67 nrss:
c/3d, c/4d, c/5d, c/6d, c/31d, 4c/139d, 3c/108d, 5c/185d, 2c/77d, 21c/816d, 7c/277d, 5c/200d, 8c/323d, 11c/446d, 3c/123d, 4c/169d, 16c/733d, c/46d, 13c/610d, 10c/487d, 17c/851d, 8c/410d, 15c/774d, 7c/364d, 8c/425d, 12c/651d, 11c/605d, 5c/287d, 4c/241d, 9c/543d, 5c/302d, (4,3)c/23, (10,7)c/105, (16,11)c/187, (6,4)c/82, (27,14)c/356, (21,10)c/274, (19,8)c/310, (32,12)c/538, (16,6)c/569, (13,4)c/228, (13,3)c/446, (11,2)c/264, (12,2)c/328, (9,1)c/205, (11,1)c/369, (16,1)c/351, c/2o, c/3o, c/4o, c/5o, c/6o, 7c/131o, 7c/146o, 44c/1030o, 37c/884o, 54c/1353o, 10c/251o, 27c/720o, 17c/469o, 17c/484o, 30c/912o, 7c/218o, 4c/128o, 10c/323o, 13c/443o, 3c/105o
Code: Select all
x = 5298, y = 77, rule = B3-c4cejnqt5cjqr6i8/S2-in3ijnqr4cqy5aciy6kn
10bo73b3o41bo73b2o80b2o75b2o66b2o68b2o67b2o59b2o83b2o65b2o72b2o74b2o
65b2o75b2o98b3o59b2o105b2o97bo101b2o86b2o79b2o122bob2o74b3o74bo2bo71bo
88bo96b3o76b2o92bo43bo44b2o84bo65b3o55bo72b2o73b3o87b2o132bo47b2o102bo
62bo99b2o41bo96b3o41b2o76b3o47b2o45b3o43bo9bo45bo44b2o16b2o40b2o65b2o
40b3o64b3o41b2o68b2o41b2obo64bob2o44bo59bo62bo40bo58bo39bo65b2o69bo4bo
99bo4bo54b3o7b3o53bo35bo39b2o15b2o40b2o77b2o10b2o$8bobo73bo42bobobo71b
obo77bo2bo73bo2bo64bo2bo66bo2bo65bo2bo57bobo12b2o68bo2bo63bo2bo70bo2bo
72bo2bo64b3o73bo2bo97b3o58bo2bo101b2obo96b2obo97b2o88bob2o78bobo121bo
2bo72b2o3bo72bobobo68b4obo87bo94b2obo168b2obo41bobo42bob2o83b2o64bo2bo
53bob2o71bo73bo2bo85b3o131b3o45bo3bo97b2obo62bobo96bo2bo40b2o95bobo41b
obo73bobobobo43b2o2b2o43bobo42b2o9b2o42bobobo41bob2o14b2obo39b4o61b4o
40bo2bo62bo2bo40bo2bo66bo2bo41b2obo62bob2o44bobo57bobo60bobo38bobo57b
2obo33bob2o64b3o68bo4bo101bo4bo53bobo7bobo53b2obo29bob2o39bo2bo11bo2bo
39b3o76b2obo8bob2o$5b4ob3o72bo40b2o4bo67b2o4bo77b2o75b2o66b2o68b2o67b
2o56bo3b2o11bobo68b2o65b2o72b2o74b2o66bo75b2o97bobobo58b2o103bobo96b2o
bo97b2ob2o85b2o81bo121bo2b2o71bobobobo72b2o70bo5bo86bo94b3obo75bobo89b
2o2b2o39b2obo45bo83bo68bo53bob2o70b3o75b2ob2o82bo131bo2bo45b2o99b2o2bo
59b2o100bobo42b2o92b2o2bo40b2o3bo70bobobobobo41b4o3b2o39b2o3b2o39bobo
9bobo40b2o3b2o40b2o18b2o41b2o61b2o45bo62bo44bobo66bobo40bob3obo60bob3o
bo42bobo57bobo60bob2o36b2obo57bobo35bobo65b2o71bobo101bobo54b2o2bo7bo
2b2o51bobo31bobo39b2obo11bob2o39bobo76bo14bo$5bo4b2o2bo113bo2b2o72b4o
417b2o2b2o11b2o527b2o3bo162bob2o97b3o97bobo2bo86bo91b2o108b2ob2o2bo71b
ob2o73bo2bo69b6o182b2o78b3o90bo45bob2o42bo12b3o70bo66b2o54b3o71bo75b6o
213b2o49b2o2b2o93b2obobo59b5obo96bo137bo44b2o2b2o70bo2b3o2bo40bo3b2o2b
o42bobo47bobo45bo7bo40bo18bo41b2o63b2o43b2o62b2o155bob2o3bo58bo3b2obo
43bobobo51bobobo59b2obo40bob2o60bo29bo69bo71b2o107b2o52bo15bo56bo25bo
182bo12bo$4bo2bo2b3ob3o111bob2o3b2o64bobo83bo339bobobo542b2o165bo199bo
bo180bo2bo109b2obo77bo72bob2obo67bobo2bo83bo95b2o2bo169bo48bo2bo45b3o
6bobo269bo76bobo87b2o125b2o150b2o54bob2o4bo148b2o88b3o42bobobo120bo3b
2o90b3ob2ob2ob3o42bo3bo326b2o60b2o45b2o3bo60bo3b2o46b2obo49bob2o60bo2b
o42bo2bo58bo31bo142b2o103b2o54b3o11b3o55bo27bo105b3o$2b2o4b3o6b2o109b
2o3bo2bo66b3o3bo75b2obo75bo136b2o123b2o3bo151b3o387b2o166bo95b3o103b2o
179bobo110bo3bo71b2o2b2o72bo3b2o69b2o85bo95bob2o168b2ob2o47b2o46bob2o
5bo2b2o63bo63b2o66b3o235bo2bo176b3o93bo3b2o57b2o4b2obo143bobo137b2o70b
3o3b3o42b2o47bobo43b2obobobob2o45bo330bo58bo48b4o62b4o47bo55bo61b2o44b
2o60bo29bo143b2o103b2o127bo25bo107b2o21b2o$2bo2bo2bo6bo112b2o3bo74b2o
75b2obo72bob2o135bo2bo125b3o2bo147b2obo289b3o257b2o100bobo100b2o9b2o
172bo111bo2bo151b2o73bo82b2o269bob2o48bo48b2o10bo63b2obo59bobo66bobo
150b3o83bobo167b2o104bobo59bo4bob2o5bo138bo2b2o133bo72bo3b3o3bo42b3o
46bo44bo3bobo3bo44bobo110b2o51b2o162bobo58bobo47b2o64b2o45bobo2bo51bo
2bobo59bo44bo60b3o27b3o65b2o77bo101bo128b3o23b3o105b2o21bobo$bob2o3bo
6b2o2bo118bo65bo6b3o71b3o74bobo135bobo127b2o2bo70b2o76b2o132b2o72b2o
