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Smallest Spaceships Supporting Specific Speeds (5s) Project

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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby LaundryPizza03 » August 20th, 2019, 4:18 am

14c/20o:
x = 4, y = 1, rule = B2ac3ey4aeijkyz5acery6acn7/S1e2cn3-eijy4aeijnt5ajknr6ck7
ob2o!

(46,2)c/204, 6 cells:
x = 4, y = 3, rule = B2ikn3-en4er6c7c/S2-in3-ack4eiq5er6-ae7c
2obo$2b2o$2bo!

More ships from the same rulespace:
# Search results matching pattern 2o$b2o$2o$o! for 10 gen in rule B2ikn3-n/S2-ci3-a4i with searchRule-matchPatt2.py using seed=1
7, B2ikn3-en4c5cey6n7c/S2-in3-ack4cei5nr6ain, 36, 36, 620, 2o$2b3o$bo3bo!
16, B2ikn3-eny4cej5y6in7c8/S23-ack4cei5n6acn78, 49, 14, 402, b3o$o2bo2$3b2o2$b2obo$bo$4bo$2bobo$2b2o!
7, B2ikn3-en4eq5y6c7c/S2aek3-aky4ceiqy5einr6-in, 16, 14, 251, bo$o2b2o$2bo$b2o!
18, B2ikn3-ny4ej5e6c/S2-n3-ay4iq5enr6ikn8, 8, 5, 288, 3bo$2b3o$bo2bo$3o2b2o$o$3o3$3bo$3bo$3bo!
6, B2kn3-n4jq5ey6in7c/S2aek3-ak4ciy5inr6eik, 30, 30, 730, 3o$bo$2bo$bo!
5, B2ikn3-en4r5ce6in7c8/S2-cn3-a4ceiy5nr6aci, 8, 1, 300, bo$b2o$2o!
30, B2ikn3-n4cejq6c7c8/S2aek3-ac4ceiqy6cek7, 40, 20, 252, 25b2o$25bo6$3b2o$3bob2o2bobo$3bo8b2o$4bo4bo3bo$2bo3bo4bobo$2obobo5b2o$4o!
8, B2kn3-n4cejq5ce6n7c/S2-c3-ak4eiy5enr6-ai7c8, 32, 32, 516, ob2o$o2bo$3o!
6, B2ikn3-en4cqr5e6cn/S2-i3-ack4ceiq5ei6eik8, 20, 11, 243, bo$2bo$2bo$3o!
6, B2ikn3-ny4jr5cy6n7c8/S2-cn3-acky4ciqy5n6-an7c, 14, 4, 695, bo$2bo$2bo$3o!
13, B2ikn3-ny4ejqr6n7c/S23-aky4ciy5e6-en7c8, 20, 0, 1024, b3o$4b2o$b2o2bo$o4bo$bob2o!
6, B2ikn3-ny5y6n8/S2aek3-ak4iy5r6kn7c8, 29, 1, 108, bo$obo$2bo$b2o!
11, B2ikn3-eny5cy6cin8/S2-in3-a4cei5inr6cen8, 22, 22, 864, 3bo$2b2o$bobo$bo$2obo$2bobo!
10, B2ikn3-n4cej5ce6ci/S2aek3-ak4ciqy5in6-n7c8, 7, 7, 1466, 2bo3bo$3b3o$2o$6bo$6bo$3bo!
5, B2kn3-n4ceq5cey6in7c8/S2aek3-ac4ciq5n6aik7e, 24, 5, 69, o$3bo$2o$o!
28, B2kn3-n4ceq5ce6cn/S2-n3-ack4i5einr6an7, 38, 0, 1954, 15bo9$6b2o$2bo3b2obo$b3o5b2o$2o4bob2o$3bob2obo$bo3bo$b2ob2o2$2bo!
9, B2ikn3-n4cer5cy6c7c/S2-i3-a4ci5eir6cin8, 12, 5, 618, o3bo$o4bo$o4bo$3b3o!
5, B2ikn3-eny4qr5cy6in7c8/S2-in3-ac4iq5in6-kn7c8, 36, 36, 1664, bo$3o$o!
11, B2ikn3-ny4cer5e6cin/S2-n3-a4eiy5en6-an, 50, 0, 720, 3b2o$3bo$o2bo$3bo3$2b2o$2bobo$3bo!
5, B2ikn3-eny4cj5cey6cin7c8/S2-n3-ack4eiqy5n6-ac7c, 22, 0, 924, 2bo$o$3o!
6, B2ikn3-ny4er5e7c/S2-in3-acy4cei5inr6ce8, 21, 2, 150, 2obo$o3bo$3bo!
6, B2ikn3-ny4eq5c6cin8/S2aek3-acky4iy5einr6-en7e, 23, 13, 231, 2b2o$obo2bo$6bo!
6, B2ikn3-en4ejqr5y6cin7c8/S2-cn3-ac4cei5nr6ace, 26, 3, 128, 2o$bobo2$2bo$4bo!
7, B2ikn3-eny4eqr5cey/S2-in3-a4ceiy5e6in7e8, 15, 10, 310, 2o$b2o$2o$o!
6, B2ikn3-en4cej5cey6cin7c8/S2-n3-a4ceiqy5ir6-ck7c, 18, 5, 184, bo$o$o$b3o!
7, B2kn3-ny4cjr5e6n8/S2-n3-ac4ei5ir6eik7e, 25, 25, 586, bo$3o$o$2b2o!
8, B2ikn3-n4e5y6ci7c8/S2aek3-aky4eiqy5einr6-in78, 16, 8, 186, 2bo2$ob2o$obo$2o!
12, B2ikn3-en4cjr5c6ci7c/S2-i3-ak4ceiy5n6k8, 18, 9, 874, 4bo2$3bo$bo2$2o2$7b2o$8b2o$7b2o$7bo!
7, B2ikn3-eny4cqr6n8/S2-in3-ay4ceiqy5i6ace7c, 46, 46, 1784, 2bo$b3o$2obo!
5, B2kn3-ny5cey6i8/S2aek3-ac4eiy5ein6ak, 19, 4, 56, 2bo$bo$b2o2$o!
6, B2kn3-ny4jqr6i8/S2-cn3-ak4iy5er6-cn7e8, 38, 1, 157, 2bo$o$bo$2o$bo!
23, B2kn3-ny4ceqr5cy6i/S2-in3-ac4eiqy5r6ekn7, 132, 0, 338, b3o6b2o$bo9b2o$o3b3o4bo$3o$b2ob2o2bo$3bobo!
13, B2ikn3-eny4jq5cy6cin8/S2-i3-ak4ceiq5n6ac8, 39, 39, 1774, b3o$bo2bo$4bo$bobo$3bo$3bo$2bo$2bo3$o!
6, B2ikn3-eny4ceq5c/S2-in3-acky4iq5ir6-en7c, 44, 0, 914, 2o$b2o$o2bo!
6, B2ikn3-n4cq5c6i/S2-i3-aky4cei5nr6c78, 39, 39, 516, obo$2bo$o2bo$2bo!
7, B2ikn3-ny4ceqr5y6c/S2-ci3-ac4eiq5r6aik78, 37, 37, 1182, ob2o$3o$bo!
7, B2ikn3-n4ej5ce7c/S2-in3-aky4ei5nr6ae8, 43, 25, 818, 2o$2bo$2bo$3o!
25, B2ikn3-n4jq5cey6ci7c8/S2aek3-a4ciy6-n7e8, 64, 64, 822, 9bo$10b2o15$3bo$2b3o$b2o2bo$b5o2$bo2$o$3b3o$o2bobo$3bo$2bo!
6, B2ikn3-ny4jr5y6cn/S2-ci3-ay4eiq5eir6ace7e8, 31, 11, 327, b3o$3bo$o$o!
5, B2ikn3-eny4ejr5ey6in7c8/S2aek3-ac4ciy5ein6aik7c, 25, 1, 375, o2bo$bo$2bo$2bo!
12, B2ikn3-en4eqr5ey8/S2aek3-ac4ciqy5in6akn7c, 27, 23, 879, 2bo$b2obo$2o$b2obo$2b2o20$bo!
5, B2ikn3-n4ceq5y6cn7c8/S2aek3-a4ciq5ir6-c7c, 17, 2, 176, bo$b2o$2o!
6, B2ikn3-eny4jqr5ey6ci7c8/S2aek3-acy4i5in6ck7c8, 12, 8, 135, 2b3o$4bo$2o!
6, B2ikn3-ny4c5c6in7c/S2-cn3-acky4eiy5einr6ek7c, 9, 9, 1176, bo$2bo$3o$bo!
11, B2kn3-n4cejq5ey6in/S2-i3-ak4iy5ir6acn, 38, 0, 2206, b3o$o3bo$2obo$3bobo2$5bo!
8, B2ikn3-eny4cej5e6ci8/S23-acy4iqy6aik, 78, 0, 424, 2o$obo$2bo$3o!
11, B2kn3-n4cqr5ce6c7c8/S2-n3-ack4cei5en6-ik7, 28, 0, 1004, 3o8$3o$o2bo$2o$bo!
7, B2ikn3-ny4cjq5cey6n7c/S2-i3-ay4ci5nr6aen7e8, 12, 11, 331, 4bo$3bo$3bo$o4bo$4bo$2bo!
6, B2ikn3-en4cjqr5cey6cn/S23-a4ceiqy5in7e, 14, 3, 111, 2bo$3bo$o2bo$3b2o!
8, B2kn3-n4jr5y7c8/S2-cn3-ak4i5er6ain8, 44, 2, 137, 3o$2bo$obo$2o!
6, B2ikn3-eny4j5c7c8/S2-i3-acy4cei5enr6cn7e8, 42, 6, 306, bo$obo$b2o$2bo!
9, B2ikn3-en4qr5c6n7c8/S2-i3-a4ceiqy5n6ein, 63, 63, 458, 2bo$b3obobo$2obo!
15, B2ikn3-eny4j5y6i/S2-in3-a4iy5enr6-ik7c, 10, 0, 968, 2b2ob3o$2o6bo$o2b3o2bo$8bo$7bo!
8, B2ikn3-ny4ceq8/S2-ci3-acky4eiqy5einr6aci7c, 16, 6, 202, 3o$2bo$obo$2o!
12, B2ikn3-en4j5c6cin/S2-i3-ac4i5i6-ac7, 70, 0, 960, 4b2o$4bo$o4bo$2o2bo$b3o$2bo!
17, B2ikn3-eny4ejq5ey6n/S2-cn3-a4ciqy5enr6ac7e8, 24, 4, 224, 4bo$2bob3o$7bo$bo2bo2bo$2o4b2o$b2o2bo16$6bo!
24, B2ikn3-n4cjq6i/S2-c3-acky4eiq5er6-ek7, 5, 4, 930, 3b3o$3bo2bo$5bo$8bo$6o3b2o$2bo4bo2bo$8bo$7bobo$8b2o2$10bo!
10, B2ikn3-ny4cjqr5ce6in7c/S2aek3-ak4ci5ei6-ek7e, 38, 0, 1340, b2o$o2bo$3b2o$b3o$bo!
5, B2ikn3-n4cej5y6c/S2aek3-ac4iy5ir6aek78, 3, 2, 386, obo$bo$2o!
36, B2ikn3-eny4eq5y6cn7c/S2-in3-acy4iqy5einr6-a, 35, 30, 234, 35bo$2b3o28bo$4bo$o3bo$b5o$bo$4bo$2b3o7$44b2o$43b2ob2o$37bo5b2o2bo$45bobo$37bo3bobo2bo$39bobo!
7, B2ikn3-n4ceqr5ce8/S2-i3-ac4eiqy5n6ik7e8, 22, 20, 1029, 2o$b2o$2o$o!
8, B2ikn3-en4jqr5y6cin7c8/S2aek3-acy4ciy5enr6-kn7c8, 31, 31, 628, 7bo$6b3o$5b2obo2$o!
7, B2ikn3-eny4eqr5cey6in7c/S2-ci3-acy4iy5nr67c, 20, 19, 584, b3o$o2bo$2b2o!
6, B2ikn3-n4cr5cy6c8/S2aek3-aky4eiqy5en6ikn7, 4, 4, 854, 2o$b2o$o$o!
17, B2ikn3-eny4eqr5c6i7c8/S2-i3-acy4ciq5ein6-an, 14, 2, 189, 8b2o$2bo5bobo$8bob2o$o7b3o$6bob2o$2bobo!
26, B2ikn3-n4cjqr6ci7c8/S2aek3-ak4ciqy5n6ae7, 25, 25, 866, 5bo2$3o5bo$o4b2o$2o2b2o$4bo2bo$4o3bo$ob4o$3bobo!
5, B2ikn3-ny4cjqr5ey6cn7c8/S2-in3-acky4eiy5inr6eik7c8, 18, 8, 100, bo$b2o$2o!
24, B2kn3-ny4jr5c6in7c8/S2-in3-ack4ei5r6ak8, 35, 35, 768, 2o$2bo5$9b4o$9b2o$12bo2$9b3o14$3b2obo$3bo2bo$5bo$4bobo3bo$5b2o!
5, B2ikn3-ny4j5e6cn8/S2-cn3-aky4iq5inr6an7c, 12, 5, 262, bo$b2o$2o!
11, B2ikn3-ny4c5ce6c8/S2-i3-ay4eiqy5e6aei7e, 25, 16, 158, 2o$16b3o$2bo15bo$16bobo$16b2o!
26, B2ikn3-ny4er5c6i8/S2-ci3-ak4ceiq5in6ei7c8, 50, 9, 144, 28b2o4b2o$29b2o2b2ob2o$27b3o3b2o2bo$27b2o8bo$27bo3bobo2bo$29bobo14$o!
8, B2kn3-ny4eq5cy6i/S2-in3-ac4i5nr6ci7e, 48, 11, 208, 3o$2bo$obo$2o!
19, B2ikn3-eny4r5ce8/S2-cn3-ak4eiq5n6acn7e, 4, 4, 1320, o2bo$o$4bo2bo$bo4bob3o$2b2o6bo$3bo3bob2o$5bobo!
5, B2ikn3-n4r5ey6ci8/S2-in3-aky4ei5r6ein7, 24, 14, 214, b3o$o2$bo!
5, B2ikn3-n6in8/S2-i3-ack4eiy5in6ei7, 56, 0, 980, 2obo$o$3bo!
4, B2ikn3-n4ejq5cy6cn/S2-in3-aky4eiy5en6ai7c8, 50, 5, 344, 2bo$o$2bo$bo!
5, B2kn3-n4ce6c7c/S2-cn3-a4eiy5nr6ck8, 29, 2, 70, bo$b2o$2o!
6, B2ikn3-ny4er5y8/S2-c3-ay4ei5enr6-ci8, 29, 29, 588, bo$3o$o$bo!
6, B2ikn3-eny5e6n/S2-i3-ack4iy5n6-e78, 10, 0, 1278, 2o$o$bo$bobo!
6, B2ikn3-n4cej5c6c8/S2aek3-ack4iy5er6ack8, 128, 128, 2618, 3o$o2bo$o!
6, B2ikn3-ny4eq5c6in8/S2-i3-acky4ciy5enr6aci8, 11, 11, 894, 3o$o2bo$o!
12, B2ikn3-eny4cqr5y6cin7c/S2-n3-ack4ceiq5n6-ck8, 24, 5, 188, 3b2o$2bob2o$4bo$3bo$o$2bo$o$bo$o!
5, B2ikn3-eny4j5e6n8/S2-cn3-acy4ci5en6ck7c, 23, 5, 71, bo$b2o$2o!
5, B2ikn3-ny4ej5ey6ci7c/S2aek3-ac4ceiy5i6-en7, 62, 0, 168, 2bo$b2o$obo!
18, B2ikn3-n4cej5ey6i/S2aek3-ac4eiq5er6eik7e8, 68, 68, 802, 10bo$8b3o24$2bo$b3o$2o2bo$o3bo$ob2o$2o!
6, B2ikn3-n4cejqr5cy6c7c8/S2-ci3-acky4iqy6en7c8, 9, 8, 209, 3bo$2o$3b2o$4bo!
7, B2ikn3-eny4c5cey6i/S2aek3-ay4iq5einr6aei7e8, 42, 0, 1334, o$o$o2$b3o$3bo!
16, B2kn3-ny4cer5c6ci8/S2aek3-ak4ceiy5er6eik7e8, 23, 16, 248, 3o$o$obo18bo$b2o19bo2$17b2o$17bo$17b2o$19bo!
8, B2ikn3-eny4ejqr5cy6in7c/S2-ci3-acy4cei5enr6ik7e8, 28, 28, 1302, 2b2o$o2b2o$b3o!
5, B2ikn3-ny4er5cy6cn7c/S2-ci3-aky4eiqy5en6ek7c, 28, 20, 196, b3o$3bo$o!
