Small Unnatural Objects Watchlist

For discussion of specific patterns or specific families of patterns in Conway's Game of Life, both newly-discovered and well-known.
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muzik
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Small Unnatural Objects Watchlist

Post by muzik »

This thread is intended to list what still lifes, oscillators and spaceships below a certain population threshold are yet to appear from asymmetric soups, as well as to report when they do finally emerge.

The information in this initial post is accurate as of January 2022.
EDIT by Sokwe: updated on 23 February 2023

----
14 Bits

Currently, only two 14-cell objects are yet to appear naturally, both p2 oscillators: ----
15 Bits

There are currently four still lifes which haven't had any natural occurrences: EDIT by Sokwe: now down to just one as of 23 February 2023 EDIT by dvgrn, 7 Aug 2026: Long^9 snake showed up in Catagolue on January 18, 2025. The list for unseen 15-bit still lifes is now empty.

In addition, there are the following four oscillators: EDIT by dvgrn: now down to two as of 30 June 2022 ----
16 Bits

I'm not sure as to what still lifes in specific are yet to appear naturally, however there are a total of 180 of them which have yet to appear (3106 have occurred naturally, of 3286 total).
EDIT by dvgrn: now down to 148 as of 10 June 2022
EDIT by Sokwe: now down to 94 as of 23 February 2023


As for oscillators, there are 18 period-2 oscillators of this size yet to be seen from soup:
EDIT by dvgrn: now down to 17 as of 30 June 2022
EDIT by Sokwe: now down to 12 as of 23 February 2023
REMOVED 30 June 2022: REMOVED 23 February 2023:
  • Cis-long snake tie very long snake: xs15_3lozx31248c (found 13 Aug. 2022 by Charity Engine)
  • xs15_321e88gzxca1 (found 21 Feb. 2023 by Charity Engine)
  • xs15_o4a5123z056 (found 27 Aug. 2022 by Charity Engine)
  • Cha cha: xp2_4o6o7o68zx1 (found 7 Jul. 2022 by Charity Engine; note that this was first discovered in a C2_2 soup that did not rely on symmetry to produce the oscillator, and the C1 occurrence is essentially a duplicate)
  • Trans-bipole-tie: xp2_31agozy131ago (found 13 Dec. 2022 by Charity Engine)
  • Tripole tie eater head: xp2_178cggzy01050ko (found 30 Oct. 2022 by Charity Engine)
  • Boat tie pentapole: xp2_y1g0k053zg8o642z01 (found 19 Dec. 2022 by Charity Engine)
  • xp2_0g4j04g53z32x3 (unknown discoverer and date; note that, like cha-cha, this did not occurr in the official C1 symmetry, but a C1 soup does exist for this pattern derived from a C2_2 soup that does not rely on symmetry to produce the oscillator)

Parity Replicator Collection v1.6 is now live - please send all relevant discoveries here.
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dvgrn
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Re: Small Unnatural Objects Watchlist

Post by dvgrn »

Thanks for setting this up!
muzik wrote: January 28th, 2022, 1:14 pm 16 Bits

I'm not sure as to what still lifes in specific are yet to appear naturally, however there are a total of 180 of them which have yet to appear (3106 have occurred naturally, of 3286 total).
Let's see, Catagolue's Statistics page lists 3100 16-bitters seen so far out of 3286. Your "3106" figure must come from the combined C1 + G1 census? Here are the 180 remaining still lifes, in the form of an apgcode list and a stamp collection:

Code: Select all

['xs16_025icz0mdz32', 'xs16_032ak8z2lp1', 'xs16_039cggzgs243', 'xs16_03hik8zo9a4', 'xs16_03ihe8zok21', 'xs16_04al9a4z2521', 'xs16_08ehi3z6243', 'xs16_08ljgozc826', 'xs16_08ljgz0g8421z32', 'xs16_08o6413z69k8', 'xs16_08o6421e8z65', 'xs16_0bdz2lp13', 'xs16_0bdz3213146', 'xs16_0bdz32139c', 'xs16_0c48c93z6413', 'xs16_0ci52zmq23', 'xs16_0ck3123z4a43', 'xs16_0dbz32139c', 'xs16_0g853z122eg8o', 'xs16_0g88b5z12pm', 'xs16_0g8ge123zbc1', 'xs16_0g8ge1248goz23', 'xs16_0g8k453z3kp', 'xs16_0g8k871zo9a4', 'xs16_0g8ka52z3kp', 'xs16_0ggc93zg6dz11', 'xs16_0ggo4431246z32', 'xs16_0ggo8b5z12ko', 'xs16_0ggs24871z56', 'xs16_0ghn8426z56', 'xs16_0ghn84cz1ac', 'xs16_0gjl8zdmz11', 'xs16_0j5oz1254ko', 'xs16_0mq0c93z641', 'xs16_0o4871z4ajo', 'xs16_0o48a51248cz11', 'xs16_0ol3z6421e8', 'xs16_178421eg84c', 'xs16_17842akg84c', 'xs16_1784c842ak8', 'xs16_1784ozc82611', 'xs16_1784ozx122qk', 'xs16_1784ozx342sg', 'xs16_1784q23zw65', 'xs16_178c48gzy31248c', 'xs16_178k46zwbd', 'xs16_25a842akg8o', 'xs16_25iczxh952zx11', 'xs16_2eg8421eg8o', 'xs16_2eg8oge123', 'xs16_2ego8ge123', 'xs16_3123ckg8426', 'xs16_3123ckzy212ko', 'xs16_31248a51248c', 'xs16_31248f1248c', 'xs16_31248ge1248c', 'xs16_31248ge12ko', 'xs16_31248gka248c', 'xs16_31248gzy21248a52', 'xs16_31248gzy21248ge2', 'xs16_3146o8gzy31248c', 'xs16_31i3s4z4701', 'xs16_3213kkozx56', 'xs16_3215a84c826', 'xs16_3215a8og84c', 'xs16_321eg8og84c', 'xs16_32akg8og84c', 'xs16_32q4gozc93', 'xs16_32qkz5b8o', 'xs16_3586248gzy41246', 'xs16_358g0ggzy011012ko', 'xs16_358gzc4go56', 'xs16_358gzw116248go', 'xs16_358gzw116agzy223', 'xs16_358gzwg0t6z0121', 'xs16_358gzwg89a4z0121', 'xs16_358gzwhhmazw1', 'xs16_358gzwo496zw23', 'xs16_358gzx6bgzw311', 'xs16_358gzx6bgzy256', 'xs16_358gzxg9iczw23', 'xs16_358gzy01248gka4', 'xs16_358m93z311', 'xs16_39cggzx101248go', 'xs16_39cggzx122qk', 'xs16_39cggzx1o9a4', 'xs16_39cggzxhik8zx1', 'xs16_3ia4z32c826', 'xs16_3iak8z3kp', 'xs16_3lozwgjl8zw1', 'xs16_3lozx31248go', 'xs16_3lozx354213', 'xs16_3lozx358gzy223', 'xs16_3pa4z4ajo', 'xs16_3pczw1248gzy356', 'xs16_4a9jz4aip', 'xs16_4ai30f9zw23', 'xs16_4ai31246zx56', 'xs16_4ai3z6221e8', 'xs16_4ai3zw23c48c', 'xs16_4ai3zw23c4go', 'xs16_4ai3zx1i4ozx121', 'xs16_4ap3zw12pm', 'xs16_5b88gzx11mq', 'xs16_5b88gzx122qk', 'xs16_5b88gzx12pm', 'xs16_5b8ozwg853zw11', 'xs16_5b8ozx12pm', 'xs16_5b8ozy01784c', 'xs16_5bo8ge2z32', 'xs16_6248go443146', 'xs16_628c9jzwca1', 'xs16_641321eg84c', 'xs16_64132akg84c', 'xs16_6421344og84c', 'xs16_64215akg84c', 'xs16_6421eg842ac', 'xs16_69jzw23c4go', 'xs16_6ik8a52z641', 'xs16_8e1248gzy312453', 'xs16_8k453z11628c', 'xs16_8k461aczw1ac', 'xs16_8kih3zx34213', 'xs16_8ljgzx254213', 'xs16_bdggzwhik8zw1', 'xs16_bt06246z32', 'xs16_bt0628cz32', 'xs16_c4go4871zw65', 'xs16_dbgzw115a8o', 'xs16_dbgzw12eg8o', 'xs16_dbgzwh952zw11', 'xs16_dbz31pl2', 'xs16_dj8gzx342sg', 'xs16_drzbmggzx1', 'xs16_g08o651248cz11', 'xs16_g0g842132qkz11', 'xs16_g853z01178426', 'xs16_g853z11642sg', 'xs16_g853z121eg8o', 'xs16_g88a52z6bgz011', 'xs16_g8ge1248cz56', 'xs16_g8ge12koz56', 'xs16_ggdbzmdz11', 'xs16_ggxg8421e8z03421', 'xs16_gjl8gz1x34a4', 'xs16_o4a51246z056', 'xs16_o4a52sgz056', 'xs16_o8624871z056', 'xs16_ol3zw3215a4', 'xs16_ol3zw32qk8', 'xs16_ra16426z23', 'xs16_rdz01248gzy256', 'xs16_w358gzgil91z1', 'xs16_w3ia4z0mdz32', 'xs16_w3ia4zcq1z32', 'xs16_w9v04a4zca1', 'xs16_wg853zgjka4z1', 'xs16_wg853zi5kcz11', 'xs16_wg853zmdz0113', 'xs16_wggkq23zc452', 'xs16_wgjl8zg9icz01', 'xs16_wgjl8zgb6z11', 'xs16_wj9c826z6221', 'xs16_woge123zdb', 'xs16_wok21e8zdb', 'xs16_x3ia4z0cq1z32', 'xs16_x8k4871zad11', 'xs16_xg84213213zca1', 'xs16_xg8421eg8oz321', 'xs16_xg84c3213zca1', 'xs16_xg8og84213zca1', 'xs16_xggka23zad11', 'xs16_xj5ozg8jc1z01', 'xs16_xkq23zc4jz011', 'xs16_xkq23zck3z11', 'xs16_xoge123zc93', 'xs16_y0g853z0cq1z65', 'xs16_y0g853z8o65z32', 'xs16_y0g853zwmdz65', 'xs16_y4g853zxg8421zca1']

