Pi Fuse
Posted: September 30th, 2009, 6:57 pm
I found this p92 fuse entirely by accident:
It's very interesting.
Code: Select all
x = 102, y = 626, rule = B3/S23
93bobo$93b3o$94bo5$95bo$94b3o$94bobo3$91b2o$91bo$90b2o2bo5bo$97b4o$96b
obo$98bob2o$86b2o10bob2o$84b2obo10b2o$84b2obo$87bobo$85b4o$85bo5bo2b2o
$94bo$93b2o3$89bobo$89b3o$90bo5$91bo$90b3o$90bobo3$87b2o$87bo$86b2o2bo
5bo$93b4o$92bobo$94bob2o$82b2o10bob2o$80b2obo10b2o$80b2obo$83bobo$81b
4o$81bo5bo2b2o$90bo$89b2o3$85bobo$85b3o$86bo5$87bo$86b3o$86bobo3$83b2o
$83bo$82b2o2bo5bo$89b4o$88bobo$90bob2o$78b2o10bob2o$76b2obo10b2o$76b2o
bo$79bobo$77b4o$77bo5bo2b2o$86bo$85b2o3$81bobo$81b3o$82bo5$83bo$82b3o$
82bobo3$79b2o$79bo$78b2o2bo5bo$85b4o$84bobo$86bob2o$74b2o10bob2o$72b2o
bo10b2o$72b2obo$75bobo$73b4o$73bo5bo2b2o$82bo$81b2o3$77bobo$77b3o$78bo
5$79bo$78b3o$78bobo3$75b2o$75bo$74b2o2bo5bo$81b4o$80bobo$82bob2o$70b2o
10bob2o$68b2obo10b2o$68b2obo$71bobo$69b4o$69bo5bo2b2o$78bo$77b2o3$73bo
bo$73b3o$74bo5$75bo$74b3o$74bobo3$71b2o$71bo$70b2o2bo5bo$77b4o$76bobo$
78bob2o$66b2o10bob2o$64b2obo10b2o$64b2obo$67bobo$65b4o$65bo5bo2b2o$74b
o$73b2o3$69bobo$69b3o$70bo5$71bo$70b3o$70bobo3$67b2o$67bo$66b2o2bo5bo$
73b4o$72bobo$74bob2o$62b2o10bob2o$60b2obo10b2o$60b2obo$63bobo$61b4o$
61bo5bo2b2o$70bo$69b2o3$65bobo$65b3o$66bo5$67bo$66b3o$66bobo3$63b2o$
63bo$62b2o2bo5bo$69b4o$68bobo$70bob2o$58b2o10bob2o$56b2obo10b2o$56b2ob
o$59bobo$57b4o$57bo5bo2b2o$66bo$65b2o3$61bobo$61b3o$62bo5$63bo$62b3o$
62bobo3$59b2o$59bo$58b2o2bo5bo$65b4o$64bobo$66bob2o$54b2o10bob2o$52b2o
bo10b2o$52b2obo$55bobo$53b4o$53bo5bo2b2o$62bo$61b2o3$57bobo$57b3o$58bo
5$59bo$58b3o$58bobo3$55b2o$55bo$54b2o2bo5bo$61b4o$60bobo$62bob2o$50b2o
10bob2o$48b2obo10b2o$48b2obo$51bobo$49b4o$49bo5bo2b2o$58bo$57b2o3$53bo
bo$53b3o$54bo5$55bo$54b3o$54bobo3$51b2o$51bo$50b2o2bo5bo$57b4o$56bobo$
58bob2o$46b2o10bob2o$44b2obo10b2o$44b2obo$47bobo$45b4o$45bo5bo2b2o$54b
o$53b2o3$49bobo$49b3o$50bo5$51bo$50b3o$50bobo3$47b2o$47bo$46b2o2bo5bo$
53b4o$52bobo$54bob2o$42b2o10bob2o$40b2obo10b2o$40b2obo$43bobo$41b4o$
41bo5bo2b2o$50bo$49b2o3$45bobo$45b3o$46bo5$47bo$46b3o$46bobo3$43b2o$
43bo$42b2o2bo5bo$49b4o$48bobo$50bob2o$38b2o10bob2o$36b2obo10b2o$36b2ob
o$39bobo$37b4o$37bo5bo2b2o$46bo$45b2o3$41bobo$41b3o$42bo5$43bo$42b3o$
42bobo3$39b2o$39bo$38b2o2bo5bo$45b4o$44bobo$46bob2o$34b2o10bob2o$32b2o
bo10b2o$32b2obo$35bobo$33b4o$33bo5bo2b2o$42bo$41b2o3$37bobo$37b3o$38bo
5$39bo$38b3o$38bobo3$35b2o$35bo$34b2o2bo5bo$41b4o$40bobo$42bob2o$30b2o
10bob2o$28b2obo10b2o$28b2obo$31bobo$29b4o$29bo5bo2b2o$38bo$37b2o3$33bo
bo$33b3o$34bo5$35bo$34b3o$34bobo3$31b2o$31bo$30b2o2bo5bo$37b4o$36bobo$
38bob2o$26b2o10bob2o$24b2obo10b2o$24b2obo$27bobo$25b4o$25bo5bo2b2o$34b
o$33b2o3$29bobo$29b3o$30bo5$31bo$30b3o$30bobo3$27b2o$27bo$26b2o2bo5bo$
33b4o$32bobo$34bob2o$22b2o10bob2o$20b2obo10b2o$20b2obo$23bobo$21b4o$
21bo5bo2b2o$30bo$29b2o3$25bobo$25b3o$26bo5$27bo$26b3o$26bobo3$23b2o$
23bo$22b2o2bo5bo$29b4o$28bobo$30bob2o$18b2o10bob2o$16b2obo10b2o$16b2ob
o$19bobo$17b4o$17bo5bo2b2o$26bo$25b2o3$21bobo$21b3o$22bo5$23bo$22b3o$
22bobo3$19b2o$19bo$18b2o2bo5bo$25b4o$24bobo$26bob2o$14b2o10bob2o$12b2o
bo10b2o$12b2obo$15bobo$13b4o$13bo5bo2b2o$22bo$21b2o3$17bobo$17b3o$18bo
5$19bo$18b3o$18bobo3$15b2o$15bo$14b2o2bo5bo$21b4o$20bobo$22bob2o$10b2o
10bob2o$8b2obo10b2o$8b2obo$11bobo$9b4o$9bo5bo2b2o$18bo$17b2o3$13bobo$
13b3o$14bo5$15bo$14b3o$14bobo3$11b2o$11bo$10b2o2bo5bo$17b4o$16bobo$18b
ob2o$6b2o10bob2o$4b2obo10b2o$4b2obo$7bobo$5b4o$5bo5bo2b2o$14bo$13b2o3$
9bobo$9b3o$10bo5$11bo$10b3o$10bobo3$7b2o$7bo$6b2o2bo5bo$13b4o$12bobo$
14bob2o$2b2o10bob2o$2obo10b2o$2obo$3bobo$b4o$bo5bo2b2o$10bo$9b2o3$5bob
o$5b3o$6bo5$7bo$6b3o$6bobo!