82bobo256bob2o99bo102bobo8b3o72b2o79b2o13bo427b4o92b2o284b3o63bobo6bob
o52bo69bo151b2o254bo163bo16bo84b2o53bo84b3o126bobo46bobo93bo5bo158bob
2o49b2obo162bo60bo161bobo57bobo262bo2bo230b3o21b3o53bo21bo112b2o17b3o
43b2o24b2o$2obo6b2o3bo2b3o113bobo2bo64bo6b4o144bo68b2o204b2o68b2obo6b
2o139b3o59b3o10b2o59b3o79b2o2bo159bo97bo98b3o115bo72bob2o78bobo11b2o
106bo321bobo91bo172bo108bo75bo4b3o122b3o71b3o73b2o88b2o165b2ob2o161bo
12bo2b2o81bo2bo53bo3bo79bobo122b2obo3bob2o42bo2bo44b3o45bo5bo161bo49bo
285bo46bo58bo55bo265bobo82bo91bo56bobo21bobo53b2obo15bob2o111b3o62b2ob
o22bob2o$b2o3bo2bo5bob7o110bob2o67b2o3bob2o67b3o76bo67bobo66b2o121b2o
7bo6bo67bo9b3o62bo75bo59b2ob2o10b3o59bo80bo93b2o66b2obo195bo190b2o81bo
13bo105bob2o320bo92bobo169bobo49bo56b3o73bo132bo63bo7bob2o164bo164bo4b
o8b2o164bo2bo82b2o58bo77b2o2bo57b2o115b2obo44bo3bo44b2o3b2o160bo51bo
48b2o66b2o165bobo44bobo52b2o2bo57bo2b2o344bobo89bobo53b2o2bo21bo2b2o
45b2o4bobo17bobo4b2o105bobo13b2o47bo28bo$b3o3b2o3bobo2bo116b2o69b2obob
o70bobo75bo66b2o2bo65bo122bo2bo7bo3b3o68bo9bo62b3o74bo58bo2b2o10b2obo
140b3o90bob2o65b2obo92bo102b2o190bo77b2o15bo109bo318b3o90b2obo171bo50b
2o55bobo8b3o63bo8bo121b2o62bobo7b2o163bobo164bo13bobo164b2o80bo60bo2b
2o75bo60bo2bo211bo5bo260b2obo7b3o44b3o7bob2o163b2obo44bob2o50bobobo8b
2o39b2o8bobobo48bo60bo58bo19bo67b2o15bo69b3o89b3o53bo29bo44b3o9bo11bo
9b3o120b3o47bo26bo$bo3b2obo2b4o2b2ob2obo111bobo2b2o66b3o70bo76b3o68bo
66bobo67bo44bo7bobo77b3o76bobo133bo14b2o235b2o67b3o92bobo199b2o170bobo
119bobobo319b2o90bo2bo171bo51bo57b2o8bobo62b3o7b2o64bobo46b2o69bo2bo
102b2o68bo167bo11b3o81bo76b2o85bobobo58bo2bo75b3o52bo6bobo115bo96bobob
o263bo8bo2bo42bo2bo8bo167bob2o40b2obo53bo3b2o5bobo39bobo5b2o3bo48bobo
58bobo57b2obo13bob2o66bo15b2obo72b2o83b2o57b3o25b3o44bobo8bo13bo8bobo
108b3o8b2obo$o2bob3ob2o2b4obo119bob3o66bo68b3o65bobo8bo70bo65b2obo67b
2o43bobo85b2obo76b2o132bo4bo81bo167bo162b2o98b3o98bob2o170bo119bo228b
3o86bo98bobo170b2o53bo66bo2b2o70bo65bo2bo43b6o6b3o59b3obo9bo90bobo235b
2obo90bo2bo74b2obo84bobo50bo10b2o131bo124b2o276b2o19b2o76bo42bo180bo2b
o38bo2bo56b2o8bo41bo8b2o50bob2o56b2obo57bobo15bobo66bobo13bo74bobo83bo
bo143bo11bo121b2o8b2o$4bo5b2o3b3obob2o117b3o135bo66bob3obo2bob2o135bo
2bo67b2o44bobo3b2o22b3o56b2o138b2o74b2o9b2o70b2o68b3o160b3o97bo98b3o
98b2o11b2o280bobo224bobo85b2obo267bo3b2o123bo71bo68bo42b3o2bo6b3o60bo
2bo8b3o89b3o235b3o90b2o79b2o85bo51bobo139bo3bo8b2o112bo95b3ob3o166b2o
37b2o59bo6b2o42b2o6bo173b2o40b2o58b2o57b2o49b2obo60bob2o60bo9bo72bo15b
obobo69b3o83b3o135b3o4b3o9b3o4b3o112b2o$b2o2b5o2bo5bo2b2o116b4obo133b
2o64bob3ob2o3bobo66bo68bobo115bo3bo12bo11bo197bob2o69bo3bo8b4o69b2o69b
obo160bobo195bo2bo99bo11b3o168bobo108b2o225bob3o83b2obo94b2o79b2o91bob
2o113b2o7b3o141bo45b2o6bo2bo59b4o8bobo163b2o168b2o84b2o3bo76bo139b2o
12bo126b2o3bo9bo110b2o95bo5bo165bob2o3bo3b2o17b2o3bo3b2obo57bobo56bobo
172bo42bo167bo2bo62bo2bo58bo11bo92bo68bo87bo52b2o35b2o45b2o23b2o121b2o
$3b2obo3bo5b2ob2o119bobobo198bo3b2obo72bo2bo188bobo9bobo10bo54bo143bo
8b3o61b2o10b2o140b2o2bo159b2obo196b2o113bo168b3o336bobob2o82b3o94bo79b
o2bo93b2o112bob2o137b2o6bob2o2bo44bob2o5b2o60bobo10b2o162b3o167b3o84bo
b3o217bo13b2o126b2obo8bobo109bo96b2obobob2o167b4o3bobo17bobo3b4o61bo
58bo385b2o64b2o60bo9bo90bobo209b2obo33bob2o43b2o25b2o118b4o$5bobo2bo8b
o4b3o115bobo129b3o67bo3b4o70bobo65b2o124bo10bob2o63b3o73b2o74bo2bo75b
2o139bo258b2o725b2obo182bobo77bob2o88bo2b3o116bo139bo2bob2o6bo43bob3o
68bo175bo168bobo87b2o232b2o127bob2o7bo206b2o2bobo2b2o165bo2bobo3bo19bo
3bobo2bo61bobo52bobo387bo64bo60b3o7b3o65b2o23b2o211bo35bo49b2o17b2o
122b2o50b2o32b2o$4b2o2bobo2bo3b2o2b2ob5o111bo2bo130b3o68b4o2b3o70b2o
63bo135b2obo57bo7bobo138bo11bo73b2o58b2o83b3o164b3o88bob2o98bo270b2o
356b2o80b3o99bo169b2o120bo85bobo51bo3b2obobobo2bo43b3obo9bo151b2o181bo
