b
2o22bo17bo$271bo6b3o21b2o17bo3bo$271bo2bo4bob3o16bo20bo3b4o$272bo5b2ob
o17bo4bo9bo8bo$270bobobo3b2o4b2o4b2o7bo13b4o$269bobob2o5bo3b2o2bo3b2o
7b3o9bo3bo$269bobo16b3obo21bo2bo$270b2o9b2o4b3o3bo20b3o$283bo22b2o$
275bobo7b2o22bo$112bo162b2o22bo3b3o4b2o$112b3o10b2o149bo23bob3o6bo$
115bo8bo2bo161b3o7b2o3bo2b2o2bo$114b2o8bobobo164bo7b2o4b2obo5bobo$123b
2obobo142b2o15bo4bo23b2o$117bo5bo3bob2o136b2o2b2o19bo24bo40bo$116bobo
5b2obo2bo136b2o20b2o53b2o10b3o$112b2o2b2o5bo2bobobob2o155bo11bo11b2o
28bo2bo8bo$96bo15b2o9b2obobobo2bo155bo10bobo3b6o2bo13b2o5b2o5bobobo9bo
$95bobo26bo6b2o139b2o15bo10bob4o6b2o14b2o5bo6bobob2o5bo2bo$124bob5o
140b2o24b2obo13b3o16bobo4b2obobo2bo3bo$70b2o23bo18bo10bo4bo142bo23b2ob
2o2b2o5bobo2bo10b3o3b2o5bo2bo3b3o2bobo$71bo23b2o17b2o10b4o170bo13b2o9b
o4bo6b2obo2bobo2bo4b2o2b2o140bo$71bobo18b5o16bobo12bo171bobo4b2o17bo4b
o5bo2b2o4b2o9b2o15bo124b3o10b2o$72b2o9b2o7b2ob2o33bo170b2o4b2o17b5o7b
2o4bobo26bobo126bo8bo2bo$82bo2bo9bo27bo5b2o115b2o5b2o85bobobobo6bo147b
2o8bobobo$82bo2bo38bo122bo5b2o85bo4bo5b2o22bo23b2o109b2obobo$82b2ob2o
35b3o122bobo7bobo69b3o9b4o7b2o20b2o23bo104bo4bo4bob2o$84b2o104bo57b2o
7b2o22b2o59bo31b5o18bobo103bobo3b2obobo2bo46bo$93b2o81b2o10b3o61b2o4bo
21b2o46bobobo7bo33b2ob2o8b2obo2b2ob3o100b2o2b2o4bo3b2o2bob2o41b3o$92b
2ob2o8bo8b2o59bo2bo8bo63bobo28bo34bo8b3obob3o5b2o33bo9b2o4bob4o102b2o
9b2o2bob2o2bo40bo$93bo2bo8b2o7bobo57bobobo8b2o63bo63bo8bo5bo3bo47bobob
2o6b2o85b3o26bobobo2b2o41b2o$83bo9bo2bo7bobo4b2obobo57bobob2o136b3o5bo
bob2o2b2obo24b3o21bo4b5obo87b2o26bob5o$82b2ob2o7b2o15bobobo56b2obo3bo
5bo138bob2o2b2o2bo25bo9bo20b4o62b2o23b2o28bo4bo$82b5o26bo18bo39bo2bob
2o5bobo136b2o4bo2b2o10bo16bo6b4o20bo65bo24bo16bo12b4o$82b2o27bo2bo18bo
35b2obobobo2bo5b2o2b2o60b3o67bo2bobobo2bo10b2o11b2o10bob5o4bo79bobo13b
o4b2o19b2o13bo41b2o$83bo30bo16b3o35bo2bobobob2o9b2o15bo43bobobo66b2o2b
2ob4o11b2o9bobo9b2o6b2obobo79b2o11bo2bo4bob2o15bobo7bo7bo38bo42bo$110b
o3bo55b2o6bo26bobo40b3o3b3o33b2o35bo26bobob2o5bob3obo4b2o9bo83bo10bo
27bo5b2o38bo40b3o$81bobo26bo3bo2b2o53b5obo68bo4bo4bo31b2o36bobo25bobob
o4bobob2o2bob2o8b2ob2o82bo4bo5bo25b3o50bo34bo$82bo31bo2b2o53bo4bo5bo
23bo23b2o14bob2o2bob2obo32bo16bo19b2o27bo5b2ob2o16b5o82b2o74bo10bobo
35b2o$104b3o7bo58b4o6bobo20b2o23bo16bo2b4obobo48bo49b2o5bo2bo19b2o90bo
66bo3b3o41b3o$103bo2bo4bo2bo29b2o5b2o21bo8b2o21b5o18bobo17b2o4b2ob2o
47b3o47b3o4bo3bo18bo85bo73bob5o39b3o$93bo13bo6bo29b2o5bo20bo33b2ob2o5b
3o5b2o3b2o20bo2bobobo2bo95b3o4bo115b2o19b2o48bo40bo2b2o$92bo3b3o3bo38b
o7bobo20b2o33bo8bo2bo4b2o25b4ob2o2b2o25b2o46bo16b2o3b3o3b2o22bobo80bo
5bo4bo9bo9bobo47b2o5bo33b2ob2o$93bob5o3bo4bo3b3o2b2o23bo6b2o41b2o22b2o
b2o34bo31bo45b2o17b2o3b3o2b2o2b2o20bo81bo10bo9b2o5b2obobo47b2o4bob2o
30b3o$97bo10bo2bo6bo21b3o2b2o44b2o26b5o29bobo33bo44b2o21b2o6bo2bo100b
2obo4bo2bo9bobo5bobobo15bo38bo34b2obo$97b2o7bo5b6o27bobo45bo10bo16b3o
29b2o33b4o7b2o17b2o5b2o30b2o113b2o4bo21bo18bo38bobo32bo2bo$97b2o6b2o
39bo56b3o16bo64bo4bo5b2o19bo5b2o30b2o6b2o10bo91bo28bo2bo15b3o34bo4bo
22bo10bo$103b3o8b2o58bo12b2o9b2o3b5o79bobobobo6bo18bobo35bo6bo7b3o3bo
90b2o30bo42b2o7bobo25bo3b3o6bobo$104bo9b2o30bo27bobo9bobo17b2ob2o74b2o
4bobo26b2o30b2o2b3o3b4o5b5obo90b2o27bo3bo42b2o10bo25bob5o5bobo$146bo
27b2o10bobob2o9b2o4bo2bo8bo64bo2b2o4b2o9b2o18b2o26bo2bo3bo6bo6bo94b3o
26bo3bo2b2o32b2o13b2obo4b2o23bo8bo$101bo85bobobo16b3o5b2ob2o63b2obo2bo
bo2bo4b2o2b2o17bobo27b6o2bo3b2o5b2o127bo2b2o33bo2b6o7bo5b2o23b2o6b2o$
100b3o32bo8bo3bo40bo8bob3o13b5o66bo2bo3b3o2bobo22bo6bo30bo2b2o5b2o127b
o37bobo6bo13bo23b2o5bo$88bo10b2o6b2o24b2o7b3obob3o36bo2bo7bo20b2o60bo
5b2obobo2bo3bo29bobo23b2o6b2o133bo2bo29b2o5b2ob2o3b2o12b5obo27bo$87bob