Code: Select all

x = 402, y = 374, rule = B3/S23
2bo28bo29b2o28b2o28bobo29b2o28bobo26b2o28b2o31b2o29bo24b2o28b2o28b2o$b
obo27b3o27bo29bobo27b2obo27bo2bo26bob2o27bo29bo29bo2bo26bobobo23bo29bo
29bo$2bobo29bo28bo30bo29bo26bobo2bo25bo29bo29bo30b2o28b2o2bo24bo29bo
29bo$4bo28bobo26b2o31bo28b2o26bob2o25b2o28bo3bo25bo29b2o28b2o4b2o22b2o
28b2o28b2o$3bo30bo29b2o26b3o27b2o29bo29b2o27b4o26b3o27bo29bo$2bo28b3o
30bo26bo31bo27bobo29bo61bo25bo29bo29b4o25bob3o25bob3o$bo28bo31bobo27bo
29bo27bobo27b2obo28b2o30bo25bo29bo29bo3bo25b2obo2bo23b2obo$b2o28bo29bo
bo29bo27bo29bo28bobo27bo2bo29bo26bobo27b2o29bo33b2o28bo$2bo29bo28bo28b
3o27bo89b2o30bo28bobo58bo61b2o$bo29b2o27b2o28bo29b2o119bo30bo58b2o$o
239bo$2o238b2o19$5b2o26bo29b2obo24b2o30b2o29b2o29bobo27bo29b2o28b2o28b
o28b2o30b2o27b2o$6bo25bobo28bob2o25bo31bo29bo29bob2o26bobo29bo28bo28bo
bo28bo30bobobo24bo$b2obo26bobo27b2o28bo31bo31bo28bo29bo2bo25b3o27bobo
27bobo27bo30b2o3b2o25bo$bob3o25bo29bo29b2o29bo29b3o27bobo27bobo3bobo
21bo29bobo27bobo28b2o28bo29b3o$32bo29bo58bo29bo29bobo27bobo5b2o20bobo
27bobo27bobo27b2o28b3o27b3o$2b2o29bo29bo26bob3o25bo29bobo27bobo28bo28b
obo28bo28bobo29bo27bo29bo$o2bo26b4o27bobo26b2obo27b3o27bobo26bo29b2o
28bo31bo27bo30bo28b2o29bo$2o28bo29bobo32bo27bo29bo27bo59bo31bo27bo29b
2o59bo$31bo29bo32b2o27bob2o25bo27b2o60bo27b3o29bo29bo60bo$30b2o92bobo
25b2o87b2o27bo30b2o27bo61b2o$330b2o20$7b2o23b2o28b2o28b2o27b2o32b2o27b
2o29b2o25b2o26b2o3bo24b2o28b2o28b2o28b2o$4bo2bo25bo2b2o25bo28bo28bo29b
2o3bo27bo29bo2bo25bo27bo2bobo24bo2b2o25bo5b2o22bo29bo$3bobobo25bobobo
25bob2o26bo28bo28bo2bo27bobo27bo2bo2bobo21bo28bobo2bo2b2o20bobo2bo2b2o
20bob2obo2bo21bobo27bobo$3bo2bo27bo29bobo27bo28bo28bob2o25bobo27bob2o
4b2o20bo30bo3bobobo21bo2bo2bobo21bob2o2bobo21bobo27bobo$b3o27b3o27b3o
27b3o27bobo27b2o28bo29bo29b2o34bo28b2o31bo24bo29bo$o29bo29bo29bo29bobo
29bo29bo27b2o31bo120b2o27bo$bo29bo29bo29bo29bo28bo30b2o57bobobo117b2o
30b3o$2o28b2o30bo27b2o30b3o25b2o28bo59b2o2bo115bo2bo33bo$61b2o27bo34bo
55bobo60b2o114b2o34bo$91bo32b2o56b2o212b2o$90b2o20$2o28b2o4bo23b2o28b
2o29bo29bo34bo30bobo27bobo20b2obo26b2obo26b2o4b2o22b2o3b2o23b2o5bo$bo
29bo2b3o24bo29bo3bo24bobo2b2o23bobo27b2o3bobo22b2o4bob2o20b2o4bob2o20b
ob2o5b2o19bob2o26bobo2bo2bo21bobo2bobo22bobo3bobo$bobo27bobo27bob2o26b
ob3o25bo2bo2bo23bobo27bo2bo2bo23bo4bo24bo4bo27b2o2bobo23b2o27bo2bo2bob
o21bobo2bobo22bo2bo2bobo$2bobo27bobo27b2obo26bo29b2o2bo2b2o22bo27bobo
3bob2o20bob2obo24bob2obo27bo2bo26bo29b2o4b2o22b2o3b2o23bobo3b2o$4bo29b
o31bo26bo33b2obo21bo29bo5bobo21bob2o26b2obo29b2o28bo89bo$3bo29bo33bo
24b2o59b3o150bo$3bobo26bo35bo23bo63bo150bo$4bobo25b2o35bobo21bo61bo
152bo$6bo63b2o20b2o60bo154bo$6b2o145bo154b2o$153b2o20$2o5bo22b2o28b2o
28b2o28b2o28b2obo26bob2o26bob2o26bob2o26bobo27bo29bo29bo29b2o$obo3bobo
21bobo4b2o21bobo27bobo27bo2bo26bob2o26b2obo26b2o2bo4b2o19b2o2bo25b2obo
26b3o27b3o27b3o27bo2b2o$3bo2bo2bo23bo2bo2bobo21bo29bo28b2o30b2o28b2o
27bo2b2o2bo22bo5b2o22bo5b2o22bo5b2o22bo29bo27bobobo$4bobo3bo23bo2bo2b
2o22bo29bo29b2o28bo31bo27b2ob2o25b3obobo22bob2obobo21bo2b2obobo21bo2bo
26bo29bo3bo$5bo3b2o24b2o28bo29bo28bobo25bobo29b3o59b2o26bob2o25b2ob2o
24bob2o26b2o33bo$66bo4bo24bo30bo23bobo29bo147b2o27b2o36bo$67bo2bobo24b
o3b2o25bo22bo32bo147bo28bo37bobo$68bo2bo26bo2bo27bobo18b2o31b2o145bo
29bo39b2o$69b2o28bobo28b2o198b2o29b3o$100bo262bo21$2o28b2o28b2o28b2o
28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o2b2o24b2o$o29bo29bo29bo
29bo29bo29bo29bo29bo29bo29bo29bo29bo2bobo24bo$bo29bo29bo29bo29bo29bo
29bo29bo29bo29bo29bo29bo29bobo28bo$2bo29bo29bo29bo29bo29bo29bo29bo29bo
29bo29bo29bo29bobo26b2o$3bob2o26bo29bo29bo29bo29bo29bo29bo29bo29bo29bo
29bo29bo29b2o$4b2obo26bo27b2o28b2o30bo29bo27b2o30bo29bo29bo29bo29bo25b
3o30bobo$8bo26bo28b2o28b2o29bo29bo28b2o29bo27b2o28b2o30bo29bo4bo19bo
35bo$9bo20b2o2b2o28bobo27bo29b2o30bo27bo28bobo27bo29bo32bo29bo2bobo55b
o$10bo19bo2bo33bobo25bo28bo28b3o29bo26bobo29bo29bo29bobo30bo2bo57bobo$
9b2o21b2o34b2o26bo25bobo27bo29b3o27bo32bo29bo27bobo32b2o59b2o$97bo23bo
bo27bobo28bo30bo28b3o31bo26bo$96b2o24bo29bo59b2o28bo34bo24b2o$276b2o
18$2o28b2o28b2o28bo29bo29b2o28b2o28b2o28b2o28b2o28b2o30b2o29bob2o26b2o
$o29bo29bo29b3o27b3o27bo29bo29bo29bo29bobo27bo30bobo27b3obo25b3obobo$
2bo29bo29bo30bo29bo27bo29bo29bo29bo31bo28bo27bo29bo4bo24bo5b2o$b2o28b
2o28b2o29bo29bobo27bo29bo29bo29bo28b2o28b2o28b2o28bo3b2o24bo$3b2o28b2o
28b2o26bo29bobo27b2o28b2o28b2o28b2o28bo29bo31bo28bo29bo$3bo29bobo27bo