154b4o159b2o138b3o61b3o216bobo3bobo168b2o31b2o64bobo50bobo65b2o34b2o
180b2o45b2o259bo2bo320b3o17b3o122b2o49b4o28b4o$7bo2bo10bo4bob2o111bo
131bo2bo69b2o3b3o69b2o64bobo64bo67bo2bo8b2o47b3o6b2o77bo52bo7bobo8bo2b
o132b3o250b2o89bo98b2obo269bobo119bo233b2o82bobo270bo2bo130bo73b3o50b
3obo3bobob3o56bob2o71b3o75bobo179bobo71b3o241bo2bo137bobo278bob2o5b2ob
o166b2o31b2o65bo52bo65bo2bo32bo2bo79bo26bo71b2obo43bob2o258bobo240bo
27bo52bobo17bobo175b2o28b2o$5b2obobob2o3bo4b3o3bobo111b4o128b2o148bo
65bo63b4o58bo8b2o10bo135bo51bobo6b2o7b2o2b2o49bo6b2o11b2obo60bo9bo164b
2o73b2o190b2obo97b2o171bo119bob2o315bo272b2o131bobo126bo6bo2bo53bo5bob
2o62b2o7bob2o74b3o179bob2o71b2o10b2o229bobo136b2o2bo77b2o202b2o3b2o
169b3o29b3o185bobo32bobo62b3o14bobo24bobo14b3o55b2o43b2o502bobo25bobo
192b2o54b2o30b2o$12bo3bo6bo3b2obo114b3o189bo16bo199b3o58bobo8bo7bob2o
51b2o13b2o119bobo7bo6bo2bo7b2o42bobo4bobo11b4o2bo66b2o163bob2o73bo87bo
102b3o98b2o294bo312b3o405bo2b2o130bobobo53b3o5b3o61b3o8b2o255b2obo72b
2o11bobo229bo137bo80bo2bo198bo11bo165b2obo29bob2o68bo44bo172bo13b2obo
24bob2o13bo57bo11b2o19b2o11bo257b2o35bo71b2o67b2o66bo27bo56b3o9b3o121b
obo$8b2o3bo3bobo2bobo3bobobo112b3o188bobo14bobo197b3o59bobo15b2ob2o65b
o122bo16b2o8b3o41bobo4b3o13bo2bo66b2o12b3o149b2o162bobo204bo288bobobo
83b2o228bo408b2ob2obo123bobo3bobo53bobo70bo265bo2bo86b3o367b3o69b3o7bo
bo199bo2b2ob2o2bo270bobo42bobo61b3o9b2o26b2o9b3o56bo15bob2o20b2obo15bo
68bobo19bobo196b2o5b2o62bo35b2obo69bo2bo65bo2bo66bobo21bobo58b2o9b2o
122b3o$11b6obo4bob4obo114b3o4bo176bo6bob2o13bob2o201b3o55bo17bobo207bo
7b2obo42bo19b2o84bo152bo162b2o98b3o98b3ob2o182bo105bo87bo2bo60b2o165b
2o410bobo66bo58bob4o56b2o9b3o73bo82bobo166b2o185b2o332b2o8bo2bo208bo9b
o271b2o42b2o62bo2bo10bo24bo10bo2bo73bo2bo18bo2bo86bo21bo196bo2bo3bo2bo
61bobo33bo73bobo65bobo68bobo19bobo58b2o11b2o$13b5o2bo3bobo2b2obo2bo
110bobo3b2o117b2o55bobo3b2obo13b2obo134b2o67bobo74bo216b2o150bo316bo
98bobo97b3o3bo7b2o154b2o11b3o3b2o105bobo65b2obo15bobo60b2obo576b2ob2o
64b2obo128bobo72b3o76b3ob4o167bo185bobo330b2obo10bo10b2o195bob2o5b2obo
270bo44bo65bo8bobo24bobo8bo77b2o20b2o306bo2bo3bo2bo59b2obo35bobobo208b
o21bo$17bo2bo4bo7b2obo110bob2obo117bob2o54bobo2bo2bo13bo2bo134bobo358b
o124b2o243bo6b2o192bo98b2o2b3o8b3o168b4o107b2o66b2obo78bo163b3o272bo
138b2o2b4o2bo60bobo131bo72bobo75bobobobo251b2o103bo333b2o9b2o12bo195bo
9bo178b3o7b3o190b2o9bo26bo9b2o76bo22bo173b2o74b2o56b2o5b2o59bo2bo41bo
71b2o59b2o$16b5o5bo4bo2bo112b2o6b3o113bo57bo4b2o15b2o65b2o68b3o356b2ob
o123b3o173bo67bobo4bob2o188b3o99b2ob2o11bo153bobo14b3o176b2o13b2o65bo
162b3o271b2o138b2obo3b4o65bo129b3o70b2o75bob4o251b3o308b2o127bo22bobo
194b3o7b3o177bobo7bobo512bobo74bobo123bobo39bobo74bo57bo79bo13bo$17b2o
3bo9b3obo111bo2bo2b3obo176bo16bo65bobo62b3o214bo149bo61b2o61bo174bobo
65bobo4b2o80b2o108bo101b4o166b3o9bo3b2o175bob2o13bo229bo2bo177bo92b3o
138b4obo69bo132bo148b4o252bobo10b3o294b2o152bo197bobo3bobo179bo2b2o3b
2o2bo303b3o44b3o79b3o7b3o68bo76bo167b2o72bobo57bobo76bobo11bobo$18bo
12b2obo114b2o2b3o3bo107bo79bo68b2o2bo62bobo212b2obo143bo3bo61bob2o144b
2o88bob2o66bo6bo79bob2o107b2o102bo179b4o177bo16bobo228b2o177b3o238bo2b
2obo63bo130b2o150bo164bo100b4o296b2o58b2o285b4o2bobo2b4o180bo3bo309bo
44bo80b2obo7bob2o266b2o49bo69bo59bo78b2o11b2o$18b3ob2o3bo2b4o5b2o110bo
b2o111bobo77bobo70bo61b2o2bo212b2obo143bo57bo8bo84b3o58b2obo85b2o2bo
150bo3b2o207b2o285bo7bo75bo13bo408bobo238bo5bo62b3o445bobo91b3o4b2o2bo
355bobo285b2o2bo2bo2bo2b2o178b3o3b3o198b2o34b2o71bo44bo75b2o4b3o7b3o4b
2o260bo49b2obo207bo13bo$25bob2obob2o3bobo110bo5b2o2bo106bo71bo6bob2o
64bo3bo62bo216b3o65b2o76bo2bo54bobo77bo14bo60bo88b3o151bob2o2bo105b3o
98bob2o180bobo100b3o6bo74bo74b2o347b2o244bob2o195b3o61b2o247bob2o91b2o
4b2o85b2o270b4o72b2o214bo7bo387bo2bo32bo2bo190bob2o19b2obo259bobo47bo$