11, B2ikn3-en4eq5e6in/S2-in3-acky4iq5er6akn78, 17, 17, 678, 3bo$2b3o$bo2b2o$o4bo$5bo$5bo!
6, B2ikn3-eny4eqr5cey6cin7c/S2aek3-aky4ciqy5ir6-c7c8, 5, 3, 292, 2o$bo$2o2$o!
8, B2ikn3-ny4ejq6n8/S2-i3-acky4i5en6-ek7c8, 22, 3, 229, o2$2bo$bo$2bo$b2o$2o!
6, B2ikn3-eny4ce5ey6cn8/S2-n3-ack4ci6-k7e8, 66, 0, 360, 3bo$5bo$obob2o!
17, B2ikn3-n4q5y6i7c/S2-ci3-ac4ciy5einr6-en7, 27, 6, 276, 4bobo$6bo$bobo$11b3o$o3bo8bo$b2o8bobo$11b2o!
12, B2ikn3-n4cr5e6cn8/S2-i3-ack4ciy5er6ae, 5, 2, 487, 2b3o$4bo$o4$4b2o$5b2o$4b2o$4bo!
6, B2ikn3-eny4qr5ey/S2-c3-a4cei5inr6kn7, 26, 26, 406, 2bo$obo$3o!
16, B2ikn3-en4cej5ce6c8/S2aek3-ack4ciq5eir6ek7e8, 17, 1, 286, 8b2o$7bo2bo$7bo2bo$6b2ob2o$2bo4b2o$3bo$o2$bo!
12, B2ikn3-n4cejqr5e6in7c/S2aek3-acy4iqy5ei6-ae7e, 82, 0, 1224, 3o$bo$o$2o$bo3$5b2o$5b2o!
5, B2ikn3-ny4jq5ce6c7c8/S2aek3-acy4ciqy5er6-c7, 35, 35, 370, 2bobo$2o$2bo!
21, B2ikn3-ny5c6i8/S2-i3-acy4iqy6n78, 32, 2, 198, 10b2o$13b2o$11b3o$12bo5$3b3o$4bo$3bo9$3o$2bo$obo$2o!
5, B2ikn3-ny4ej5cey6cin/S2-i3-ay4iq5ir6-k7e8, 18, 10, 198, o2$2o$o$o!
7, B2ikn3-en4jq6in/S2-in3-aky4ei6-en7e8, 3, 3, 704, b2o$2bo$b2o$2o!
5, B2ikn3-ny4cj5c8/S2-c3-acy4ciqy5r6ack7, 18, 18, 610, 2bobo$4bo$obo!
11, B2ikn3-n4cjr5y6cn7c/S2-ci3-ay4eiq5eir6-kn7, 36, 0, 2450, 2b3o$2bo$3bo6$3o$2bo$b2o!
6, B2ikn3-ny4cer5y6ci7c8/S2-ci3-a4iqy5nr6k7c, 15, 6, 465, 4bo$o3bo$2bo$b2o!
25, B2ikn3-eny4cjqr5cey6ci7c8/S2aek3-ack4ei5inr6aen7, 16, 11, 254, 4bo$3b3o$3bo$2b2o3bo$6bobo$b3ob4o$o5bo$3bobo$bobo$2b2o!
6, B2ikn3-eny4qr5e6in7c/S2-i3-acy4ceiy5in6ae7c8, 62, 0, 748, bo$o$o$3o!
5, B2ikn3-en4q6n7c/S2-c3-a4iqy5e6-ai7e, 9, 8, 78, bo$b2o$2o!
6, B2ikn3-eny4eq5ce6in7c8/S2-n3-a4ceiq5n6ikn7c8, 30, 30, 710, 3o$obo$o!
42, B2ikn3-ny4eq5ey6n8/S2-ci3-ack4ceiqy5ei6-a, 53, 53, 784, 6b2o$3bob2o$bo$2o$bo2bo$2b3o$3bo21$12b2o$13b2o$11b4o$13b2o$12b2o4$12bo8b3o$10b2ob2o4b2o2bo$12bo7b3o$21bo!
6, B2ikn3-en4er5cy6in8/S2aek3-a4ceiq5en6a7e8, 26, 26, 754, 3bo$o2bo$b3o!
10, B2ikn3-n4j5y6in/S2-ci3-ac4iqy5en6-ci7c, 47, 0, 1548, b2o$2o$bo40$bo$2o$b2o!
6, B2ikn3-eny4ej5cy6cin/S2-ci3-acky4ciqy5ein6c7, 27, 4, 141, o2$obo$3o!
21, B2ikn3-eny4cejr5ce6cn8/S2-cn3-ay4eiq5en6-e7, 17, 17, 1434, 3o5$12b2o$12bo$10bo$8bobo3bo$9bo$12b2o2$10b3o$10bobo$9b3o!
7, B2kn3-ny4cejq5cey6cin7c/S2-i3-ack4ciqy5enr6ack7c8, 35, 1, 260, o$3b2o$4bo$2bobo$3bo!
14, B2ikn3-ny4cej6cin7c8/S2aek3-acky4eiqy5nr6cik78, 8, 8, 2432, 3bo$2b3o$bo2b2o$3bo2bo$o$o$b3o!
20, B2kn3-n4cej5ce6i8/S2-cn3-ack4ciqy5nr6ace7c, 38, 38, 710, o$o2bo$3o3$2o$ob2o$o3bo$2o2bo$b3o$2bo!
5, B2ikn3-n4cjr6ci8/S2aek3-a4iq5r7e8, 52, 0, 862, o$3bo$b3o!
6, B2ikn3-n4ej6cn7c/S2-c3-acky4ciq5en6-k78, 21, 12, 199, 3bo$3bo$ob2o$bo!
17, B2ikn3-en4cjq5cey6n7c/S2aek3-ay4ceiqy5inr6cik7e, 62, 0, 980, 2bobo$6bob2o$o7b3o$8bob2o$2bo5bobo$8b2o!
16, B2ikn3-en4cr5cy/S2-ci3-ac4ciqy5ir6-an7e8, 110, 0, 942, b2o2bo$2o4b2o$bo2bo2bo$7bo$2bob3o$4bo!
20, B2ikn3-n4ejqr5y6in8/S2-c3-ay4eiy6-ci7e8, 7, 6, 512, 4bo$4bo$4bo6$2b3o$2bobo$bo2bo$o2bo$obo6$2bo$bobo$b3o!
10, B2ikn3-eny4e/S2-in3-acy4eiy5er6-ek7c, 13, 5, 223, 2bobo$o2bo$o$bo2bo$2b3o!
6, B2ikn3-n4jr6i8/S2aek3-acky4eiq5ir6-ik7c8, 7, 4, 386, o$2bo$bo$2bo$2bo$3bo!
11, B2kn3-n4jq5y6cin8/S2-in3-ak4ciy5ein6ein7c8, 9, 7, 377, b3o$o2bo$2o2$ob2o$2bo!
10, B2ikn3-n4cjr5ey6in/S2-i3-aky4cei5i6ae7c, 44, 0, 1662, 3o$o$obo$b2o$9bo$9bo!
26, B2ikn3-n4jr5c6in7c/S2-i3-ac4ceiqy5er6ekn8, 1, 0, 1187, 7bo$7bo$3bo3b2o$3obo2b2o$o5b2o$o5bo2bo$bo7bo$4b2ob3o$5b2o!
5, B2kn3-ny4cjq5cey6c/S2-cn3-ac4ceiq5eir6kn, 36, 36, 240, o$bo$2b2o$o!
10, B2ikn3-ny4cejq5c6ci/S2aek3-ak4eiq5ir6akn8, 52, 0, 636, obo$o2bo$o2b2o$2b2o$2bo!
5, B2ikn3-n4qr5e6c7c/S2aek3-ak4ceiq5ei6-n8, 33, 33, 1712, bobo$o$2bo$2bo!
9, B2ikn3-ny4ejr5cey6cin7c/S2aek3-ay4eiy5e6-ci, 12, 8, 460, 2b2o$2o2bo$o$3o!
7, B2ikn3-n4cq6n7c/S2-in3-acy4i5r6-en7c, 35, 35, 372, 5bo2$bobo$2o$o$bo!
16, B2ikn3-n4cq5y6c7c8/S2aek3-ack4ceiy5enr6ack7, 30, 30, 874, 9bo2$9b2o$2b2ob2obobo$2o4b2o$obo2$2bo!
7, B2ikn3-ny4cq6c/S23-ay4ceiq5r6cek, 20, 2, 137, 6bo$o6bo$7bo$5b3o!
6, B2kn3-n4ce5e6i7c/S23-ak4ceiq6k78, 32, 32, 258, 3o$o2bo$o!
6, B2ikn3-ny4cjr5e6i7c/S2-ci3-ay4iq5i6-ck, 6, 6, 820, o2bo$2o$3bobo!
6, B2ikn3-ny4er5y6cin7c/S2-c3-ay4iq5inr6ik7c, 48, 0, 1316, 2o$o$3o!
13, B2ikn3-n4ceq5e7c8/S2-in3-a4eiq5nr6ikn7, 40, 40, 1136, 2bo2$bobo$o$2b2o4$ob2o$3o$bo!
5, B2kn3-n4cejq5cey6cn7c8/S2-cn3-ac4iq5eir6-an7c8, 17, 3, 196, bo$b2o$2o!
6, B2ikn3-ny4ejr5c6ci7c8/S2-i3-ay4ciy5r6eik, 12, 6, 112, bo$2bo$2bo$3o!
9, B2ikn3-eny4e5c6cin7c/S2-in3-a4ciq5eir6acn, 41, 41, 416, o4b3o$o4bobo$o4bo!
8, B2ikn3-en4jqr5cy/S2aek3-acy4ciqy5ir6in7, 38, 1, 230, o23b2o$25b2o$24b2o$24bo!
15, B2ikn3-n4cj5y6cn/S2-c3-ak4iy5eir6kn7c, 6, 4, 379, bo$4obo$o4bo$bo2bo$6bo$3b4o!
10, B2ikn3-en4ejr5ey6c7c/S2-ci3-a4ei5er6ai8, 5, 2, 518, 2bo$b3o$bo$o$2o2$bo3$2bo!
4, B2ikn3-n4ceq5c6i8/S2-i3-acy4eiqy5n6akn7c, 24, 0, 1576, o$2bo$bo$bo!
12, B2ikn3-n5ce6ci7c/S2-in3-acky4eiq6aek7c, 46, 46, 1400, 8b3o$7bo2bo$7b2obo7$o2$4bo$3bo$3bo!
4, B2ikn3-eny4jq5c6cin/S2aek3-ak4ceiy5enr6aik7e, 17, 17, 580, bo$2b2o$o!
20, B2ikn3-ny4cej5ey6ci7c/S2aek3-acy4ceiqy5en68, 80, 0, 2080, 4bo$5bo$b5o$obo$o5bo$2o3bob2o5bo$2b2o2bo!
6, B2ikn3-en4cj5cy6cn/S2-cn3-acky4ciqy5eir6k8, 17, 4, 147, bo$2bo$2bo$3o!
5, B2ikn3-eny4cejq5c6i/S2aek3-a4ciq5r6-ei7c, 25, 25, 512, 2bo$3o$bo!
6, B2ikn3-eny4cejq5cey6i7c8/S2-in3-acky4eiq5n6-n8, 6, 6, 1090, o$b2o$obo$bo!
17, B2ikn3-ny4c5y6cin7c/S2aek3-acy4eiqy5einr6cen7e8, 44, 44, 938, 3bo2$2bo2bo2$5bo2$4bo2$5o$o2b2o$b3o$2bo!
6, B2ikn3-n4ejq5y6n7c/S2-c3-ack4ei5nr6cik, 78, 0, 704, b2o$ob2o$2bo!
6, B2ikn3-en4cj5y6cn7c8/S2-cn3-ac4ceiqy5en6cik7c, 55, 55, 484, 3o$obo2$2bo!
8, B2ikn3-ny4j5cy6ci7c8/S2-i3-acy4ci5n6ae7c, 5, 5, 700, b2o$ob2o$o$2bobo!
5, B2ikn3-n4cjq5y6in8/S2-i3-ack4iqy5eir6ai7, 17, 4, 290, 2b2o$3b2o$o!
14, B2ikn3-n4cejq6i/S2aek3-a4ciqy5er6ak7c, 34, 34, 1090, o$o7$9bo$7b4o$6bo3bo$6bo2bo$7b3o!
8, B2ikn3-ny4cej6in7c/S2-ci3-ack4ci5einr6-ck7, 67, 67, 1688, 5bo$3bo$bo2bo$2o$b2o!
5, B2ikn3-n4ejqr5ey6in7c8/S2-ci3-aky4ciy5r6ain7e8, 5, 5, 2626, bo$3o$o!
13, B2ikn3-ny4cejq5ce6cin7c/S2-ci3-acky4ceiq5inr6ek8, 27, 27, 1054, 2bo$b3o$3bo$o2bobo$5o!
13, B2ikn3-n4ce5cey6cn7c8/S2-ci3-a4iqy5inr6ack7c, 9, 9, 1060, 5bo$3bobo$4o$o$o2bo$b3o!
20, B2kn3-n4cj5ce6cn7c8/S23-ak4ci5in6-ce7c8, 2, 2, 2488, 14b2ob2o$13bo$13bo5bo$2bo10bo3b2o$b3o13b2o$2obo14bo!
15, B2ikn3-ny5cey6n7c8/S2-i3-aky4eiy5er6aci8, 13, 3, 452, bo$2bo$3o$9b3o$2bo8bo$9bobo$2bo6b2o!
5, B2ikn3-n5ce7c8/S2-in3-ak4eiq5en6-a7e8, 32, 0, 494, 2o$b2o$bo!
10, B2ikn3-n4ceqr5cey6c8/S2-ci3-acky4eiq5eir6-k, 40, 40, 888, 2bo$o$2b2ob2o$6bo$4b3o!
21, B2ikn3-ny4cejr5c6cn8/S2-ci3-ak4eiq5e6-ae78, 18, 18, 1058, 5bo$4b2o$3b2o$2obo4bo$o3bo3bo$bobo2b3o$b2o$bo$bo!
6, B2ikn3-eny4ceq5cy6in7c8/S23-acy4iq5e6a7e8, 18, 9, 187, bo$o$o$b3o!
8, B2ikn3-ny5cey6in8/S2-i3-a4cei6-ce78, 3, 2, 393, o$7b2o$8b2o$7b2o$7bo!
6, B2ikn3-en4jq5ey6n7c/S2-in3-ac4ciq5ei6-ci7c, 50, 0, 808, o$2obo$b2o!
7, B2ikn3-n4cqr5y6in/S2-in3-ay4ci5ei6-ak7e, 56, 0, 996, 3b2o$3bobo$2bobo2$o!
8, B2ikn3-en4ce5ce6ci8/S2-i3-aky4ei5in6ckn7e8, 32, 9, 342, 3o$2bo$obo$2o!
5, B2ikn3-eny4cejq5ce6i7c8/S2-cn3-ak4ceiq5ein6aen7e, 10, 9, 155, bo$b2o$2o!
9, B2ikn3-ny4qr5ce6in8/S23-a4ceiq5ein6e7c, 32, 2, 239, 2o$o$o2b2o$b2obo!
16, B2ikn3-n4jr5ce6cin/S2-cn3-ak4ceiqy6-ai8, 70, 70, 836, b3o$bo2bo$o3bo$2bob2o2$o3bo$3o$bo!
38, B2ikn3-n4cejqr5ce6n7c/S2-ci3-acy4iq5ein6ek7e8, 46, 11, 686, 27bobo$24b2o3b2o$24bo5bo$23bob4o$25bo2bo$2bo17b2obobo2bo$3o18b3ob3o$22bo$2bo3$b2o$2b3o$o!
18, B2ikn3-n4jr5cey6n/S2aek3-acky4eiq5i6cin, 162, 16, 491, 5bo$4b3o$6bo$2b2ob2o$3bob2o$o5bo2$2bo$2b3o!
6, B2ikn3-en4cej5cy6cn7c8/S2aek3-ak4eiqy5e6k7e8, 41, 1, 99, b2o$2bo$3o!
10, B2ikn3-en4jq5cey6ci/S2aek3-ay4eiqy5einr6cek7c8, 50, 0, 528, 4bo$4bo$bo2b2o$2o4bo$b2o!
5, B2ikn3-eny4cejq5ce7c/S23-a4eiq5enr6k7c, 25, 13, 162, bo$b2o$2o!
8, B2ikn3-ny4ceq5ce6ci8/S23-aky4iy5r6ci7c, 13, 1, 260, 4b2o$ob2ob2o$6bo!
5, B2ikn3-n4q5y6cn7c8/S2-i3-ac4ci5i6cek7e8, 38, 38, 330, bo$3o$o!
15, B2ikn3-ny4cejq5y6c7c/S2-i3-ak4cei5en6-ce7c8, 18, 0, 2196, o$2bo2$o4$5o$o3b2o$o3bo$b2o!
21, B2ikn3-eny4jqr5e6i/S2aek3-aky4ciy5ir6akn78, 22, 22, 1204, 3bo$2bo$2obo$o$5o$7bo$2bo5bo$3bo2bo$4bo2bo$4b3o!
7, B2kn3-n4eq5c6i8/S2aek3-ac4cei5en6cek7, 70, 0, 304, o$2o$b2o$2o!