o9bo7b2o25b2o5bo4b2o3bo38bo8bo19bo62bo6bobob2o5bo2bo26b2o23b2o123b2o9b
3o7bo25bo3b2o5bo6bo15b3o3bo$97bo10bo31bobob2o2b2obo38bo3bo85b3o6bobobo
9bo176b4obo4bo2bo34bo7bobo27bo$62b2o23bo9bo4bo3b5obo27bob2o2b2o2bo33b
2o4bo4bo23bobo68bo2bo8bo20b3o154bobo2b3o2bo3bo4b3o2b2o20b3o7b2o6b3o$
63bo23b2o14bo3b3o3bo25b2obob2o2b2o15bo18b2o4bo2b3o24bo70b2o10b3o16bobo
bo44b2o116b2obobo3bo6bo26b2o10b3o2bo39bo$63bobo5b2o11b5o9bo13bo24bo2bo
bobo2bo17bobo22bo3b3obo106bo14b3o3b3o33b2o5b2o2bo8bo101b2o3b2ob2o5b6o
27bobo6b2ob3o3bo26bo12bo5b2o$64b2o3b5o10b2ob2o10bo2bo34b2o2b2ob4ob3o5b
2o6b2o20bobo6b3o120bo4bo4bo32b2o5b2o3bo6bobo100bo5b3o40bo7b2ob3o29bobo
9b2o6b2o$68bo4bo2b3o8bo11b3o41bo4bo2bo5b2o28bobo7bo11bo109bob2o2bob2ob
o31bo6bo131b2o41b3o41bo8bo$68bo2b3o5b2o45bo16bob2obo2bobo35bo5bo2bo5b
3o3bo109bo2b4obobo9bo17bob5o5b4o9bo23b2o92b2o41b3o10bo18bo10bobo5b5obo
$68b2o2bo51b2o18bob2o4b2o30b2o3b2o3bo4bo3b5obo111b2o4b2ob2o6bobo16bo3b
3o7bo10b2o23bo137b2o9bobo7bo9b2o9bobo6b3o3bo$70b2o53b2o29b2o26bo2bo3bo
2bo10bo117bo2bobobo2bo5b2o17bo10b2o11b5o18bobo115bo22bo9bobo5bo2bo5b5o
12bo10bo$91b2o62bobo27b6o8bo4b2o117b4ob2o2b2o33bo3bo10b2ob2o11bo6b2o
114b2o8b5o8bobobo8bo6bo3bo4b2ob2o9bo2bo$90bo2b2o61bo37bo4bo4b2o121bo
39bo3bo11bo6bobo4bo89b3o5bo26b2o5b3obob3o5bobob2o10b3ob2o3bo7bo11bob2o
$82b2o5b3o2bo67bobo22b2o5bo3bo126bobo40bo2bo17bo2bo81b3o9b2ob2o3b2o32b
o4bo4bo4bobo16bobob2o22b3o$75bo8b3o2bo4bo5bobo53bo6b2o22b2o7b2o127b2o
46b2o15bo2bo3bo3bo73b2o8bobob2o36bob2obo2b2obo5b2o16bo2b3o19b2ob2o$74b
2ob2o10b5o7b2o53bo6bo208bo2bo15b2o8bo47b2o23b2o9bo3bo2b3o2bobo27bobo3b
2o2bo21bo20bo3bo2b2o2bo$74b5o11b2o9bo100b2o169b2o11b2o11b2o49bo24bo10b
o2bo4bob4o26b2obo2bo2b2o23b2o19bo3b2ob3o$74b2o41bo36bo3bo42bo3bo143bo
35bo2bo61bobo18b2o13b3o9b2o24bo2bobo4bo13bo24b3o2bo2bo4b2obo$75bo39b2o
35b3obob3o33b2o4bo4bo8bo132bobo36bo2bo61b2o5b2o3b2o7bob2o48b2o2b2ob4o
13bobo22b2obobobo7bo$86bo11b2o16b2o33bo3b2o4bo32b2o4bo12bobo132b2o36bo
bo6bo61bobo6bo7bo39bo15bo17b2o14bo7bo3b2o4b6o$73bobo9bobo3b6o2bo51bob
2o2b2obobo31bo10bo186b2ob2o60bo6bo2bo6bo37b2o16bobo30b2ob2o4bo3bo4b2o
3bo$74bo10bob4o6b2o53bo2b2o2b2obo27bob5o3bo14bo23b2o151b5o60b3o7b2o44b
2o16b2o30b5o5bo2bo4bo11bo$82b2obo13b3o51b2o2b2obob2o7bobo15bo3b3o4bo4b
o8b2o23bo125bo12bo16b2o69b3o94b2o9bo16bobo$82b2ob2o2b2o5bobo2bo7bobo
43bo2bobobo2bo6b2o16bo10b3o10b5o18bobo124bo14bo15bo72b3o93bo27b2o$85bo
13b2o9b2o43b4ob2o2b2o6bo26bo14b2ob2o4bo13b2o125b3o4b2o11bo83b2o7b3o95b
o5b4o2b2o$85bobo4b2o16bo48bo39bobo13bo5b2ob2o145bo11bobo9bobo64bo6bo2b
o6bo6bobo73bobo9bobob8o2bo13b2o5b2o$86b2o4b2o63bobo40b3ob2o19bo132bo
13b9o2bobo10bo65bo7bo6bobo7b2o74bo10bob12o14b2o5bo$157b2o44b3o15bo3bo
82bo47bobo10b3o2b7obo2bob2o72b2obo7b2o3b2o8bo83b2obobo11b3o15b2obo$
203b2o2bo14b3o84bo47b2o10bo2bo2b6o4bob2o75b2o39bo65b2ob2o11bo2bo17bo$
205b2o11b3o86b3o60b2o13bo75bo41b2o69bo13b2o13b2o$217bo3bo155b2o4bobo
75b2o41b2o68bobo4b2o15bobo2bo2bo$180bobo34bo138bo20b2o4b2o75b2o11bo11b
2o88b2o4b2o15b2o4b2o$181b2o34b2ob2o5bo127bo104b3o9bobo3b6o2bo112bo$
181bo37bo4b2ob2o126b3o114bob4o6b2o11bo$224b5o240b2obo13b3o8bo55b3o48bo
$227b2o240b2ob2o2b2o5bobo2bo8bo55bo49b3o$197bo10b2o17bo244bo13b2o66bo
47bobobo$195b2o6b2obo5bo3bo255bobo4b2o119b3o3b3o$193bob3o5bo11bobo9bob
o243b2o4b2o118bo3bobo3bo$194b2o8b2o9bobo10bo360bobo6bob2o4b2obo$189bo
4bo6b3o2b8obobob2o368b2o7bo4b3o2bo$190b2obo7bo2bo12bob2o369bo6b2obo5b
2o$190b3o9b2o13bo377bo2bo3bo2bo$192b2o15b2o4bobo344b3o30b2o2b2ob4o$
192b2o15b2o4b2o304bo40bo38bo$76bo444bobo39bo37bobo$75bo7bobo435b2o79b
2o$74b2o2bobo2bo$78b2ob2o497bobo$74b2obo2b3o53bobo441b2o$74b4o3b2o3bo
