Home  •  LifeWiki  •  Forums  •  Download Golly

## Smallest Spaceships Supporting Specific Speeds (5s) Project

For discussion of other cellular automata.

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

Hdjensofjfnen wrote:c/3 diagonal?

`x = 5, y = 5, rule = B3/S234wbo2bo\$o3bo\$4bo\$3bo\$3o!`

2c/7 diagonal, and also, both speeds clearly have 3-cell examples already.
2c/n spaceships project

Current priorities: see here
muzik

Posts: 2724
Joined: January 28th, 2016, 2:47 pm
Location: Scotland

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

muzik wrote:2c/7 diagonal, and also, both speeds clearly have 3-cell examples already.

Oh.
Life is hard. Deal with it.

Pattern of the month (September 2017):
`#C [[ AUTOFIT ]]x = 7, y = 9, rule = B34tw/S232o\$2o\$4b2o\$6bo\$3bo2bo\$6bo\$4b2o\$2o\$2o!`

Hdjensofjfnen

Posts: 383
Joined: March 15th, 2016, 6:41 pm
Location: (394234, -234231)

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

I've been considering compiling a few tables to keep tracks of periods up to 144. Here's the progress on the orthogonal one:
http://www.conwaylife.com/wiki/User:Awe ... s_overview
2c/n spaceships project

Current priorities: see here
muzik

Posts: 2724
Joined: January 28th, 2016, 2:47 pm
Location: Scotland

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

Doesn't seem like this classic 17c/47 was on the list:
`x = 89, y = 67, rule = B34tw5y_S23bo\$2o\$obob3o\$3o\$2o3b2o2\$3o\$33bo\$32b2o\$32bobo3\$5b2o\$5b2o14b3o\$20bo3bo\$19bo5bo\$7bo10bo3bo3bo\$6b3o2b3o4bo2bobo2bo\$5b2obo9bo3bo3bo\$5bo13bo5bo35b2o\$4b2o14bo3bo36bobo\$5bo15b3o37bo\$5b2o72bo\$78b3o\$77b5o\$6bobo54bo12bo5bo\$6b2o55b3o9bo7bo\$7bo56bobo7bo9bo\$62bo4bo17bo\$bobo60b3o19bo\$2b2o82b2o\$2b2o66bo15b3o\$86b2o\$64b3o19bo\$62bo4bo17bo\$b2o61bobo7bo9bo\$o62b3o9bo7bo\$o2bo59bo12bo5bo\$bo2bo72b5o\$o2b3o72b3o\$2ob4o72bo\$3b2o2bo53bo\$bob4o54bobo\$4b2o55b2o2\$b2o\$b2o\$8bo\$7b3o\$13b4o\$13b4o\$13b4o\$7b3o\$8bo23bobo\$b2o29b2o\$b2o30bo6\$2bo\$ob2o\$o\$o4bo\$o5bo\$2b2obo!`
2c/n spaceships project

Current priorities: see here
muzik

Posts: 2724
Joined: January 28th, 2016, 2:47 pm
Location: Scotland

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

(7,1)c/100:
`x = 37, y = 22, rule = B3578/S2-i34q10b2o\$10b2o5b2o\$17b2o2\$23bo\$22bobo\$21bobobo\$22bo3bo\$22bo2\$2b2o20bobo\$o2bo30bo\$o2bo30b2o\$obo30bob2o\$bo32bo\$28bo\$28b2o\$12b2o15bo\$11bob2o\$11bo2b2o\$12bo2bo\$13b2o!`

Probably reducible.
2c/n spaceships project

Current priorities: see here
muzik

Posts: 2724
Joined: January 28th, 2016, 2:47 pm
Location: Scotland

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

muzik wrote:(7,1)c/100:
`x = 37, y = 22, rule = B3578/S2-i34q10b2o\$10b2o5b2o\$17b2o2\$23bo\$22bobo\$21bobobo\$22bo3bo\$22bo2\$2b2o20bobo\$o2bo30bo\$o2bo30b2o\$obo30bob2o\$bo32bo\$28bo\$28b2o\$12b2o15bo\$11bob2o\$11bo2b2o\$12bo2bo\$13b2o!`

Probably reducible.

10% bounding box reduction:
`x = 33, y = 23, rule = B3578/S2-i34q8b2o\$8b2o5b2o\$15b2o3\$17bobo\$16bo2bob2o\$21b3o\$b2o16b6o\$b2o17bo2bo\$17bo4bo\$16bo2b2o\$10bo6b3o8bo\$ob2o5b3o6bo10b3o\$2bo5b4o15b2ob2o\$3o5b2o16b2ob2obo\$8b2o2b3o11b2o\$12b3o13b3o\$12b3o\$16b2o\$10bo5b3o\$14b4o\$14b3o!`

Minimal population:
`x = 37, y = 22, rule = B3578/S2-i34q10b2o\$10b2o5b2o\$17b2o2\$23b2o\$21bo2bo\$21bo2bo\$21bobo\$22bo2\$2b2o\$o2bo29b2o\$o2bo28bob2o\$obo29bo2b2o\$bo31bo2bo\$34b2o2\$12b2o\$11bob2o\$11bo2b2o\$12bo2bo\$13b2o!`
LifeWiki: Like Wikipedia but with more spaceships. [citation needed]

BlinkerSpawn

Posts: 1705
Joined: November 8th, 2014, 8:48 pm
Location: Getting a snacker from R-Bee's

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

Currently playing with those "T-tetromino-is-a-failed-replicator-and-eventually-becomes-four-rakes/spaceships/puffers" rules.

Here's one where a T becomes these 30c/72 ships:
`x = 14, y = 9, rule = B34ertwy5a/S23b2o\$obo\$bo3b2o4b2o\$4bobo4bobo\$4bo8bo\$4bobo4bobo\$bo3b2o4b2o\$obo\$b2o!`
2c/n spaceships project

Current priorities: see here
muzik

Posts: 2724
Joined: January 28th, 2016, 2:47 pm
Location: Scotland

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

Simpler rule for the three-cell (2,1)c/11 knightship:

`x = 3, y = 4, rule = B2-a3-i/S01c2e2bo2\$o\$2bo!`

gmc_nxtman

Posts: 1097
Joined: May 26th, 2015, 7:20 pm

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

17 cells for 22c/52?
`x = 15, y = 7, rule = B34tw/S233o7b2o\$10bo2bo\$14bo\$14bo\$14bo\$10bo2bo\$3o7b2o!`
LifeWiki: Like Wikipedia but with more spaceships. [citation needed]

BlinkerSpawn

Posts: 1705
Joined: November 8th, 2014, 8:48 pm
Location: Getting a snacker from R-Bee's

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

10 cell 24c/138 diagonal:
`x = 4, y = 5, rule = B2k35c7c/S23-ae4ib2o\$o2bo\$o2bo\$b3o\$bo!`
I have the best signature ever.

toroidalet

Posts: 858
Joined: August 7th, 2016, 1:48 pm
Location: Somewhere on a planet called "Earth"