23b3obobo3b2ob2ob2o111bo6bo104bobo71bobo3b2obo66bo57bo8b3o69bo212b3o
68bo7b2o55bobo3bo72b2o14bo49bo11bo87b2obo153bo108b3o98b2o11b2o82b2o85b
2o100b4o5bob3o145b2obo595bo195b3o60b3o8bo84b2o150b2obo92b2o4b2obo84bob
o344b2obo20bob2o186bo2b2obobob2o2bo384b4o32b4o193bo19bo263bo49bobobo$
23bobo2b3o3b2ob2o117bo106bobo72bobo2bo2bo58bo6b2o2bo54bobo79bo140b3o
68b2obo67bobo64bo3bobo70b2o64b3o100bo149bobobo108bo2bo99bo11b3o80bob2o
84bobo101bo4b2ob2o147bo587b2o7b3o195bo2bo60bo93b2obo148bo2bo98b2ob2o
85bo278bo68b2o10b3o7b3o188b5o3b5o387bob2o28b2obo194bo21bo317bo$25bob2o
2b2obob2obo2bo115b2o95bo8bo74bo4b2o58bobo5bo2bo55bobo70bo6b2o2bo130bo
7b3o60bo7b2o69bob2o2b2o63b2o389bo99b2o13b2o113bo81b2o89bo97b2o9bo149bo
83b2o500bob2o197b3o5b2o68bobobobo82bo150b2o98bo4bobo362bobo66bo11bo2bo
10bo187bob2obob2obo389b2obo26bob2o532bobo$22b3obo4bo3b2o4bobo113bo96bo
bo88bo58bobo6b2o57bo70bobo5bo2bo130bobo5bo2bo59bobo78bob5o64bo141b2o
247bobo14b3o79bobo210bo84b3obo97b2o3bo3b2o2bobo229bo2bo502bo197bob2o
72bob4o2b2obo231bo99bo4b2o361bobo82bo5bobo3bo187bo2bobo2bo391bobo26bob
o534b2o$22bobo3bo6b4obo2b2o209bobo3bo144bo137bobo6b2o131bobo6b2o60bob
2o2b2o76b2o457b2o16bo78b2o2bo293b2o107bo3bo4bo230bobo502bo199b2o73b2o
2bo4bo84b2o249b2obo363bo82b2o8b4o188b7o392b2o28b2o292b2o54b2o$29bo6bob
2o2bo212bo3bobo282bo141bo70bob5o77b2o473b2o81bo295bo104bobo5bobo233bo
77bo2b3o269b2o427bob2o88bo251bo216b2o130b2o106b3o593b2o20b2o295bobo54b
obo265bo31bo$25b2o2b2obo4bo221b2o499b2o213bo341bo76bo3bo296bo101bob2o
8bo312bob4o269bobo352b2o69bo3bo89bobo78b2o387b3o129bobo700b3o20b3o295b
o56bo266b2obo25bob2o$26b2o2bo4b3o222bo500b2o211b2o318b2o97bobo208b2o
71b2o118bo325b2o86b2o185bo354b2o69bo92b2o2bo75b3o167bo2b2o216bo131bo
702bo22bo620bobo27bobo$26b2o7bobo3bo931b2o12b3o304b2o96b2obo207bo2bo
68bo2bo208b2o232b2ob2o85b3o538b3o163bob3o74bobo169b3o1700bo21bo$38bob
2o945bo403bob2o209b2o69bob2o207bo2bo147b2o82b4o86bobo83b3o452bo2b3o70b
2o92bo246bo1701bo23bo$34b2o4b3o944bo402b3o208bo2b2o280bobo147bo2bo81bo
174b2obo91bo360b4obo71bo93bo77b3o242b2o1624bo21bo$34b2o1254b2o97bo2bo
117b2o88bob2o186b2o244bobo168b3o87b2o90bobo365b2o162b2o79b2o243b2o
1622b3o19b3o$34b2o1254b2o98b2o117bo2bo87bob2o185bo2bo90b2o152bo169b2o
180bo2b2o362b3o162bo79b2o241b5o131b2o130b2o716b2o6b2o634bo17bo$36bo
1094bo255bo121bobo89bo187bobo90bo325b2o179bo366b2o485b2o135b3o129bobo
104bo609b3o6b3o633b2obo11bob2o$1130bobo254bo402bo91bobo319b2o182bob2o
364b2o623bo131bo9bo94bob3o607bo8bo634bobo13bobo$980b3o147bob2o151bo99b
2o2bo116b2o375bo320b3o178b3obobo850b4o131b2o142b2obo94b2obo1256bo7bo$
980bo147b2obo152bob2o17b2o78bo2bo116bo607b3o88bobo179b2ob2o850bo2b2o
131b3o143bo97bo611b4o641bo9bo$980bo146bo2bo156bo17b3o78b2o117bobo86b2o
514b2ob2o270bob2o852bo136bo143bo1356bo7bo$1128b2o152bobobo18bobo195b2o
bo86bob2o515bobo85b3o181b3o852bo4bo1633b3o5b3o$1129bo151bo219bo3bo87b
2o516b4o85b2o181bo858b2o128b2o857bo6bo$1282bobo16b3o196bo3bo89bo515b2o
bo87b2o177bob2o626b3o225bo3bo128bo2bo857bob2obo$1282b2o17b2o197b2o2bo
275b2o328b2o88b2o179bobo626bo2bo225b2o130bobo$1302b2o194b2o3bo275bo2bo
327b2o87b3o176bo631b3obo$1121bo158b2o218b2obo275bobo416bo2bo177bo632b
3o353b2o$1120bobo156bob2o213bobobobo277bo417bo179bo633b2o353bo$1120bob
2o155b2o216bob3o696b2o178b2o852b2o133bobo$1118b2obo158bo217b2o876b2o
638b3o2bo209bobo134bo$1117bo2bo174bo2bo1077bo2bo641b2o208b3o$1118b2o
174bobobo194b2o880bo2bo637b3o4bo$1119bo174b2o196bo2bo278b2o598b2o643bo
343b2o$1293bo2bo195bobo276bo603b2o642bo4bo338b3o$1293bob2obo471bo3bo
1245b2o2bo339bo$1293bo3b2o190b2o278bo2b3o1247b2o$1294b2o192bo281bob3o$
1488bobo279b2o1452b3o$1489bo278b4o1451bo2bo$1767bo2bo1451bob3o$3222b3o
$1484b2o1737b2o$1484b3o$1485bo1729bo2b3o$3214b2o$3213bo4b3o$3217bo$
3212bo4bo$3212bo2b2o$3213b2o!