4b2o44b2o6b2o52b2o52b2o52b2o52b2o52b2o52b2o90b2o18bo$74b4o3b2o3bo2bo4b
o29b2o11bo5bo4bo29b2o17bo4bo48bo4bo48bo4bo48bo4bo48bo4bo48bo4bo88bo$
74b2obo2b3o5bo34b4o15bo34b4o15bo53bo53bo53bo53bo53bo46bobo47bo7b3o$78b
2ob2o5bo5bo27b2ob2o15bo5bo27b2ob2o15bo5bo47bo5bo47bo5bo47bo5bo47bo5bo
47bo5bo41b2o46b4o5bo$74b2o2bobo2bo4b6o14b2o13b2o17b6o14b2o13b2o17b6o
14b2o32b6o14b2o32b6o14b2o32b6o48b6o48b6o42bo46bo4bo5bo$75bo7bobo21b4o
50b4o50b4o50b4o50b4o182b3o49b5obo$76bo29b2ob2o49b2ob2o49b2ob2o49b2ob2o
49b2ob2o184bo47b2o2bobobo$107b2o52b2o52b2o52b2o52b2o185bo7b3o37bo2b2ob
o2b2o9b2o$518bo39b2obo2b2o3bo4b2o2b2o$429bo89bo41bo2bobob2o3bobo$429b
3o10b2o117b2obo4bo4bo$432bo8bo2bo118bobob2o$431b2o8bobobo117bobobo8b2o
$440b2obobo81b2o15b2o4b2o12bo2bo8bo$434bo5bo3bob2o79b2o15b2o4bobo12b2o
10b3o$356b2o4b2o69bobo5b2obo2bo89b2o13bo26bo$356b2o4bobo64b2o2b2o5bo2b
obobob2o85bo2bo2b6o4bob2o$349b2o13bo64b2o9b2obobobo2bo77b2o6b3o2b7obo
2bob2o$336b2o2bo7bo2bobo5b2o2b2ob2o73bo6b2o78b2o9b9o2bobo10bo$339b2o7b
3o13bob2o64b2o7bob5o90bo11bobo10bo$340bo10b2o6b4obo68b2o7bo4bo90b2o11b
o11bo$341bo8bo2b6o3bobo9b3o55bo10b4o72b2o41b2o$342b2o6b2o11bo11b2o68bo
72bobo39bo$342bo31b2o71bo72bo38bo4bo$375bo70b2o99bo3b2o6bo$366bo4b2o
163b3o7b2o4b3o6b3o$209b2o117b2o34bo2bo4bob2o66bo93bo8b2o5bo2bo$209bobo
117b2o32bo10bo65bobo94bo8b2o7bo$209bo20b2o4b2o90bo34bo4bo5bo30b2o16b2o
16b2o111b2o$230b2o4bobo113bo10b2o40bobo16b2o131b2o$160b2o61b2o13bo112b
2o18bo35bo15bo68b2o16b2o45bo7b2o$159bobo60bo2bo11b2ob2o109bobo11bo37b
4ob2o2b2o78bobo14bobo45bo2bo5b2o$161bo47b3o10b3o11bobob2o62b2o41b2o23b
2o29bo4bobo2bo68b3o9bo16bo37b3o6b3o4b2o$211bo13b12obo10bo54bobo55bo5bo
4bo27b2o2bo2bob2o72bo5b4ob2o2b2o52bo6b2o3bo6b2o$210bo13bo2b8obobo10bo
56bo55bo10bo26bo2b2o3bobo72bo6bo4bobo2bo28bo7bo10bo4bo18bobo$218b2o4b
2o2b4o5bo11bo52b4ob2o2b2o6b2o40b2obo4bo2bo11b2o13bob2o2bob2obo40bo36b
2o2b2obob2o25b4o3bo4b3o13bo21bo$218bobo27b2o52bo4bobo2bo7b2o15b2o8bobo
14b2o4bo13bobo12bo4bo4bo39bobo35bo2b2o3bobo29bo3bo3b2o2bo9b2o23b2o$
218bo11b3o13bo53b2o2bo2bob2o8bo17b4obo4bobo11bo24bo13b3obob3o5b2o34b2o
34bob2o2b2obobo33bo3bo3bo9bo$236bo8bo4bo48bo2b2o3bobo27bobo2b3o16b2o
23b2o14b5o8b2o69bo4bo4bo31bo6bob2o10bo$230bo5bo3bo4bo52bob2o2bob2obo
50b2o52bo72b3obob3o5b2o26b2o4b2o12bo$247b3o48bo4bo4bo32b2o17b3o126b2ob
2o6bobo$200b3o37b2o57b3obob3o33bo5b3o152bo$202bo24bo4b2obo3b2o60b5o41b
ob2o$201bo24bo12bo13bo94b3o53bo21b2o4b2o88b2o$225bobo17bo5b2obo55b2o
91bobo20b2o4bobo25bo61b2o$178b2o46b2o16b2o3bo4bo56b2o21b2o7b3o58b2o13b
2o13bo23bobo30bo41b2o4b2o$178bobo42bo19b2o6bo58bo23b2o7b2obo53b2o7b3o
6bo2bo2b6o4bob2o21b2o29bobo27b6o5b2obo6bo$180bo39bob2o11b3o12b3obo48bo
40b3o5bo46bobo7bo8b3o2b7obo2bob2o53b2o26bo2bo3bo3bo3bo3bo$176b4ob2o2b
2o33bo2bo15bo4bo3bo3bobo3b2o42bobo27b6o13b2o46bo5b2o3bo10b9o2bobo10bo
41b2o8b2o20b2o2b3o4bo2b2o3bo3bo$176bo4bobo2bo28bo4bo13bo4bo8bo9bobo42b
2o26bo6bo59b2o5b2o13bo11bobo10bo40bobo7b2o26bo6b3o4bo3b4o$174b2o2b2obo
b2o6b3o16b4o3bo6bo13bo21bo38b2o30b2o2b3o11b3o2bobo63b2o11bo11bo17bo22b
o5b2o4bo25b2o6bo7bo$173bo2b2o3bobo9bo19bo3bo4bobo10b2o23b2o36bobo50bob
4o87b2o17bo21b2o5b2o30b2o$172bob2o2b2obobo8bo24bo4bo2bo9bo62bo5b2o29bo
19b2o85bo20bo60b2o$172bo4bo4bo31bo8bob2o8bo61b2o5b2o5b3o21bo2bo102bo4b
o72b2o3b3o28bo$158bo14b3obob3o33b2o6bobo9bo75bo23bo3bo89bo3b2o6bo77b2o
3b3o28bo$144b2o10b3o16b2ob2o44bo87bo18b2o2bo4bo77b3o7b2o4b3o6b3o78b3o
28bo$143bo2bo8bo175b2o2bo5bo24b3o49bo8b2o5bo2bo86b3o27b2o$133b2o7bobob
o8b2o178bo31b2o50bo8b2o7bo68b2o16b2o26bo$132bobo7bobob2o60b2o125bo30b
2o68b2o67b2o17bo8bo17bo4bo$134bo5b2obo3bo5b2o27b3o23b2o7bo117bo2bo7b3o