20, B2ikn3-n4ejq5y6ci/S2-c3-aky4eiqy5n6-ai7c, 102, 0, 1020, 12bo$9bo4b2o$9bo2bo2bo$9bob5o6$b2o$2b2o$3bo$o2bo!
6, B2ikn3-n4cer5ey6c7c/S2aek3-acy4eiq5er6-ek7c8, 36, 0, 1354, 2bo$3bo$2o$b2o!
6, B2ikn3-eny4cejqr5y6cn/S2aek3-ac4iq5ei6-ai7e8, 23, 17, 195, bo$2bo$2bo$b2o$o!
6, B2ikn3-ny4qr5e6cin/S2-c3-acky4cei5enr6ci78, 17, 2, 129, 2bo$ob2o$b2o!
7, B2ikn3-ny4ejq5ce6cn8/S2-ci3-acky4ceiqy5inr6ikn, 12, 10, 263, 5bo3$2bo$2bo$3o$bo!
6, B2ikn3-n4cq5cey6cin8/S2-i3-acy4ciqy5en6an7, 10, 4, 400, o4bo$bobo$2b2o!
6, B2ikn3-n4ej5cy6i/S2-in3-acy4iy6-ei7, 47, 47, 648, bo$3o$o$bo!
8, B2kn3-ny4jq5c6ci8/S2-ci3-ack4iq5inr6ak8, 30, 2, 382, 3o$2bo$obo$2o!
12, B2ikn3-ny4j5c6cin7c/S2aek3-ay4eiq5einr6cn7, 18, 1, 131, 2bo$b2o$2o7$11b2o$11b2obo$13b2o!
7, B2kn3-n4cq5y6i8/S2-in3-a4ceiy5r6-k, 22, 6, 278, o5b2o$7bo$5b3o!
38, B2ikn3-n4j5ce6in/S2aek3-ac4cei5nr6-ci7c8, 82, 0, 764, 19bo$15b2ob2o$b2o3bo6bo3bobo$obo3bo3bo2b2o2b2o$o2bo6bo4bo$3o2b2o2b3o$3b3o$7b2o$7b2o!
18, B2ikn3-ny4cej5cey6i8/S2-in3-ak4eiq5ir6ae7e8, 18, 0, 2510, o$b2o8b2o$2o9bobo$o10bob2o$12b2o$12bo2$4bo$4bo!
14, B2ikn3-eny4cr5c6ci/S2-ci3-ak4ci5en6-ek8, 22, 9, 185, 5bo$b4obo$o$o2bob2o$3o!
5, B2ikn3-n4ce5c6i7c8/S2-in3-aky4eiy5er6ak78, 46, 46, 296, obo$b2o$o!
10, B2ikn3-ny4qr5ce/S2-ci3-acky4eiqy5r6cn7, 24, 0, 782, 2o$obo$ob2o$b2o$bo!
8, B2ikn3-ny4ejq5c7c/S2-in3-ak4iy5er6-ik7e8, 40, 40, 968, 2o3bo$o$4o!
7, B2ikn3-ny4cejqr5cey6i7c8/S2-n3-a4ciy5er6ace7c8, 8, 0, 1064, bo$3o$o$o2$3bo!
8, B2ikn3-ny4cejq5e6cn8/S2-ci3-a4cei5inr6ckn78, 3, 3, 1178, 2o$4bo$ob2o2$bobo!
5, B2ikn3-en4ejqr5y6ci/S2-c3-ay4iq5e6-e, 14, 9, 67, b3o$3bo$o!
5, B2ikn3-ny4cq5y6c7c8/S2-in3-a4eiqy5eir6-ik7c, 78, 6, 1096, bo$b2o$2o!
6, B2ikn3-ny4cejr5ey6n7c/S2aek3-ak4ciy5e6ckn78, 54, 0, 908, 3bo$2b2o$3o!
6, B2ikn3-n4jq5ey6i7c8/S2-in3-ack4ei5enr6-ek7e, 20, 20, 3336, bobo$bo$bo$2o!
11, B2ikn3-en4ej5cey6i7c/S2-ci3-ay4ceiy5en6-ck, 30, 21, 273, obo$ob2o2$2bobo$2bo$4bo$3b2o!
8, B2ikn3-n4cer5e6cin/S2-ci3-aky4eiqy5i6-kn, 24, 16, 184, 3o$2bo$obo$2o!
29, B2ikn3-ny4q5e6cin/S2-in3-ack4ceiqy5er6k7, 38, 0, 1584, bo$3o$2bo$2o3$8b2o$5bobo2$9bo$2b2o4bo$bobo9bo$2obo5bo3bo$b2o8bobo$2bo$11bo!
7, B2ikn3-eny4ceqr5y6c7c/S2-c3-acy4iqy5e6cin7, 131, 5, 310, 5bo$6bo$6bo$o3b3o!
7, B2ikn3-en4cejqr5cey6cn/S2-ci3-a4ceiq5er6aci8, 36, 36, 496, ob2o$3o$bo!
16, B2ikn3-eny4cr5e6c7c8/S2-in3-ack4ceiy5ei6-k7c8, 14, 0, 990, 3bo$b3obo$o$o2bo2bo$2o4b2o$2bo2b2o!
21, B2ikn3-ny4c5cy6cn7c8/S2-i3-ac4cei5i6-ck8, 36, 18, 210, o$3o$3bo$b2o9$4b2o$5b3o$4bo2$6bo$7bo$6bobo$6b3o$7bo!
6, B2ikn3-en4cejq5ey7c8/S2aek3-ay4ceiqy5inr6ek7c, 14, 13, 334, o3b2o$bob2o!
9, B2ikn3-ny4er5cy8/S2-in3-a4eiq5ei6ain7c, 4, 0, 1220, 2bo2$ob2o$obo$3o!
6, B2kn3-n4cejq5e6in8/S2-ci3-ak4ciq5nr6-k7c, 24, 12, 122, b2o$obo2$bo$o!
6, B2ikn3-n4cjr6cin/S2-ci3-ay4iqy5ei6-ak7c8, 70, 0, 858, 2o$o$3o!
8, B2kn3-n4cjr5c6in7c/S2-in3-a4ceiqy6-ae, 25, 9, 582, 3o$2bo$obo$2o!
15, B2ikn3-ny4cejqr6i7c/S2aek3-ay4ciy5eir6-ak7, 50, 0, 1716, 2bo$b3o$3bo$o$3bo$o3bo$b2o$2b2o2$2bo$3bo!
7, B2ikn3-eny4ejqr5ce6cn7c8/S2-i3-ack4ceiqy5e6ae78, 17, 17, 504, 2b2o$2o$b2o$2bo!
6, B2ikn3-en4jqr5c6n7c8/S2-i3-ac4eiy5ei6-en8, 11, 11, 810, 3bo$obo$3o!
6, B2ikn3-ny4e5c7c/S2-ci3-a4eiq5einr6akn7e8, 48, 0, 904, 2o$o$3o!
6, B2ikn3-eny5e6c7c/S2-in3-acy4ceiq5eir6akn7e, 29, 8, 349, b2o$2bo$b2o$o!
9, B2ikn3-ny4jqr5ce6n8/S2-ci3-aky4ci5in6ein7c, 38, 0, 684, ob2o$o4bo2$2b2obo$4bo!
18, B2kn3-ny4e5c6i/S2-ci3-ack4ceiy5ein6cek78, 10, 6, 336, bo2$2bobo$obo$bo$2o2$6b2o$6bobo$6bob2o$7b2o$7bo!
10, B2ikn3-en4jqr5y6cn7c8/S2-in3-ack4iy5n6-cn, 3, 2, 757, bo$o$o$o$4b2o$5bo$3b3o!
5, B2ikn3-n4cejq5ey6in7c8/S2aek3-ack4ceiqy5er6cek7c8, 20, 1, 594, bo$b2o$2o!
22, B2ikn3-ny4ceq5cy6c7c/S2-ci3-a4iqy5ein6-ce7c, 14, 3, 464, 4b2o$2obo2bo$o2bo$6bo$bo$bo$4bo2b2o$3b2o3bo$4bo2b2o$4b2o!
5, B2ikn3-eny4eq5e6i/S2-i3-acky4ciy5en6ac7e8, 5, 3, 246, bo$b2o$2o!
6, B2ikn3-ny4q6in8/S2-in3-ac4ciq5i6-i7e, 20, 20, 966, bo$3o$o$bo!
9, B2ikn3-en4ejr5y7c8/S2-i3-aky4iq5i6ain8, 49, 49, 802, 2o$2bobo$3bo$o2bobo$4bo!
5, B2ikn3-eny4cejr5ce6cn/S2-cn3-aky4ceiq5n6ikn, 15, 12, 116, 2bo$5bo$3bo$obo!
12, B2ikn3-eny4qr5c6i7c/S2-in3-ac4i5i6-i7, 18, 0, 2870, o$o$o$o$3b3o$3bo2bo$3b3o!
6, B2ikn3-n4qr5e6in7c/S2-i3-acy4iq5er6cek, 19, 19, 930, 3o$obo$o!
4, B2ikn3-n4eq5ey6n/S2-in3-ay4eiq5ir6kn7c, 16, 0, 1784, o$2bo$o$bo!
37, B2ikn3-en4ej5ce6cn8/S2-cn3-ack4ciq6-ae7c, 22, 6, 318, o$b2o$b3o$b2obo$3bobo$5bo2$3bobo$5bo$bobob3o2$2b5o$3b3o10$5bo$4b3o$3bo2bo$4bobo$5bo!
5, B2kn3-ny4cjr5cy6ci8/S2-cn3-ack4ceiqy5n6cei7, 31, 31, 248, b2o$2bo$2bo$o!
5, B2ikn3-ny4ejr5c6cin8/S2-ci3-acky4i5r6ae7e8, 13, 5, 236, 2bo$3bo$bo$2bo$o!
6, B2ikn3-eny4jq5y6cn7c8/S2aek3-a4iqy5eir6akn8, 20, 0, 608, bobo$3o$bo!
7, B2ikn3-eny4eq5cy6i8/S2-i3-ay4iq5ir6cik7e, 46, 0, 636, o$2o$b2o$2o!
11, B2ikn3-n4cer5y6n/S2-ci3-acky4iqy5er6cik8, 66, 0, 1738, 5bo$3bo2$2obo$5bo$2obo2$6bo$6bo!
6, B2kn3-ny4jq5ce6cin7c8/S2-i3-a4iy5ir6-an7c, 51, 5, 174, 3bo$ob2o$b2o!
9, B2ikn3-ny4cej5cey6in/S2-i3-acy4ceiy5ei6cek7c, 25, 25, 580, 5bo$4b3o$3b2o2bo3$o2$o!
5, B2ikn3-eny4ceqr6cin8/S2aek3-ak4ciq5n6cek7e, 17, 2, 88, b3o$3bo$o!
16, B2ikn3-en4e5e6i/S2-cn3-acky4eiy5enr6ak7, 41, 15, 141, 5b4o$8b2o$9b2o$4b2o3bo$o3bobo$obo!
5, B2ikn3-n4cjr5ce6in7c/S2aek3-ak4ciy5n6ei, 21, 21, 372, 3b2o$2o$2bo!
22, B2ikn3-en4jr5cy6ci7c8/S2-ci3-acy4ei5er6ein7, 16, 1, 181, 18b3o$18bobo$21b2o$17bo4bo$19bo2bo$16b2ob3o16$bobo$o$bobo$bo!
13, B2ikn3-en4eqr5cy6cn/S2-ci3-a4iq5e6-e8, 34, 26, 453, o$o$3bo$2bo$2bo$3bo$3b2o$bobo$b3o!
15, B2ikn3-n4ejr5cey6cin7c8/S2-c3-acy4ciy5e6-in7, 60, 60, 1584, 7bo$7b2o$6bob2o6$4bo$3b2o$2o$b3o$2bo!
8, B2ikn3-en4cejq5ce6cn/S2aek3-ak4ciqy5n6ckn7, 9, 9, 636, b3o$o2bo$2obo!
6, B2ikn3-n5cey6i7c/S2-ci3-acky4ceiy5n6ai7c, 54, 0, 416, 2o$obo2$o2bo!
5, B2ikn3-eny4cer5cey6c/S2-i3-a4ei5i6-ce78, 17, 17, 764, bo$3o$o!
17, B2ikn3-ny4jq5ce6ci8/S2-in3-acy4eiy5en6ein7e, 59, 59, 748, 19bo2$19bo89$2bobobo$3o3b2o$o3b2obo$3o!
16, B2ikn3-en4ejr5cey6cn/S2-ci3-ack4ciy5r6k7c, 14, 9, 346, 8b2o$9b2o$10bo25$o2b3o$2bo2bo$bo3bo$2b3o!
18, B2ikn3-n4cqr5cy6c7c/S2-n3-a4iy5e6-in7, 22, 7, 179, 18b2o$17bo2bo$17bo2b2o$16bo2b2o$o15b4o$2o$o!
18, B2ikn3-ny4c5y6cin7c/S2-ci3-aky4ceiq5ein6-ek7c8, 23, 23, 1232, o2bob2o$2ob6o$bo2$6bo$5bo$4b3o!
6, B2ikn3-eny4e5e6i7c/S2-in3-ac4ceiqy5einr6cn7e8, 34, 0, 718, bo$2obo$b2o!
8, B2ikn3-ny4ceqr5c6cn/S2-n3-ak4ciy5nr6aei7, 31, 31, 650, 2bo3$ob2o$3o$bo!
6, B2ikn3-ny4cjq5e6cn/S2-n3-aky4ceiq5n6ci78, 8, 8, 686, 3bo$o2bo$b3o!
68, B2ikn3-en4cejr5e6cn7c8/S2aek3-ac4ceiq5n6aek, 39, 27, 230, 3b3o$3b3o$4bo$4bo3$2o2b3o$2o3bo$bo$bo$2b3o14b4o$19bo3b2o6b3o$18bo3b2o9bo$18bo2bo9bobo$17bo2bo2bo7b2o$13b4obobob2o$13bo2b2o3bo2$13bobo$13b3o$11b2obo2$11b3o$12bo!
17, B2ikn3-en4cr6cin7c8/S2-i3-acy4ciq5ei6kn7c, 19, 11, 175, 8b2o$2bo5bobo$8bob2o$o7b3o$6bob2o$2bobo!
10, B2ikn3-ny4cj5c6ci7c8/S2-c3-ak4iqy5n6ce, 27, 4, 147, 4bo3$4bo5$3o$2bo$obo$2o!
6, B2ikn3-n4cj6ci8/S2-i3-acky4ceiy5ei6cik78, 17, 14, 119, 3bo$ob2o$b2o!
6, B2ikn3-n4q5ey6c7c8/S2-in3-acky4ci5eir6-ik, 22, 22, 858, 3o$o2bo$o!
6, B2kn3-n4ceq5ce6cin8/S2-in3-ak4ciq5er6ik7e, 19, 19, 450, 3o$o2bo$o!
5, B2ikn3-n4e5e6cin7c8/S2-in3-ay4iq5en6ik7c, 22, 0, 846, bo2$obo$b2o!
6, B2ikn3-eny4cer5y6cin/S2aek3-aky4iqy5er6aei7, 72, 0, 1252, 3o$2bo$2bo$bo!
7, B2ikn3-ny4cj5cey6ci7c8/S2-i3-a4iy5n6cin78, 26, 1, 183, 2b3o$4bo$o2b2o!
6, B2ikn3-eny4ejr5cy6in7c8/S2-i3-a4ei5eir6ci7c8, 33, 12, 803, bo$2bo$2bo$3o!
8, B2ikn3-ny4cr5cey6ci7c/S2-i3-aky4iq5e6ein7, 88, 0, 1684, 2o$obo$2bo$3o!
9, B2ikn3-en4c5cey6in/S2-i3-acky4ei5inr6e7c8, 10, 10, 966, 3bo$b2ob2o$3b2o$2o!
6, B2ikn3-ny4ejr5ce6ci7c8/S2-i3-ay4iqy5einr, 20, 14, 1147, bo$2bo$2bo$3o!
6, B2ikn3-ny4cq5ey6in/S2-cn3-ac4cei5n6-en7e8, 20, 14, 181, b2o$2bo$3o!
14, B2ikn3-eny4e6in/S2-i3-a4i5en6-in, 22, 22, 1446, 2bo$b2o4bo$2o6bo$bob2o2bo$2b2o3bo!
9, B2ikn3-eny4qr5ce6in8/S2-ci3-a4ceiy5i6-cn7, 13, 3, 306, bo$3o$o$2b2o$3b2o!
5, B2kn3-n4eq5e6in8/S2aek3-ack4eiy5nr6ain7e8, 54, 0, 318, 2o$bo$bo$3bo!
7, B2ikn3-en4ejq5c7c/S2aek3-ak4iy5e6ak7c, 156, 156, 730, 3o$obo$o3$3bo!
6, B2ikn3-en4eqr5e6cin8/S2-i3-ack4eiq6-an78, 36, 0, 1182, 2o$o$3o!
7, B2ikn3-n4r6cin8/S2-ci3-aky4eiy5einr6cen7c, 11, 3, 342, b2o$2obo$bobo!
20, B2ikn3-eny4r5cy6ci/S2aek3-a4ciy5er6-ce8, 23, 7, 213, 8b2o$2b2o4bobo$b2o5bob2o$o7b3o$6bob2o$2bobo!
x = 4, y = 3, rule = B3-q4z5y/S234k5j
2b2o$b2o$2o!