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

Is this one too big?
`x = 1879, y = 1900, rule = B37/S2-i34q704b2o\$703bo2bo\$703bo2bo\$704b2o8\$715b2o\$714bo2bo\$714bo2bo\$715b2o3\$698b2o\$697bo2bo\$697bo2bo\$698b2o2\$726b2o\$725bo2bo\$725bo2bo\$726b2o3\$709b2o\$708bo2bo\$708bo2bo\$709b2o2\$737b2o\$736bo2bo\$736bo2bo\$737b2o3\$720b2o\$719bo2bo\$719bo2bo\$720b2o2\$748b2o\$747bo2bo\$747bo2bo\$748b2o3\$731b2o\$730bo2bo\$730bo2bo\$731b2o2\$759b2o\$758bo2bo\$758bo2bo\$759b2o3\$742b2o\$741bo2bo\$741bo2bo\$742b2o2\$770b2o\$769bo2bo\$769bo2bo\$770b2o3\$753b2o\$752bo2bo\$752bo2bo\$753b2o2\$781b2o\$780bo2bo\$780bo2bo\$781b2o3\$764b2o\$763bo2bo\$763bo2bo\$764b2o2\$792b2o\$791bo2bo\$791bo2bo\$792b2o3\$775b2o\$774bo2bo\$774bo2bo\$775b2o2\$803b2o\$802bo2bo\$802bo2bo\$803b2o3\$786b2o\$785bo2bo\$785bo2bo\$786b2o2\$814b2o\$813bo2bo\$813bo2bo\$814b2o3\$797b2o\$796bo2bo\$796bo2bo\$797b2o2\$825b2o\$824bo2bo\$824bo2bo\$825b2o3\$703b3o102b2o\$703b3o101bo2bo\$704bo102bo2bo\$808b2o2\$836b2o\$835bo2bo\$835bo2bo\$836b2o3\$819b2o\$818bo2bo\$818bo2bo\$819b2o2\$847b2o\$846bo2bo\$846bo2bo\$847b2o3\$830b2o\$829bo2bo\$829bo2bo\$830b2o2\$858b2o\$857bo2bo\$857bo2bo\$858b2o3\$841b2o\$840bo2bo\$840bo2bo\$841b2o2\$869b2o\$868bo2bo\$868bo2bo\$869b2o3\$852b2o\$851bo2bo\$851bo2bo\$852b2o2\$880b2o\$879bo2bo\$879bo2bo\$880b2o3\$863b2o\$862bo2bo\$862bo2bo\$863b2o2\$891b2o\$890bo2bo\$890bo2bo\$891b2o3\$874b2o\$873bo2bo\$873bo2bo\$874b2o2\$902b2o\$901bo2bo\$901bo2bo\$902b2o3\$885b2o\$884bo2bo\$884bo2bo\$885b2o2\$913b2o\$912bo2bo\$912bo2bo\$913b2o3\$896b2o\$895bo2bo\$895bo2bo\$896b2o2\$924b2o\$923bo2bo\$923bo2bo\$924b2o3\$907b2o\$906bo2bo\$906bo2bo\$907b2o2\$935b2o\$934bo2bo\$934bo2bo\$935b2o3\$918b2o\$917bo2bo\$917bo2bo\$918b2o2\$946b2o\$945bo2bo\$945bo2bo\$946b2o3\$929b2o\$928bo2bo\$928bo2bo\$929b2o\$867b2o\$866bo2bo87b2o\$866bo2bo86bo2bo\$867b2o87bo2bo\$957b2o3\$940b2o\$939bo2bo\$939bo2bo\$940b2o2\$968b2o\$967bo2bo\$967bo2bo\$968b2o3\$951b2o\$950bo2bo\$950bo2bo\$951b2o\$889b2o\$888bo2bo87b2o\$888bo2bo86bo2bo\$889b2o87bo2bo\$979b2o3\$962b2o\$961bo2bo\$961bo2bo\$962b2o2\$990b2o\$989bo2bo\$989bo2bo\$990b2o3\$973b2o\$972bo2bo\$972bo2bo\$973b2o\$911b2o\$910bo2bo87b2o\$910bo2bo86bo2bo\$911b2o87bo2bo\$1001b2o3\$984b2o\$983bo2bo\$983bo2bo\$984b2o2\$1012b2o\$1011bo2bo\$1011bo2bo\$1012b2o3\$995b2o\$994bo2bo\$994bo2bo\$995b2o\$933b2o\$932bo2bo87b2o\$932bo2bo86bo2bo\$933b2o87bo2bo\$1023b2o3\$1006b2o\$1005bo2bo\$1005bo2bo\$1006b2o2\$1034b2o\$1033bo2bo\$1033bo2bo\$1034b2o3\$1017b2o\$1016bo2bo\$1016bo2bo\$1017b2o\$955b2o\$954bo2bo87b2o\$954bo2bo86bo2bo\$955b2o87bo2bo\$1045b2o3\$1028b2o\$1027bo2bo\$1027bo2bo\$1028b2o2\$1056b2o\$1055bo2bo\$1055bo2bo\$1056b2o3\$1039b2o\$1038bo2bo\$1038bo2bo\$1039b2o\$977b2o\$976bo2bo87b2o\$976bo2bo86bo2bo\$977b2o87bo2bo\$1067b2o3\$1050b2o\$1049bo2bo\$1049bo2bo\$1050b2o2\$1078b2o\$1077bo2bo\$1077bo2bo\$340bo737b2o\$340b2o\$339bobo\$1061b2o\$1060bo2bo\$1060bo2bo\$1061b2o\$999b2o\$998bo2bo87b2o\$998bo2bo86bo2bo\$999b2o87bo2bo\$1089b2o3\$1072b2o\$1071bo2bo\$737b2o332bo2bo\$736bo2bo332b2o\$736bo2bo\$737b2o361b2o\$1099bo2bo\$1099bo2bo\$1100b2o3\$1083b2o\$1082bo2bo\$748b2o332bo2bo\$747bo2bo332b2o\$747bo2bo270b2o\$748b2o270bo2bo87b2o\$1020bo2bo86bo2bo\$1021b2o87bo2bo\$731b2o378b2o\$730bo2bo\$730bo2bo\$731b2o361b2o\$1093bo2bo\$759b2o332bo2bo\$758bo2bo332b2o\$758bo2bo\$759b2o361b2o\$1121bo2bo\$1121bo2bo\$742b2o378b2o\$741bo2bo\$741bo2bo\$742b2o361b2o\$1104bo2bo\$770b2o332bo2bo\$769bo2bo332b2o\$769bo2bo270b2o\$770b2o270bo2bo87b2o\$1042bo2bo86bo2bo\$1043b2o87bo2bo\$753b2o378b2o\$752bo2bo\$752bo2bo\$753b2o361b2o\$1115bo2bo\$781b2o332bo2bo\$780bo2bo332b2o\$780bo2bo\$781b2o361b2o\$1143bo2bo\$1143bo2bo\$764b2o378b2o\$763bo2bo\$763bo2bo\$764b2o361b2o\$1126bo2bo\$792b2o332bo2bo\$791bo2bo332b2o\$791bo2bo270b2o\$792b2o270bo2bo87b2o\$1064bo2bo86bo2bo\$1065b2o87bo2bo\$775b2o378b2o\$647bobo124bo2bo\$647b2o125bo2bo\$648bo126b2o361b2o\$1137bo2bo\$803b2o332bo2bo\$725b3o74bo2bo332b2o\$726bo75bo2bo\$726bo76b2o361b2o\$1165bo2bo\$1165bo2bo\$786b2o378b2o\$785bo2bo\$785bo2bo\$786b2o361b2o\$1148bo2bo\$814b2o332bo2bo\$813bo2bo332b2o\$813bo2bo270b2o\$814b2o270bo2bo87b2o\$1086bo2bo86bo2bo\$1087b2o87bo2bo\$797b2o378b2o\$796bo2bo\$796bo2bo\$797b2o361b2o\$1159bo2bo\$825b2o332bo2bo\$824bo2bo332b2o\$824bo2bo\$825b2o361b2o\$1187bo2bo\$1187bo2bo\$808b2o378b2o\$807bo2bo\$807bo2bo\$808b2o361b2o\$1170bo2bo\$836b2o332bo2bo\$835bo2bo332b2o\$835bo2bo270b2o\$836b2o270bo2bo87b2o\$1108bo2bo