18bo71b2o14b3o49bo14bobobo5bo12b3o3bo$140bo2bob3o5b2o22bo6bo31bobo6b2o
109bo9bobo6b3o5b2o74bo7b2o8bo5b2o56bobob2o5b3o9b4o5b3o$137b2obobobo2bo
3bo5b2o17bobo4bo22b6o3b2obo8bo106bobobo8bo6b4o6bob2o71bo2bo5b2o6bo6bob
o55bobo19b2o2b2o$137bo2bo5b2o8bobo18b2o26bo6bo3bo2bo4bo95b3o10bobob2o
11bo3bo3bo7bo64b3o6b3o4b2o11b2obobo56b2o20bob2o$138b2o4bobo8b3o15b2o
30b2o3b2o5bobo4bo3bo91bo12bobo13b3obo2b2o8bo68bo6b2o3bo12bobobo80b6o$
140b5obo5bob3o15bobo34bo7bo6bo3b4o89bo12b2o13b3o3b2o12bo41bo7bo10bo4bo
26bo83b6o$140bo4bo6b4o16bo5b2o41bo4bo123bo18bo36b4o3bo4b3o13bo26b2o86b
2obo$106b2o33b4o8bo17b2o5b2o28b3o7bo2bo129bo18bo38bo3bo3b2o2bo9b2o21bo
5b3o52b2o31b2o2b2o$106bobo33bo45bo19b3o7b2obo116bobo10bo12b2o3b3o41bo
3bo3bo9bo21b3o4b3o44b2o5b2o8bo16b3o5b4o$108bo31bo46b2o16b2ob3o5b4o21bo
96b2o14bo8b2o2bobo2bo37bo6bob2o10bo20b2o2bo3b3o3b2o39bo8bo6bo21bo3b3o
12b2o$104b4ob2o2b2o25b2o45bobo15b2ob3o3bob2o23bo77b2o18bo14bo7bo3bo44b
2o4b2o12bo20bo3bo3b3o3b2o41bo13b3o14bo4bo18bobo$104bo4bobo2bo93b3o3bo
4bo21bo77bo33b2obo6b4o4b2o3b2o74bobo6b2o45b4o32bo21bo$102b2o2b2obob2o
48b2o45b3o8b2o19b2o79bo7b3o24b2o5b3o10bobo82b2o44bo4bo28b2o23b2o$101bo
2b2o3bobo49bobo45b2o6bo2bo17bo81b4o5bo23bo24bo67bo6b2ob2o3b2o44b5obo
27bo$100bob2o2b2obobo31bobo15bo19b2o27bo6b3o6bo10bo4bo76bo4bo5bo22b2o
23b2o61b4o3bo6bo6bo42b2o4bobo27bo$100bo4bo4bo32b2o35bobo25bobobo5bo3b
2o2bo3bo6bo81b5obo26b2o90bo3bo12b3o2b2o36bo2bo5b2o9b2o15bo$101b3obob3o
34bo35bo26bobob2o8bo5bo2b3o6b3o75b2o2bobobo26b3o60b2o4b2o25bo11bo3bo2b
o36b2obobobo2bo5b2o2b2o$103b2ob2o66b2o2b2ob4o12bo9bobo10b2o2bobo3b3o
83bo2b2obo2b2o9b2o75b2obo6bo21bo8b3o4b6o40bo2bob3o4bobo$174bo2bobobo2b
o11b2o10b2o11b2o3bo89b2obo2b2o3bo4b2o2b2o74bo3bo3bo25b2o6b2o51b2obo3bo
5bo$176b2ob2o4b2o9bobo15bo7b3o94bo2bobob2o3bobo78bo2b2o3bo3bo29b2o7b2o
44bobob2o$177bobob4o2bo26bobo27b3o72b2obo4bo4bo80b3o4bo3b4o35b2o44bobo
bo8b2o$170b2o5bob2obo2b2obo25b2o26bo3b2o73bobob2o87bo7bo87bo2bo8bo$
105bo64bobo5bo4bo4bo47b3o3bobo2b2o72bobobo8b2o175b2o10b3o$104bobo27bob
o33bo8b3o3b3o5b2o32b3o6b3o2bo5bo74bo2bo8bo113b2o75bo$105b2o27b2o45bobo
bo7bo37bo6bo3bo2b2o3b2o71b2o10b3o110b2o6b2o$101b2o8b2o22bo46b3o10bo30b
o4bo10bo7bobo84bo109b3o8bo$100bobo7b2o82b4o8bo23bo21bo202bo$100bo5b2o
4bo80bo4bo6b4o18b2o23b2o201bo3bo$99b2o5b2o85b5obo5bob3o17bo220bo6bo3b
4o$154b2o4b2o21bo7b2o4bobo8b3o16bo183b2o33b2ob2o6bo$153bobo4b2o16b2o2b
obo5bo2bo5b2o8bobo15bo184bo$153bo13b2o10b2ob2o6b2obobobo2bo3bo5b2o197b
3o37bobo$125bobo22b2obo12bo2bo8bo7b2o5bo2bob3o5b2o201bo37bo3bo$125b2o
23b2obobob8o2b3o16bobo4b2obo3bo5b2o239bo2b2o$126bo26bobo9b2o14b2o5bo6b
obob2o247b3o$141b3o9bobo11bo13b2o5b2o5bobobo8b2o239bo$141b2o11bo3bo5bo
b2o28bo2bo8bo$120b2o20b2o17b2o34b2o10b3o234b2o$120b2o2b2o16bo68bo235bo
$124b2o19b2o22b2o273b3o$142b2obo7bo2b2o3bo8b2o272bo$143bo7bo2bob3obob
2o5bo$143bo7bobo2b3o4bo$129b2o21bo6bo3bo$128b2o8bo21b3o$130bo5b3o21bo$
123b2o10bo3bo6bo$122bobo10bo4b3o2bobo7bo11b3o$122bobob2o7b2obob3obo2bo
7bo10bo2bo$123bobobo4b3o2bo3b2o2bo7bob2o9b2obo$125bo6bobo17b2o25b2o$
123bo2bo5bo2bo20bo18bob4o$126bo6b3o19b2o16b3o2bobo$126bo3bo2b3o20b2o8b
o$120b2o4bo4bo2bo20b3o8bobo6b2o$120b2o4bo3b2o2b2o40bo$126bo40bo2bo$
123bobo7b2ob2o30b3o$123bobo18b2o23b4o$125bo7bo6bob4o25b3o$120b2o3b2o4b
2o5b3o2bobo25bo2bo$120bo2bo3bo2b2o2bo30bo$121b6o3b2ob2o5b2o23b2o6bobo$
130b2obo7bo33bo$123b2o7bo28bobo2b3o$123b2o36b4obo$161b2o$172bob2o$139b
o32bo2bo$130bo7bob2o30b3o$130b2o5b2ob2o$137bo2b2o$126bobo2b3o5b2o$126b
4obo6bo$126b2o47b2o$134b2ob2o36bo$136b2o38b3o$137bo2bo37bo$138bobo4$
140b2o$140bo$141b3o$143bo!
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Re: Thread For Your Accidental Discoveries