Code: Select all
B3-c4cejnqt5cjqr6i8/S2-in3ijnqr4cqy5aciy6kn
[[1, 1, 3, '10bo$8bobo$5b4ob3o$5bo4b2o2bo$4bo2bo2b3ob3o$2b2o4b3o6b2o$2bo2bo2bo6bo$bob2o3bo6b2o2bo$2obo6b2o3bo2b3o$b2o3bo2bo5bob7o$b3o3b2o3bobo2bo$bo3b2obo2b4o2b2ob2obo$o2bob3ob2o2b4obo$4bo5b2o3b3obob2o$b2o2b5o2bo5bo2b2o$3b2obo3bo5b2ob2o$5bobo2bo8bo4b3o$4b2o2bobo2bo3b2o2b2ob5o$7bo2bo10bo4bob2o$5b2obobob2o3bo4b3o3bobo$12bo3bo6bo3b2obo$8b2o3bo3bobo2bobo3bobobo$11b6obo4bob4obo$13b5o2bo3bobo2b2obo2bo$17bo2bo4bo7b2obo$16b5o5bo4bo2bo$17b2o3bo9b3obo$18bo12b2obo$18b3ob2o3bo2b4o5b2o$25bob2obob2o3bobo$23b3obobo3b2ob2ob2o$23bobo2b3o3b2ob2o$25bob2o2b2obob2obo2bo$22b3obo4bo3b2o4bobo$22bobo3bo6b4obo2b2o$29bo6bob2o2bo$25b2o2b2obo4bo$26b2o2bo4b3o$26b2o7bobo3bo$38bob2o$34b2o4b3o$34b2o$34b2o$36bo!'], [1, 1, 4, '3o$o$bo!'], [1, 1, 5, '2bo$bobobo$2o4bo$2bo2b2o$2bob2o3b2o$2b2o3bo2bo$2b2o3bo$12bo$8bobo2bo$8bob2o$8b2o$9bobo2b2o$12bob3o$14b3o$13b4obo$14bobobo$16bobo$14bo2bo$15bo$16b4o$19b3o$19b3o$19b3o4bo$20bobo3b2o$21bob2obo$21b2o6b3o$22bo2bo2b3obo$23b2o2b3o3bo$25bob2o$24bo5b2o2bo$26bo6bo$30bo$32b2o$31bo!'], [1, 1, 6, '2b2o$3bobo$2o4bo$5b4o$bobo$3b3o3bo$8b2o$4bo6b3o$4bo6b4o$5b2o3bob2o$5b2obobo$8b3o$9bo!'], [1, 1, 31, '30b2o$29bo2bo$30b2o2$33bo$31b2obo$31b2obo$31b3o2$27b3o$27bobo$27bo$24b3o$24bo$24b2o2$20b3o$20b3o$19bo2bo$20b2o4$17b2o$16bob2o$17bo2$13bo$12bobo$13bo$10bobo$9bobo$bo8bo$obo$obo3bo$bo3bobo$5b2o$6bo!'], [4, 4, 139, '33b2o$32bo2bo$33b2o3$36bo$33bob2o$34bobo$31bo$32bo$31bo$30b3o$18bobo8bo$17bob3obo2bob2o$16bob3ob2o3bobo$15bo3b2obo$16bo3b4o$17b4o2b3o$18b2o3b3o2$9bo16bo$8bobo14bobo$bo6bob2o13bob2o$obo3b2obo13b2obo$obo2bo2bo13bo2bo$bo4b2o15b2o$7bo16bo$19bo$18bobo$11bo6bob2o$10bobo3b2obo$10bobo2bo2bo$11bo4b2o$17bo!'], [3, 3, 108, '25b2o$24bo2bo$25b2o6$24b2o$24bobo$22b2o2bo$25bo$24bo2$20bo$19bo2bo$18bobo$20b2o$19b2o$20bo6$14b2o$14bobo$12b2o2bo$15bo$10bo3bo$10bo$bo6b2o2bo$obo5bo2bo$obo6b2o$bo!'], [5, 5, 185, '28b2o$27bo2bo$28b2o3$30b2o$29bo2bo$29bobo2$26b2o$25bo$25bobo$23b2obo$22bo2bo$22bobo2$19b2o$18bo$18bobo$19bo4$18b2o$17bobo$17b3o$12b3o$12bobo$10b2o2bo$10bo$bo8b3o$obo$obo$bo!'], [2, 2, 77, '25b2o$24bo2bo$25b2o9$23bo$22b2o$21b2o5$13bo$11b4o$11b3o$10b3o$15b3o$15bobo7$10bo$10bo$bo6b2o2bo$obo5bo2bo$obo6b2o$bo!'], [21, 21, 816, '19b2o$18bobo12b2o$16bo3b2o11bobo$16b2o2b2o11b2o$17bobobo$16b2o3bo$19b3o2bo$20b2o2bo$24b2o$10b2o7bo6bo$9bo2bo7bo3b3o$bo7bobo$obo$obo3b2o22b3o$bo3bo12bo11bo$5bobo9bobo10bo$6bo10bob2o$15b2obo$14bo2bo8b2o$6bo8b2o10bo$5bobo8bo7bob2o$5bobo15b2ob2o$6bo17bobo$25bo!'], [7, 7, 277, '29b2o$28bo2bo$29b2o5$20b2o$19b2obo6b2o$19bo9b3o$20bo9bo$14b3o$13b2obo$14b2o2$10bo$9b3o$bo7bobo$3o6b2o2$4b2o13b2o$18bo5$15bo$13b2obo$13b2obo$13b3o2$9b3o$bo7b3o$obo5bo2bo$obo6b2o$bo!'], [5, 5, 200, '25b2o$24bo2bo$25b2o3$27b3o$26b2obo$27b2o2$23bo$22b3o$22bobo$22b2o4$14b2o2$17bo$17bo10$10b2o$10b3o$9b2obo$bo7b2o$obo$ob2o2b2o$bob5o$4b2o$5b2o!'], [8, 8, 323, '30b2o$29bo2bo$30b2o6$30b3o$30bo$30bo3$14b2o$13bob2o$14bo8b3o$21bo2bo$10bo11bo$bo7bobo8bo2bo$obo6b2o7b2o2b2o$obo7bo6bo2bo7b2o$bo16b2o8b3o$19bo7b2obo$27b2o$24bo$22b2obo$25bo$20bo3bo$20bo$19bo2bo$12bo7b2o$11bobo$11bob2o2b2o$12bob5o$15b2o$16b2o!'], [11, 11, 446, '34b2o$33bo2bo$34b2o5$20b2o$20b3o10b2o$18b2ob2o10b3o$17bo2b2o10b2obo$17bo14b2o$15bo4bo$18b2o9b2o$14bo3bo8b4o$15b2o10b2o$28b2o$24b2o2$bo6b2o11b2obo$obo4bobo11b4o2bo$obo4b3o13bo2bo$bo19b2o4$15b2o$14bob2o$6bo8bo$5bobo$5bobo3bo$6bo3bobo$10b2o$11bo!'], [3, 3, 