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LaundryPizza03
 
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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby Gamedziner » August 20th, 2019, 8:30 am

LaundryPizza03 wrote:(30,9)c/381, 6 cells:
x = 3, y = 3, rule = B2k3aeijr4ejyz5k6n7c/S2aek3ijnqr4ait5r6aen8
3o$obo$o!

2c/46:
x = 9, y = 8, rule = B2k3aeijr4ejyz5k6n7c/S2aek3ijnqr4ait5r6aen8
6b2o$6b2o$6bo$5bobo$2o5b2o$o4b3o$b3ob2o$2bo!
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: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby LaundryPizza03 » August 20th, 2019, 11:36 am

There have been plenty of runs of B-ships with B3n removed, and it works really well, but relatively little attention has been brought to the idea of removing B3j. It turns out that this increases the amount of "branching" in the evolution of B-like objects.

# Search results matching pattern 2o$b2o$2o$o! for 10 gen in rule B2c3-j/S2-ci3-a4i with searchRule-matchPatt2.py using seed=1
6, B2c3-jk4iqry5ejkry6i7e8/S2-c3-ac4cein5ejn6ci7e8, 6, 0, 850, 3bo2$4o2$3bo!
5, B2c3-jk4cirty5jry6cn7e/S2-ci3-ac4aci5cjk6i78, 14, 2, 163, 2bo$b2o$obo!
13, B2c3-jk4irt5jr7e/S2-c3-ac4i5cn6cin7e, 1, 1, 1426, b3o$obo$2o$o7$3b2o$4b2o$4bo!
8, B2c3-jy4ceqy5ekry6kn7e8/S2-ci3-ac4acit5ekn6aci8, 16, 4, 234, 4bo$o2bo$5o!
14, B2c3-jky4ceqt5e6kn7e8/S2-ci3-ac4cei5ejkr6an, 118, 0, 378, 15bo$15b2o$11b3o2b2o$o11bo2b2o$o13bo!
14, B2c3-jk4q5jkr6cin8/S2-c3-a4cit5ekn6ein8, 13, 7, 192, 15bo$15bo$15bo$12b2o$13bo$9bo3bo$10b3o6$3o!
8, B2c3-jk4ceq5ekry6ik/S2-c3-a4acein5cejkr6n78, 35, 35, 656, o$bob2o$b3o$2bo!
5, B2c3-jy4ity5k6-ae7e/S2-c3-ac4cit5cj6cen7c, 15, 2, 231, b2o$obo$2bo!
9, B2c3-jk4eiqrt5ky6ckn/S2-c3-a4ceit5cejn6cin7, 22, 5, 172, b3o$o2bo$bobo$b2o!
5, B2c3-j4certy5ej6in7e/S2-ci3-a4eit5ejknr6n8, 13, 9, 244, 2bo$b2o$obo!
5, B2c3-jy4r5jkry6-ae8/S2-c3-ac4ai5cjk6i7c8, 25, 25, 318, 3o$bo$o!
5, B2c3-j4cirty5k6cn8/S2-ci3-a4eit5cjkn6-ak7c8, 15, 5, 127, 2bo$b2o$obo!
8, B2c3-jy4cit5ejy6in7e/S2-c3-a4ei5eknr6cn7e, 34, 34, 458, 3bo$2bo$b2o$3o$bo!
5, B2c3-jky4ert5ejk6i7e/S2-c3-a4cei5cej6e7e8, 20, 15, 168, 2bo2$obo$b2o!
5, B2c3-jy4ceiqr5jkr6cin/S2-c3-ac4cei5ej6cn7c8, 18, 1, 124, b2o2$2o$o!
18, B2c3-jky4eqr5k6-ae7e/S2-c3-a4i5cejkr6cen78, 42, 11, 161, 14bo$12bo4b2o$14b3ob2o$13bo3b2o$12bob2obo47$o$o!
6, B2c3-jy4eqty5e6i7e8/S2-c3-ac4acei5-aiqy6ei, 11, 6, 157, b2o$2bo$3o!
5, B2c3-jky4cqrty5ejkry6cik8/S2-ci3-a4ceit5cejkr6cen7e, 24, 24, 636, 2obo$o2$2bo!
5, B2c3-j4ceiqry5e6k8/S2-c3-ac4acei5er6-ek7e8, 22, 22, 376, 3o$bo$o!
5, B2c3-jk4ciry5jkr6ckn7e/S2-c3-ac4ceit5cej6acn7c8, 24, 20, 235, bo2$bo$2o2bo!

This run is considerably weaker than the next, and the branching is not as strong. In fact, the base rule is more branching than many of these results. I have yet to see if removing B3c to clear some of the stray oscillators would imporve productivity.
However, the run brought up two ships incongruous with the intent of the search:
This 6c/850o is symmetrical – something not normally encountered in B-ship searches.
x = 4, y = 5, rule = B2c3-jk4iqry5ejkry6i7e8/S2-c3-ac4cein5ejn6ci7e8
3bo2$4o2$3bo!

The c/1426d is composed of two oscillators that change places when they interact.
x = 13, y = 6, rule = B2c3-jk4irt5jr7e/S2-c3-ac4i5cn6cin7e
9b3o$10bobo$11b2o$2bo9bo$3o$bo!