Postby mniemiec » October 12th, 2018, 5:17 pm

Entity Valkyrie wrote:Sawtooth?

Not exactly. It's sawtooth + linear growth. The wiki says, "A sawtooth (plural: sawtooths) is a finite pattern whose population grows without bound but does not tend to infinity." This pattern's population does tend towards infinity, based solely on the linear growth part.
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Re: Thread For Your Accidental Discoveries

Postby BlinkerSpawn » October 12th, 2018, 5:44 pm

Entity Valkyrie wrote:What about these?

spaceship streams catching up to a slower spaceship and pulling debris

That's the standard way of building a sawtooth, yes.
LifeWiki: Like Wikipedia but with more spaceships. [citation needed]

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Re: Thread For Your Accidental Discoveries

Postby Entity Valkyrie » October 21st, 2018, 2:51 am

Axaj wrote:Domino + 2 snakes = Pseudo still life.
x = 7, y = 5, rule = B3/S23
2b2o$obo2b2o$o2bobo$2b2o2bo$5b2o!


With gliders:
x = 18, y = 13, rule = B3/S23
13b2o$11bobo2b2o$11bo2bobo$7b2o4b2o2bo$8b2o6b2o$7bo$4bo$4b2o$3bobo2$2o
$b2o$o!
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Re: Thread For Your Accidental Discoveries

Postby PkmnQ » October 21st, 2018, 3:05 am

Reflectoid
x = 17, y = 14, rule = B3/S23
15bo$14bo$14b3o2$11bo$10bo$10b3o3$b2o$o2bo$obobo$bo2bo$2b2o!
x = 3, y = 3, rule = B26/S2|B358/S3
2o$2bo$obo!
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Re: Thread For Your Accidental Discoveries

Postby Entity Valkyrie » October 21st, 2018, 3:09 am

knightlife wrote:HWSS demotion to LWSS:
x = 27, y = 19, rule = B3/S23
18b2o$16bo4bo$b4o17bo$6o10bo5bo$4ob2o10b6o$4b2o2$24bo$24bobo$24b2o6$
15b4o$14b6o$14b4ob2o$18b2o!