123, '25b2o$25b3o$26bo5$18b2o$18b3o$19bo3$26bo$25b2o$24b2o3$8b2o$8b3o$9bo9bo$18b2o$17b2o12b3o$31bo$31bo$b2o$b3o$2bo2$24b3o$9bo14bo$8b2o14bo$7b2o5$2bo$b2o$2o12b3o$14bo$14bo5$7b3o$7bo$7bo!'], [4, 4, 169, '29b2o$28bo2bo$29b2o4$29b3o$29bobo$27b2o2bo$27bo$27b3o3$22b3o$22bobo$20b2o2bo$20bo$20b3o10$13b2o$12b2obo$12bo$bo11bo$3o2$4b2o!'], [16, 16, 733, '58b3o$58b3o$57bobobo$55b2o3bo$57b2o$56b2o4$50b2o$49bob2o$49b2o$50bo7$40b2o$39bob2o$39b2o$40bo3$33bo$33bobo$32bob2o$30b2o2bo$30b3o$30b2obo$32bo12$14bo$13bobo$13bob2o$11b2obo$10bo2bo$11b2o$12bo4$4bo$3bobo$3bob2o$b2obo$o2bo$b2o$2bo!'], [1, 1, 46, '19b2o$18bo2bo$19b2o6$19bo$17b2obo$17b2obo$17b3o2$13b3o$13bobo$12b2obo2$15b3o$16b2o$14b2o$15bo4$bo6b2o$obo4bob2o$obo4b2o$bo6bo!'], [13, 13, 610, '65b2o$62b2obo$63bobo$61bob2o$62bo$62bo$56b2o$55bob2o$56bo2$52bo$51bobo$51b2o$52bo3$46b2o$45bob2o$46bo2$42bo$41bobo$41b2o$42bo3$28b2o$27bob2o$23bo3b2o$22bob2o2bo$25bo$20bobobo$19bo$20bobo14b3o$20b2o16bo$37b2o$38bo$15b2o$15b2o3$11b2o$11b2o3$6bo$5bob2o17b2o$8bo17b3o$3bobobo18bobo$2bo$3bobo16b3o$3b2o17b2o$23b2o$b2o$ob2o$2o$bo$16bo2bo$15bobobo$15b2o$14bo2bo$14bob2obo$14bo3b2o$15b2o!'], [10, 10, 487, '58bo$56b2obo$56b2obo$56b3o2$52b3o$52bobo$52bo$49b3o$49bo$49b2o2$45b3o$45b3o$44bo2bo$45b2o2$41bo$39b2obo$39b2obo$39b3o2$35b3o$35bobo$35bo$32b3o$32bo$32b2o2$28b3o$28b3o$27bo2bo$13b2o13b2o$13bobo$11b2o2bo$14bo$9bo3bo$8bobo$7b2obo$6bob2o$5b3o$4bo2bo$5b2o$2bo$2bo$2o2bo$o2bo$b2o!'], [17, 17, 851, '61b2o$58b2o$58b2ob2o$57bobo2bo$57bobo$59b2o$56b2o9b2o$56bobo8b3o$68bo3$48b2o$47bob2o$47b2o11b2o$48bo11b3o$61bo4$41b2o$41b2o$43bo$37b3ob2o$36b3o3bo7b2o$35b2o2b3o8b3o$35b2ob2o11bo$35b4o$37bo$31b2o$30bob2o$30b2o11b2o$31bo11b3o$44bo9$26b2o$25bo2bo$25bobo2$22b2o$21bo$21bobo$19b2obo$17bo3bo$16bo3bo$16b2o2bo$14b2o3bo$16b2obo$12bobobobo$13bob3o$14b2o2$9b2o$8bo2bo$8bobo2$5b2o$4bo$4bobo$5bo3$2o$3o$bo!'], [8, 8, 410, '40b2o$39bob2o$39b2o$40bo4$33b2o$32bob2o$32b2o$33bo20$18b2o$17bob2o$17b2o$18bo4$11b2o$10bo2bo$11b2o$8bo2b2o$7bob2o$7bob2o$8bo4$b2o$ob2o$2o$bo!'], [15, 15, 774, '39b2o$39bobo$40bo$50b2o$49bo2bo$49bobo$50bo$32b2o13bo$32bobo11b2o$33bo13bo$29b2o15bo$29bobo$30bo2$40bobo$39b3o2$22b2o$22bobo$23bo3$34bo$15b2o11b3o3b2o$30b4o$14bobo14b3o$14b3o9bo3b2o$26b4o2$23bobo$23b2o$23bobo$26bo$21b3obo$19b2o$20bo$20bo$2b2o$o2bo$ob2o!'], [7, 7, 364, '71bob2o$71bo2bo$70bo2b2o$68b2ob2o2bo$70b2obo$70bo3bo$70bo2bo2$62bo$61bob2o$64bo$59bobobo$58bo$59bobo$59b2o4$52bo$51bob2o$54bo$49bobobo$48bo$49bobo$49b2o4$35bo7bo$34b3o6bo$33b4o5bob3o$35bo4b2ob2o$32b2o9bo$31b2o3bo3b2o2bobo$36bo3bo4bo$33bobo5bobo$30bob2o8bo$30bo4$23b2o$22bo2bo$22bobo$23bo7$13b2o$12bo2bo$12bobo$13bo5$7b2o$4bo$3bo3bo$2bo2b3o$3bob3o$3b2o$b4o$o2bo!'], [8, 8, 425, '34b3o$32b2o3bo$31bobobobo$32bob2o$36bo$31b2o2b2o16$22b2o$21bo2bo$2b2obo15bobo$2b2obo$3b2o13b2o$ob2o13bo$o16bobo$4bo13bo$3bo9$5b2o$4bo2bo$4bobo2$b2o$o$obo$bo!'], [12, 12, 651, '34bo2bo$33bobobo$33b2o$32bo2bo$32bob2obo$32bo3b2o$33b2o16$8b2o$7b2obo$7bo$8bo4$b2o$2obo$o$bo!'], [11, 11, 605, '32bo$29b4obo$28bo5bo$28b6o$28bobo2bo$30b2o$31bo6$18b3o$17bobo$17bob3o$17bobob2o$16b2obo$19b2o$17b2o14$8b2o$7bo2bo$7bobo$8bo4$b2o$o2bo$obo$bo!'], [5, 5, 287, '47bo$48bo$47bo2$43bo$43bo$40b2o$40b4o$41bobo$42bo$40b3o$40b2o$33bo$31b2obo$31b2obo$31b3o2$27b3o$27bobo$27bo$24b3o$24bo$24b2o2$20b3o$20b3o$19bo2bo$20b2o8$12bo2b3o$12bob4o$13b2o$11b2ob2o$11b4o$11bo6$3b3o$2ob2o$2bobo$b4o$2obo$2o$2o!'], [4, 4, 241, '56b3o$55b2obo$54b3obo$54b2o$51b2o2bo$51bob2o2$48b2o$47bo$47bobo$45b2obo$44bo2bo$44bobo2$41b2o$40bo$40bobo$41bo20$13b2o$13b3o$13bobo2$9b3o$9b2o$10b2o$6b2o$6b3o$6bobo2$2b3o$2b2o$3b2o$2b2o$b3o$o2bo$o$2o!'], [9, 