26bo29bobo30b2o28b2o28b2o2b2o24b2o27bo29bo30bo29bo29bo$4b3o29bo27bo25b
2o2b2o24bo32bo29bobo27bo2bobo24bo27b2o30bo27b2o29b2o30bo$7bo29bo27bo
26bo2bo25bo32bo31bo27b2o28bo25bo33bo25bo62b2o$6bo27b3o29bo25b2o28bo32b
o31bobo55bo25bobo31bo25bobo$6b2o26bo28b3o55b2o29b3o33b2o56bo25b2o32bo
25b2o$63bo88bo94bo59bo$246b2o60bo$307b2o18$3bo29bo29bo29bo28b2o26b2o
28b2o28b2o28b2o28b2o28b2o28b2o36b2o24b2o$b3o27b3o27b3o27b3o27bobo27bo
29bo29bo29bo29bo29bo29bo3b2o23b2o6bo2bo18b2o3bo$o29bo29bo29bo29bo29bo
29bo29bo29bo29bo29bo29bo4bo24bobo3b2o2b2o18bo2bo$bo29bo29bo29bo29b2o
28b3o27b3o27b3o27b3o27b3o27b3o27b3obo27bobo26b3o$2bo29bo29bo29bo29bo
31bo29bo29bo28bo29bo29bo28bobo29b2o29bo$3bo29bo29bo29bo28bobo28b2o28bo
29bobo28b2o27bobo28b2o24bo63bo$3obo27b2o28b2o30bo28bobo29b2o27b3o27bob
o28bo28bobo28bo24b2o61bo$o3bo29b2obo26b2o29bo29bo29bo31bo28bo27bo31bo
28bob2o83bo$4b2o28bob2o26bo2bo28bo27bo31bo29bo28bo27bo31bo30bobo83b2o$
66b2o26bobo27b2o29b2o29b2o27b2o25bo32b2o$93bobo146b2o$94bo19$2b2obo26b
2o29b2o28b2o28bo27b2o32bo26bo30b2o29bo28b2o26b2o27b2o28b2o$o2b2obo23bo
2b3o24bobobo25bobo2bo24bobobo3b2o20bobo27b2o2bobo24bobo30bo28bobo26bob
o27bo27bo29bo2b2obo$2o4bo2b2o19b2o4bo2b2o19b2o3b2o3b2o18b2o2bobo2b2o
19b2o2bo2bo2bo19bo29bobo2bo25bo2bo26b3o27b3o2bo24bo29bo29bo29bobob2o$
6bobobo24bo2bobo26bobobo23bo2bobo23bobo2b2o20bo31b2o25b2o3bo24bo29bo4b
2o23bo29bo29b2o28b2o$7bo28b2o29b2o27b2o27bo26bo28b2o33bo24bo29bo29b3o
27b3o28b2o27bo$153bo28bo34bo2b2o18b2o30bo30bo2b2o26bo2b2o23bo27bo$152b
2o26bo37bo2bo20b2o29bo29bobobo25bo2bobo24bo26b2o$154b2o24b2o37b2o21bo
2bo28bo29bo29b2o28bo$154bo2bo86b2o27b2o90bo$156b2o204b3o$362bo20$2o34b
2o22b2o28b2o28b2o28b2o28b2o28b2o33b2o29b2o24b2o28b2o28b2o30bo$o2b2o31b
o24bo29bo29bo29bo29bo29bo32bo2bo27bob3o23bo29bo29bo29bobo$bobo2bo23b2o
2bobo23bo29bo29bo29bo29bo29bo33b2o2bobo23bo5bo21bo29bo29bo31bo$2o3b2o
23bo2bobo24b2o28b2o28b2o28b2o28bobo27b2o30b2o5b2o22bo5bo21bo29bo29bo
29b3o$bo30b2o28bo29bo29bo58bobo27bo28bo2bo26bobo6b2o19bo29bo29bo29bo$o
32bo28b3o27bo29b3o25b4o29bo26bo29b2o28b2o29b3o26b2o28bobo28bo$2o30bo
32bo27b2o30bo24bo3bo28bobo24b2o91bo2b2o24bobo26bobo26b2o$32b2o30bo29bo
29bo28bo30bobo24bo91bobobo24b2obo27bo26bo$65b3o26bob2o25bo28bo33bo23bo
93bo30bo27bob2o24bo$67bo27bobo24bo29b2o32b2o23b3o121b2o27bobo25bo$122b
2o89bo177b2o20$4bo29bo27b2o35bo21b2o30b2o28bo32b2o23b2o28b2o27bobo27b
2o30b2o28bo$3bobo27bobo27bo34bobo20bo30bo2bobo24bobo27b2o2bo25bo29bo
27b2obob2o23bo31bo29b3o$3bo2bobo24bo2bo25bo34bo2bo21bo28bobo2b2o23bobo
bo26bobobo24bo29bo31b2obo24bo31bo31bo$bobo3b2o22bobo3bo24b2o32bo3b2o
21bo26bobo27bobo2bo24b2o3bo24bo29bo29b2o28b2o32bo29bo$obo27bobo3b2o22b
2o28b2o3bo24b3obo25bo29bo4b2o23bo29b2o28b2o28bo29bo34bo27bo$o29bo30bo
29bo2bo25bo3bo26bo29bo29bo30bob2o26bo28bo29bo30b3o27bo$bo29bo28bo30bob
o30bobo25bo29bo29bo29b2o2bo25b3o25b2o30bo28bo29bo$2o28b2o28b2o30bo32bo
bo23b2o28b2o28b2o32bobo27bo57bo28bo28b2o$61bo64bo119bo27bobo57bo28bo
28bo$60bo213b2o59bo24b3o28bo$60b2o274bo23bo29bo$337bo52b2o$336b2o18$2b
o29b2o30b2o28b2o28b2o31bo25b2o28b2o27b2o31bobo27bo27bo33b2o28b2ob2o$2b
3o28bo2bo28bo29bo29bo29b3o25bo29bo28bo3b2o26bob2o26bobo26b3o31bo28bob
2obo$5bo27bobobo26bo29bo29bo29bo29bo29bo29bo2bo26bo28bo2bo29bo27b2obo
27bo$4bo27b2o2bo26bo29bo29bo31bo29bo29bo27b3o26bobo27bo3b2o27bo27bo2bo
27bo$3bo29bo28bo29bo29bo29b4o26b3o27b3o27bo29b2o28b2o30bo29bo28bo$2bo
29bo28bo29bo29bo30bo28bo29bo31bo26b2o28b2o31bo27b3o28bo$bo29bo29bobo
26bo29bo32bo28bo28b2o27b3o28bo29bo30bo27bo30bo$o29bo31bobo26b3o26b2o
28b3o30bo28bo27bo29bo29bo30bo29bo28bo$2o28b2o31bo29bo27bo28bo30bobo27b
o58b2o28b2o29b2o27b2o28b2o$bo58b3o27bobo27bo59bobo27bo121bo$o59bo29b2o
29b3o57bo28b2o118bo$2o121bo206b2o19$7bo29bob2o29b2o26bo24b2o31bo29bo
29bobo27b2o28b2o28b2o32b2o$6bobo28b2obo28bobo24b3o24bo30b3o27b3o28bob
2o28bo29bo29bo33bo$5bo2bo26b2o31bo26bo28bo28bo29bo31bo30bo29bo29bo33bo
$4bo3bob2o22bobo27b2obo28bo28bo28bo29bo28bobo29bo29bo29bo33bo$3bo5bobo
21bo29bob2o26b3o27bobo27b2o28b2o28b2o29bo29bo29bo33bo$obo29bo29bo28b3o
28bobo27bo29bo28b2o30bo29bo29bo33bo$2o29bo29bo28bo31bo29bo29bo29bo29bo
29bo29bo33bo$30bo29bo30bo31bo26b2o28b2o28bo30bo30b2o28b2o31bo$30b2o28b
2o28b2o29bobo26bo29bo29b2o29b2o27b2o31bo30bo$120bobo29bo28bo60bo28bo
30bo30bo$121bo29b2o27b2o59bo28bo30bo30bo$240bo29b2o28bo30bo$240b2o58b
2o28bo$330b2o!
Finding out which apgcodes haven't been seen yet is fairly easy: you can go to the relevant textcensus and compare it to the full list of 16-bitter apgcodes.