86bo2bo\$1109b2o87bo2bo\$819b2o378b2o\$818bo2bo\$818bo2bo\$819b2o361b2o\$1181bo2bo\$847b2o332bo2bo\$846bo2bo332b2o\$846bo2bo\$847b2o361b2o\$1209bo2bo\$1209bo2bo\$830b2o378b2o\$829bo2bo\$829bo2bo\$830b2o361b2o\$1192bo2bo\$858b2o332bo2bo\$857bo2bo332b2o\$857bo2bo270b2o\$858b2o270bo2bo87b2o\$1130bo2bo86bo2bo\$1131b2o87bo2bo\$841b2o378b2o\$840bo2bo\$840bo2bo\$841b2o361b2o\$1203bo2bo\$869b2o332bo2bo\$868bo2bo332b2o\$868bo2bo\$869b2o361b2o\$1231bo2bo\$1231bo2bo\$852b2o378b2o\$851bo2bo\$851bo2bo\$852b2o361b2o\$1214bo2bo\$880b2o332bo2bo\$879bo2bo332b2o\$879bo2bo270b2o\$880b2o270bo2bo87b2o\$1152bo2bo86bo2bo\$1153b2o87bo2bo\$863b2o378b2o\$862bo2bo\$862bo2bo\$863b2o361b2o\$1225bo2bo\$891b2o332bo2bo\$890bo2bo332b2o\$890bo2bo\$891b2o361b2o\$1253bo2bo\$1253bo2bo\$874b2o378b2o\$873bo2bo\$873bo2bo\$874b2o361b2o\$1236bo2bo\$902b2o332bo2bo\$901bo2bo332b2o\$901bo2bo270b2o\$902b2o270bo2bo87b2o\$1174bo2bo86bo2bo\$1175b2o87bo2bo\$885b2o378b2o\$884bo2bo\$884bo2bo\$885b2o361b2o\$1247bo2bo\$913b2o332bo2bo\$912bo2bo332b2o\$912bo2bo\$913b2o361b2o\$1275bo2bo\$1275bo2bo\$896b2o378b2o\$895bo2bo\$895bo2bo\$896b2o361b2o\$1258bo2bo\$533b2o389b2o332bo2bo\$534b2o387bo2bo332b2o\$533bo389bo2bo270b2o\$924b2o270bo2bo87b2o\$1196bo2bo86bo2bo\$1197b2o87bo2bo\$907b2o378b2o\$906bo2bo\$906bo2bo\$907b2o361b2o\$1269bo2bo\$935b2o332bo2bo\$934bo2bo332b2o\$934bo2bo\$935b2o361b2o\$1297bo2bo\$1297bo2bo\$918b2o378b2o\$917bo2bo\$917bo2bo\$918b2o361b2o\$1280bo2bo\$946b2o332bo2bo\$945bo2bo332b2o\$945bo2bo270b2o\$946b2o270bo2bo\$1218bo2bo\$1219b2o\$929b2o\$928bo2bo\$928bo2bo\$929b2o361b2o\$1291bo2bo\$957b2o332bo2bo\$956bo2bo332b2o\$956bo2bo356b3o\$957b2o357b3o\$1314b2o3bo\$1314bo\$940b2o372bo4bo\$939bo2bo372b3o\$939bo2bo373bo\$940b2o377b2o\$1319bobo\$968b2o348bob2o\$737bo229bo2bo347bo3b2o\$737bo229bo2bo270b2o75bobo2bo\$736bobo229b2o270bo2bo76bob2o\$1240bo2bo77bo\$737bo503b2o\$951b2o\$950bo2bo\$950bo2bo\$951b2o2\$979b2o\$978bo2bo\$978bo2bo\$979b2o3\$962b2o\$961bo2bo\$961bo2bo\$962b2o2\$990b2o\$989bo2bo\$989bo2bo270b2o\$990b2o270bo2bo\$1262bo2bo\$1263b2o\$973b2o\$972bo2bo\$972bo2bo\$973b2o2\$1001b2o\$1000bo2bo\$1000bo2bo\$1001b2o3\$984b2o\$983bo2bo\$983bo2bo\$984b2o2\$1012b2o\$1011bo2bo\$1011bo2bo270b2o\$1012b2o270bo2bo\$1284bo2bo\$1285b2o\$995b2o\$994bo2bo\$994bo2bo\$995b2o2\$1023b2o\$1022bo2bo\$1022bo2bo\$1023b2o3\$1006b2o\$1005bo2bo\$1005bo2bo\$1006b2o2\$1034b2o\$1033bo2bo\$1033bo2bo270b2o\$1034b2o270bo2bo\$1306bo2bo\$1307b2o\$1017b2o\$1016bo2bo\$1016bo2bo\$1017b2o2\$1045b2o\$1044bo2bo\$1044bo2bo\$1045b2o3\$1028b2o\$1027bo2bo\$1027bo2bo\$1028b2o2\$1056b2o\$1055bo2bo\$1055bo2bo270b2o\$1056b2o270bo2bo\$1328bo2bo\$1329b2o\$1039b2o\$1038bo2bo\$1038bo2bo\$1039b2o2\$1067b2o\$1066bo2bo\$1066bo2bo\$1067b2o3\$1050b2o\$1049bo2bo\$1049bo2bo\$1050b2o2\$1078b2o\$1077bo2bo\$1077bo2bo270b2o\$1078b2o270bo2bo\$18b2o1330bo2bo\$17bo2bo1330b2o\$17bo2bo1040b2o\$18b2o1040bo2bo\$1060bo2bo\$1061b2o\$b2o9bo\$o2bo6b2o2bo1074b2o\$o2bo8bo1075bo2bo\$b2o1085bo2bo\$1089b2o\$29b2o\$28bo2bo\$28bo2bo1040b2o\$29b2o1040bo2bo\$1071bo2bo\$1072b2o\$12b2o\$11bo2bo1085b2o\$11bo2bo1084bo2bo\$12b2o1085bo2bo270b2o\$1100b2o270bo2bo\$40b2o1330bo2bo\$39bo2bo1330b2o\$39bo2bo1040b2o\$40b2o1040bo2bo\$1082bo2bo\$1083b2o\$23b2o318b2o\$22bo2bo317b3o765b2o\$22bo2bo317b2o765bo2bo\$23b2o1085bo2bo\$1111b2o\$51b2o328b2o\$50bo2bo326bo2bo\$50bo2bo326bo2bo710b2o\$51b2o328b2o710bo2bo\$1093bo2bo\$1094b2o\$34b2o328b2o144bo\$33bo2bo326bo2bo142b2o611b2o\$33bo2bo326bo2bo143bo610bo2bo\$34b2o328b2o755bo2bo270b2o\$1122b2o19bobo248bo2bo\$62b2o328b2o752bo247bo2bo\$61bo2bo326bo2bo748bo251b2o\$61bo2bo326bo2bo710b2o37bo2bo\$62b2o328b2o710bo2bo27b2o5bo2b2o\$1104bo2bo26bob3o2bobo\$1105b2o27b6ob2o\$45b2o328b2o299bo459b2o2bo2bo\$44bo2bo326bo2bo298b3o458b2o\$44bo2bo326bo2bo298bo460b3o3bo\$45b2o328b2o371bo387b2o5bo\$747bobo381bo\$73b2o328b2o727b2o6bobo60b2o\$72bo2bo326bo2bo341b3o380bo2bo6b2o60bo2bo\$72bo2bo326bo2bo725bobo68bo2bo\$73b2o328b2o726b2o70b2o3\$56b2o328b2o455bo\$55bo2bo326bo2bo452b2o2bo\$55bo2bo326bo2bo454bo\$56b2o328b2o1029b2o\$1416bo2bo\$84b2o328b2o798b2o200bo2bo\$83bo2bo326bo2bo796bo2bo200b2o\$83bo2bo326bo2bo796bo2bo\$84b2o328b2o798b2o3\$67b2o328b2o609bobo186b2o\$66bo2bo326bo2bo607bo2bo185bo2bo\$66bo2bo326bo2bo608bobo185bo2bo\$67b2o328b2o798b2o2\$95b2o328b2o798b2o\$94bo2bo326bo2bo796bo2bo\$94bo2bo326bo2bo796bo2bo\$95b2o328b2o798b2o3\$78b2o157bobo168b2o798b2o\$77bo2bo156b2o168bo2bo796bo2bo\$77bo2bo157bo168bo2bo796bo2bo\$78b2o328b2o798b2o229b2o\