# Search results matching pattern 2o$b2o$2o$o! for 10 gen in rule B2k3-ej/S2-ci3-a4i with searchRule-matchPatt2.py using seed=1
9, B2k3-ejky4in5c6in/S2aek3-ac4int5eikr6-cn7c8, 21, 20, 265, b3o$o2bo$o2bo$o$2bo!
5, B2k3-ej4ceiky6c/S2aek3-ac4cei5j6kn8, 41, 24, 139, b3o$o2bo!
5, B2k3-ejky4kn5j6ci7c/S2-cn3-acy4cin5acjkr6ain7e, 28, 11, 113, 2o$o$obo!
7, B2k3-ejy4cei6in8/S2aek3-ay4int5a6-ce, 18, 13, 445, 2b2o$bobo$3bo2$obo!
7, B2k3-ejk4ce5r6in8/S2-ci3-ac4i5eir6cen, 23, 2, 114, o17$15bobo$17bo2$16b2o$17bo!
13, B2k3-ejk4cein5r6c8/S2aek3-ac4in5ijr6aci78, 10, 10, 798, 4bo2$4bo$2bo2b2o2$2o$o$o2bo$b3o!
7, B2k3-ejy4ekz5r6cin7c8/S2-c3-a4int5ceir6cen7e8, 18, 6, 250, o$ob2o$3bo$2b2o!
6, B2k3-ejky4ciknyz6n7c8/S2aek3-a4int5aejkr6-in8, 20, 11, 107, o2bo$b3o$2bo!
18, B2k3-ejky4ein5cr6ci8/S2-ci3-ay4int5acij6akn78, 66, 0, 894, 6b3o$6bobo$bo6bo$o5b2o$2o$o$o2bo$b3o!
10, B2k3-ejky4nz5c6n7c/S2-ci3-ay4i5eij6-k7c, 19, 17, 73, 5b3o$7bo$o4bobo$bo3b2o!
7, B2k3-ejy4eikyz5cjr6ci8/S2aek3-acy4eit5eikr6ek7, 46, 0, 494, 3bo$bo2$3o$bo$bo!
8, B2k3-ejky4cinz5j6n7c8/S2-cn3-ay4cin5j6cek7, 18, 9, 113, 3b3o$5bo$4b2o$obo!
5, B2k3-ejky4ciny5cr6in8/S2aek3-ay4it5aeikr6-ac8, 44, 18, 172, bo$3o$2bo!
6, B2k3-ej4eky5c6c7c/S2aek3-a4eint5cek6-e78, 25, 18, 99, 2bo$obo$3o!
12, B2k3-ejky4cei5j6n8/S2-ci3-a4in5jkr6cei7, 35, 18, 112, 2bo$b3o$4bo$4b2o$3b2o$3o!
5, B2k3-ejk4ciny5cr6n7c/S2aek3-acy4int5-jnqy6-ek7, 80, 0, 238, 3o$o2bo!
12, B2k3-ejk4kny5cj6n8/S2-cn3-ay4cit5aci67, 14, 8, 1224, bo6b4o$3o$ob2o$4bo!
5, B2k3-ejy4in5r6i7c8/S2-ci3-ay4ei5aci6ekn, 9, 7, 42, bo$3o$o!
7, B2k3-ejky4n/S2aek3-acy4eint5acik6ac78, 18, 13, 62, b3o$o2bo$2o!
5, B2k3-ej4ekny5c6in7c8/S2aek3-a4ein5r6ck7, 31, 31, 242, bo$o$o$2o!
6, B2k3-ejky4ciknz5cr6ci7c8/S2-ci3-a4eit5ceijr6aen7, 35, 12, 196, 3o$2bo$b2o!
5, B2k3-ejy4ek6c/S2-cn3-ac4ceit5-knqy6kn7, 36, 2, 190, 2bo$b2o$obo!
6, B2k3-ej4ceiknz5c6in/S2aek3-ay4ei5aejkr6cn7e, 53, 53, 320, 2bo$b3o$o2bo!
5, B2k3-ejky4eknyz5cr6c7c8/S2aek3-acy4i5ceij6ein7, 16, 3, 97, 2bo$b2o$obo!
17, B2k3-ej4ny5r6ci7c8/S2-ci3-acy4ceit5k6n7, 76, 16, 184, bo$3o$o2bo$bo2bo14$23bo$24bo$23bobo$23bobo$23b3o!
6, B2k3-ej4eik6c7c8/S2-cn3-ac4i5c6kn7c, 16, 9, 50, o2bo$b3o$2bo!
6, B2k3-ejky4ckny6i7c/S2-c3-ac4eint5akr6ei7c8, 22, 22, 87, 3o$obo$o!
15, B2k3-ejk4n5r6cn/S2aek3-acy4cit5aceik6cn7c, 30, 6, 199, 10b2o$2obo6bobo$o2bo$3ob2o5bo!
11, B2k3-ej4cky5j6c8/S2aek3-ac4eit5eij6ein, 52, 0, 1156, bo$3o$o2$3bo$o2bo$3o!
12, B2k3-ejky4inz5r6n/S2-cn3-a4cein5cer6-ek7c, 20, 12, 858, 6bo$6bo$14b2o$14bobo$16bo$3o12b2o!
7, B2k3-ej4cn5c6ci8/S2-c3-ac4eint5ajr6cin7e8, 19, 12, 141, b2o$obo$2bo2$b2o!
5, B2k3-ejk4ceky5cj6c8/S2aek3-ay4ceint5ej6ak7c8, 24, 1, 61, b3o$2bo$o!
13, B2k3-ej4cenz6in7c/S2-ci3-a4ein5aik6ck7c, 40, 1, 117, 5b3o$5bo2bo$3bo4bo$7b2o$obo$3bo$3bo!
13, B2k3-ejk4cenz5cj6n/S2aek3-acy4cin5cejr6c, 42, 22, 156, bo3b2o$bo4bo$2o3b2o$b3o$2bo!
7, B2k3-ejy4ciny5c/S2aek3-ac4cit5ek6-ai7c8, 30, 18, 115, b3o$o2bo$o2bo!
12, B2k3-ejky4ikn5r6in7c8/S2-ci3-acy4int5-anqy6ck7c, 25, 20, 219, 3bo$2b3o$3bo$3o$2bo$obo$2bo!
6, B2k3-ejy4cen5cr6cin8/S2aek3-ac4in5aeik6ci7, 17, 12, 233, 3o$obo$o!
10, B2k3-ejk4ny5cr6c/S2aek3-acy4ein5cejr6ikn78, 50, 10, 142, 3b2o$2o2bo$o3bo$o2bo$bo!
8, B2k3-ejy4kz5c6c/S2-ci3-ay4in5ik6a7c, 15, 4, 38, 3b2o$o3b2o$3b2o$3bo!
7, B2k3-ejky4ny6in8/S2aek3-ac4eint5aikr6-ik, 53, 53, 530, 2o$2bo$2bo$3o!
7, B2k3-ejy4cez5r6n/S2-cn3-a4cei5ceijk6cen8, 22, 3, 50, 3o$o2bo$2b2o!
7, B2k3-ejky4n6i7c8/S2-ci3-acy4ei5ackr6ack, 18, 6, 48, 2bo$b3o$2o2bo!
7, B2k3-ejky4eknyz5c6c7c/S2aek3-a4eint5air6-n78, 20, 4, 883, b2o$2bo$obo$2o!
6, B2k3-ejky4n/S2-ci3-acy4it5k, 11, 6, 34, 2bo$b3o$o2bo!
7, B2k3-ejky4ceiy5c6n7c/S2-ci3-a4cei5acijr6-ck7c, 30, 30, 588, o$o$obo$3o!
7, B2k3-ejk4eiz5cr6n7c/S2-c3-ay4ci5cjk6ikn7e8, 18, 16, 68, 3o$o$o$b2o!
7, B2k3-ej4eik5c8/S2aek3-acy4ci5aeir6cei8, 95, 95, 1026, 2o$o$obo$b2o!
10, B2k3-ejky4ciny5cr6c8/S2-ci3-ac4it5acej6ain7c, 59, 59, 560, 3bo$3bo5$ob2o$o2bo$b3o!
14, B2k3-ejky4einz5cjr6cn7c/S2aek3-a4eint5aekr78, 25, 1, 51, 2bo$2b2o$3bobo$b2o2b2o$o3b2o$2bo2$2bo!
7, B2k3-ejky4ceiky5cr6in/S2-ci3-a4ceint5ijk6c7c8, 26, 3, 144, 2o$b2o$o$2o!
6, B2k3-ejky4ce6i7c/S2-c3-ay4ceint5cejkr6kn7, 43, 31, 153, 3o$o2bo$3bo!
15, B2k3-ejky4en5j6ci/S2-ci3-a4cint5cj6ac, 106, 0, 596, 5bo$4b3o$3bo2b2o$3bob2o$3b2o$4bo4$o2$o!
6, B2k3-ejy4cknz5r6i8/S2-ci3-ac4it5aceik6ekn7, 32, 31, 851, 3o$obo$o!
7, B2k3-ejy4cekyz6n7c8/S2-ci3-acy4ei5jkr6acn7e, 16, 8, 48, 3o$o2bo$2b2o!
11, B2k3-ejky4i5cr6in7c8/S2-ci3-a4int5aei6cin7, 25, 23, 188, 3o$o2bobo$2o2bo$2b2o!
7, B2k3-ejk4eknyz5cr/S2aek3-ac4in5aejk6-ik, 16, 0, 724, o$2o$b2o$2o!
21, B2k3-ejy4inz7c8/S2aek3-ay4ceint5kr6ck8, 35, 7, 348, 2o3$36b3o$35bo2bo$35bo2bo3$41b3o$41bo2bo$41bo2bo$41bo2bo$41b3o!
18, B2k3-ej4ckyz5r6in8/S2aek3-ay4int5aejkr6-n78, 37, 10, 157, 19b2o$17b2ob2o$17bo2bo$17b3o20$2o$ob2o$o$5bo!
6, B2k3-ejk4knz5r6i7c/S2-ci3-acy4ei5ikr6ekn78, 11, 7, 41, 3o$obo$o!
5, B2k3-ejky4cnz6in/S2-ci3-ay4i5cik6-en7e, 29, 5, 223, 3bo2$3o$o!
17, B2k3-ej4eiz5cr6i8/S2aek3-ac4ceit5ikr6cin8, 39, 16, 292, o$bo2$2b2o$4bo$bo4$15b2o$14b2ob2o$15bo2bo$16b3o!
13, B2k3-ej4iz5cr7c/S2aek3-ac4cein5aej6-ek78, 37, 26, 356, 2bo$b3o$o2bo4$8bo$8b2o$9b2o$9bo$8bo!
10, B2k3-ejk4eiy5c6in8/S2-ci3-ay4cein5ack6cn, 38, 5, 115, 4bo3b2o$5bo3bo$8b2o$6bo2$obo!
6, B2k3-ejy4knyz5r6n7c/S2aek3-a4ceint5acei6ace7c8, 16, 7, 92, 3bo$o2bo$b3o!
38, B2k3-ejky4ceiknyz5c6in7c8/S2aek3-a4ein5eij6a7e, 38, 8, 200, 9b3o$9bo2bo$9bo2bo$o6b2o$o7bobo$o6bo$ob2o$b2o15$12bo$11b3o$14bo$8b2o4b2o$8bobo2b2o$8bo4bo$9b3o!
46, B2k3-ejky4ckz5cr6cn8/S2-ci3-ac4int5cijr6ack7, 69, 69, 464, 9bobo$12bo$7bobobo$8b2ob2o5b2o$13bo2bo3bo$8bobo2bobob2obo$10bo5bob3o$3b2o5bo$3bob2o$3bo3bo$bo5bo$5b3o$4bo$4o$3bo!
7, B2k3-ejk4in6n/S2aek3-a4ei5acej6i7e8, 96, 0, 462, 3o$2bo$2bo$2o!
8, B2k3-ejk4einyz5jr/S2-ci3-a4int5aj6-ik7c8, 14, 2, 301, obo$o2bo2$obo$2o!
5, B2k3-ej4cin5r6ci7c/S2aek3-ay4ei5aeir6ekn7e8, 16, 7, 112, 2b2o$o2bo$2bo!
8, B2k3-ejk4eknz6ci7c/S2-ci3-a4cit5cej6aek8, 15, 5, 188, 2o$2bo$obo$3o!
6, B2k3-ejy4cinyz6n7c8/S2aek3-a4it5ar6n7c, 18, 8, 52, 3o$obo$o!
12, B2k3-ejky4ek6in/S2-ci3-a4cein5ijkr6cin78, 51, 29, 348, 2b2ob3o$bo2bo2bo$2o$b2o!
7, B2k3-ejky4ciky5r6cn7c8/S2-c3-a4it5-anqy6en7e, 25, 8, 84, 2o$b2o$2o$o!
5, B2k3-ej4cn6i7c8/S2-ci3-ay4eint5aceij6-ak7e, 48, 48, 394, bo2$obo$b2o!
19, B2k3-ej4einy5c6n/S2-ci3-ac4ei5cjkr6-ci8, 47, 2, 108, 7b3o$7bo2bo$bo5bo2bo$obo6b2o$bo5bo$5bobo$5b3o!
6, B2k3-ejky4ceikyz5c6c/S2aek3-ac4eint5aej6ek7, 11, 1, 210, 2bo$bo$2o$b2o!
11, B2k3-ejky4eiknyz5cj6i/S2aek3-ac4ceint5acej6-ac8, 21, 18, 171, bo$o$2bo$ob2o$3o11$3bo$o!
6, B2k3-ejk4ceiknz5r6ci7c/S2aek3-acy4i5ijk6aen, 78, 0, 294, b2o$2bo$3o!
15, B2k3-ej6n7c8/S2-ci3-ac4ei5air6-i7e, 22, 20, 84, b3o$o2bo$ob2o$2o3bo$bobo$5bo$2bo!
19, B2k3-ejy4in5cr6i7c8/S2aek3-a4cei5acjr6-ai7c, 102, 24, 276, 17b3o$17bo2bo$15bo4bo$19b2o$12bobo$15bo$15bo5$b2o$2o$b2o!
9, B2k3-ejy4ci5c6c/S2-ci3-acy4eit5aei67c8, 23, 6, 294, 3o$obo2$o2bo3$2b2o!
13, B2k3-ejk4cik6i8/S2-ci3-ac4ceint5jr6-in7, 35, 28, 191, 3o$o2b2o$o$b2obobo$3bobo!
5, B2k3-ejk4ceiknz5c6cin7c8/S2-c3-a4it5aekr6ace8, 22, 22, 468, 3o$bo$o!
17, B2k3-ejky4ceiky5cr6cn7c/S2-ci3-acy4cint5ceikr6a7c8, 32, 13, 189, 6b3o$6bo2bo$4bo4bo$8b2o$bobo$4bo$4bo10$o$bo$b2o!
7, B2k3-ejy4cky6cin8/S2aek3-acy4ci5ijkr6ae7e, 54, 54, 336, b2o$2obo$o$2bo!
23, B2k3-ejky4eiknz6n8/S2-ci3-ac4eit5ack6-ac7e8, 18, 5, 181, 2ob2o$2o$5b2o$2bo$5bob2o$4bo4b3o$6bo4bo$8bob2o$8bo$6bo!
8, B2k3-ejky4nyz5cjr6cin8/S2aek3-ac4ein5ce6ekn7e, 21, 11, 206, 2o$2bo$obo$3o!
7, B2k3-ejy6i7c/S2aek3-acy4cint5ej6ace, 28, 10, 103, 3o$2bo$2bo$2o!
16, B2k3-ejy4cen5r7c/S2-cn3-a4ceit5ae6ain7e8, 32, 24, 331, 9b2o$8bobo$8b2o7$o$o$o3$18b2o$19bo$17bobo$17b2o!

This rulespace has much stronger branching dynamics – most noticeable in the higher-period results and the chaos – sometimes comparable to the rulespace where the 82c/8912o was found.

This rule is considerably denser than other stable rules, despite being the one with the highest-period result. It is one of relatively few results with S2i, leading to a universe dominated by blinkers and long blinkers.
x = 12, y = 4, rule = B2k3-ejk4kny5cj6n8/S2-cn3-ay4cit5aci67
bo6b4o$3o$ob2o$4bo!

This one, the second-highest-period result from the run, attains a maximum population of 411 cells, so if you want to investigate this rulespace I would recommend increasing your maxpop settings to around 1000. And maybe you will find something with period greater than 10000.
x = 4, y = 7, rule = B2k3-ej4cky5j6c8/S2aek3-ac4eit5eij6ein
bo$3o$o2$3bo$o2bo$3o!