Here's a script that can be run to build an up-to-the-minute stamp collection for the 16-bitters -- would need a bit more fiddling to make it work for any bit count. As usual, to keep Catagolue from running over its available bandwidth, it shouldn't be run automatically five times a minute or anything like that, but I don't think that will be a problem.

Code: Select all

import golly as g
import urllib.request
from math import ceil

# pipe character is separator
still_life_16_bits = 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8a6z023|xs16_ra248a6z23|xs16_ra248goz056|xs16_ra9jzw1226|xs16_ra9jzw1252|xs16_raak8zx1252|xs16_raarzx123|xs16_rai31e8z01|xs16_rai3zw3426|xs16_rai3zw34a4|xs16_rai3zx1248c|xs16_raiczx1156|xs16_rb8ozxc93|xs16_rdz01248gzy256|xs16_rdz01qczx23|xs16_rdz06bgzx23|xs16_rdz0dmzw23|xs16_rdzg6rz11|xs16_rh6chr|xs16_w25icz0cq1z32|xs16_w25iczggmdz1|xs16_w2eg853z6511|xs16_w31ke13z6421|xs16_w358gzgil91z1|xs16_w3ia4z0gb6z32|xs16_w3ia4z0mdz32|xs16_w3ia4zcq1z32|xs16_w4ak871z6511|xs16_w4s0c93z3521|xs16_w4s0c93z6511|xs16_w4s0c93z6521|xs16_w6ic0f9z321|xs16_w8k8a53z6521|xs16_w8ka952z6521|xs16_w8o0ol3z4a43|xs16_w8o0uh3zca1|xs16_w8o652zci9gzw1|xs16_w8o652zg6dz11|xs16_w8o652zgb6z11|xs16_w8o6952z6521|xs16_w8o6996z2521|xs16_w8o69a4z6521|xs16_w8o69icz2521|xs16_w8p78k8z2521|xs16_w8u15a4zca1|xs16_w9v04a4zca1|xs16_w9v04a6z311|xs16_w9v04acz311|xs16_wbq2sgzca1|xs16_wbt066zca1|xs16_wbt06a4z311|xs16_wci52sgz2521|xs16_wci52zg8jdz01|xs16_wcic0f9z311|xs16_wcic871z2521|xs16_wcid1e8z311|xs16_wcid2koz311|xs16_wck0fhoz311|xs16_wck31e8z2521|xs16_wck5b8oz311|xs16_wck8a52z6521|xs16_wcq23zgb6z11|xs16_wdrzcq1z32|xs16_wg0s2pmz2521|xs16_wg0s2pmz4701|xs16_wg0si52z6943|xs16_wg0si96z2543|xs16_wg6p2sgz2521|xs16_wg6p2sgz4701|xs16_wg842132acz65|xs16_wg84215a8oz65|xs16_wg84215ak8z65|xs16_wg8421eg8oz65|xs16_wg842ticz65|xs16_wg84cj96z65|xs16_wg853zgb6z123|xs16_wg853zgbacz11|xs16_wg853zgjka4z1|xs16_wg853zi5kcz11|xs16_wg853zmdz0113|xs16_wg853zmdz123|xs16_wg8jq23z643|xs16_wg8ka53z6521|xs16_wg8o0uh3z65|xs16_wg8o653z69c|xs16_wg8ob96z643|xs16_wg8objoz65|xs16_wg8og853z69c|xs16_wgbq23z69c|xs16_wgbq2sgz65|xs16_wgbqicz643|xs16_wggc93zg6c1z11|xs16_wggca53z6521|xs16_wggci96z2543|xs16_wggka53z696|xs16_wggka53zc96|xs16_wggkq23zc452|xs16_wggm952z696|xs16_wggm952zc96|xs16_wggo3tgz256|xs16_wggo3tgz652|xs16_wggo8a52z696|xs16_wggo8a52zc96|xs16_wggo8b5z696|xs16_wggo8b5zc96|xs16_wggra96z252|xs16_wggraa4z256|xs16_wggraa4z652|xs16_wggraicz252|xs16_wggrb8oz252|xs16_wggs253z696|xs16_wggs253zc96|xs16_wggs256z696|xs16_wggs256zc96|xs16_wggs2pmz252|xs16_wghn84cz256|xs16_wghn84cz643|xs16_wghn84cz652|xs16_wghn871z252|xs16_wgil96z696|xs16_wgil96zc96|xs16_wgjl8zg9icz01|xs16_wgjl8zgb6z11|xs16_wgjla4z696|xs16_wgjla4zc96|xs16_wgs2596z643|xs16_wgs25a4z6226|xs16_wgs25acz643|xs16_wgs2pmz643|xs16_wiu0652z643|xs16_wj9c826z2521|xs16_wj9c826z6221|xs16_wkc0f96z65|xs16_wkc0fhoz65|xs16_wkc321e8z65|xs16_wkc32ak8z65|xs16_wkc32qkz65|xs16_wmk4871z643|xs16_wmkk871z252|xs16_wml1e8z643|xs16_wml5a4z643|xs16_wmlla4z252|xs16_wmp2sgz643|xs16_wo443123zbd|xs16_wo443146zbd|xs16_wo4c0f9z6221|xs16_wo8brzbd|xs16_wo8ge13z39c|xs16_wo8ge13zbd|xs16_woe12koz6221|xs16_woge123zdb|xs16_wok2156zdb|xs16_wok21e8z6226|xs16_wok21e8zdb|xs16_wok4871zdb|xs16_woka53zdb|xs16_wpf0ck8z321|xs16_wra96zbd|xs16_wraiczbd|xs16_wrb8ozbd|xs16_x3ia4z0cq1z32|xs16_x3ia4zggmdz1|xs16_x3pmzg853z11|xs16_x64k871zc8421|xs16_x8k453z255d|xs16_x8k4871zad11|xs16_x8k871z255d|xs16_x8ka23z255d|xs16_x8ka52z255d|xs16_x8ka53zad11|xs16_x8o652z255d|xs16_x8o653zad11|xs16_x9v04a4z6421|xs16_xc8a53z2553|xs16_xc8a53z6513|xs16_xca952z2553|xs16_xca952z6513|xs16_xck871zad11|xs16_xcp3z0cq1z32|xs16_xcp3z0gb6z32|xs16_xcp3zggmdz1|xs16_xcp3zkc32z11|xs16_xdrzggmdz1|xs16_xg84213213zca1|xs16_xg842132acz321|xs16_xg84213z0mdz32|xs16_xg84215aczca1|xs16_xg84215ak8z321|xs16_xg8421eg8oz321|xs16_xg8421egozca1|xs16_xg8426853zca1|xs16_xg84c3213zca1|xs16_xg84c32acz321|xs16_xg84c84213zca1|xs16_xg8ge13z4a521|xs16_xg8ge13z4a611|xs16_xg8ge13z6a43|xs16_xg8ge13z8e121|xs16_xg8ge13zc4521|xs16_xg8ge13zc8701|xs16_xg8ge13zca221|xs16_xg8ge13zca23|xs16_xg8ge13zca43|xs16_xg8k871z4a521|xs16_xg8k871z4a611|xs16_xg8k871z6a43|xs16_xg8k871z8e121|xs16_xg8k871zc4521|xs16_xg8k871zca23|xs16_xg8k871zca43|xs16_xg8ka23z6a43|xs16_xg8ka23zca23|xs16_xg8ka23zca43|xs16_xg8ka52z4a521|xs16_xg8ka52z4a611|xs16_xg8ka52z6a43|xs16_xg8ka52zca23|xs16_xg8ka52zca43|xs16_xg8ka53z4a43|xs16_xg8kq23z4a43|xs16_xg8o64213zca1|xs16_xg8o65123z321|xs16_xg8o652z4a611|xs16_xg8o652z6a43|xs16_xg8o652zca23|xs16_xg8o652zca43|xs16_xg8o653z4a43|xs16_xg8ob96zca1|xs16_xg8og84213zca1|xs16_xg8oge123z321|xs16_xg8oge13zca1|xs16_xgbq23z4a43|xs16_xgbqiczca1|xs16_xggka23z4a96|xs16_xggka23z6a43|xs16_xggka23zad11|xs16_xggka23zca43|xs16_xggka23zca52|xs16_xggka52z4a96|xs16_xggka52z6a43|xs16_xggka52zad11|xs16_xggka52zca43|xs16_xggka52zca52|xs16_xggka53z4a43|xs16_xggm952z4a43|xs16_xgil96z4a43|xs16_xgil96z4a52|xs16_xgil96zc452|xs16_xgila4z4a96|xs16_xgila4z6a43|xs16_xgila4zad11|xs16_xgila4zca43|xs16_xgila4zca52|xs16_xgjla4z4a43|xs16_xgjla4z4a52|xs16_xgjla4zc452|xs16_xgs252zck3z11|xs16_xgs253z6a43|xs16_xgs253zca43|xs16_xgs256z6a43|xs16_xgs25a4z4a43|xs16_xj5ozg8jc1z01|xs16_xj96z0gb6z32|xs16_xj96z0mdz32|xs16_xj96zcq1z32|xs16_xj96zg6l8z11|xs16_xj96zkc32z11|xs16_xkc0fhoz321|xs16_xkc32aczca1|xs16_xkc32qkz321|xs16_xkq23zc4jz011|xs16_xkq23zck3z11|xs16_xmd1e8zca1|xs16_xmk453z4a43|xs16_xmp3zck3z11|xs16_xo4c84213z2521|xs16_xog842156z253|xs16_xog8421e8z253|xs16_xoge123zc93|xs16_xok2156zc93|xs16_xok21e8z653|xs16_xok21e8zc93|xs16_xok4871z653|xs16_xok4871zc93|xs16_xoka53z653|xs16_xoka53zc93|xs16_xra248cz2521|xs16_xrdzg8k452z01|xs16_y0g853z0cq1z65|xs16_y0g853z8o65z32|xs16_y0g853zwmdz65|xs16_y0j96zg4c32z11|xs16_y0j96zggmdz1|xs16_y1g84213zg8o65z01|xs16_y1g853zxmdz321|xs16_y3g84213zwg8421z65|xs16_y4g853zxg8421zca1"

g.addlayer()
g.new("16-bit still lifes with no C1 or G1 soups")

def decodeCanon(canonPatt):
    chars = "0123456789abcdefghijklmnopqrstuvwxyz"
    
    ox = 0
    x = 0
    y = 0
    clist = []
    
    ii = 0
    
    while ii < len(canonPatt):
        c = canonPatt[ii]
        if (c == 'y'):
            ii += 1
            x += 4 + ord2(canonPatt[ii])
            
        elif (c == 'x'):
            x += 3
        
        elif (c == 'w'):
            x += 2
        
        elif (c == '0'):
            x += 1
        
        elif (c == 'z'):
            x = ox
            y += 5
            
        else:
            u = ord2(c)
            v = 1
            for jj in range(0,5):
                if (u & v):
                    clist += [x, y+jj]
                v = v << 1
            x += 1
            
        ii += 1
    
    return clist

# Converts a base-36 case-insensitive alphanumeric character into a
# numerical value.
def ord2(char):

    x = ord(char)

    if ((x >= 48) & (x < 58)):
        return x - 48

    if ((x >= 65) & (x < 91)):
        return x - 55

    if ((x >= 97) & (x < 123)):
        return x - 87

    return -1

# start of processing:  compare current Catagolue textcensus with known list of 16-bitter apgcodes

url = 'https://catagolue.hatsya.com/textcensus/b3s23/asymmetric-soups/xs16'
response = urllib.request.urlopen(url)
# retry a few times if an incomplete-read error comes in
count,success = 0,0
while count < 7 and success == 0:
  count+=1
  g.show("Retrieving 16-bitter C1 and G1 combined data from Catagolue -- attempt " + str(count))

  try:
    html = response.read().decode()
    success = 1
  except:
    g.show("Failed.")
if count >= 7: g.exit("Could not access " + url)

lines = html.split("\n")[1:]  # remove header line
while lines[-1]=="": lines = lines[:-1] # remove trailing blank line(s)

still_lifes_with_soups = "|"
for item in lines:
  endofapgcode = item.find('"',1)
  apgcode = item[1:endofapgcode]
  still_lifes_with_soups += apgcode + "|"
g.note("Found " + str(len(lines)) + " (out of a total of 3286) 16-bit still lifes with C1 or G1 soups on Catagolue.")

notfound = []
for item in still_life_16_bits.split("|"):
  # g.show(item)
  if "|"+item+"|" not in still_lifes_with_soups:
    notfound.append(item)

width = ceil(len(notfound)**.5)
x, y, spacing = 0, 0, 30
for item in notfound:
  patt = decodeCanon(item[item.find("_")+1:])
  g.putcells(patt,x,y)
  x+=spacing
  if x>=spacing*width:
    x, y = 0, y+spacing
    g.fit()
    g.update()
User avatar
dvgrn
Moderator
Posts: 12023
Joined: May 17th, 2009, 11:00 pm
Location: Madison, WI
Contact:

Re: Small Unnatural Objects Watchlist

Post by dvgrn »

There are now less than 150 never-seen-in-C1 xs16s:

Code: Select all

#C 148 remaining 16-bit still lifes never seen in a C1 16x16 soup
#C as of 10 June 2022
x = 372, y = 344, rule = LifeHistory
.A29.2A28.2A28.A.A29.2A28.A.A26.2A31.2A29.A24.2A28.2A28.2A32.2A$.3A
27.A29.A.A27.2A.A27.A2.A26.A.2A27.A29.A2.A26.A.A.A23.A29.A29.A34.A$4.
A28.A30.A29.A26.A.A2.A25.A29.A30.2A28.2A2.A24.A29.A29.A28.2A.A$3.A.A
26.2A31.A28.2A26.A.2A25.2A28.A29.2A28.2A4.2A22.2A28.2A28.2A28.A.3A$4.
A29.2A26.3A27.2A29.A29.2A27.3A27.A29.A$.3A30.A26.A31.A27.A.A29.A31.A
25.A29.A29.4A25.A.3A25.A.3A27.2A$A31.A.A27.A29.A27.A.A27.2A.A30.A25.A
29.A29.A3.A25.2A.A2.A23.2A.A26.A2.A$.A29.A.A29.A27.A29.A28.A.A30.A26.
A.A27.2A29.A33.2A28.A24.2A$2.A28.A28.3A27.A91.A28.A.A58.A61.2A$.2A27.
2A28.A29.2A89.A30.A58.2A$180.A$180.2A19$3.A29.2A.A24.2A30.2A29.2A29.A
.A27.A29.2A28.A30.2A27.2A30.2A23.2A$2.A.A28.A.2A25.A31.A29.A29.A.2A
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27.A.A5.2A20.A.A27.A.A27.3A27.3A27.3A27.3A$3.A29.A26.A.3A25.A29.A.A
27.A.A28.A28.A.A27.A.A27.A29.A29.A29.A$4A27.A.A26.2A.A27.3A27.A.A26.A
29.2A28.A29.A29.2A29.A29.A29.A$A29.A.A32.A27.A29.A27.A59.A29.A60.A27.
2A28.2A$.A29.A32.2A27.A.2A25.A27.2A60.A29.A60.A$2A92.A.A25.2A87.2A28.
2A59.2A21$2.2A28.2A27.2A32.2A27.2A29.2A25.2A26.2A3.A24.2A28.2A28.2A
28.2A28.2A$3.A28.A28.A29.2A3.A27.A29.A2.A25.A27.A2.A.A24.A2.2A25.A5.
2A22.A29.A29.A$3.A.2A26.A28.A28.A2.A27.A.A27.A2.A2.A.A21.A28.A.A2.A2.
2A20.A.A2.A2.2A20.A.2A.A2.A21.A.A27.A.A27.A.A$4.A.A27.A28.A28.A.2A25.
A.A27.A.2A4.2A20.A30.A3.A.A.A21.A2.A2.A.A21.A.2A2.A.A21.A.A27.A.A27.A
.A$.3A27.3A27.A.A27.2A28.A29.A29.2A34.A28.2A31.A24.A29.A29.A$A29.A29.
A.A29.A29.A27.2A31.A120.2A27.A29.A$.A29.A29.A28.A30.2A57.A.A.A117.2A
30.3A26.A.A$2.A27.2A30.3A25.2A28.A59.2A2.A115.A2.A33.A26.A.A$.2A27.A
34.A55.A.A60.2A114.2A34.A29.A$31.A32.2A56.2A212.2A28.2A$30.2A20$2A4.A
23.2A28.2A29.A29.A34.A30.A.A20.2A.A26.2A.A26.2A4.2A22.2A3.2A23.2A5.A
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2A19.A.2A26.A.A2.A2.A21.A.A2.A.A22.A.A3.A.A21.A.A4.2A$.A.A27.A.2A26.A
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.2A20.A.2A.A27.A2.A26.A29.2A4.2A22.2A3.2A23.A.A3.A23.A2.A2.2A$4.A31.A
26.A33.2A.A21.A29.A5.A.A21.2A.A29.2A28.A89.A3.2A24.2A$3.A33.A24.2A59.
3A120.A$2.A35.A23.A63.A120.A$2.2A35.A.A21.A61.A122.A$40.2A20.2A60.A
124.A$123.A124.2A$123.2A20$2A28.2A28.2A28.2A.A26.A.2A26.A.2A26.A.A27.
A29.A29.2A28.2A28.2A28.2A$A.A27.A.A27.A2.A26.A.2A26.2A2.A4.2A19.2A2.A
25.2A.A26.3A27.3A27.A29.A29.A29.A$3.A29.A28.2A30.2A27.A2.2A2.A22.A5.
2A22.A5.2A22.A29.A27.A29.A29.A29.A$4.A29.A29.2A28.A29.2A.2A25.3A.A.A
22.A.2A.A.A21.A2.A26.A29.A29.A29.A29.A$5.A29.A28.A.A25.A.A61.2A26.A.
2A24.A.2A26.2A29.A.2A26.A29.A29.A$6.A4.A24.A30.A23.A.A117.2A27.2A32.
2A.A26.A27.2A28.2A$7.A2.A.A24.A3.2A25.A22.A120.A28.A36.A26.A28.2A28.
2A$8.A2.A26.A2.A27.A.A18.2A118.A29.A38.A20.2A2.2A28.A.A27.A$9.2A28.A.
A28.2A138.2A29.3A36.A19.A2.A33.A.A25.A$40.A202.A35.2A21.2A34.2A26.A$
367.A$366.2A19$2A28.2A28.2A28.2A28.2A28.2A28.2A2.2A24.2A28.2A28.2A28.
2A28.A29.2A$A29.A29.A29.A29.A29.A29.A2.A.A24.A29.A29.A29.A29.3A27.A$.
A29.A29.A29.A29.A29.A29.A.A28.A29.A29.A29.A30.A27.A$2.A29.A29.A29.A
29.A29.A29.A.A26.2A28.2A28.2A28.2A29.A.A27.A$3.A29.A29.A29.A29.A29.A
29.A29.2A28.2A28.2A28.2A26.A.A27.2A$4.A29.A27.2A30.A29.A29.A25.3A30.A
.A27.A29.A.A27.A26.A.A30.2A$5.A29.A28.2A29.A27.2A28.2A25.A35.A27.3A
29.A27.A25.A32.A$4.2A30.A27.A28.A.A27.A29.A63.A29.A29.A27.A25.A32.A$
4.A28.3A29.A26.A.A29.A29.A63.A.A25.A27.3A29.A25.A32.A$2.A.A27.A29.3A
27.A32.A29.A63.2A25.2A26.A28.3A25.2A29.3A$.A.A27.A.A28.A30.A28.3A31.A
146.A58.A$2.A29.A59.2A28.A34.A$156.2A18$2A28.2A28.2A30.2A29.A.2A26.2A
28.A29.A29.A29.A26.2A28.2A28.2A$A29.A29.A30.A.A27.3A.A25.3A.A.A23.3A
27.3A27.3A27.3A27.A29.A29.A$.A29.A30.A27.A29.A4.A24.A5.2A22.A29.A29.A
29.A29.A29.A29.A$2.A29.A28.2A28.2A28.A3.2A24.A29.A29.A29.A29.A29.3A
27.3A27.3A$.2A28.2A28.A31.A28.A29.A29.A29.A29.A29.A31.A29.A29.A$3.2A
28.2A27.A30.A29.A29.A29.A29.A29.A29.A29.2A28.A29.A.A$3.A.A27.A29.A27.
2A29.2A30.A25.3A.A27.2A28.2A30.A30.2A27.3A27.A.A$6.A27.A29.A25.A62.2A
25.A3.A29.2A.A26.2A29.A29.A31.A28.A$7.A.A25.A29.A25.A.A90.2A28.A.2A
26.A2.A28.A29.A29.A28.A$8.2A26.A29.A25.2A152.2A26.A.A28.2A29.2A27.2A$
37.A29.A205.A.A$36.2A30.A205.A$67.2A18$2A28.2A28.2A36.2A24.2A26.2A.A
26.2A29.2A28.2A28.A27.2A32.A27.2A$.A29.A29.A3.2A23.2A6.A2.A18.2A3.A
24.A2.2A.A23.A2.3A24.A.A.A25.A.A2.A24.A.A.A3.2A20.A.A27.2A2.A.A27.A$A
29.A29.A4.A24.A.A3.2A2.2A18.A2.A26.2A4.A2.2A19.2A4.A2.2A19.2A3.2A3.2A
18.2A2.A.A2.2A19.2A2.A2.A2.A19.A29.A.A2.A25.3A$.3A27.3A27.3A.A27.A.A
26.3A31.A.A.A24.A2.A.A26.A.A.A23.A2.A.A23.A.A2.2A20.A31.2A25.A$3.A29.
A28.A.A29.2A29.A31.A28.2A29.2A27.2A27.A26.A28.2A28.A$4.2A27.A.A24.A
63.A178.A28.A27.2A$5.A28.A.A23.2A61.A178.2A26.A31.2A$4.A31.A85.A181.
2A24.2A30.A2.A$3.A31.A86.2A180.A2.A56.2A$2.A32.2A269.2A$2.2A20$3.2A
25.2A28.2A28.2A28.2A28.2A28.2A28.2A28.2A33.2A25.2A28.2A30.A$2.A.A25.A
29.A2.2A.A23.A2.2A26.A29.A29.A29.A29.A32.A2.A25.A29.A29.A.A$.A29.A29.
A.A.2A24.A.A2.A23.A29.A29.A29.A29.A33.2A2.A.A21.A29.A31.A$A29.2A28.2A
28.2A3.2A23.2A28.2A28.2A28.2A28.A.A29.2A5.2A20.A29.A29.3A$.3A28.2A27.
A29.A30.A29.A29.A58.A.A26.A2.A26.A29.A29.A$3.A2.2A24.A27.A29.A31.3A
27.A29.3A25.4A29.A26.2A28.2A28.A.A28.A$3.A.A.A25.A26.2A28.2A33.A27.2A
30.A24.A3.A28.A.A56.A.A26.A.A26.2A$4.A29.A89.A29.A29.A28.A30.A.A55.2A
.A27.A26.A$35.A89.3A26.A.2A25.A28.A33.A58.A27.A.2A24.A$32.3A92.A27.A.
A24.A29.2A32.2A57.2A27.A.A25.A$32.A149.2A177.2A20$4.A27.2A35.A21.2A
30.2A28.A32.2A22.2A30.2A28.A29.A29.2A30.2A$3.A.A27.A34.A.A20.A30.A2.A
.A24.A.A27.2A2.A23.A31.A29.3A27.3A28.A2.A28.A$3.A2.A25.A34.A2.A21.A
28.A.A2.2A23.A.A.A26.A.A.A24.A31.A31.A29.A27.A.A.A26.A$.A.A3.A24.2A
32.A3.2A21.A26.A.A27.A.A2.A24.2A3.A24.2A32.A29.A29.A27.2A2.A26.A$A.A
3.2A22.2A28.2A3.A24.3A.A25.A29.A4.2A23.A29.A34.A27.A29.A29.A28.A$A30.
A29.A2.A25.A3.A26.A29.A29.A29.A30.3A27.A29.A29.A28.A$.A28.A30.A.A30.A
.A25.A29.A29.A29.A28.A29.A29.A29.A28.A$2A28.2A30.A32.A.A23.2A28.2A28.
2A30.A28.A28.2A27.A29.A29.2A$31.A64.A117.A28.A28.A27.2A28.2A29.A$30.A
184.A24.3A28.A29.A58.A$30.2A184.A23.A29.A29.A60.3A$217.A52.2A28.2A61.
A$216.2A18$7.A25.2A27.2A31.A.A27.A27.A33.2A28.A29.A.2A29.2A26.A24.2A
31.A$5.3A25.A28.A3.2A26.A.2A26.A.A26.3A31.A28.A.A28.2A.A28.A.A24.3A
24.A30.3A$4.A29.A29.A2.A26.A28.A2.A29.A27.2A.A27.A2.A26.2A31.A26.A28.
A28.A$5.A29.A27.3A26.A.A27.A3.2A27.A27.A2.A27.A3.A.2A22.A.A27.2A.A28.
A28.A28.A$2.4A26.3A27.A29.2A28.2A30.A29.A28.A5.A.A21.A29.A.2A26.3A27.
A.A27.2A$2.A28.A31.A26.2A28.2A31.A27.3A26.A.A29.A29.A28.3A28.A.A27.A$
3.A28.A27.3A28.A29.A30.A27.A29.2A29.A29.A28.A31.A29.A$3A30.A26.A29.A
29.A30.A29.A58.A29.A30.A31.A26.2A$A30.A.A56.2A28.2A29.2A27.2A58.2A28.
2A28.2A29.A.A26.A$30.A.A119.A177.A.A29.A$31.A118.A180.A29.2A$150.2A
19$6.A.A27.2A28.2A28.2A32.2A$5.A.2A28.A29.A29.A33.A$5.A30.A29.A29.A
33.A$3.A.A29.A29.A29.A33.A$3.2A29.A29.A29.A33.A$.2A30.A29.A29.A33.A$
2.A29.A29.A29.A33.A$A30.A30.2A28.2A31.A$2A29.2A27.2A31.A30.A$32.A28.A
30.A30.A$31.A28.A30.A30.A$30.A29.2A28.A30.A$30.2A58.2A28.A$120.2A!
User avatar
muzik
Posts: 6604
Joined: January 28th, 2016, 2:47 pm
Location: Scotland