$1438bo2bo\$106b2o328b2o798b2o200bo2bo\$105bo2bo326bo2bo796bo2bo200b2o\$105bo2bo326bo2bo796bo2bo\$106b2o328b2o798b2o3\$89b2o328b2o798b2o\$88bo2bo326bo2bo796bo2bo\$88bo2bo326bo2bo796bo2bo\$89b2o328b2o798b2o2\$117b2o328b2o798b2o\$116bo2bo326bo2bo796bo2bo\$116bo2bo326bo2bo796bo2bo\$117b2o328b2o798b2o\$1202b3o\$1203bo\$100b2o328b2o771bo26b2o\$99bo2bo326bo2bo796bo2bo\$99bo2bo326bo2bo796bo2bo\$100b2o328b2o798b2o229b2o\$1460bo2bo\$128b2o328b2o798b2o200bo2bo\$127bo2bo326bo2bo796bo2bo200b2o\$127bo2bo326bo2bo796bo2bo\$128b2o328b2o798b2o3\$111b2o328b2o798b2o\$110bo2bo326bo2bo796bo2bo\$110bo2bo326bo2bo796bo2bo\$111b2o328b2o798b2o2\$139b2o328b2o798b2o\$138bo2bo326bo2bo796bo2bo\$138bo2bo326bo2bo796bo2bo\$139b2o328b2o798b2o3\$122b2o328b2o798b2o\$121bo2bo326bo2bo796bo2bo\$121bo2bo326bo2bo796bo2bo\$122b2o328b2o798b2o229b2o\$1482bo2bo\$150b2o328b2o798b2o200bo2bo\$149bo2bo326bo2bo796bo2bo200b2o\$149bo2bo326bo2bo796bo2bo\$150b2o328b2o798b2o\$190b2o\$189bo2bo\$133b2o54bo2bo270b2o798b2o\$132bo2bo54b2o270bo2bo796bo2bo\$132bo2bo326bo2bo796bo2bo\$133b2o328b2o798b2o2\$161b2o328b2o798b2o\$160bo2bo326bo2bo796bo2bo\$160bo2bo326bo2bo695bo100bo2bo\$161b2o328b2o695b2o101b2o\$1188bobo2\$144b2o328b2o798b2o\$143bo2bo326bo2bo796bo2bo\$143bo2bo326bo2bo796bo2bo\$144b2o328b2o798b2o229b2o\$1504bo2bo\$172b2o328b2o798b2o200bo2bo\$171bo2bo326bo2bo796bo2bo200b2o\$171bo2bo326bo2bo796bo2bo\$172b2o328b2o798b2o\$212b2o\$211bo2bo\$155b2o54bo2bo270b2o798b2o\$154bo2bo54b2o270bo2bo796bo2bo\$154bo2bo326bo2bo796bo2bo\$155b2o328b2o798b2o2\$183b2o328b2o798b2o\$182bo2bo326bo2bo796bo2bo\$182bo2bo326bo2bo796bo2bo\$183b2o328b2o798b2o3\$166b2o328b2o798b2o\$165bo2bo326bo2bo796bo2bo\$165bo2bo326bo2bo796bo2bo\$166b2o328b2o798b2o229b2o\$1526bo2bo\$194b2o328b2o798b2o200bo2bo\$193bo2bo326bo2bo796bo2bo200b2o\$193bo2bo326bo2bo796bo2bo\$194b2o328b2o798b2o\$234b2o\$233bo2bo\$177b2o54bo2bo270b2o798b2o\$176bo2bo54b2o270bo2bo796bo2bo\$176bo2bo326bo2bo796bo2bo\$177b2o328b2o798b2o2\$205b2o328b2o798b2o\$204bo2bo326bo2bo796bo2bo\$204bo2bo326bo2bo796bo2bo\$205b2o328b2o798b2o3\$188b2o328b2o798b2o\$187bo2bo326bo2bo796bo2bo\$187bo2bo326bo2bo796bo2bo\$188b2o328b2o798b2o229b2o\$1548bo2bo\$216b2o328b2o798b2o200bo2bo\$215bo2bo326bo2bo796bo2bo200b2o\$215bo2bo326bo2bo796bo2bo\$216b2o328b2o798b2o\$256b2o\$255bo2bo\$199b2o54bo2bo270b2o798b2o\$198bo2bo54b2o270bo2bo796bo2bo\$198bo2bo326bo2bo796bo2bo\$199b2o328b2o798b2o2\$227b2o328b2o798b2o\$226bo2bo326bo2bo796bo2bo\$226bo2bo326bo2bo796bo2bo\$227b2o328b2o798b2o3\$210b2o328b2o798b2o\$209bo2bo326bo2bo796bo2bo\$209bo2bo326bo2bo796bo2bo\$210b2o328b2o798b2o229b2o\$1570bo2bo\$238b2o328b2o188b3o607b2o200bo2bo\$237bo2bo326bo2bo187b3o606bo2bo200b2o\$237bo2bo326bo2bo188bo607bo2bo\$238b2o328b2o798b2o\$278b2o\$277bo2bo\$221b2o54bo2bo270b2o798b2o\$220bo2bo54b2o270bo2bo796bo2bo\$220bo2bo326bo2bo796bo2bo\$221b2o328b2o798b2o2\$249b2o328b2o798b2o\$248bo2bo326bo2bo796bo2bo\$248bo2bo326bo2bo796bo2bo\$249b2o328b2o798b2o3\$232b2o328b2o798b2o\$231bo2bo326bo2bo796bo2bo\$231bo2bo326bo2bo796bo2bo\$232b2o328b2o798b2o229b2o\$1592bo2bo\$260b2o328b2o798b2o200bo2bo\$259bo2bo326bo2bo796bo2bo200b2o\$259bo2bo326bo2bo796bo2bo\$260b2o328b2o798b2o\$300b2o\$299bo2bo\$243b2o54bo2bo270b2o798b2o\$242bo2bo54b2o270bo2bo796bo2bo\$242bo2bo326bo2bo796bo2bo\$243b2o328b2o798b2o2\$271b2o328b2o798b2o\$270bo2bo326bo2bo796bo2bo\$270bo2bo326bo2bo796bo2bo\$271b2o328b2o798b2o3\$254b2o328b2o798b2o\$253bo2bo326bo2bo796bo2bo\$253bo2bo326bo2bo796bo2bo\$254b2o328b2o798b2o229b2o\$1614bo2bo\$282b2o328b2o798b2o200bo2bo\$281bo2bo326bo2bo796bo2bo200b2o\$281bo2bo326bo2bo796bo2bo\$282b2o328b2o798b2o\$322b2o\$321bo2bo\$265b2o54bo2bo270b2o798b2o\$264bo2bo54b2o270bo2bo796bo2bo\$264bo2bo326bo2bo796bo2bo\$265b2o328b2o798b2o2\$293b2o328b2o798b2o\$292bo2bo326bo2bo796bo2bo\$292bo2bo326bo2bo796bo2bo\$293b2o328b2o798b2o3\$276b2o328b2o352bo445b2o\$275bo2bo326bo2bo351b2o443bo2bo\$275bo2bo326bo2bo350bobo443bo2bo\$276b2o328b2o798b2o229b2o\$1636bo2bo\$304b2o328b2o798b2o200bo2bo\$303bo2bo326bo2bo796bo2bo200b2o\$303bo2bo326bo2bo796bo2bo\$304b2o328b2o798b2o\$344b2o\$343bo2bo\$287b2o54bo2bo270b2o798b2o\$286bo2bo54b2o270bo2bo796bo2bo\$286bo2bo326bo2bo796bo2bo\$287b2o328b2o798b2o2\$315b2o328b2o798b2o\$314bo2bo326bo2bo796bo2bo\$314bo2bo326bo2bo796bo2bo\$315b2o328b2o798b2o3\$298b2o328b2o798b2o\$297bo2bo326bo2bo796bo2bo\$297bo2bo326bo2bo796bo2bo\$298b2o328b2o798b2o229b2o\$1658bo2bo\$326b2o328b2o798b2o200bo2bo\$325bo2bo326bo2bo796bo2bo200b2o\$325bo2bo