I wish there is a stable small G-LWSS or MWSS-LWSS converter...
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Re: Thread For Your Accidental Discoveries

Postby KittyTac » October 21st, 2018, 11:54 am

Entity Valkyrie wrote:
Axaj wrote:Domino + 2 snakes = Pseudo still life.
x = 7, y = 5, rule = B3/S23
2b2o$obo2b2o$o2bobo$2b2o2bo$5b2o!


With gliders:
x = 18, y = 13, rule = B3/S23
13b2o$11bobo2b2o$11bo2bobo$7b2o4b2o2bo$8b2o6b2o$7bo$4bo$4b2o$3bobo2$2o
$b2o$o!

That's a true still life. The large hook shape is unstable without the snake.
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Re: Thread For Your Accidental Discoveries

Postby Ian07 » October 21st, 2018, 11:59 am

You guys do realize you're replying to a post from 2009, right? And that Axaj hasn't visited the forum since 2012.
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Re: Thread For Your Accidental Discoveries

Postby PkmnQ » October 24th, 2018, 8:36 pm

Posting here again.
Another thing that involves a Pi heptomino.
This probably belongs to the useless discoveries thread as well as this one.
x = 12, y = 10, rule = B3/S23
2o8bo$2o7bo$9b3o5$2b3o$2bobo$2bobo!
x = 3, y = 3, rule = B26/S2|B358/S3
2o$2bo$obo!
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Re: Thread For Your Accidental Discoveries

Postby Entity Valkyrie » October 25th, 2018, 9:49 pm

Usable?


x = 50, y = 44, rule = B3/S23
35b2o$35b2o5$30b2o$28b2obobo$28b2o4bob2o5b2o$29bo2b2o9b2o$25b2o$25b3o$
21b2obo$21bo2bo$22b2o$22b2o$15b3o$15bo2bo$11bo6b2o$11b2o2bob2o$10bob3o
2b2o$3b2obo6b4o$3b2o3bo4b3o29b3o$2bo5bo4b2o4bo$3bo4bo9b3o18bo5bo3bo$3b
o14b3o18bo6b4o$o4b2o42bo$2o16b4o$17b5o$17b2obo2$35bo$32bo3bo$10b2o19bo
5bo$10b2o6bobo11b2ob2o$18bo2bo$17bo3bo10bo$16b3o2b2o9b4o$17bo3bo11bobo
$18b3o14bo$19bo14b3o$33b2ob2o$34b3o$35bo!

EDIT:

Usable?
x = 50, y = 44, rule = B3/S23
35b2o$35b2o5$30b2o$28b2obobo$28b2o4bob2o5b2o$29bo2b2o9b2o$25b2o$25b3o$
21b2obo$21bo2bo$22b2o$22b2o$15b3o$15bo2bo$11bo6b2o$11b2o2bob2o$10bob3o
2b2o$3b2obo6b4o$3b2o3bo4b3o29b3o$2bo5bo4b2o4bo$3bo4bo9b3o18bo5bo3bo$3b
o14b3o18bo6b4o$o4b2o42bo$2o16b4o$17b5o$17b2obo2$35bo$32bo3bo$10b2o19bo
5bo$10b2o6bobo11b2ob2o$18bo2bo$17bo3bo10bo$16b3o2b2o9b4o$17bo3bo11bobo
$18b3o14bo$19bo14b3o$33b2ob2o$34b3o$35bo!
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Re: Thread For Your Accidental Discoveries

Postby cvojan » October 27th, 2018, 11:15 pm

A curious reaction with 2 LWSS's and a block/beehive:
x = 75, y = 48, rule = LifeHistory
5.2A$5.3A25.2A$5.2A.A23.A2.A23.A$7.A.A21.A.2A.A21.A.A$6.A2.A22.A2.A
22.A2.A$7.2A24.2A24.2A3$7.2A24.2A24.2A$A2.A3.2A10.A2.A3.A2.A3.2A10.A
2.A3.A2.A3.2A10.A2.A$4.A13.A11.A13.A11.A13.A$A3.A13.A3.A3.A3.A13.A3.A
3.A3.A13.A3.A$.4A13.4A5.4A13.4A5.4A13.4A7$4.A$4.3A29.A$7.A26.3A23.A$
6.A.A24.A25.A.A$7.2A24.2A24.2A3$7.2A24.2A24.2A$A2.A3.2A10.A2.A3.A2.A
3.2A10.A2.A3.A2.A3.2A10.A2.A$4.A13.A11.A13.A11.A13.A$A3.A13.A3.A3.A3.
A13.A3.A3.A3.A13.A3.A$.4A13.4A5.4A13.4A5.4A13.4A7$33.2A$7.2A25.A$6.A
2.A23.A25.2A$7.2A24.2A24.2A3$7.2A24.2A24.2A$A2.A3.2A10.A2.A3.A2.A3.2A
10.A2.A3.A2.A3.2A10.A2.A$4.A13.A11.A13.A11.A13.A$A3.A13.A3.A3.A3.A13.
A3.A3.A3.A13.A3.A$.4A13.4A5.4A13.4A5.4A13.4A!