EDIT: Removing B3c from the first run improves performance and branching, although the search is not quite as productive as the second. however, it turrns out that this search (and the first) could lead to smaller ships than usual.
# Search results matching pattern 2o$b2o$2o$o! for 10 gen in rule B2c3-cj/S2-c3-a4i with searchRule-matchPatt2.py using seed=1
5, B2c3-cjy4ciqry5ejy6-ae8/S2-c3-a4ceit5jr6a7c, 64, 0, 260, obo$b2o$2bo!
5, B2c3-cjy4eity5ry6kn7e/S2-ci3-a4it5jr6n78, 11, 6, 39, o$bo$bo$2o!
5, B2c3aeinr4qry5jk6ck7e/S2-cn3-ac4acit5cjk6-ck78, 26, 26, 324, 2bo$bo$3o!
16, B2c3-cjqy4ceqr5e6cik7e8/S2aek3-ac4ait5jk6-ci7e, 21, 1, 226, 3bo$8bo$3bo5b2o$10bo$4bo3b3o2$bobobo$o2bo$2bo!
7, B2c3-cjk4iqrt5ekry6ci7e/S2aek3-ac4aeit5jkr6cei7, 50, 0, 694, 3o$2bo$o2$8bobo!
9, B2c3-cjq4ei5ey6ci8/S2aek3-a4acin5cjk6akn, 18, 8, 292, b2o$bobo$3bo$2b2o$2o!
5, B2c3-cjky4eiqrt5ejky6k7e8/S2-cn3-ac4aceik5cej6-ac8, 22, 12, 469, 2bo$b2o$obo!
9, B2c3-cjk4cqr5jy6ck/S2aek3-ac4ait5cej6-ei7e, 15, 1, 175, b3o$o2bo$bobo$b2o!
9, B2c3-cjk4qr5jkr6k7e/S2aek3-a4aik5jkr6ikn8, 7, 2, 319, b3o$o2bo$o2bo$2b2o!
12, B2c3-cjy4eiq5kr6cik8/S2-cn3-ac4aikt5ek6-e7c, 20, 1, 213, 2bo2$2bo$bo3bo$2ob2o$2o3bo$bo!
6, B2c3-cjq4eit5y6n/S2aek3-ac4it6c, 26, 5, 74, 2o$b2o$bo$o!
5, B2c3-cjk4eirt5ejr6ikn7e/S2-c3-ac4eik5ej6-an7, 4, 0, 1420, bo2$bo$3o!
6, B2c3-cjky5ry6cin/S2aek3-ac4acit5ejk6an7c, 21, 21, 478, 3o$obo$2bo!
5, B2c3-cjy4ceiqrty5y6cn/S2-cn3-a4ceik5cj6ack78, 56, 0, 298, obo$b2o$2bo!
5, B2c3-cjq4cr5k6c/S2-ci3-ac4ik5cej6c7e, 15, 7, 53, 2bo$b2o$obo!
7, B2c3-cj4eiqr5ejk8/S2aek3-ac4aeit5jk6aik78, 5, 2, 259, 2o$b2o$2o$o!
7, B2c3-cjy4er5ejry6cin/S2-c3-ac4cik5cr6aek7e, 20, 14, 91, 4bo$o2b2o$b2obo!
5, B2c3-cjky4qry5jry6cin7e8/S2aek3-a4aik5jr6ack78, 13, 6, 110, 2bo$b2o$obo!
11, B2c3-cjk4cei5ej6kn7e/S2-c3-ac4cin5ejkr6-an78, 26, 16, 130, 5bob2o$6bo2bo$9bo$7b3o$o2bo!
14, B2c3-cjky4ity5er6i7e/S2-c3-ac4aeit5cejkr6-i8, 66, 66, 454, 2bo$b3o$o2bo2$3bo$4bo$2o$ob2o$o!
14, B2c3-cjk4rt5ej6-ae7e8/S2-ci3-a4ceikn5ejkr6-e7e8, 24, 6, 270, 4bob2o$5bobo$o4bobo$5b2o$bo$3o!
8, B2c3-cjk4ert5ekr6cn/S2aek3-a4ikt5cjr6eik78, 26, 18, 148, o2$o4$2bo$b2o$obo$3bo!
9, B2c3aeinr4eqt5er6c/S2-ci3-a4ciknt5ek, 12, 9, 47, b3o$3bo$ob2o$2o!
5, B2c3-cjy4cer5ejkr6ikn8/S2-ci3-a4aikt5c6-ai7c, 14, 3, 213, o$o$bo$obo!
9, B2c3-cjky4ert5ejkry6in7e8/S2-ci3-ac4aceikt5cjr6ci78, 7, 5, 252, b3o$o2bo$bobo$b2o!
7, B2c3-cj4eiry5ejr6c7e/S2-cn3-a4cikn5jkr6ai78, 19, 8, 231, 2o$b2o$2o$o!
8, B2c3-cjky4eit5jr6ck/S2-c3-a4ein5cekr6a7c, 20, 14, 99, bob2o$4bo$2b3o2$o!
4, B2c3-cjy4qrt5ry6-ae8/S2-c3-ac4aceik5cejk6-ai8, 31, 5, 140, bo2$bo$2o!
5, B2c3-cj4iq5ekr6n8/S2aek3-a4aeint5cejk6ack78, 54, 0, 378, 3o$o$2bo!
5, B2c3-cjk4cirty5jkry6in7e/S2aek3-ac4cik5cjr6-en8, 12, 3, 168, b2o2$2o$bo!
5, B2c3aeinr5ery6ck7e/S2aek3-ac4ei5ckr6k, 39, 39, 156, o$3o$bo!
5, B2c3-cj4eiqry5jkr6in/S2-ci3-a4cei5cejk6aen7e, 14, 10, 365, bo2$bo$2o$2bo!
5, B2c3-cj4eiqy5kry6n8/S2aek3-ac4i5jk6aen7c, 23, 1, 64, 2o$bo$bo$o!
10, B2c3-cjy4cq5ey6-ae7e/S2aek3-ac4in5r6-c7c8, 54, 2, 138, 2bob2o$2bo2bo$3b3o2$o2$o!
9, B2c3-cjkq4ceiry5ejr6ckn8/S2-cn3-ac4ei5cj6ekn8, 32, 5, 128, b3o$bobo$3bo$3o!
5, B2c3-cjy4crt5jy6cik7e/S2-c3-ac4i5r6e7, 21, 1, 100, 2o$bo$bo$o!
21, B2c3-cjy4cqrt5jr6ckn7e8/S2-ci3-a4ceikt5cejk6, 19, 19, 1342, 5bo$4bo$3b3o$3b2obo$2b2obo$b2o3bo$2o2$2bo2bo$2b3o!
5, B2c3-cjk4et5ejk6c7e8/S2-c3-a4i5ck6e7e, 17, 1, 89, 3o$o2bo!
17, B2c3-cj4eiqrt5er6-ae8/S2-cn3-a4int5r6-kn7c8, 29, 26, 134, 5bo$5b2o$5b3o$2o4bo$5b2obo$7bo$5b3o$6bo!
5, B2c3-cjk4ceqr5jr6ck7e/S2-ci3-ac4ceikt5cejkr6-ik7c8, 23, 9, 420, 2bo$b2o$obo!
5, B2c3-cjq4cei5ery6n7e8/S2aek3-ac4aeikn5er6kn7e, 17, 3, 88, bo$b2o$2o!
5, B2c3-cjk4erty5kry6-ae7e/S2-cn3-a4it5cejkr6akn7e, 27, 27, 342, 2bo$bo$3o!
7, B2c3-cj4ity5ery6ikn7e/S2-cn3-ac4eit5cejr6i78, 17, 15, 108, bo$bo$b2o$2bo$obo!
13, B2c3-cjy4eiry5k6n/S2-cn3-ac4aik5cekr6-ai7e, 17, 2, 218, o$2o$2o3b3o$2bobo$3b3o!
5, B2c3-cjk4iry5ery8/S2aek3-ac4aeit5cj6-an8, 80, 0, 180, obo$b2o$2bo!
14, B2c3-cjy4qr5ejkry6in7e/S2-cn3-a4aceint5cekr6-a7, 17, 11, 207, 3bo$o2b4o$6bo$ob2o2bo$3b3o!
5, B2c3-cjky4ceirty5ekry6ckn8/S2-c3-a4cei5cejr6cei7e8, 21, 21, 392, 3bo$bobo$2o!
5, B2c3aeinr4e5kr7e/S2aek3-ae4in5cjk6n, 14, 2, 34, 3o$2bo$bo!
6, B2c3-cjqy4cei5ery6-ae/S2-ci3-ac4ain5j6ce7c, 26, 12, 88, bo2$2obo$3bo$o!
6, B2c3-cjy4ert5y6ckn8/S2-ci3-a4it5j6-en7, 21, 6, 55, b2o$2bo$3o!
9, B2c3-cjk4iq5jry6ci8/S2-c3-ac4aei5cek6aek8, 36, 12, 122, 2bo$3b2o$4bo$2b3o$2o!
7, B2c3-cjky4ity5e6n7e8/S2aek3-ac4cei5c6-cn, 16, 7, 194, 2o$b2o$2o$o!
6, B2c3-cjky4cirt5er6cik7e/S2-ci3-a4ein5ek6-ek7c, 58, 19, 172, 3o$2bo$b2o!
6, B2c3-cjq4iqt5k6ikn7e8/S2-c3-ac4i5cekr6ak7e, 19, 9, 56, 2bo$b3o$obo!
5, B2c3aeinr4i5kry6n/S2-ci3-a4ait5ejr6-ae7c, 17, 3, 43, 2o$b2o$bo!
18, B2c3-cjy4cq5kry6ck8/S2-c3-a4ci5cjk6kn, 48, 6, 162, 11bo$10b3o$12b2o$10bobo$3o7b2o$obo$ob2o!
8, B2c3-cjq4eqr5kr6in8/S2-cn3-ac4aeiknt5ck6-c7e, 31, 28, 135, 2ob2o$4bo$2b3o!
17, B2c3-cj4ciy5y6n8/S2-cn3-ac4aceint5ce6c7e8, 94, 0, 558, 3bo$5bo$4bob2o$bo2bo2bo$o2bob3o$b4o!
5, B2c3-cjy4iqrt5ejry6ck7e/S2-c3-a4cikt5cjkr6-ae7e8, 17, 5, 110, 2obo$2bo$bo!
4, B2c3-cjk4crty5ejry6cik/S2-ci3-ac4ei5jr6ai7e8, 15, 1, 78, bo2$bo$2o!
5, B2c3-cjy4ciry5ey6ci7e/S2-ci3-ac4acikt5cjr6k7e8, 15, 1, 72, 2bo$b2o$obo!
5, B2c3aeinr4cir5jry6ckn/S2-c3-ac4ceit5c6acn7e, 26, 4, 79, 2bo$2o$2bo$o!
4, B2c3-cjky4cer5ej6cn7e/S2-cn3-a4aeik5jk6-kn7e, 20, 20, 212, 2obo$o!
5, B2c3-cj4eiqrty5j6cin/S2-ci3-ac4aik5ek6in7, 11, 6, 109, 2bo$b2o$obo!
5, B2c3-cj4r5ejry6-ae7e8/S2-c3-ac4ikt5cejr6-ik7c, 5, 5, 956, bo2$b2o$o$o!
6, B2c3-cjq4ceiqrty5jky6cn7e8/S2-cn3-a4in5ejkr6-c8, 18, 18, 173, 3o$2bo$2bo$2bo!
5, B2c3-cjq4iqrty5k6cin8/S2aek3-ac4acit5cjk6ace8, 14, 9, 125, 2bo$b2o$obo!
10, B2c3-cjy4ceqrt5jkr6c/S2aek3-a4aceik5jr6acn7, 26, 26, 612, 4bo$3bo$4b2o$obo3bo$3bo2bo$3bo!
5, B2c3-cjq4qry5j6ck8/S2-ci3-a4i5jr6-ci7e, 20, 3, 67, 2bo$b2o$obo!
5, B2c3-cjky4cqrty5ey6ckn8/S2-ci3-a4cit5c6ae7c8, 31, 1, 77, 2bo$2bobo$2o!
37, B2c3-cj4eiqrty5ejkr6kn8/S2-cn3-a4cik5cejk6aci7c8, 15, 13, 301, 5b3ob2o$10bo$4b4o2bo$3bobo$2b3o2b4o$3b5obo$6b2o3bo$5bo3bo$9bobo$7bo$7bo9$obo!
6, B2c3-cj4cir5ekr6in7e8/S2-ci3-a4eikt5j6-ci7e8, 21, 16, 109, o$3bo$2b2o$bobo!
5, B2c3-cjy4eqry5ejky7e/S2-cn3-ac4eik5cej6-ac7e, 15, 5, 123, b2o2$2o$bo!
9, B2c3-cjqy4qt5ky6k7e/S2-cn3-ac4ik5jr6-ei7e8, 20, 14, 68, o$bo$2b2o$3b2o$2b2o$2bo!
8, B2c3-cj4eqty5ry6ci/S2-c3-ac4acikt5cer6ack78, 38, 0, 596, b2o$2obo$b2o$2bo!
10, B2c3-cjq4eiq5y6c/S2aek3-ac4aeint5cej6ek7c, 17, 14, 64, ob2o$o2b2o$b3o$2bo!
22, B2c3-cj4certy5jkr6k7e/S2-cn3-a4eit5ejr6-ac7c, 41, 41, 828, 2ob3o$5bo$3b3o20bo$25b3o$24b2obo$25b2o$27bo2bo$26bo2$26bo!
6, B2c3-cjy4eqrty5ej6ck7e8/S2-c3-ac4cit5ej6-k7e8, 14, 7, 154, 2bo$b2o$obo$3bo!
5, B2c3-cj4cqrty5ejy6ck7e/S2aek3-a4eit5ej6cek78, 27, 1, 101, 2bo$b2o$obo!
5, B2c3-cjy4ceirt5ey6in8/S2-c3-a4eik5cekr6aik8, 15, 4, 117, 2b3o$2o!
8, B2c3-cjq4ciq5er6in7e/S2-c3-ac4aceik5cejk6ace7e8, 38, 9, 201, 3o$2bo$obo$2o!
7, B2c3-cjk4eiqty5jkry6ik8/S2aek3-a4aeint5jr6-ci7e8, 12, 10, 142, 3bo$ob3o$4b2o!
5, B2c3-cjy4ciqrt5jky6ik7e8/S2-c3-ac4ceikt5jr6aik78, 14, 1, 183, bo$b2o$2o!
5, B2c3-cj4eqr5jy6cn7e/S2-cn3-ac4ai5ej6n78, 20, 2, 114, 3bo$o$3bo$2b2o!
15, B2c3-cjky4cry5k6cn8/S2-c3-a4ai5k6-en7e8, 13, 7, 295, 6b3o$6bo$6bo13$bo$3o$2o2bo$2b3o!
17, B2c3-cjqy4ciqrt5jky6k/S2-ci3-ac4aei5ck6ae7e8, 30, 0, 1470, b2obo$5bo$bo5b2o$bo3bo2bo$2o2bob3o2$o!
5, B2c3-cjq4qrt5jkry6in/S2-c3-ac4i5cejk6-in78, 23, 1, 144, 2bo$b2o$obo!
7, B2c3-cj4iry5k6ckn7e8/S2-c3-ac4cikt5kr6ace7c8, 21, 21, 492, ob2o$3o$bo!
8, B2c3-cjkq4iqy5kr6ckn/S2-c3-a4eit5c6ac, 11, 6, 34, 2o$obo$2bo$b2o$o!
5, B2c3-cjk4cqr5jkr6ci8/S2aek3-ac4eikt5j6-ae7e, 16, 2, 126, 2bo$b2o$obo!
17, B2c3-cjqy4q5ery6n8/S2-cn3-ac4in5jr6a, 91, 91, 364, 9bo$10b3o$12bo$9bob2o$9b2o4$o$2o$b2o$bo$o!
5, B2c3-cjq4ceiqr5jr6cin7e/S2-ci3-ac4it5cejr6-kn7, 15, 13, 98, 2bo$b2o$obo!
9, B2c3-cj4cqry5ery6i7e/S2-cn3-a4ceik6kn7, 18, 18, 934, o2$o3$16bo2$16bo7$5bo$5bo$5b3o!
5, B2c3-cjky4r5ejk6ckn7e/S2-cn3-a4ei5cejk6ace78, 19, 7, 118, 2bo$b2o$obo!

x = 9, y = 7, rule = B2c3-cjqy4ciqrt5jky6k/S2-ci3-ac4aei5ck6ae7e8
b2obo$5bo$bo5b2o$bo3bo2bo$2o2bob3o2$o!

x = 6, y = 8, rule = B2c3-cjk4rt5ej6-ae7e8/S2-ci3-a4ceikn5ejkr6-e7e8
3o$o2bo$b3o$o2$5bo$4b2o$2bo2bo!

x = 8, y = 6, rule = B2c3-cj4ciy5y6n8/S2-cn3-ac4aceint5ce6c7e8
3bo$5bo$4bob2o$bo2bo2bo$o2bob3o$b4o!

x = 2, y = 4, rule = B2c3-cjky4cer5ej6cn7e/S2-cn3-a4aeik5jk6-kn7e
2o$bo2$bo!

x = 4, y = 3, rule = B2c3-cjk4eirt5ejr6ikn7e/S2-c3-ac4eik5ej6-an7
3bo$ob2o$3bo!

Note: The 91c/364d is a trivial combination of 7c/28d and 13c/52d, so it shouldn't be counted. Which raises a point: how do we detect trivial flotillae for exclusion from the database?
x = 4, y = 3, rule = B3-q4z5y/S234k5j
2b2o$b2o$2o!