326bo2bo796bo2bo\$326b2o328b2o798b2o\$366b2o\$365bo2bo\$309b2o54bo2bo270b2o798b2o\$308bo2bo54b2o270bo2bo796bo2bo\$308bo2bo326bo2bo796bo2bo\$309b2o328b2o798b2o2\$337b2o328b2o798b2o\$336bo2bo326bo2bo796bo2bo\$336bo2bo326bo2bo796bo2bo\$337b2o328b2o798b2o3\$320b2o328b2o798b2o\$319bo2bo326bo2bo796bo2bo\$319bo2bo326bo2bo796bo2bo\$320b2o328b2o798b2o229b2o\$1680bo2bo\$348b2o328b2o798b2o200bo2bo\$347bo2bo326bo2bo796bo2bo200b2o\$347bo2bo326bo2bo796bo2bo\$348b2o328b2o798b2o\$388b2o\$387bo2bo\$331b2o54bo2bo270b2o798b2o\$330bo2bo54b2o270bo2bo796bo2bo\$330bo2bo326bo2bo796bo2bo\$331b2o328b2o798b2o2\$359b2o328b2o798b2o\$358bo2bo326bo2bo796bo2bo\$358bo2bo326bo2bo796bo2bo\$359b2o328b2o798b2o3\$342b2o328b2o798b2o\$341bo2bo326bo2bo208bo587bo2bo\$341bo2bo326bo2bo206b2o588bo2bo\$342b2o328b2o208b2o510bo77b2o229b2o\$1393b2o307bo2bo\$370b2o328b2o691bobo104b2o200bo2bo\$369bo2bo326bo2bo796bo2bo200b2o\$369bo2bo326bo2bo796bo2bo\$370b2o328b2o798b2o\$410b2o\$409bo2bo\$353b2o54bo2bo270b2o798b2o\$352bo2bo54b2o270bo2bo796bo2bo\$352bo2bo326bo2bo796bo2bo\$353b2o328b2o798b2o2\$381b2o328b2o798b2o\$380bo2bo326bo2bo796bo2bo\$380bo2bo326bo2bo796bo2bo\$381b2o328b2o798b2o3\$364b2o328b2o798b2o\$363bo2bo326bo2bo796bo2bo\$363bo2bo326bo2bo796bo2bo\$364b2o328b2o798b2o229b2o\$1724bo2bo\$392b2o328b2o798b2o200bo2bo\$391bo2bo326bo2bo796bo2bo200b2o\$391bo2bo326bo2bo796bo2bo\$392b2o328b2o798b2o\$432b2o\$431bo2bo\$375b2o54bo2bo270b2o798b2o\$374bo2bo54b2o270bo2bo796bo2bo\$374bo2bo326bo2bo796bo2bo\$375b2o328b2o798b2o2\$403b2o328b2o798b2o\$402bo2bo326bo2bo34bo761bo2bo\$402bo2bo326bo2bo33b3o760bo2bo\$403b2o328b2o798b2o3\$386b2o328b2o798b2o\$385bo2bo326bo2bo796bo2bo\$385bo2bo326bo2bo796bo2bo\$386b2o328b2o798b2o229b2o\$1746bo2bo\$414b2o1128b2o200bo2bo\$413bo2bo1126bo2bo200b2o\$413bo2bo1126bo2bo\$414b2o332b2o8bo2bo782b2o\$454b2o291bo2b4o4bo2bo\$453bo2bo290bob2o3b4o2bobo\$397b2o54bo2bo270b2o19bo2b2o2b7o765b2o\$396bo2bo54b2o270bo2bo21b2o3b5o765bo2bo\$396bo2bo326bo2bo27bo768bo2bo\$397b2o328b2o26b3o769b2o2\$425b2o320b2o10bo795b2o\$424bo2bo319b2o8bo3b2o791bo2bo\$424bo2bo329bo3bo792bo2bo\$425b2o330b2o2bo793b2o\$758bobo\$753b3o\$408b2o343b4obo3bo775b2o\$407bo2bo344bo4b2o2bo772bo2bo\$407bo2bo349b3obo772bo2bo\$408b2o351b2ob2o772b2o229b2o\$765bo1002bo2bo\$436b2o324bobo801b2o200bo2bo\$435bo2bo323b2o801bo2bo200b2o\$435bo2bo323bo802bo2bo\$436b2o1128b2o\$476b2o\$475bo2bo\$419b2o54bo2bo1070b2o\$418bo2bo54b2o1070bo2bo\$418bo2bo1126bo2bo\$419b2o1128b2o229b2o\$1779bo2bo\$447b2o1128b2o200bo2bo\$446bo2bo1126bo2bo200b2o\$446bo2bo1126bo2bo\$447b2o1128b2o2\$1225bo\$430b2o792bobo333b2o\$429bo2bo1126bo2bo\$429bo2bo791b3o332bo2bo\$430b2o1128b2o229b2o\$1790bo2bo\$458b2o1128b2o200bo2bo\$457bo2bo1126bo2bo200b2o\$457bo2bo1126bo2bo\$458b2o1128b2o\$498b2o\$497bo2bo\$441b2o54bo2bo1070b2o\$440bo2bo54b2o1070bo2bo\$440bo2bo1126bo2bo\$441b2o1128b2o229b2o\$1801bo2bo\$469b2o1128b2o200bo2bo\$468bo2bo1126bo2bo200b2o\$468bo2bo1126bo2bo\$469b2o1128b2o3\$452b2o1128b2o\$451bo2bo1126bo2bo\$451bo2bo1126bo2bo\$452b2o1128b2o229b2o\$1812bo2bo\$480b2o1128b2o200bo2bo\$479bo2bo1126bo2bo200b2o\$479bo2bo1126bo2bo\$480b2o1128b2o\$520b2o\$519bo2bo\$463b2o54bo2bo1070b2o\$462bo2bo54b2o1070bo2bo\$462bo2bo1126bo2bo\$463b2o1128b2o229b2o\$1823bo2bo\$491b2o1128b2o200bo2bo\$490bo2bo1126bo2bo200b2o\$490bo2bo1126bo2bo\$491b2o1128b2o3\$474b2o1128b2o\$473bo2bo1126bo2bo\$473bo2bo1126bo2bo\$474b2o1128b2o229b2o\$1834bo2bo\$502b2o1128b2o200bo2bo\$501bo2bo1126bo2bo200b2o\$501bo2bo1126bo2bo\$502b2o1128b2o\$542b2o\$541bo2bo\$485b2o54bo2bo1070b2o\$484bo2bo54b2o1070bo2bo\$484bo2bo1126bo2bo\$485b2o1128b2o229b2o\$1845bo2bo\$513b2o1128b2o200bo2bo\$512bo2bo1126bo2bo200b2o\$512bo2bo1126bo2bo\$513b2o1128b2o\$781b2o\$780bo2bo\$496b2o282bo2bo842b2o\$495bo2bo282b2o842bo2bo\$495bo2bo1126bo2bo\$496b2o1128b2o229b2o\$764b2o122b2o966bo2bo\$524b2o237bo2bo121b3o763b2o200bo2bo\$523bo2bo236bo2bo121b2o763bo2bo200b2o\$523bo2bo237b2o887bo2bo\$524b2o1128b2o\$564b2o226b2o1076bo4bobo\$563bo2bo224bo2bo1074bobo6bo\$507b2o54bo2bo224bo2bo842b2o229bo2bo2bo2bo\$506bo2bo54b2o226b2o842bo2bo27b2o200b3o3b3o\$506bo2bo1126bo2bo26bo2bo206bo\$507b2o1128b2o28bo208bo\$775b2o\$535b2o237bo2bo1088b3o\$534bo2bo236bo2bo892bo195bobo\$534bo2bo237b2o888b3o3bo193bo3b2o4b2o\$535b2o1127bo2bo2bo194b3ob2o4b2o\$803b2o860bo3b2o5bobo186bo3b2o\$802bo2bo871bo8b3o176bob2o\$518b2o282bo2bo842b2o25b3o7bob2o176b2o\$517bo2bo282b2o842bo2bo24b2o9b3o\$517bo2bo1126bo2bo36bo\$518b2o1128b2o29bobo8b2o\$786b2o433bo456bo10b3o\$546