It can delete certain still lives & oscillators 3 cells above the block.
Note that this reaction can be subsituted for a loaf and an LWSS, as when the first LWSS hits the block.
A p184 based on the reaction:
x = 139, y = 55, rule = LifeHistory
2A135.2A$2A135.2A$65.2A5.2D$64.A2.A3.D2.D$65.2A5.2D3$14.2D107.2D$13.
2D109.2D$15.D107.D$3C3.3C7.B105.B7.3C3.3C$C2.C.C2.C8.B103.B8.C2.C.C2.
C$C7.C9.B101.B9.C7.C$19.B.A95.A.B$20.2A95.2A$20.ABA93.ABA$22.B93.B$D
7.D14.B91.B14.D7.D$D2.D.D2.D15.B89.B15.D2.D.D2.D$3D3.3D16.B87.B16.3D
3.3D$26.B85.B$27.B83.B$28.B81.B$29.B79.B$30.B77.B$31.B75.B$32.B73.B$
2A5.2A24.B71.B24.2A5.2A$2A5.2A25.B69.B25.2A5.2A$35.B67.B$36.B25.A13.A
25.B$37.B22.3A13.3A22.B$38.B20.A19.A20.B$39.B19.2A17.2A19.B$40.B23.2A
7.2A23.B$24.2A15.B22.A9.A22.B15.2A$24.2A16.B.C21.A5.A21.C.B16.2A$43.
2C20.2A5.2A20.2C$31.2A10.C.C47.C.C10.2A$23.2A5.A.A26.3A3.2A5.2A3.3A
26.A.A5.2A$23.2A4.2A.A25.A3.3A.A5.A.3A3.A25.A.2A4.2A$30.2A26.2A.3A.A
7.A.3A.2A26.2A$31.A34.3A.3A34.A$46.2A20.A.A20.2A$31.A10.A3.2A43.2A3.A
10.A$30.2A9.A55.A9.2A$23.2A4.2A.A9.2A51.2A9.A.2A4.2A$23.2A5.A.A10.A
51.A10.A.A5.2A$31.2A13.2A.A39.A.2A13.2A$46.2A.3A35.3A.2A$24.2A26.A4.
2A21.2A4.A26.2A$24.2A20.2A.3A5.2A2.2A13.2A2.2A5.3A.2A20.2A$47.A.A11.A
.A11.A.A11.A.A$47.A.A13.A11.A13.A.A$48.A14.2A9.2A14.A!
'sup.
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Re: Thread For Your Accidental Discoveries

Postby Entity Valkyrie » November 2nd, 2018, 6:28 am

Useful?
x = 32, y = 51, rule = B3/S23
4.A22.A$4.3A18.3A$7.A16.A$6.2A16.2A21$2A10.3A2.3A$2A10.A6.A10.2A$12.
3A2.3A10.2A21$6.2A16.2A$7.A16.A$4.3A18.3A$4.A22.A!


And can this be made into a p14?

x = 56, y = 16, rule = B3/S23
47.A$46.A.A$47.A2$45.5A$29.A15.A4.A$28.A.A17.A2.A$28.A.A17.2A.A2.A$2A
9.2A5.2A7.2A.3A3.2A7.A5.A.A.A$.A9.A7.A13.A3.A6.A.A4.A2.A$.A.A5.A.A7.A
.A5.2A.3A4.A.A4.A2.A2.2A$2.2A5.2A9.2A5.2A.A7.2A5.2A$5.3A15.3A15.3A$5.
A.A15.A.A15.A.A$5.A2.A14.A2.A14.A2.A$6.2A16.2A16.2A!
#C [[ STOP 7 ]]
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Re: Thread For Your Accidental Discoveries

Postby BlinkerSpawn » November 2nd, 2018, 8:15 am

Entity Valkyrie wrote:And can this be made into a p14?

x = 56, y = 16, rule = B3/S23
47.A$46.A.A$47.A2$45.5A$29.A15.A4.A$28.A.A17.A2.A$28.A.A17.2A.A2.A$2A
9.2A5.2A7.2A.3A3.2A7.A5.A.A.A$.A9.A7.A13.A3.A6.A.A4.A2.A$.A.A5.A.A7.A
.A5.2A.3A4.A.A4.A2.A2.2A$2.2A5.2A9.2A5.2A.A7.2A5.2A$5.3A15.3A15.3A$5.
A.A15.A.A15.A.A$5.A2.A14.A2.A14.A2.A$6.2A16.2A16.2A!
#C [[ STOP 7 ]]

Possibly, but your choices of catalyst are slim:
x = 13, y = 19, rule = B3/S23
8b2o$8bo$9bo$2o4b4o$bo4bo$bobo5b3o$2b2o5bo2bo$5b3o3b2o$5bobo$5bo2bo$6b
2o$11b2o$2b2o5bo2bo$bobo5b3o$bo4bo$2o4b4o$9bo$8bo$8b2o!
LifeWiki: Like Wikipedia but with more spaceships. [citation needed]

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Re: Thread For Your Accidental Discoveries

Postby KittyTac » November 7th, 2018, 1:07 am

Block eats QBee:
x = 7, y = 9, rule = B3/S23
3b2o$3b2o4$2b3o$bo3bo$o5bo$2obob2o!
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Re: Thread For Your Accidental Discoveries

Postby Gamedziner » November 8th, 2018, 7:51 pm

177-gen diehard: (block was intentionally added in response to main pattern being so close)
x = 9, y = 11, rule = B3/S23
7b2o$8bo$b8o7$2o$2o!
x = 81, y = 96, rule = LifeHistory
58.2A$58.2A3$59.2A17.2A$59.2A17.2A3$79.2A$79.2A2$57.A$56.A$56.3A4$27.
A$27.A.A$27.2A21$3.2A$3.2A2.2A$7.2A18$7.2A$7.2A2.2A$11.2A11$2A$2A2.2A
$4.2A18$4.2A$4.2A2.2A$8.2A!
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Re: Thread For Your Accidental Discoveries