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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby LaundryPizza03 » August 22nd, 2019, 5:09 am

A run for 4c/5o objects, based on the 16c/20o.
# Search results matching pattern 4bo2$bo2bo$o3bo$bo2bo2$4bo! for 5 gen in rule B2ac3cq4cjqy5qr6c/S01e3cjkqy4iqy5eiy with searchRule-matchPatt2.py using seed=1
11, B2ac3cq4cqw5nr6c/S01e3ky4ijq5ey, 20, 0, 25, bobo$4b2o$3bo$o$3bo$4b2o$bobo!
15, B2ac3cnq4cjk5inqr6c7e/S01e3aky4cinz5qy, 24, 0, 30, 17bobo$20b2o$13bo5bo$obo13bo$13bo5bo$20b2o$17bobo!
17, B2acn3cnqy4cn5cr6c/S01e2k3kqy4itw5e, 32, 0, 40, 2bo3bobobo$7b2obo$o3bo5bo$7b2obo$2bo3bobobo!
14, B2ac3ckq4ckny5jnr6c7e/S01e2kn3kqry4aciky5ejn, 36, 0, 45, 9bo2bo2$bo3bo3bo2bo$o11bo$bo3bo3bo2bo2$9bo2bo!
14, B2ac3c4c5jr6c/S01e2n3aky4cikqr5ci6ce7e, 24, 0, 30, 5bo$obo3b2o$5bo$obo$5bo$obo3b2o$5bo!
8, B2acn3ck4acjn5cnr6ac/S01e2k3jkqy4eikr5a, 20, 0, 25, 4bo2$bo2bo$o3bo$bo2bo2$4bo!
13, B2acn3cny4c5r6c7e/S01e3y4in5ejy, 24, 0, 30, 5bobo$obo2bobo$7bo$obo2bobo$5bobo!
28, B2ac3cnqy4cn5cr6c/S01e2kn3kqy4citwy5ey, 40, 0, 50, 5bo3bobobo$4bo9b2o$bobo3bo5bo$obobobobobo$bobo3bo5bo$4bo9b2o$5bo3bobobo!


EDIT: One last thing before I go:
(12,4)c/28, 3 cells:
x = 3, y = 5, rule = B2cen3ckqy4eknty5ckry6ae7e/S02cei3knqy4ackr5eijq6ce7e8
2bo2$2bo2$o!

20c/29o, 7 cells:
x = 6, y = 3, rule = B2acn3aey4qtwyz5n6k8/S1e2in3ejky4jnqz5inqr6k7e
3bobo$obobo$3bobo!

And please update the database!
x = 4, y = 3, rule = B3-q4z5y/S234k5j
2b2o$b2o$2o!

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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby Saka » August 29th, 2019, 7:11 am

2 ships from 20c/29o
# Search results matching pattern 3bobo$obobo$3bobo! for 7 gen in rule B2acn3aey4qtwyz5n6k8/S1e2in3ejky4jnqz5inqr6k7e with searchRule-matchPatt2.py using seed=29
7, B2ac3aey4qtwy5qr8/S1e2i3ejy4jn5inqr6k7e, 16, 0, 23, 3bobo$obobo$3bobo!
6, B2acn3aey4qtwyz5qr6c8/S1e2i3ejy4jnt5ciq6k, 14, 0, 20, bobo$obo$bobo!
If you're the person that uploaded to Sakagolue illegally, please PM me.
x = 17, y = 10, rule = B3/S23
b2ob2obo5b2o$11b4obo$2bob3o2bo2b3o$bo3b2o4b2o$o2bo2bob2o3b4o$bob2obo5b
o2b2o$2b2o4bobo2b3o$bo3b5ob2obobo$2bo5bob2o$4bob2o2bobobo!

(Check gen 2)
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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby Moosey » September 2nd, 2019, 7:47 pm

Any 3-cell 8c/74ds?
x = 3, y = 3, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
bo$o$b2o!


EDIT:
x = 17, y = 18, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
bo$o$b2o12$14bo$13bo2bo$16bo$15bo!
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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby Hdjensofjfnen » September 2nd, 2019, 9:06 pm

Moosey wrote:Any 3-cell 8c/74ds?
x = 3, y = 3, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
bo$o$b2o!


EDIT:
x = 17, y = 18, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
bo$o$b2o12$14bo$13bo2bo$16bo$15bo!

p9:
x = 8, y = 3, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
bo4bo$obo2bobo$bo4bo!


EDIT: Almost...
x = 50, y = 6, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
48b2o$2o46b2o$2o$6bo$5bo2bo$6bo!


EDIT: 3G:
x = 12, y = 24, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
9bo$10b2o3$2bo$2o16$7bo$8bo$8bo!


EDIT: 2G:
x = 10, y = 4, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
8bo$bo$8b2o$2o!


EDIT: What I think are all the unique 2G reactions that produce something (+ a few that don't, but are interesting):
x = 568, y = 468, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
30bo32bo28bo30bo80bo36bo$31b2o30bobo26bo67bo43bo55bo19bo19bo19bo$93bo
29b2o35bobo33bo8bo27bo7b2o10bo7b2o10bo6bobo10bo6bo12bo14bo5bo14bo5bo
16bo5bo13bo5bo$21bo32bo28bo30bo37bo148bo18b2o13b2o18bobo20bo$195b2o35b
2o18b2o18b2o18b2o18b2o13b2o19b2o21b2o6bo11b2o5b2o$20b2o31b2o27b2o29b2o
36b2o76$477bo6bo74bo6bo$440bo6bo36bobo31bo6bo$16bo106bo94bo24bo105bo
98b2o26b2o47bo32b2o6b2o$52bo104bo60bo49bo72bo7bo89b2o76b2o7bo$16b2o35b
2o36bo31b2o33b2o30bo18bo9bo14bo8b2o15bo7bobo79bo$91bobo19bo34bo41bobo
147b2o$5bo36bo138bo26b2o23b2o24b2o$81bo30b2o33b2o$4b2o35b2o137b2o$80b
2o58$3bo12bo12bo2$2b2o11b2o11b2o2$20bo11b2o$6bobo10bo$6bo12bo12bo19$
23bo20bo2$bo20b2o19b2o2$2o26bo19b2o$27bo$27bo20bo$5bobo$5bo48$7bo23bo
2$6b2o22b2o2$37bo$12bobo21bo$12bo23bo33$362bo2$361b2o2$370b2o2$370bo9$
62bo$9bo24bo$61b2o$8b2o23b2o$68b2o$41bo$15bobo22bo27bo$15bo24bo42$9bo
23bo2$8b2o22b2o2$41bo$16bobo21bo$16bo23bo40$9bo28bo2$8b2o27b2o2$47bo$
17bobo26bo$17bo28bo26$9bo2$8b2o3$18bobo$18bo39$180bo$93bo$179b2o$92b2o
$190b2o2$103bobo26bo57bo$103bo$131b2o2$143bo$142bo$142bo!


Of note, a 13-bitter:
x = 9, y = 5, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
bo2$2o$6bobo$6bo!

And a mess that produces a 14-bitter at one point and a natural one-time-splitter:
x = 9, y = 3, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
bo$6bobo$2o4bo!

And this suggests a 3G of block-bridge-block:
x = 9, y = 5, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
7bo$7bo$bo6bo2$2o!

And a symmetric explosion:
x = 11, y = 4, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
9bo$bo7bo$10bo$2o!

EDIT: This rule has a lot of 2G unity reactions. Here's a 3G unity reaction:
x = 20, y = 17, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
9bo$bo7bo$10bo$2o12$17bobo$17bo!

And a bonus 3G --> 2G + 8c/74d:
x = 19, y = 17, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
9bo$bo7bo$10bo$2o11$18bo$17bo$17bo!

Toadsplosion + G = Toadsplosion + 2G:
x = 21, y = 19, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
9bo$bo7bo$10bo$2o13$20bo$19bo$19bo!

The fleet of three:
x = 22, y = 19, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
9bo$bo7bo$10bo$2o14$19bobo$19bo!

EDIT: Block-tie in 4G:
x = 39, y = 35, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
2bo$obo11$17bo$9bo7bo$18bo$8b2o17$38bo$37bo$37bo!

Finally, a superunity!
x = 13, y = 12, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
11bo$11bo$12bo5$2bo$2o$8bo$7bo$7bo!

EDIT: Some 3G stills, including the block-tie:
x = 98, y = 15, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
70bo$40bo29bo$12bo58bo19bo$40b2o47b2o$12b2o83bo$96bo$96bo2$85b2o$59bo$
2bo26bo27b2o27bo$2o25b2o36bo$8bo26bo28bo$7bo26bo29bo$7bo26bo!

EDIT: +1:
x = 9, y = 14, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
3bo$b2o8$2bo$2o$8bo$7bo$7bo!
That that is, is. That that is not, is not. Is that it? It is.
A predecessor to my favorite oscillator of all time:
x = 7, y = 5, rule = B3/S2-i3-y4i
4b3o$6bo$o3b3o$2o$bo!
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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby FWKnightship » September 4th, 2019, 6:44 am

P144+72n c/2 gun:
x = 370, y = 67, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
19b3o2b3o62b3o2b3o62b3o2b3o62b3o2b3o62b3o2b3o$19bobo2bobo62bobo2bobo
62bobo2bobo62bobo2bobo62bobo2bobo$19b3o2b3o62b3o2b3o62b3o2b3o62b3o2b3o
62b3o2b3o2$6bobobo65bobobo65bobobo65bobobo65bobobo2$4bobobobobo61bobob
obobo61bobobobobo61bobobobobo61bobobobobo2$2bo3bobobo3bo57bo3bobobo3bo
57bo3bobobo3bo57bo3bobobo3bo57bo3bobobo3bo$19b2o68b2o68b2o68b2o68b2o$o
bobobobobobobobobo51bobobobobobobobobobo51bobobobobobobobobobo51bobobo
bobobobobobobo51bobobobobobobobobobo2$2bo3bobobo3bo57bo3bobobo3bo57bo
3bobobo3bo57bo3bobobo3bo57bo3bobobo3bo2$4bobobobobo30bobobo26bobobobob
o61bobobobobo61bobobobobo61bobobobobo2$6bobobo30bobobobobo26bobobo65bo
bobo65bobobo65bobobo2$39bo3bobobo3bo2$37bobobobobobobobobo2$39bo3bobob
o3bo$122bobobo$41bobobobobo$120bobobobobo$43bobobo$118bo3bobobo3bo$27b
3o2b3o$27bobo2bobo81bobobobobobobobobo$27b3o2b3o$118bo3bobobo3bo$201bo
bobo$120bobobobobo$199bobobobobo$122bobobo$197bo3bobobo3bo$106b3o2b3o$
106bobo2bobo81bobobobobobobobobo$106b3o2b3o$197bo3bobobo3bo$280bobobo$
199bobobobobo$278bobobobobo$201bobobo$276bo3bobobo3bo$185b3o2b3o$185bo
bo2bobo81bobobobobobobobobo$185b3o2b3o$276bo3bobobo3bo$359bobobo$278bo
bobobobo$357bobobobobo$280bobobo$355bo3bobobo3bo$264b3o2b3o$264bobo2bo
bo81bobobobobobobobobo$264b3o2b3o$355bo3bobobo3bo2$357bobobobobo2$359b
obobo2$343b3o2b3o$343bobo2bobo$343b3o2b3o!

P144 G gun:
x = 54, y = 47, rule = B2cen3iq4cjktz5q6c/S12cen3a4kqz
40bobobobobo2$38bobobobobobobo2$38bobobobobobobo2$19b3o2b3o11bobobobob
obobo$19bobo2bobo$19b3o2b3o13bobobobobo2$6bobobo2$4bobobobobo2$2bo3bob
obo3bo$19b2o$obobobobobobobobobo2$2bo3bobobo3bo2$4bobobobobo30bobobo2$
6bobobo30bobobobobo2$39bo3bobobo3bo2$37bobobobobobobobobo2$39bo3bobobo
3bo2$41bobobobobo2$43bobobo2$27b3o2b3o$27bobo2bobo$27b3o2b3o6$14bobobo
bobobobo2$12bobobobobobobobobo2$14bobobobobobobo!
x = 5, y = 5, rule = B3-y/S234w
2b3o$bo$o3bo$o2bo$obo!
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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby Hdjensofjfnen » September 9th, 2019, 8:27 pm

Can someone provide a link to the database? It's kind of buried right now.
That that is, is. That that is not, is not. Is that it? It is.
A predecessor to my favorite oscillator of all time:
x = 7, y = 5, rule = B3/S2-i3-y4i
4b3o$6bo$o3b3o$2o$bo!
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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby Ian07 » September 9th, 2019, 8:46 pm

Hdjensofjfnen wrote:Can someone provide a link to the database? It's kind of buried right now.

Unfortunately it hasn't been updated in a while, but here you go: https://drive.google.com/drive/folders/ ... XE0ZGVSMzg
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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby wildmyron » September 10th, 2019, 2:42 am

Ian07 wrote:
Hdjensofjfnen wrote:Can someone provide a link to the database? It's kind of buried right now.

Unfortunately it hasn't been updated in a while, but here you go: https://drive.google.com/drive/folders/ ... XE0ZGVSMzg

I've just finished updating the collection. There are now 221,311 spaceships with unique speeds in the 5S collection.

I'm sorry it took such a long time, I had several weeks of being too busy to spend any time on the project and it became quite a daunting task after that. Thank you very much to every one who has contributed, in particular LaundryPizza03 and Saka whos contributions comprise the large bulk of this update. Also included is an update from ee9 which I seem to have omitted previously and some more c/2 reductions from a search I ran a while ago.

LaundryPizza03 wrote:Note: The 91c/364d is a trivial combination of 7c/28d and 13c/52d, so it shouldn't be counted. Which raises a point: how do we detect trivial flotillae for exclusion from the database?

Thanks for pointing this one out. This is a part of the reason why it took me so long to update - because my policy is to exclude such trivial combinations, but I'm only able to do so by manually inspecting the updated ships. To make this manageable I'm only inspecting the largest ships at speeds which present the highest risk of having trivial combinations (c/2, c/3, c/4, and occasionally c/5, 2c/5, and c/6). I've also used another script which sorts ships based on a metric related to population and bounding box (the minimum value of (population/(largest Bbox dimension))), but I haven't yet settled on a reliable metric for this purpose and ideally I would be able to fully automate detection of these trivial combinations.

I wrote a rudimentary viewer script for sss format patterns which I previously announced on the Discord. It hasn't been developed any further but it might be useful to anyone wanting to preview a small collection of ships or oscillators in sss format. Available here: https://gist.github.com/apaap/ed5975b4d ... 538fd84b48 and also in the 5S Collection folder on GDrive. Usage: run the script in Golly and select a file with sss format patterns to load. If the file open dialog is cancelled then the script will try to read in the clipboard instead. The first pattern will be loaded in Golly and run automatically. Press 'space' to run the next pattern, 'p' to run the previous, and 'q' to quit.
The latest version of the 5S Project contains over 221,000 spaceships. Tabulated pages up to period 160 are available on the LifeWiki.
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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby bprentice » September 13th, 2019, 3:28 pm

Which rule has the highest number of ships with different speeds in the collection?