9, 543, '37b2o2$36bobo$36b3o11$24b2o$22bo2bo$22bob2o10$14bo$13b3o$13bobo$13b2o10$b3o$2obo$b2o!'], [5, 5, 302, '53bo$51b2obo$50b2o2b2o$51bo$49bo$47b2ob2o$47bob2o2$44bo$43bobo$44bo$43bo$41b2o$38bo3b2o$39bob2o$41b2o$36bo2b3o$35b2o$36bo2bo$36b2o5$31bo$30b2o$29b3o9$23b2o$23bobo$24bo3$17bo$15bobo$15bo2b2o$15bo$14bob2o$11b3obobo$12b2ob2o$11bob2o$10b3o$9bo$6bob2o$7bobo$4bo$5bo$4bo$4b2o$2b2o$2bo2bo$bo2bo$2o$b2o!'], [4, 3, 23, '2bo$bobo$2obo$2bob2o$3bo2bo$4b2o$4bo3$o$2o$o$bo!'], [10, 7, 105, 'b2o$ob2o$3bo$2bo12b3o$6b3o6bobo$6bob2o5bo2b2o$7b2o10bo$17b3o$12bo$11b3o$11bobo8b3o$12b2o8bobo$22bo2b2o$26bo$15b2o7b3o$14bob2o$17bo$16bo$29bo$28bobo$27bo2b2o$28b2ob2obo$31bobo$31b2ob2o$29b2o2b4o2bo$29b2obo3b4o$29b4obo$35bo2b2obo$35bo5bo$40bob2o$43bo$32b2o7b3o$31bob2o$34bo$33bo!'], [16, 11, 187, '4bo$4b2o$4bo$5bo2$o$2obo$obo6bobo$5bo4b3o$4bo$5bo8bo$4b3o7b2o$14bo$15bo4$19bobo$20b3o4$17bo$17b2obo$17bobo$22bo$21bo$22bo$21b3o!'], [6, 4, 82, '7b3o$7bo2bo$10bo$9b2o2$b2o$obo$bo4$17bobo$17bo2bo$21bo$22bo$9b2o6bob2o2bo$11bo2bob2o6bo$10bo3b2obobobo2bo$10b3obo3bobob3o$11bo6bo2bo$16bobobo$12bobo3bobo$13bob4o!'], [27, 14, 356, 'bo$ob2o$ob2o$b3o2$5b3o$5bobo$7bo$8b3o$10bo$9b2o$2b2o$6o6b3o$3o2bo6b3o$4b2o6bo2bo$4bob2o5b2o$4bob3o$4b3obo9bo$17bob2o$11bo5bob2o$10b3o5b3o$10bobo$11b2o9b3o$22bobo$24bo$25b3o$27bo$26b2o2$29b3o$29b3o$29bo2bo$22b3o5b2o$22bob2o$23b2o2$27b2o$28b2o$27b3o$27bo2b3o$27b4obo$32b2o$31b3o$31b2o$31b2o!'], [21, 10, 274, 'b2o$2bo$b3o$2bo$4bo4$9b3o$bo7bob2o$obo7b2o$o2bo$b3obo9bo$2bo2bo8b3o$2b4o8bobo$2bobo10b2o$4bo2$19b3o$10b2o7bob2o$9b3o8b2o$10bo$25bo$24b3o$24bobo$25b2o4$20b2o$19b3o8bo$20bo$27bobobobo$25bob4o2b2obo$25b2o2bo4bo$28bob2o$25bo3bo$26bo2$30b2o$31bo!'], [19, 8, 310, '3o$o2bo$3b2ob2o$2b6o$5bobo2$9b3o$10b2o$9b2o3$30b2o$30bobo$30b3o4$21b2o$21bobo$21b3o3$32bobo$27b3ob4o$26bobobobo$26bob4o$27b4o$29bo3$39b2o$38b2obo$40bo2$43b2o$44bo$43bobo$43b2o2bo$44bob3o$48bo$49bo$47b2o$47bo!'], [32, 12, 538, 'b2o$3o$bo2$6b2o$5bo2bo$6bobo2$10b2o$12bo$10bobo$11bo3$15b2o$14b3o$15bo20$35b2o$34b3o$34bobo2$38b3o$39b2o$38b2o8$47b3o$47bo2bo$47b3obo$49b3o$49b2o2$53b3o2bo$58b2o$53b3o4bo$56bo$56bo4bo$57b2o2bo$59b2o!'], [16, 6, 569, '34bo$33b3o$32bo2bo$31b2o$32b2o13$14bo$13bobo$13bob2o$11b2obo$10bo2bo$11b2o$12bo4$4bo$3bobo$3bob2o$b2obo$o2bo$b2o$2bo!'], [13, 4, 228, '7b2o$6bo3bo$6b2o$7b2o2b2o2$9b3o$2o$bo$b2ob2o$bo4bo8b2o$bo13bobo$3bo11b3o$3b2obo$3b3o$9b2o$8b3o$8bobo2$12b3o$13b2o10b2o$12b2o11bobo$25b3o3$19b2o$18b3o$18bobo10b3o$30b4o$22b3o4b2o2bo$23b2o4b2o$22b2o4b2obo$27b2ob2o$26bo4bobo$27bo4b2o$29b2obo$31bo2$28bo2b2o$30b3o$30bo!'], [13, 3, 446, '38bo$35b2obo$34b2o2bo$33b2obobo$36b2o$32bo3b2o$33bobo5$26bo$24bo2bo$23b2o$22b2o3bo$22bob3o$25b2o$21b4o5$50b2o$50bobo$51bo5$43b2o$43bobo$44bo9$34b2o$35b2o$32b5o$31b2o2$30b4o$29bo2b2o$29bo$27bo4bo$30b2o$26bo3bo$27b2o4$20b2o$19bobo$19b3o7$12b3o$11bo2bo$10bob3o$10b3o$11b2o2$3bo2b3o$2b2o$bo4b3o$5bo$o4bo$o2b2o$b2o!'], [11, 2, 264, '9bo$9bobo$6b2o$6b5obo$ob2o4bo$3b2o4b2obo$3bo4bob2o5bo$o16bo$2bo12bo2b2o$16bo2bo$17b2o$11b2o$10b2obo$12b2o$12bo!'], [12, 2, 328, '50b2o$49bo2bo$49bobo$50bo4$43b2o$42bo2bo$43b2o$40bo$39bobobo$39bobo$40bo4$33b2o$32bo2bo$32bobo$33bo15$24b2o$24b3o$25bo5$17b2o$17b3o$18bo$14b2o$14b3o$15bo2$9b2o$8bo2bo$8bobo2$5b2o$4bo$4bobo$5bo3$2o$3o$bo!'], [9, 1, 205, 'bo$b2o$2b2o2$6b2o$5bobo$5bo2b2o$6bo$7bo3bo$11bo$9bo2b2o$10bo2bo$o10b2o$obo$b2o12bo$bo13b2o$16b2o9$13b2o$12b2o$14b2o!'], [11, 1, 