Postby Kazyan » November 16th, 2018, 1:42 am

p21 wick, for which there is almost certainly a stabilization:

x = 183, y = 186, rule = LifeHistory
8.2C$7.B2CB$7.3B$8.B.B11.C$6.6B9.C.C$5.2C5B9.C.C$5.CA5B8.2C.3C$6.4B2A
9.B4.C$7.2B2AB3.2C2.DACB3C$5.D5B3.BCBA.2AC.C$3.C.2A.5B.2B4A.B$.3CA2D
3B2C5B3A2B$C4.B4.2CB.3B2A3B$.3C.2C4.B.2BABA3B2C$3.C.C8.BA3B.ADCB$3.C.
C14.3B$4.C16.B.B11.C$19.4B2A9.C.C$18.2C3B2A9.C.C$18.D5AB8.2C.3C$19.B
3A2B9.B4.C$20.BA3B3.2D2.DACB3C$18.D5B3.ACAB.BAC.C$16.C.2A.5B.2ABA2B.B
$14.3CB2C3B2C2A3BA4B$13.C4.B4.2CA.3A5B$14.3C.2C4.B.B3A4BAC$16.C.C8.5B
.B2CB$16.C.C14.3B$17.C16.B.B11.C$32.B3A2B9.C.C$31.2DABA2B9.C.C$31.DA
2BA2B8.2C.3C$32.B2A3B9.B4.C$33.5B3.2D2.DACB3C$31.D5B3.BDAB.BAC.C$29.C
.2A.5B.BABA2B.B$27.3CB2C3BAC3BABA4B$26.C4.B4.2CB.B2A5B$27.3C.2C4.B.8B
2C$29.C.C8.5B.B2CB$29.C.C14.3B$30.C16.B.B11.C$45.6B9.C.C$44.2D2A3B9.C
.C$44.C2BA3B8.2C.3C$45.ABA3B9.B4.C$46.5B3.2C2.DACB3C$44.D5B3.BCAB.2BD
.C$42.C.2B.5B.2BA3B.A$40.3CA2C3B2C10B$39.C4.A4.2CB.2B2A4B$40.3C.2C4.B
.8BAC$42.C.C8.5B.B2CB$42.C.C14.3B$43.C16.B.B11.C$58.6B9.C.C$57.2C5B9.
C.C$57.CA3BAB8.2C.3C$58.3BABA9.B4.C$59.B2A2B3.2C2.DACB3C$57.D2B2AB3.B
CAB.BAC.C$55.C.2A.3A2B.6B.B$53.3CB2C2BABC10B$52.C4.B4.2CB.3B2A3B$53.
3C.2C4.B.3BA2B2A2C$55.C.C8.3B2A.A2CB$55.C.C14.3B$56.C16.B.B11.C$71.6B
9.C.C$70.2C5B9.C.C$70.CA5B8.2C.3C$71.3B3A9.B4.C$72.2B3A3.2C2.CBCB3C$
70.D5B3.BC2B.2BC.C$68.C.AB.5B.6B.B$66.3CACD3B2C10B$65.C4.A4.2CB.5BA2B
$66.3C.2C4.B.4B2A2BAC$68.C.C8.2BA2B.BDCB$68.C.C14.3B$69.C16.B.B11.C$
84.4B2A9.C.C$83.2CBA3B9.C.C$83.C5BA8.2C.3C$84.A3BAB9.B4.C$85.3A2B3.CD
2.DACB3C$83.D5B3.ADAB.BAC.C$81.C.2A.3B2A.3BA2B.B$79.3CB2C3BAD5BA4B$
78.C4.B4.CDB.3BA4B$79.3C.2C4.A.2ABA4B2C$81.C.C8.BA3B.B2CB$81.C.C14.3B
$82.C16.A.B11.C$97.BABA2B9.C.C$96.DCAB2AB9.C.C$96.DA2BA2B8.2C.3C$97.B
2A3B9.B4.C$98.5B3.2D2.DACB3C$96.D5B3.BDAB.BAC.C$94.C.2A.5B.BABA2B.B$
92.3CB2C3B2C2B2ABA4B$91.C4.B4.2CB.B2A5B$92.3C.2C4.B.8BAC$94.C.C8.5B.B
2CB$94.C.C14.3B$95.C16.B.B11.C$110.6B9.C.C$109.2D2A3B9.C.C$109.DAB2A
2B8.2C.3C$110.BA4B9.B4.C$111.5B3.2C2.DBDA3C$109.D5B3.BDBA.BAC.C$107.C
.AB.5B.B2A3B.B$105.3CB2C3BAC4B2A4B$104.C4.B4.2CB.8B$105.3C.2C4.B.8BAC
$107.C.C8.5B.B2CB$107.C.C14.3B$108.C16.B.B11.C$123.6B9.C.C$122.2C5B9.
C.C$122.CA3BAB8.2C.3C$123.2B2A2B9.B4.C$124.5B3.2C2.DACB3C$122.D5B3.BC
AB.BAC.C$120.C.2A.5B.6B.B$118.3CB2C2A2BC10B$117.C4.B4.2CB.3B5A$118.3C
.2C4.B.3BA4BDC$120.C.C8.3B2A.BDCB$120.C.C14.BAB$121.C16.B.B11.C$136.
6B9.C.C$135.2C5B9.C.C$135.CA3BAB8.2C.3C$136.3BABA9.A4.C$137.2BABA3.2C
2.DADB3C$135.D4BA3.BCAB.BAD.C$133.C.AB.5B.6B.B$131.3CB2C3B2C10B$130.C
4.B4.2CB.4BA3B$131.3C.2C4.B.4B2A2BAC$133.C.C8.3BAB.B2CB$133.C.C14.3B$
134.C16.B.B11.C$149.6B9.C.C$148.2C3B2A9.C.C$148.CBA4B8.2C.3C$149.5AB
9.B4.C$150.3A2B3.CD2.DACB3C$148.D3A2B3.BCAB.BAC.C$146.C.2A.3BAB.2B2A
2B.B$144.3CB2C3BAD4B3A3B$143.C4.B4.2CB.2B2A4B$144.3C.2C4.B.B3A4B2C$
146.C.C8.2A3B.B2CB$146.C.C14.B2A$147.C16.A.B11.C$162.2AB2AB9.C.C$161.
DCAB2AB9.C.C$161.DA2B2AB8.2C.3C$162.B2A3B9.B4.C$163.5B3.2D2.DACB3C$
161.D5B3.BDAB.BAC.C$159.C.2A.5B.2ABA2B.B$157.3CB2C3B2C2BA2BA4B$156.C
4.B4.2CB.3A5B$157.3C.2C4.B.8BAC$159.C.C8.5B.B2CB$159.C.C14.3B$160.C
16.B.B$175.6B$174.2D3A2B$174.DA2BA2B$175.B2A3B$176.5B$174.D5B$172.C.
2A.4B$170.3CB2C3BACB$169.C4.B4.2C$170.3C.2C4.B$172.C.C$172.C.C$173.C!
Tanner Jacobi
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