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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby wildmyron » September 14th, 2019, 10:25 am

bprentice wrote:Which rule has the highest number of ships with different speeds in the collection?

Brian Prentice

I have thought about this question but I have no idea what the answer might be. Currently I don't keep track of the max iso rule for the spaceships in the collection, but that could easily be calculated with a few lines of code and maybe an hour of computation time. From there it would be relatively straightforward to find which rules have at least two spaceships (converting rule representation to binary integer and calculating the intersection of the rulespaces for each pair of ships). There are around 20 billion pairs of spaceships, so that should be a manageable calculation. But beyond that the combinations explode and I've no idea how to make it manageable. The only alternative I can think of is to list every rule represented in the collection and determine how many of the spaceships work in that rule - but seeing as there are ships which work in 2^50 rules (and some probably even more), that approach is intractable). Even restricting this approach to all rules that have at least 2 spaceships in the collection would likely be impossible to complete.

If anyone has any ideas about how to determine the answer to this question, I am interested. Perhaps a stochastic approach would be a good start - that might give an indication of the maximal number of spaceships in one rule.

Edit: actually, I realised it's not quite as bad as I'm thinking, because as a first pass all spaceships which have no rulespace overlap in the collection can be removed from further consideration. Even so, I'm not sure how much that will help.
The latest version of the 5S Project contains over 221,000 spaceships. Tabulated pages up to period 160 are available on the LifeWiki.
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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby bprentice » September 14th, 2019, 1:07 pm

wildmyron,

Thank you for your answer. The exploration of Partitioned Cellular Automata here:

viewtopic.php?f=11&t=4098&start=0#p81873

shows that rule PCA_7 has small ships with at least 58 different speeds. These were found in a few hours simply by observing the evolution of random soups using Square Cell. No search software was used, so there are probably many more. In PCA_4, a related rule, ships with 41 different speeds have been discovered.

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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby wildmyron » September 17th, 2019, 6:21 am

A followup to my previous post:

I spent a bit of time investigating spaceships which share a range of rules that they work in. It turned out not to be intractable and a fair bit less interesting than one might have hoped for. The short story is the vast majority of spaceships don't share any rules which they work in with any other spaceships in the collection. I haven't verified this to be true for the entire collection, but it is based on my analysis of all the orthogonal spaceships and (separately) a combination of 30000 spaceships from each of the three separate collections (the first 10000 from each file). What I did was find all pairs of spaceships which share a range of rules which they work in, and than look for mutually compatible pairs. For the subset of 30000 spaceships there are only 91 pairs, and most of them involve one (or two) photons. There are a few examples where three or more spaceships work in mutually shared rules, but all of these involve multiple photons and at most one other spaceship slower than c. In the analysis of all the orthogonal spaceships there's only one spaceship in a pair which didn't come from the first 10000.

Here are a few examples:

Multiple photons:

Photons:

2c/2 and 12c/12
x = 3, y = 13, rule = B2-c3cjnqy4jkrtw5-cejn6ck/S2aek3eq4aiknqw5-aejq6ck
2bo$obo9$2bo$2bo$o!

2c/2 and 18c/18
x = 3, y = 13, rule = B2a3-aikr4ai5iq6i7e/S1c2aek3cjy4ry5r7c
2bo$obo9$2bo$2bo$bo!

4c/4 and 42c/42
x = 13, y = 15, rule = B2acn4y/S
10bobo$12bo9$4bobobo2$o9bobo$12bo$obobobobobo!


This last pair share rule ranges with a relatively large number of slower spaceships, e.g.:

4c/4, 42c/42, and 6c/11
x = 23, y = 25, rule = B2acn3aek4ky5iy/S1c2i3ij4ak5y6c
4bobobo2$o9bobo7bobo$12bo9bo$obobobobobo18$21bo$20bo$21bo!

4c/4, 42c/42, and 10c/15
x = 23, y = 25, rule = B2acn3aey4aejryz5r6an7c/S1c2i3i4jt5q
4bobobo2$o9bobo7bobo$12bo9bo$obobobobobo18$22bo$21bo$22bo!

4c/4, 42c/42, and 10c/18
x = 23, y = 25, rule = B2acn3aek4ijrwy5ciq6e/S1c2i3ijky4ajqy5y6ci
4bobobo2$o9bobo7bobo$12bo9bo$obobobobobo18$22bo$21bo$22bo!

4c/4, 42c/42, and 20c/24
x = 23, y = 31, rule = B2acn3y4eky5n/S2aei3-iny5j6e7e
4bobobo2$o9bobo7bobo$12bo9bo$obobobobobo16$11bo2$13bo8bo$20b3o$20b2o$
16bobobobo$20b2o$20b3o$13bo8bo2$11bo!

4c/4, 42c/42, and (18, 6)c/24
x = 23, y = 25, rule = B2acn3ae4anry5akqr6ae/S2-ei3c4erz5eqr6ei
4bobobo2$o9bobo7bobo$12bo9bo$obobobobobo16$19b2obo$21bo$22bo$22bo$20bo!

The full list of spaceship speeds from 5S which work in at least one rule with both these photons: 6c/11, 8c/13, 7c/13, 10c/15, 8c/15, 9c/16, 9c/17, 10c/18, 10c/19, 11c/20, 12c/23, 20c/24, and (18, 6)c/24

A few other pairs with orthogonal spaceships:

3c/3 and 2c/3
x = 3, y = 13, rule = B2ac3aen/S1c2i3i
obo$2bo9$bo$b2o$bo!

4c/4 and 32c/48
x = 9, y = 15, rule = B2acn3aey4atw5y/S1c2in3i4z
6bobo$8bo9$o2bo$6bobo$o2bo4bo$6bobo$o2bo!


There are only four diagonal spaceships which are compatible with any other spaceships.

11c/15 and c/2d (also separately compatible with the 12c/17)
x = 3, y = 14, rule = B2-en4acik5ijy6ae7/S13-inqy4aekt5ajnry6k7
2bo$o$2bo8$2bo2$b2o$o!

3c/83 and c/6d
x = 3, y = 13, rule = B2-a/S125-r
o$2bo$o8$bo$bo$o!

4c/4 and 12c/24d
x = 4, y = 14, rule = B2-ik3ce4qrw5a7c8/S1c2c3ciknq4aeiyz5cekr6ak7c
bobo$3bo9$3bo2$3bo$obo!

c and 17c/43d
x = 4, y = 14, rule = B2aen3cer4knrtw5acij6n8/S2cn3cjkr4ikyz5acei6ekn7
3bo$bobo9$bo$2o2$3bo!


There are 32 other knightships compatible with the p4 photon, e.g.

4c/4 and (6, 1)c/8
x = 3, y = 14, rule = B2-ik3ck4akq5cijkr6-k7e8/S2-cn3cenry4cnqrtyz5acei6ain7e8
obo$2bo9$2bo$bo$2bo$2bo!

4c/4 and (8, 7)c/15
x = 3, y = 14, rule = B2ac3ak4ajn5ir6ak/S2-en3eik4ikqry5ainr6ek7c
obo$2bo9$bo$2bo$b2o$2bo!

4c/4 and (9, 7)c/34
x = 3, y = 13, rule = B2acn3cky4eijnr5eijr6aci/S2-ac3cejq4-ekrw5aijk
obo$2bo9$2bo$b2o$obo!

The (8, 7)c/15 is also compatible with the p3 photon
x = 3, y = 14, rule = B2ac3akn4ajn5ir6ak/S2-en3eik4ikqry5ainr6ek7c
obo$2bo9$bo$2bo$b2o$2bo!


The only set of mutually compatible spaceships with more than 3 ships has 5 photons: (4 of which are constructed from the same p7 and p8 photons): p1, p56, p112, p168, and p224
I don't consider it to be particularly interesting.

On the whole I'm not too surprised by this outcome as the 5S collection is not oriented around rules. Many of the spaceships work in rules with spaceships of other speeds, but they aren't in the collection because there's only one spaceship of any particular speed included in the collection. This almost certainly even applies to the patterns in this post.
Last edited by wildmyron on September 17th, 2019, 9:07 am, edited 1 time in total.
The latest version of the 5S Project contains over 221,000 spaceships. Tabulated pages up to period 160 are available on the LifeWiki.
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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby Gamedziner » September 17th, 2019, 8:18 am

wildmyron wrote:
x = 3, y = 13, rule = B2-a/S125-r
o$2bo$o8$bo$bo$o!

p26:
x = 5, y = 5, rule = B2-a/S125-r
bobo2$bobo2$5o!

Interestingly, the still-life can also act as a reflector for the 3c/83:
x = 5, y = 21, rule = B2-a/S125-r
5o11$bobo2$2bo7$5o!
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: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby Hdjensofjfnen » September 17th, 2019, 1:28 pm

(18,18)c/658 if I'm not mistaken. Seven cells.
x = 4, y = 6, rule = B2n34j/S2-ik34ijkqw5ai6n7e
3bo$2b2o2$2o$o$o!
That that is, is. That that is not, is not. Is that it? It is.
A predecessor to my favorite oscillator of all time:
x = 7, y = 5, rule = B3/S2-i3-y4i
4b3o$6bo$o3b3o$2o$bo!
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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby wildmyron » September 17th, 2019, 10:24 pm

Hdjensofjfnen wrote:(18,18)c/658 if I'm not mistaken. Seven cells.
x = 4, y = 6, rule = B2n34j/S2-ik34ijkqw5ai6n7e
3bo$2b2o2$2o$o$o!

Yes, that is an 18c/658 diagonal spaceship. It ties for minimum population with this 7-cell B-ship from the 5S collection:
x = 3, y = 4, rule = B2in3-cekn4ikqz5r6n8/S2aek3-ae4ciy5-jqy6cin7c
2o$b2o$2o$o!
The latest version of the 5S Project contains over 221,000 spaceships. Tabulated pages up to period 160 are available on the LifeWiki.
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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby testitemqlstudop » September 18th, 2019, 5:19 am

(12,8)c/40 at min 50 cells:

x = 37, y = 41, rule = B2ein3inry/S12-n3ce
bo$obo$3bo2$o2bo$bobo4$5bo$5bo4bo$5bo5bo$19bo$11bobo4b3o$12bo3$21bo$
20b2o3$15bobo$15bobo$15b3o10$34bo$32b2obo$30bobo2bo$35bo$27bo$28bo7bo$
28bo2b4o$27b2o2b2o!


Not on LifeWiki.

Ridiculously simple rule too
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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby Saka » September 18th, 2019, 5:45 am

testitemqlstudop wrote:(12,8)c/40 at min 50 cells:

x = 37, y = 41, rule = B2ein3inry/S12-n3ce
bo$obo$3bo2$o2bo$bobo4$5bo$5bo4bo$5bo5bo$19bo$11bobo4b3o$12bo3$21bo$
20b2o3$15bobo$15bobo$15b3o10$34bo$32b2obo$30bobo2bo$35bo$27bo$28bo7bo$
28bo2b4o$27b2o2b2o!


Not on LifeWiki.

Ridiculously simple rule too

The most updated collection can be found on the 5S Google Drive. There is a 3-cell (12,8)c/40 there:
x = 4, y = 3, rule = B2cek3eiry4rwz5ainqy6k/S02i3cejk4-ijnz6n
3bo2$o2bo!
If you're the person that uploaded to Sakagolue illegally, please PM me.
x = 17, y = 10, rule = B3/S23
b2ob2obo5b2o$11b4obo$2bob3o2bo2b3o$bo3b2o4b2o$o2bo2bob2o3b4o$bob2obo5b
o2b2o$2b2o4bobo2b3o$bo3b5ob2obobo$2bo5bob2o$4bob2o2bobobo!

(Check gen 2)
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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby testitemqlstudop » September 18th, 2019, 6:12 am

Okay, google drive is an unfair place to host it since I can't access it
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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby Gamedziner » September 18th, 2019, 7:41 am

wildmyron wrote:
x = 3, y = 4, rule = B2in3-cekn4ikqz5r6n8/S2aek3-ae4ciy5-jqy6cin7c
2o$b2o$2o$o!

p72:
x = 5, y = 3, rule = B2in3-cekn4ikqz5r6n8/S2aek3-ae4ciy5-jqy6cin7c
b3o$2ob2o$o3bo!

3c/6:
x = 7, y = 4, rule = B2in3-cekn4ikqz5r6n8/S2aek3-ae4ciy5-jqy6cin7c
2bo2b2o$b3ob2o$2obo$b3o!
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: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby Ian07 » September 18th, 2019, 4:07 pm

testitemqlstudop wrote:Okay, google drive is an unfair place to host it since I can't access it

Why not? What does it tell you?
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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby Saka » September 18th, 2019, 8:46 pm

Ian07 wrote:
testitemqlstudop wrote:Okay, google drive is an unfair place to host it since I can't access it

Why not? What does it tell you?

If I am not mistaken they are in China which has blocked google drive. Dropbox too.
If you're the person that uploaded to Sakagolue illegally, please PM me.
x = 17, y = 10, rule = B3/S23
b2ob2obo5b2o$11b4obo$2bob3o2bo2b3o$bo3b2o4b2o$o2bo2bob2o3b4o$bob2obo5b
o2b2o$2b2o4bobo2b3o$bo3b5ob2obobo$2bo5bob2o$4bob2o2bobobo!

(Check gen 2)
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Re: Smallest Spaceships Supporting Specific Speeds (5s) Project

Postby Saka » September 19th, 2019, 9:42 am

Search with a strange ship. The rule range is pretty tight so only 4 ships for a 19 gen match, which seems to be the least amount of gens to preserve it's desired properties, but only gives a rulespace of 2^12 rules.
# Search results matching pattern 6b3o$3bobo3bo$2bobo4bo$obo3bob2o! for 19 gen in rule B2i3-cekn4ei5c6c7c8/S2-i3-acy4aceiqt5eijr6cei7e with searchRule-matchPatt2.py using seed=29
14, B2i3-cekn4ei5c6c7c8/S2-i3-acy4aceiqt5eijr6cei7e, 360, 0, 720, obo3bob2o$2bobo4bo$3bobo3bo$6b3o!
15, B2i3-cekn4ei5cky6ck7/S2-i3-acy4aceit5eijr6cei7e, 188, 0, 376, 5b3o$2o5b2o$2b4obo$bobobo!
14, B2i3-cekn4ei5cy6cn7c8/S2-i3-acy4aeiqt5eijr6cei7, 348, 0, 696, obo3bob2o$2bobo4bo$3bobo3bo$6b3o!
14, B2i3-cekn4ei5cy6cin7c8/S2-i3-acy4aeiqt5eijr6cei7, 292, 0, 584, obo3bob2o$2bobo4bo$3bobo3bo$6b3o!
If you're the person that uploaded to Sakagolue illegally, please PM me.
x = 17, y = 10, rule = B3/S23
b2ob2obo5b2o$11b4obo$2bob3o2bo2b3o$bo3b2o4b2o$o2bo2bob2o3b4o$bob2obo5b
o2b2o$2b2o4bobo2b3o$bo3b5ob2obobo$2bo5bob2o$4bob2o2bobobo!

(Check gen 2)
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