Re: Small Unnatural Objects Watchlist

Post by muzik »

Cha cha appears to have occurred properly naturally at some point recently.
Parity Replicator Collection v1.6 is now live - please send all relevant discoveries here.
User avatar
confocaloid
Posts: 6697
Joined: February 8th, 2022, 3:15 pm
Location: learn to protect yourself against stray gliders and sparks and self-destruct mechanisms

Re: Small Unnatural Objects Watchlist

Post by confocaloid »

muzik wrote: September 14th, 2022, 7:41 pm Cha cha appears to have occurred properly naturally at some point recently.
The soup from C1, found on 2022-07-17. Unfortunately it forms after 2 ticks - does it qualify as "proper" occurrence?

Code: Select all

x = 16, y = 16, rule = B3/S23
oobooboboobobobb$
obbbbooooobobobb$
booboobooooobboo$
boobbobooooobboo$
oboobbbobboboooo$
bbobooboooobooob$
bbbbbooooobobboo$
obobbooboobobobb$
oooobboobbbobboo$
ooobbobobboboobb$
oobooboobboboboo$
ooboboobooobbbob$
obooooboobooboob$
oobbbobobooobooo$
boooobbooobbbooo$
booooooobboboboo!
127:1 B3/S234c User:Confocal/R (isotropic CA, incomplete)
Unlikely events happen.
My silence does not imply agreement, nor indifference. If I disagreed with something in the past, then please do not construe my silence as something that could change that.
carsoncheng
Posts: 509
Joined: June 11th, 2022, 11:24 pm

Re: Small Unnatural Objects Watchlist

Post by carsoncheng »

confocaloid wrote: September 15th, 2022, 12:46 am
muzik wrote: September 14th, 2022, 7:41 pm Cha cha appears to have occurred properly naturally at some point recently.
The soup from C1, found on 2022-07-17. Unfortunately it forms after 2 ticks - does it qualify as "proper" occurrence?

Code: Select all

x = 16, y = 16, rule = B3/S23
oobooboboobobobb$
obbbbooooobobobb$
booboobooooobboo$
boobbobooooobboo$
oboobbbobboboooo$
bbobooboooobooob$
bbbbbooooobobboo$
obobbooboobobobb$
oooobboobbbobboo$
ooobbobobboboobb$
oobooboobboboboo$
ooboboobooobbbob$
obooooboobooboob$
oobbbobobooobooo$
boooobbooobbbooo$
booooooobboboboo!
The C1 occurrence of this oscillator is actually a duplicate of that of the C2_2 occurrence; They both have the same hashsoup strings:
https://catagolue.hatsya.com/hashsoup/C2_2/c_B7IJkdjoXSK4168814188/b3s23
https://catagolue.hatsya.com/hashsoup/C1/c_B7IJkdjoXSK4168814188/b3s23
User avatar
muzik
Posts: 6604
Joined: January 28th, 2016, 2:47 pm
Location: Scotland

Re: Small Unnatural Objects Watchlist

Post by muzik »

As of yesterday, the only 15-cell still life we're waiting on from C1 is the snaaaaaaaaaake.
Parity Replicator Collection v1.6 is now live - please send all relevant discoveries here.
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dvgrn
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Re: Small Unnatural Objects Watchlist

Post by dvgrn »

And just for the record, as of March 1 there is only a two-digit number of 16-bit still lifes that are still unnatural. Here are the 91 holdouts:

Code: Select all

x = 204, y = 110, rule = LifeHistory
.2A16.A.A12.2A18.A10.2A18.2A12.A13.2A16.2A15.2A15.A16.2A13.2A$.A16.A.
2A13.A15.A.A.A9.A20.A11.A.A13.A17.A15.A15.A.A15.A.A.A10.A$3.A14.A15.A
16.2A2.A10.A14.2A.A12.A.A13.A17.A17.A14.A2.A12.2A3.2A11.A$2.2A13.2A
14.A15.2A4.2A8.2A14.A.3A11.A15.2A15.A15.3A13.A.A3.A.A8.A15.3A$4.2A13.
2A13.3A13.A47.A30.A15.A15.A.A5.2A6.3A13.3A$4.A14.A17.A11.A14.A.3A13.
2A15.A12.A.3A11.A15.A.A14.A14.A15.A$2.A.A11.2A.A16.A11.A15.2A.A12.A2.
A12.4A12.2A.A13.3A13.A.A12.2A14.2A15.A$.A.A12.A.A16.A12.2A19.A10.2A
14.A20.A13.A15.A46.A$.A32.A33.2A27.A18.2A13.A.2A11.A48.A$2A31.A62.2A
34.A.A11.2A46.2A$32.A$32.2A5$7.2A9.2A14.2A14.2A14.2A12.2A3.A10.2A14.
2A14.2A14.2A14.2A4.A9.2A15.A$4.A2.A11.A2.2A11.A14.A16.A13.A2.A.A10.A
2.2A11.A15.A15.A15.A2.3A10.A14.A.A2.2A$3.A.A.A11.A.A.A11.A.2A12.A14.A
14.A.A2.A2.2A6.A.A2.A2.2A6.A.A13.A.A13.A.A13.A.A13.A.2A12.A2.A2.A$3.A
2.A13.A15.A.A13.A12.A16.A3.A.A.A7.A2.A2.A.A7.A.A13.A.A13.A.A13.A.A13.
2A.A12.2A2.A2.2A$.3A13.3A13.3A13.3A13.2A20.A14.2A12.A15.A15.A15.A17.A
16.2A.A$A15.A15.A15.A18.A48.2A13.A15.A15.A19.A$.A15.A15.A15.A14.A.A.A
45.2A16.3A12.A.A12.A21.A$2A14.2A16.A13.2A14.2A2.A43.A2.A19.A12.A.A11.
2A21.A.A$33.2A13.A19.2A42.2A20.A15.A35.2A$49.A84.2A14.2A$48.2A6$6.A
16.A.A6.2A.A12.2A4.2A8.2A3.2A9.2A5.A8.2A14.2A14.2A14.2A14.A.2A12.A.2A
12.A.A$2A3.A.A8.2A4.A.2A6.A.2A12.A.A2.A2.A7.A.A2.A.A8.A.A3.A.A7.A.A4.
2A7.A.A13.A.A13.A2.A12.2A2.A4.2A5.2A2.A11.2A.A$.A2.A2.A9.A4.A13.2A13.
A2.A2.A.A7.A.A2.A.A8.A2.A2.A9.A2.A2.A.A7.A15.A14.2A15.A2.2A2.A8.A5.2A
8.A5.2A$.A.A3.A.2A6.A.2A.A13.A15.2A4.2A8.2A3.2A9.A.A3.A9.A2.A2.2A8.A
15.A15.2A14.2A.2A11.3A.A.A8.A.2A.A.A$2.A5.A.A7.2A.A15.A47.A3.2A10.2A
14.A15.A14.A.A31.2A12.A.2A$38.A79.A4.A10.A16.A$39.A79.A2.A.A10.A3.2A
11.A$40.A79.A2.A12.A2.A13.A.A$41.A79.2A14.A.A14.2A$40.2A96.A7$A15.2A
14.2A14.2A14.2A14.2A14.2A14.2A14.2A14.2A14.2A14.2A14.2A$3A13.A15.A15.
A15.A15.A15.A15.A15.A15.A15.A15.A15.A$3.A13.A15.A15.A15.A15.A16.A15.A
15.A14.A15.A15.A16.A$2.A2.A12.A15.A15.A15.A15.A14.2A14.2A14.2A15.A15.
A15.A14.2A$2.A.2A13.A15.A15.A15.A15.A15.2A14.2A14.2A12.2A14.2A14.2A
14.A$.2A15.2A16.A13.2A16.A15.A14.A.A13.A15.A15.2A14.2A14.2A13.A$2.A
17.2A15.A14.2A15.A13.2A17.A13.3A13.A14.A15.A.A13.A15.A$A19.A15.2A14.A
14.A.A13.A19.A15.A13.A14.A17.A13.A15.A$2A19.A14.A16.A12.A.A15.A19.A.A
11.A15.A14.A17.A.A11.A15.A$22.A11.A.A13.3A13.A18.A19.2A11.2A11.3A12.
3A19.2A12.A15.A$23.A9.A.A14.A16.A18.A44.A14.A36.A15.A$22.2A10.A31.2A
19.A94.2A16.A$86.2A111.2A4$3.A15.A15.A15.A12.2A14.2A14.2A14.2A18.2A
12.2A.A13.2A14.2A16.A$.3A13.3A13.3A13.3A13.A15.A15.A15.A14.2A3.A10.A
2.2A.A9.A.A.A11.A.A2.A10.2A2.A.A$A15.A15.A15.A15.A15.A15.A15.A15.A2.A
12.2A4.A2.2A5.2A3.2A3.2A4.2A2.A.A2.2A5.A.A2.A$.A15.A15.A15.A15.3A13.
3A13.3A13.3A14.3A17.A.A.A12.A.A.A9.A2.A.A8.2A$2.A15.A15.A15.A17.A15.A
15.A14.A17.A17.A15.2A13.2A9.2A$3.A15.A15.A15.A15.2A14.A15.A.A14.2A14.
A61.A$3A.A13.2A14.2A16.A16.2A13.3A13.A.A14.A13.A60.A$A3.A15.2A.A12.2A
15.A15.A17.A14.A13.A13.A61.2A$4.2A14.A.2A12.A2.A14.A15.A15.A14.A13.A
14.2A$38.2A12.A.A14.2A15.2A13.2A11.A$51.A.A60.2A$52.A5$3.2A11.2A14.2A
14.2A14.2A14.2A19.2A13.A20.A9.2A13.2A14.A16.2A$2.A.A11.A16.A15.A15.A
15.A18.A2.A11.A.A18.A.A7.A2.A.A10.A15.3A14.A$.A15.A14.A15.A15.A15.A
19.2A2.A.A8.A2.A16.A2.A6.A.A2.2A11.A17.A14.A$A15.2A14.2A14.2A14.2A14.
A.A15.2A5.2A6.A.A3.A14.A3.2A4.A.A17.A15.A16.A$.3A14.2A14.A15.A15.A14.
A.A12.A2.A12.A.A3.2A8.2A3.A10.A20.A13.A14.3A$3.A2.2A10.A15.3A13.A15.
3A14.A12.2A14.A16.A2.A12.A16.3A13.A14.A$3.A.A.A11.A17.A13.2A16.A13.A.
A27.A15.A.A14.A14.A15.A16.A$4.A15.A15.A15.A15.A15.A.A25.2A16.A14.2A
15.A13.A18.A$21.A15.3A12.A.2A11.A18.A76.A12.2A15.A.A$18.3A18.A13.A.A
10.A19.2A72.3A14.A14.A.A$18.A47.2A92.A15.A16.A$176.2A5$2.2A17.A.A13.A
17.2A14.A15.A.2A13.A10.2A17.A.A13.2A14.2A14.2A18.2A$2.A3.2A12.A.2A12.
A.A16.A14.A.A14.2A.A11.3A10.A17.A.2A14.A15.A15.A19.A$4.A2.A12.A14.A2.
A13.2A.A13.A2.A12.2A14.A14.A16.A16.A15.A15.A19.A$3.3A12.A.A13.A3.2A
11.A2.A13.A3.A.2A8.A.A15.A14.A13.A.A15.A15.A15.A19.A$2.A15.2A14.2A16.
A14.A5.A.A7.A15.3A13.A.A13.2A15.A15.A15.A19.A$3.A12.2A14.2A15.3A12.A.
A15.A14.3A14.A.A12.2A16.A15.A15.A19.A$3A14.A15.A14.A15.2A15.A14.A17.A
15.A15.A15.A15.A19.A$A15.A15.A16.A30.A16.A17.A12.A16.A16.2A14.2A17.A$
16.2A14.2A14.2A30.2A14.2A15.A.A12.2A15.2A13.2A17.A16.A$112.A.A31.A14.
A16.A16.A$113.A31.A14.A16.A16.A$144.A15.2A14.A16.A$144.2A30.2A14.A$
192.2A!
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Re: Small Unnatural Objects Watchlist

Post by Billabob »

Jan 21 2025 update:
Long^9 snake!

Missing 16-bit still life count is down to 61. Full list
16-bit oscillators are unchanged

Honourable mentions (where symmetry does not make a difference):
Melting clock occurred in C4_4
Octapole occurred in C2_2
Pseudo-barberpole occurred in C4_1
I'm not sure xp2_0g4j04g53z32x3 should have been removed from the list as it still has yet to appear in C1 proper.

The data arguably becomes less interesting the further you get from the current minimum-unnatural of 14 bits, but here are some stats on the remaining 17- and 18-bitters:

798/7773 17-bit still lifes missing
53/199 17-bit P2 oscillators are missing. Full list
Of note: xp2_j92g55hz11x3, xp2_wg0kc321e8z642, xp2_5b88gzx3442sg, xp2_xg8o65123zca02, xp2_y2og853zg0k053z11 have soups in other symmetries, with xp2_5b88gzx3442sg appearing in 3 different symmetries but not C1. The general trend of high volatility corresponding to rarity is apparent.
The 8 17-bit P3 oscillators are all accounted for
1/2 17-bit P5 oscillators missing: xp5_wftsw6246z32
The 2 17-bit P8 oscillators are all accounted for
5373/19,044 18-bit still lifes missing
I cannot enumerate the 18-bit P2s manually
4/39 18-bit P3 oscillators missing: xp3_32aczy0354c826, xp3_32132aczy3354c, xp3_6421egozy431e8, xp3_31ecsgzy2176ego. xp3_32aczy0354c826 has appeared in C2_2.
The 3 18-bit P4 oscillators are all accounted for
1/4 18-bit P5 oscillators missing: xp5_wftsw6248cz32
The 4 18-bit trivial P6 oscillators are all accounted for
The 1 18-bit P8 oscillator is accounted for

Smallest unnatural spaceships are 25P3H1V0.1, 25P3H1V0.2 and Crab, all 25 cells.
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muzik
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Re: Small Unnatural Objects Watchlist

Post by muzik »

We do have the discord bot, but is there any way that first discoveries of small objects like these could be noted, such that an opt-in role could be pinged?
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Re: Small Unnatural Objects Watchlist

Post by ThePlayzr »

Here are the remaining 16-cell still lives, as a mosaic:

Code: Select all

x = 104, y = 98, rule = B3/S23
92bo9b2o$25b2o52b2o9b3o9bo$2b2o22bo20b2o10bo7b2o11bo8bo13bo$2bo11bobo
8bo13b2o6bo10bobo7bo10bo10bo9b3o$4bo8bob2o7bo11bobobo7bo8bobo7bo10bo8b
3o8b3o$3b2o8bo11b3o8b2o9b2o8bo9b2o8bo8bo10bo$5b2o5b2o14bo5b2o22bo17bo
10bo10bo$5bo8b2o11bo7bo10bob3o8bo6bob3o6b3o8bo10bo$3bobo8bo11bo7bo11b
2obo6b4o6b2obo9bo9bo10bo$2bobo6b2obo10bo7bo17bo4bo14bo7bob2o7bo8b2o$2b
o8bobo10bo9b3o13b2o5bo12b2o8bobo6b2o$b2o20bo12bo19b2o$23b2o2$100bo$36b
2o21bo10bo28bobo$obo7bobo11b2o10bo10b2o8b3o8b3o5b2o8b2o4bo5bobo$2obo6b
2obo11bo11bo10bo7bo10bo9bo9bo2b3o5bo$3bo9bo3bo7bob2o9bo8bo9bo10bo8bob
o7bobo9bo$3b3o7bob3o8bobo6b3o8bo11bo10bo8bobo7bobo9bo$6bo7bo8b3o8bo11b
2o11bo7bobo10bo9bo7bobo$5bo9bo6bo12bo12bo7b3o7bobo10bo9bo7bobo$4bo11b
o6bo10b2o9bobobo5bo10bo13b3o5bo8bo$5b3o7b2o7bo9bo10b2o2bo6bo10bo15bo4b
2o8bo$7bo15b2o10bo13b2o6bo10bo13bo14b2o$34b2o20b2o9b2o13b2o3$49b2o9b2o
$5bo20b2o8b2o12bo10bo8b2o18b2o2b2o$3b3o3b2obo14bo9bo11bo10bo10bo8b2o8b
o3bo$2bo6bob2o13bo9bo11bo10bo9bo10bo10bo3bo$3bo9b2o10bo9bo11bo10bo10b
2o10bo6b3o5bo$4bo8bo10bo9bo11bo10bo9b2o10bobo5bo9bo$5bo8bo9bobo7b4o7b
o10bo11bo9bobo7bo7b2o$6bo8bo9bobo9bo6bo10bo11bo10bo8b2o9b2o$3b3o10bo10b
o8bo6bo10bo11bo12bo7bo10bo$2bo14bo8bo8bo6bo10bo11bo12b2o8bo10bo$3bo14b
o6bo8bo7bobo7bo11bo13bo10bo10bo$2b2o13b2o5bo9b2o7bobo7b3o7bo16bo7b2o11b
o$24b2o18bo10bo7b2o14b2o19b2o$11b2o$11bo$b2o9bo$bo11bo15b2o11b2o14b2o
19bo5b2o8b2o$2bo11bo12bo2bo6b2o3bo16bo7bo9b3o6bo9bo$3bo11bo11b2o9bo4b
o14bo6b3o8bo8bo9bo$4bo9b2o9b2o9bo7bo12bo6bo12bo8b3o7b3o$3b2o9bo11bo9b
2o5b2o11bo8bo12bo10bo9bo$5b2o8bo9bo8b2o9b2o8bo10bo12bo8bo9bobo$5bo10b
o7bo10bo9bo9b2o10bo10b2o9b3o7bobo$6bo10bo5bo8b3o11bo6b2o11b2o12b2o10b
o8bo$3b3o12bo3bo8bo15bo2bobobo13b2obo8bo2bo7bo8bo$3bo13b2o2bo10bo11b3o
3b2o16bob2o10b2o7b2o7b2o$21b2o8b2o11bo2$21b2o76bo$2b2o18bo10b2o7b2o7b
2o11b2o11b2o18b3o$3bo11b2o4bo11bo8bo9bo12bo12bo7bob2o6bo$2bo8b2o3bo3b
o13bo8bo7bo12bo12bo8b2o2bo6bo$3b3o5bo2bo5b2o13bo6b2o7b2o11b2o11b2o10b
o8bo$5bo7b3o6bo10bobo8b2o7bo12bo12bo10b3o6bo$6b2o8bo5bo9bobo9bo8b3o10b
o12b3o11bo6bo$7bo7bo7b2o6bobo11bo10bo10b2o13bo9bo8bo$6bo7bo9bo6bo14bo
8bo12bo12bo7bobo10bo$5bo7bo9bo8bo14bo8b3o9bob2o8bo8b2o12bo$4bo8b2o7bo
10bo10b3o11bo10bobo7bo20b3o$4b2o16b2o8b2o10bo34b2o19bo2$92b2o8b2o$13b
o38b2o8b2o29bo9bo$13b3o7b2o27bo9bobo9bobo15bo9bo$4b2o10bo6bo4b2o10bob
o10bo11bo8b2obo13bo9bo$3bo2bobo6bo8bo4bo10b2obo10bo11bo10bo12bo9bo$2b
obo2b2o5bo10bo3bobo2b2o7bo11bo11bo9b2o10bo9bo$bobo9bo8b3o5bobo2bo7bob
o10bo11bo9bo9bo9bo$bo10bo8bo10b2o10bobo10bo9b2o9bobo6bo10b2o$2bo8bo10b
o9bo13bo11bo10b2o8bobo5b2o10bo$3bo7b2o10bo10bo10bo9b3o11bo11bo6bo9bo$
2b2o8bo8bobo9b2o11b3o5bo15bo10b2o4bo9bo$11bo8bobo25bo6bo13b2o15bo9bo$
11b2o8bo32b2o30b2o8b2o3$59b2o$60bo$59bo$58bo$57bo$56bo$55bo$54bo$53bo
$52bo$51bo$50bo$49bo$49b2o!
The factor that appears to make still lives rare is large bounding boxes. The long^10 snake is last, because it will probably appear last.
Unfortunately, no new ones :(
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Macbi
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Re: Small Unnatural Objects Watchlist

Post by Macbi »

It can't just be large bounding box. Like long^5 barge has a large bounding box, but we've seen hundreds of them.
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Re: Small Unnatural Objects Watchlist

Post by PK22 »

I think that certain motifs are what makes a still life rare relative to other SL of a similar population. If you look at the rarest SL for each low cell count, certain motifs are prevalent. The following are 'rare motifs':
  • Long diagonal lines
  • Hooks
  • Snakes and their extensions
  • Aircraft carriers, if welded
EDIT: Snakes aren't necessarily 'long' diagonal lines - a long snake doesn't have the kind of long diagonal line that leads to the ultra-rare SL.
Last edited by PK22 on September 23rd, 2025, 2:29 pm, edited 1 time in total.
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muzik
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Re: Small Unnatural Objects Watchlist

Post by muzik »

Extensions of snakes are themselves diagonal lines, are they not? Unless you're referring to ties and bridges of snakes?

Also, "hooks" (as in pre-pre-blocks) are also diagonal line extensions, so it seems as though the common denominator is diagonal strings.
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Re: Small Unnatural Objects Watchlist

Post by ThePlayzr »

Seems true, as the most common 16-cell still life with a hook is the 94th, and the only still lives without a hook are these ten:

Code: Select all

x = 40, y = 24, rule = B3/S23
b2o7b2o10bo4b2o8bo$bo8bo10bobo4bo7bobo$3bo7bo8bobo4bo7bobo$2b2o6b2o8b
o6b2o6bo$4b2o15bo14bo$4bo4bob3o8bo3bob3o6bo$2bobo4b2obo6b4o3b2obo5bob
o$bobo10bo4bo11bo2bobo$bo11b2o5bo9b2o2bo$2o17b2o14bo$34b2o2$3b2ob2o10b
o8bo$3bo3bo8b3o8b3o$4bobo8bo14bob2o$2bobob2o8bo12bo3bo$bobo4bo8bo10bo
4bobo2b2o$bo6b3o7bo8bo6bobo2bo$2bo8bo7bo6bo9b2o$b2o7bo9bo4bo10bo$bo9b
3o7bo3b2o11bo$3bo9bo8bo3bo10b2o$2b2o15b3o3bo$19bo5b2o!
Please visit my rules (found on my wiki page) and contribute!
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Re: Small Unnatural Objects Watchlist

Post by Life73 »

What the hell is this:

Code: Select all

x = 6, y = 6, rule = B3/S23
2b2o$bo2bo$ob2obo$o2bobo$bo2bo$2b2o!
I have never seen such an absurd still live before. How rare is this, what is it called, and what is its frequency class?

EDIT by dvgrn: added standard pattern tags around RLE.
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Re: Small Unnatural Objects Watchlist

Post by PK22 »

Life73 wrote: August 7th, 2026, 2:51 pm What the hell is this:
x = 6, y = 6, rule = B3/S23
2b2o$bo2bo$ob2obo$o2bobo$bo2bo$2b2o!

I have never seen such an absurd still live before. How rare is this, what is it called, and what is its frequency class?
Rarity: 19829 occurrences in C1, so roughly one in every 367.5 billion objects is one.
Name: ørb (based on Catagolue comments, because it was better than the other suggested name).
FC: 36.72

Every 15 bit still life has occurred naturally. If you are unsure if an object has occurred naturally (or if it has a name), you can paste the RLE into the box at Catagolue's object page.
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Re: Small Unnatural Objects Watchlist

Post by Life73 »

Then, I think these will be interesting. They have never been documented on LifeWiki. No searches gave any online information for them, and I (sort of) independently "discovered" them. The super-loaf is a recorded still live on LifeWiki (search "super loaf" in LifeWiki's search engine).

By mixing a few loaves and super-loaves in different directions, you get what I call (in consecutive order): Tri-Loaf Skewb, Siamese Quad-Loaf Skewb, Tied Quad-Loaf Skewb (from 2 loaf-ties combined), Super-Bi Loaf (if you place 2 super-loaves in the same direction as the loaf-tie, the 4 middle cells will die out and leave a still live).

Links in consecutive order:

EDIT by dvgrn: added standard pattern tags around RLE.

Tri-Loaf Skewb:

Code: Select all

x = 8, y = 8, rule = B3/S23
5bo$4bobo$4bo2bo$2b2ob2o$bo2bo$obobo$o2bo$b2o!
Siamese Quad-Loaf Skewb:

Code: Select all

x = 9, y = 9, rule = B3/S23
6b2o$5bo2bo$4bobobo$4bo2bo$2b2ob2o$bo2bo$obobo$o2bo$b2o!
Tied Quad-Loaf Skewb:

Code: Select all

x = 11, y = 11, rule = B3/S23
8bo$7bobo$7bo2bo$5b2ob2o$4bo2bo$3bobobo$3bo2bo$b2ob2o$o2bo$bobo$2bo!
2 super-loaves tied directly is unstable:

Code: Select all

x = 11, y = 11, rule = B3/S23
6bo$5bobo$4bobobo$4bobo2bo$2b2obob2obo$bo2bobo2bo$ob2obob2o$bo2bobo$2b
obobo$3bobo$4bo!
......and quickly evolves into the still live:

Super-Bi Loaf:

Code: Select all

x = 11, y = 11, rule = B3/S23
6bo$5bobo$4bobobo$4bobo2bo$2b2o3b2obo$bo7bo$ob2o3b2o$bo2bobo$2bobobo$
3bobo$4bo!
Golly works best for these.

EDIT: Sorry for double-posting, (EDIT by dvgrn: I de-double-posted this message to give an example of how it's done) but I found out that my "Tied Quad-Loaf Skewb" is the absolute rarest with only 59 sample soups, around a frequency class of 41-42 (rough mental calculation).

All of my loafy still lives are indeed documented in Catalogue, thanks!

EDIT by dvgrn: See also this duplication of the above two posts. This "watchlist" thread has a rather specific purpose, so the "unsure discoveries" is a better place for these posts -- so the above duplicate copies might get deleted after a few days. Posting the same thing in multiple places tends to cause confusion and no benefit, especially when there are no links between the copies -- so it's pretty common for extra copies to get deleted to avoid clutter.

@Everyone, if you want to add helpful explanations of why these patterns don't really pass the "notability" test, and therefore why they're unlikely to make an appearance in LifeWiki ... please put those responses in the Unsure Discoveries thread and not here.
Knowledge can only be gained when exploring the unknown.
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