b2o237bo2bo432b3o454bo2bo7b2o\$545bo2bo236bo2bo432bo456bo2bo7bo\$545bo2bo237b2o888b2o2bo\$546b2o1127bobo3bo\$586b2o226b2o858bo3bo2bo112bo\$585bo2bo224bo2bo858bo8b2o92b2o14b3o\$529b2o54bo2bo224bo2bo860bob2o3b2o91bo2bo13bo\$528bo2bo54b2o226b2o961bo2bo\$528bo2bo1246b2o\$529b2o\$797b2o\$557b2o237bo2bo\$556bo2bo236bo2bo1020b2o\$556bo2bo237b2o1021b2o\$557b2o1262bo\$825b2o993b2o\$824bo2bo992b2o\$540b2o282bo2bo985b2o3bobo\$539bo2bo282b2o986b2o2b2o\$539bo2bo1274bobo\$540b2o1276bo\$808b2o743bobo\$568b2o237bo2bo741bo2bo237bo\$567bo2bo236bo2bo742bobo235bo\$567bo2bo237b2o980bo4bo\$568b2o1223bo\$608b2o226b2o804b2o151bo\$607bo2bo224bo2bo760bo41bo2bo144bo2b3o\$551b2o54bo2bo224bo2bo759b2o41bo2bo148b3o\$550bo2bo54b2o226b2o760bobo41b2o146b2o\$550bo2bo1237b4o\$551b2o\$819b2o804b2o\$579b2o237bo2bo802bo2bo124bo\$578bo2bo236bo2bo802bo2bo120b9o\$578bo2bo237b2o804b2o121b2obo2b3o\$579b2o1170bo2bo\$847b2o804b2o97bobo\$846bo2bo802bo2bo98bo\$562b2o282bo2bo802bo2bo96bobo\$561bo2bo282b2o804b2o96bo2bo\$561bo2bo1187b2o\$562b2o1188bo\$830b2o804b2o117bo\$829bo2bo802bo2bo117b5o\$829bo2bo802bo2bo116bo3b2o\$603bo226b2o804b2o118b3o\$596b2o5b2o1151bo\$596b2o7bo24b2o226b2o892b2o3bo\$595bobo3bo3bo23bo2bo224bo2bo892b2ob2o\$573b2o20bo2bo2b2obo24bo2bo224bo2bo893bob2o\$572bo2bo20bo2bo2bobo25b2o226b2o815bo78b3o\$572bo2bo20b2ob2o1072b4o\$573b2o23b2o5b2o1065b2o2b2o4bo\$604bob2o233b2o804b2o22bo3bobo3b3o\$593b2o10bobo232bo2bo802bo2bo22b2o2b2o2bo\$593b2o7bo2bo234bo2bo802bo2bo23b2obo2b2o32bo\$598bob2ob3obo233b2o804b2o26bo3b2o32bo\$597bo3bobob2o1061bo10b2obo\$597b3obo267b2o796bobo11bo\$598bob4o2bo261bo2bo79b2o714bobo12bo\$598b3obo2b2o261bo2bo78b2o716bo39b2o\$599bob2ob2o263b2o81bo\$600b5o1098bo\$601b3o5bo1094bo\$608bobo241b2o850b2o9b2o\$607bo2bo240bo2bo845bo5bo8b2o\$603b2o2bobo241bo2bo846bob4o\$603b2o3bo243b2o829bo16bo3bo2bo\$1682bobo13b2ob2ob2ob3o4b2o\$652b2o226b2o799bo2bo12bobo2bob2ob3o3bo2bo\$651bo2bo224bo2bo794b2o2bobo12bo5bo9bo2bo\$651bo2bo224bo2bo794b2o3bo14b2ob2o11b2o\$652b2o226b2o815b4o\$1703b2o\$1703b2o\$863b2o\$862bo2bo\$862bo2bo\$863b2o2\$891b2o\$890bo2bo\$890bo2bo\$891b2o3\$874b2o\$873bo2bo\$873bo2bo\$874b2o2\$674b2o226b2o\$673bo2bo224bo2bo\$673bo2bo224bo2bo\$674b2o226b2o3\$885b2o\$884bo2bo\$884bo2bo\$885b2o2\$913b2o\$912bo2bo\$912bo2bo748bo\$913b2o749bo3\$896b2o\$895bo2bo760b2o\$895bo2bo\$896b2o756bo\$1655bo\$696b2o226b2o729b2o9b2o\$695bo2bo224bo2bo724bo5bo8b2o\$695bo2bo224bo2bo725bob4o\$696b2o226b2o725bo3bo2bo\$1649b2ob2ob2ob3o4b2o\$1648bobo2bob2ob3o3bo2bo\$907b2o738bo5bo9bo2bo\$906bo2bo738b2ob2o11b2o\$906bo2bo738b4o\$907b2o745b2o\$1654b2o\$935b2o\$934bo2bo\$934bo2bo\$935b2o3\$918b2o\$917bo2bo\$917bo2bo\$918b2o2\$718b2o226b2o701bo\$717bo2bo224bo2bo696b9o\$717bo2bo224bo2bo696b2obo2b3o\$718b2o226b2o700bo2bo\$1649bobo\$1651bo\$929b2o718bobo\$928bo2bo716bo2bo\$928bo2bo717b2o\$929b2o718bo\$1652bo\$957b2o694b5o\$956bo2bo692bo3b2o\$956bo2bo693b3o\$957b2o694bo\$1649b2o3bo\$1650b2ob2o\$940b2o709bob2o\$939bo2bo708b3o\$939bo2bo\$940b2o2\$740b2o226b2o\$739bo2bo224bo2bo639bo\$739bo2bo224bo2bo639bo\$740b2o226b2o3\$951b2o652b2o\$950bo2bo\$950bo2bo646bo\$951b2o648bo\$1601b2o9b2o\$979b2o616bo5bo8b2o\$978bo2bo616bob4o\$978bo2bo615bo3bo2bo\$979b2o614b2ob2ob2ob3o4b2o\$1594bobo2bob2ob3o3bo2bo\$1593bo5bo9bo2bo\$962b2o630b2ob2o11b2o\$961bo2bo629b4o\$961bo2bo635b2o\$962b2o636b2o2\$762b2o226b2o\$761bo2bo224bo2bo\$761bo2bo224bo2bo\$762b2o226b2o3\$973b2o\$972bo2bo\$972bo2bo\$973b2o\$1595bo\$1001b2o588b9o\$1000bo2bo587b2obo2b3o\$1000bo2bo590bo2bo\$1001b2o592bobo\$1597bo\$1595bobo\$984b2o608bo2bo\$983bo2bo608b2o\$983bo2bo608bo\$984b2o612bo\$1599b5o\$784b2o226b2o584bo3b2o\$783bo2bo224bo2bo584b3o\$783bo2bo224bo2bo584bo\$784b2o226b2o581b2o3bo\$1596b2ob2o\$1597bob2o\$995b2o600b3o\$994bo2bo\$994bo2bo\$995b2o2\$1023b2o531bo\$1022bo2bo530bo\$1022bo2bo\$1023b2o2\$1551b2o\$1006b2o\$1005bo2bo537bo\$1005bo2bo538bo\$1006b2o539b2o9b2o\$1543bo5bo8b2o\$806b2o226b2o508bob4o\$805bo2bo224bo2bo506bo3bo2bo\$805bo2bo224bo2bo504b2ob2ob2ob3o4b2o\$806b2o226b2o504bobo2bob2ob3o3bo2bo\$1539bo5bo9bo2bo\$1540b2ob2o11b2o\$1017b2o521b4o\$1016bo2bo526b2o\$1016bo2bo526b2o\$1017b2o2\$1045b2o\$1044bo2bo\$1044bo2bo\$1045b2o\$1247bo\$1246b3o\$1028b2o\$1027bo2bo\$1027bo2bo\$1028b2o511bo\$1537b9o\$828b2o226b2o479b2obo2b3o\$827bo2bo224bo2bo481bo2bo\$827bo2bo224bo2bo482bobo\$828b2o226b2o485bo\$1541bobo\$1540bo2bo\$1039b2o500b2o\$1038bo2bo499bo\$1038bo2bo502bo\$1039b2o504b5o\$1544bo3b2o\$1067b2o476b3o\$1066bo2bo475bo\$1066bo2bo471b2o3bo\$1067b2o473b2ob2o\$1543bob2o\$1543b3o\$1050b2o\$1049bo2bo\$1049bo2bo103b2o\$1050b2o103b2o\$1157bo344bo\$850b2o226b2o422bo\$849bo2bo224bo2bo\$849bo2bo224bo2bo\$850b2o226b2o\$1497b2o2\$1061b2o429bo\$1060bo2bo429bo\$1060bo2bo429b2o9b2o\$1061b2o426bo5bo8b2o\$1490bob4o\$1089b2o398bo3bo2bo\$1088bo2bo395b2ob2ob2ob3o4b2o\$1088bo2bo394bobo2bob2ob3o3bo2bo\$1089b2o394bo5bo9bo2bo\$1486b2ob2o11b2o\$1486b4o\$1072b2o418b2o\$1071bo2bo417b2o\$1071bo2bo\$1072b2o2\$872b2o226b2o\$871bo2bo224bo2bo\$871bo2bo224bo2bo\$872b2o226b2o3\$1083b2o\$1082bo2bo\$1082bo2bo401bo\$1083b2o398b9o\$1483b2obo2b3o\$1111b2o373bo2bo\$1110bo2bo373bobo\$1110bo2bo375bo\$1111b2o374bobo\$1486bo2bo\$1487b2o\$1094b2o391bo\$1093bo2bo393bo\$1093bo2bo394b5o\$1094b2o394bo3b2o\$1491b3o\$894b2o226b2o367bo\$893bo2bo224bo2bo362b2o3bo\$893bo2bo224bo2bo363b2ob2o\$894b2o226b2o365bob2o\$1489b3o2\$1105b2o\$1104bo2bo\$1104bo2bo\$1105b2o341bo\$1448bo\$1133b2o\$1132bo2bo\$1132bo2bo\$1133b2o308b2o2\$1438bo\$1116b2o321bo\$1115bo2bo320b2o9b2o\$1115bo2bo316bo5bo8b2o\$1116b2o318bob4o\$1435bo3bo2bo\$916b2o226b2o287b2ob2ob2ob3o4b2o\$915bo2bo224bo2bo285bobo2bob2ob3o3bo2bo\$915bo2bo224bo2bo284bo5bo9bo2bo\$916b2o226b2o286b2ob2o11b2o\$1432b4o\$1438b2o\$1127b2o309b2o\$1126bo2bo\$1126bo2bo\$1127b2o2\$1155b2o\$1154bo2bo\$1154bo2bo\$1155b2o3\$1138b2o\$1137bo2bo292bo\$1137bo2bo288b9o\$1138b2o289b2obo2b3o\$1432bo2bo\$938b2o226b2o265bobo\$937bo2bo224bo2bo266bo\$937bo2bo224bo2bo264bobo\$938b2o226b2o264bo2bo\$1433b2o\$1433bo\$1149b2o285bo\$1148bo2bo285b5o\$1148bo2bo284bo3b2o\$1149b2o286b3o\$1437bo\$1177b2o254b2o3bo\$1176bo2bo254b2ob2o\$1176bo2bo255bob2o\$1177b2o256b3o3\$1160b2o\$1159bo2bo\$1159bo2bo231bo\$1160b2o232bo2\$960b2o226b2o\$959bo2bo224bo2bo\$959bo2bo224bo2bo198b2o\$960b2o226b2o\$1384bo\$1385bo\$1171b2o212b2o9b2o\$1170bo2bo207bo5bo8b2o\$1170bo2bo208bob4o\$1171b2o208bo3bo2bo\$1258b2o119b2ob2ob2ob3o4b2o\$1199b2o56bo2bo117bobo2bob2ob3o3bo2bo\$1198bo2bo55bo2bo116bo5bo9bo2bo\$1198bo2bo56b2o118b2ob2o11b2o\$1199b2o177b4o\$1384b2o\$1384b2o\$1182b2o\$1181bo2bo\$1181bo2bo\$1182b2o\$1269b2o\$982b2o226b2o56bo2bo\$981bo2bo224bo2bo55bo2bo\$981bo2bo224bo2bo56b2o\$982b2o226b2o2\$1252b2o\$1193b2o56bo2bo2b3o119bo\$1192bo2bo55bo2bo3bo116b9o\$1192bo2bo56b2o4bo116b2obo2b3o\$1193b2o183bo2bo\$1280b2o97bobo\$1221b2o56bo2bo98bo\$1220bo2bo55bo2bo96bobo\$1220bo2bo56b2o96bo2bo\$1221b2o156b2o\$1379bo\$1263b2o117bo\$1204b2o56bo2bo117b5o\$1203bo2bo27b2o26bo2bo116bo3b2o\$1203bo2bo26bo2bo26b2o118b3o\$1204b2o28bo148bo\$1379b2o3bo\$1004b2o374b2ob2o\$1003bo2bo230bo143bob2o\$1003bo2bo225b3o3bo63bo78b3o\$1004b2o225bo2bo2bo62b4o\$1232bo3b2o5bobo53b2o2b2o4bo\$1244bo8b3o18b2o22bo3bobo3b3o\$1215b2o25b3o7bob2o17bo2bo22b2o2b2o2bo\$1214bo2bo24b2o9b3o17bo2bo23b2obo2b2o32bo\$1214bo2bo36bo19b2o26bo3b2o32bo\$1215b2o29bobo8b2o36bo10b2obo\$1245bo10b3o35bobo11bo\$1245bo2bo7b2o36bobo12bo\$1245bo2bo7bo38bo39b2o\$1243b2o2bo\$1242bobo3bo81bo\$1241bo3bo2bo82bo\$1242bo8b2o78b2o9b2o\$1244bob2o3b2o74bo5bo8b2o\$1328bob4o\$1310bo16bo3bo2bo\$1309bobo13b2ob2ob2ob3o4b2o\$1308bo2bo12bobo2bob2ob3o3bo2bo\$1026b2o276b2o2bobo12bo5bo9bo2bo\$1025bo2bo275b2o3bo14b2ob2o11b2o\$1025bo2bo295b4o\$1026b2o302b2o\$1330b2o18\$1048b2o\$1047bo2bo\$1047bo2bo\$1048b2o9\$1291bo\$1291bo4\$1286b2o2\$1281bo\$1282bo\$1282b2o9b2o\$1070b2o206bo5bo8b2o\$1069bo2bo206bob4o\$1069bo2bo205bo3bo2bo\$1070b2o204b2ob2ob2ob3o4b2o\$1275bobo2bob2ob3o3bo2bo\$1274bo5bo9bo2bo\$1275b2ob2o11b2o\$1275b4o\$1281b2o\$1281b2o10\$1251b2o\$1250bo2bo\$1250bo2bo22bo\$1092b2o157b2o19b9o\$1091bo2bo177b2obo2b3o\$1091bo2bo180bo2bo\$1092b2o155b3o24bobo\$1249b3o26bo\$1250bo25bobo\$1275bo2bo\$1276b2o\$1276bo\$1279bo\$1280b5o\$1279bo3b2o\$1280b3o\$1280bo\$1276b2o3bo\$1277b2ob2o\$1278bob2o\$1278b3o5\$1114b2o\$1113bo2bo\$1113bo2bo\$1114b2o8\$1125b2o\$1124bo2bo\$1124bo2bo\$1125b2o6\$1263bo\$1261bo\$1136b2o122bo4bo\$1135bo2bo124bo\$1135bo2bo126bo\$1136b2o121bo2b3o\$1263b3o\$1260b2o\$1261b4o5\$1147b2o\$1146bo2bo\$1146bo2bo\$1147b2o8\$1158b2o\$1157bo2bo\$1157bo2bo\$1158b2o7\$1222b2o\$1169b2o50bo2bo\$1168bo2bo49bo2bo\$1168bo2bo50b2o\$1169b2o6\$1236b2o\$1236b2o\$1180b2o55bo\$1179bo2bo53b2o\$1179bo2bo53b2o\$1180b2o47b2o3bobo\$1229b2o2b2o\$1233bobo\$1234bo5\$1191b2o\$1190bo2bo\$1190bo2bo\$1191b2o28bo\$1220bobo2\$1220b3o5\$1202b2o28bo4bobo\$1201bo2bo26bobo6bo\$1201bo2bo25bo2bo2bo2bo\$1202b2o27b3o3b3o\$1238bo\$1238bo2\$1228b3o\$1228bobo\$1227bo3b2o4b2o\$1227b3ob2o4b2o\$1227bo3b2o\$1227bob2o\$1227b2o!`
2c/n spaceships project

Current priorities: see here
muzik

Posts: 2724
Joined: January 28th, 2016, 2:47 pm
Location: Scotland

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

muzik wrote:Is this one too big?
`very big 22c/1552 diagonal`

Don't think so, unless some other rule miraculously has a natural reaction traveling at the same speed.
LifeWiki: Like Wikipedia but with more spaceships. [citation needed]

BlinkerSpawn

Posts: 1705
Joined: November 8th, 2014, 8:48 pm
Location: Getting a snacker from R-Bee's

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

BlinkerSpawn wrote:17 cells for 22c/52?
`x = 15, y = 7, rule = B34tw/S233o7b2o\$10bo2bo\$14bo\$14bo\$14bo\$10bo2bo\$3o7b2o!`

Hey, I posted that.
Life is hard. Deal with it.

Pattern of the month (September 2017):
`#C [[ AUTOFIT ]]x = 7, y = 9, rule = B34tw/S232o\$2o\$4b2o\$6bo\$3bo2bo\$6bo\$4b2o\$2o\$2o!`

Hdjensofjfnen

Posts: 383
Joined: March 15th, 2016, 6:41 pm
Location: (394234, -234231)

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

Hdjensofjfnen wrote:
BlinkerSpawn wrote:17 cells for 22c/52?
`x = 15, y = 7, rule = B34tw/S233o7b2o\$10bo2bo\$14bo\$14bo\$14bo\$10bo2bo\$3o7b2o!`

Hey, I posted that.

In this thread? If so, apologies for not seeing it.
LifeWiki: Like Wikipedia but with more spaceships. [citation needed]

BlinkerSpawn

Posts: 1705
Joined: November 8th, 2014, 8:48 pm
Location: Getting a snacker from R-Bee's

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

@BlinkerSpawn: No, in another thread.

Also, an 8c/56:
`x = 4, y = 3, rule = B3-n4kq/S2372bo\$b3o\$2obo!`
Last edited by Hdjensofjfnen on September 3rd, 2017, 9:09 pm, edited 2 times in total.
Life is hard. Deal with it.

Pattern of the month (September 2017):
`#C [[ AUTOFIT ]]x = 7, y = 9, rule = B34tw/S232o\$2o\$4b2o\$6bo\$3bo2bo\$6bo\$4b2o\$2o\$2o!`

Hdjensofjfnen

Posts: 383
Joined: March 15th, 2016, 6:41 pm
Location: (394234, -234231)

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

Period 10 ships have been added on the LifeWiki, can someone help add in the ships for p11-20 from the list? I will add in any that are not in the current downloadable file, if any exist.

EDIT: p11 added.
Things to work on:
- Find a (7,1)c/8 ship in a Non-totalistic rule (someone please search the rules)
- Find a C/10 in JustFriends
- Find a C/10 in Day and Night
AforAmpere

Posts: 603
Joined: July 1st, 2016, 3:58 pm

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

c/6d:

`x = 6, y = 6, rule = B2ein3-ckq/S2-ce363bo\$o\$o4bo\$b2o\$2bo\$3b2o!`

EDIT: 2c/6o: (Perhaps some three cell one is known?)

`x = 4, y = 3, rule = B2ein3-ckq/S2-ce3b2o\$o2bo\$2bo!`
Life is hard. Deal with it.

Pattern of the month (September 2017):
`#C [[ AUTOFIT ]]x = 7, y = 9, rule = B34tw/S232o\$2o\$4b2o\$6bo\$3bo2bo\$6bo\$4b2o\$2o\$2o!`

Hdjensofjfnen

Posts: 383
Joined: March 15th, 2016, 6:41 pm
Location: (394234, -234231)

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

Look at the collection or the wiki, both have 3 cell examples.
Things to work on:
- Find a (7,1)c/8 ship in a Non-totalistic rule (someone please search the rules)
- Find a C/10 in JustFriends
- Find a C/10 in Day and Night
AforAmpere

Posts: 603
Joined: July 1st, 2016, 3:58 pm

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

AforAmpere wrote:Look at the collection or the wiki, both have 3 cell examples.

I give up.
Life is hard. Deal with it.

Pattern of the month (September 2017):
`#C [[ AUTOFIT ]]x = 7, y = 9, rule = B34tw/S232o\$2o\$4b2o\$6bo\$3bo2bo\$6bo\$4b2o\$2o\$2o!`

Hdjensofjfnen

Posts: 383
Joined: March 15th, 2016, 6:41 pm
Location: (394234, -234231)

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

33 cell 16c/48
`x = 26, y = 15, rule = B3-y4y6ci/S2-i3-eb2o\$o2bo\$bobo\$2bo13bo\$15bobo2\$8b2o13b2o\$7b2obo12bobo\$8b2o13b2o2\$15bobo\$2bo13bo\$bobo\$o2bo\$b2o!`
I have the best signature ever.

toroidalet

Posts: 858
Joined: August 7th, 2016, 1:48 pm
Location: Somewhere on a planet called "Earth"

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

bump
4c/13 diagonal, 11 cells
`x = 5, y = 5, rule = B2e3-ek4k6i/S2-c3-kr4tbobo\$2obo2\$2ob2o\$3b2o!`
I have the best signature ever.

toroidalet

Posts: 858
Joined: August 7th, 2016, 1:48 pm
Location: Somewhere on a planet called "Earth"

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

2c/n spaceships project

Current priorities: see here
muzik

Posts: 2724
Joined: January 28th, 2016, 2:47 pm
Location: Scotland

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

An update, will have many more ships soon. If anyone could help with the wiki page, this could be faster.
Attachments
Orthogonal ships.txt
(102.07 KiB) Downloaded 39 times
Oblique ships.txt
(49.1 KiB) Downloaded 26 times
Diagonal ships.txt
(85.14 KiB) Downloaded 32 times
Things to work on:
- Find a (7,1)c/8 ship in a Non-totalistic rule (someone please search the rules)
- Find a C/10 in JustFriends
- Find a C/10 in Day and Night
AforAmpere

Posts: 603
Joined: July 1st, 2016, 3:58 pm

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

4c/118
`x = 7, y = 7, rule = B2i3-jry4-jtw5aek6a/S2-ai3-jky4inqryz5anq6a2b2o\$2o2b2o\$o4bo\$2o4bo\$bo4bo\$b3obo\$3b3o!`
min pop 8
SoL : FreeElectronics : DeadlyEnemies : 6a-ite
what is “sesame oil”?

Rhombic

Posts: 965
Joined: June 1st, 2013, 5:41 pm

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

23c/1679
`x = 24, y = 29, rule = B2i34cik7/S23-a4cikn719bo2b2o\$17b7o\$18b6o\$18b2o5\$18b3o\$17bo2bo\$17bo3bo\$17b2o2b2o\$19b3o\$20bo2\$20bo\$19b3o\$17b2o2b2o\$17bo3bo\$17bo2bo\$18b3o5\$18b2o\$3o15b6o\$17b7o\$19bo2b2o!`
2c/n spaceships project

Current priorities: see here
muzik

Posts: 2724
Joined: January 28th, 2016, 2:47 pm
Location: Scotland

PreviousNext

Return to Other Cellular Automata

### Who is online

Users browsing this forum: No registered users and 3 guests