369, '41b3o$41bobo$39b2o2bo$39bo$39b3o3$34b3o$34bobo$32b2o2bo$32bo$32b3o6$24b3o$24bobo$22b2o2bo$22bo$22b3o6$17b2o$16bobo$15b4o2$23bo$23bobo$22bobo$23bo$7b2o$7bobo$8bo5$2o$obo$bo9bo$9b2obo$11bo$10bo!'], [16, 1, 351, '2b2o$2bobo$b2o3bo$b2o2b2o$bobobo$5b2o$3bo3$11b2o$10bo2bo$4bo6bobo$4bo$2bo3bo8b2o$2b2o3bo9bo$3b2obo8bobo$5bob2o7bo$5b3o2$21b2o$20bo2bo$11b3o7bobo$b2o8bo2bo$2obo10bo10b2o$2b2o9b2o12bo$2bo22bobo$26bo3$8b2o$7b2obo20bob2o$9b2o10b3o7b3o$9bo11bo2bo10bo$24bo5bobo3bo$23b2o8b4o$32b3o8$24bo$23bob3o$24b2obo$26bo!'], [1, 0, 2, '4b3o$2bobobobo$bobobobobo$bo2b3o2bo2$b3o3b3o$o3b3o3bo$4bobo$2obo3bob2o!'], [1, 0, 3, '4b2o$2b2o2b2o$b4o3b2o$o3b2o2bo$o3b2o$2b2o$3b3o$3bobo$3bo2bo$2b2obo2$3bo$3b2o$3bo$2b2o$bo!'], [1, 0, 4, '2b3o$2bobo$2o3b2o$2bobo2$2bobo$3bo2$2b3o$bo3bo!'], [1, 0, 5, '2bo9bo$b2o9b2o$obo9bobo$6bobo$b3ob2ob2ob3o$2b2obobobob2o$2bo3bobo3bo$4bo5bo$4bo5bo$4b2o3b2o$4bo5bo$5bobobo2$4b3ob3o$4bo5bo$3b2obobob2o$2b2o2bobo2b2o$3bobo3bobo$bob2o5b2obo$4b2o3b2o$bo11bo$2bo2b2ob2o2bo$2bo9bo$bob2o5b2obo$2bo9bo$b3o7b3o$3bobo3bobo$4o2bobo2b4o$2o2bo2bo2bo2b2o$3bo7bo$o2b2obobob2o2bo$b5o3b5o$2bob2obob2obo$3bo2bobo2bo$4b7o!'], [1, 0, 6, '4bo$2bobobo$b2o3b2o$o7bo$2bo3bo$4bo$3bobo!'], [7, 0, 131, 'b2o16b2o$ob2o14b2obo$2o18b2o$bo18bo!'], [7, 0, 146, '2o65b2o$4o61b4o$2b2o61b2o$b2o63b2o3$7b2o51b2o$6bob2o49b2obo$9bo49bo$8bo51bo3$23b2o19b2o$14b2o37b2o$13bob2o3bo3b2o17b2o3bo3b2obo$16b4o3bobo17bobo3b4o$15bo2bobo3bo19bo3bobo2bo$17b2o31b2o$17b2o31b2o$17b3o29b3o$16b2obo29bob2o4$28b3o7b3o$28bobo7bobo$28bo2b2o3b2o2bo$32bo3bo$30b3o3b3o!'], [44, 0, 1030, 'b3o64b3o$bo2bo62bo2bo$4bo62bo$3b2o62b2o6$b2o66b2o$2obo7b3o44b3o7bob2o$2bo8bo2bo42bo2bo8bo$14bo42bo$6bo6b2o42b2o6bo$5bobo56bobo$6bo58bo$7bobo52bobo$8bobo50bobo$9bo52bo2$13bo44bo$12bobo42bobo$13b2o42b2o$13bo44bo!'], [37, 0, 884, 'b2o68b2o$o2bo66bo2bo$bobo66bobo2$5b2o60b2o$7bo58bo$5bobo58bobo$6bo60bo10$18b2o34b2o$17bo2bo32bo2bo$18bobo32bobo2$10b3o9b2o26b2o9b3o$10bo2bo10bo24bo10bo2bo$13bo8bobo24bobo8bo$12b2o9bo26bo9b2o4$18b2o34b2o$17bo2bo32bo2bo$17b4o32b4o$19bob2o28b2obo$20b2obo26bob2o$21bobo26bobo$21b2o28b2o$25b2o20b2o$24b3o20b3o$25bo22bo5$32b2o6b2o$31b3o6b3o$32bo8bo2$35b4o3$33bo6bo$34bob2obo!'], [54, 0, 1353, 'b2obo64bob2o$2b2obo62bob2o$ob3obo60bob3obo$ob2o3bo58bo3b2obo$b2o3bo60bo3b2o$2b4o62b4o$3b2o64b2o2$13bo46bo$12bobo44bobo$11b2obo44bob2o$13bob2o40b2obo$14bo2bo38bo2bo$15b2o40b2o$15bo42bo4$23bo26bo$5b3o14bobo24bobo14b3o$7bo13b2obo24bob2o13bo$7bo15bob2o20b2obo15bo$24bo2bo18bo2bo$25b2o20b2o$25bo22bo2$12b3o44b3o$14bo44bo$14bo44bo!'], [10, 0, 251, '4bo59bo$3bobo57bobo$3bobo57bobo$4bobobo51bobobo$6b2obo49bob2o$6bo55bo$3bobo2bo51bo2bobo$3bobo57bobo$6bo55bo$b2o2bo57bo2b2o$obobo8b2o39b2o8bobobo$bo3b2o5bobo39bobo5b2o3bo$3b2o8bo41bo8b2o$4b2o57b2o4$10b2o45b2o$9b2obo43bob2o$11b2o43b2o$11bo11b2o19b2o11bo$22bobo19bobo$23bo21bo4$28b3o7b3o$27b2obo7bob2o$22b2o4b3o7b3o4b2o$21bob2o19b2obo$24bo19bo$23bo21bo!'], [27, 0, 720, '19bo40bo$18bobo38bobo$18bob2o36b2obo$16b2obo40bob2o$15bo2bo42bo2bo$16b2o44b2o$17bo44bo4$9bo60bo$8bobo58bobo$8bob2o56b2obo$6b2obo60bob2o$5bo2bo62bo2bo$6b2o64b2o$7bo64bo8$b2o74b2o$obo74bobo$bo76bo8$11b2o54b2o$10bobo54bobo$11bo56bo!'], [17, 0, 469, 'o39bo$2obo33bob2o$obo35bobo$5bo29bo$4bo31bo$5bo29bo$4b3o27b3o4$10bo19bo$10b2obo13bob2o$10bobo15bobo$15bo9bo$14bo11bo$15bo9bo$14b3o7b3o5$16b2o5b2o$15bo2bo3bo2bo$15bo2bo3bo2bo$16b2o5b2o!'], [17, 0, 484, '26b2o$25b3o$26b2o$25bo3$22b2o$21bo2bo$21bobo2$18b2o15bo$17bo15b2obo$17bobo13bo$18bo15bobobo$39bo$36bobo$12b2o23b2o$11bo2bo$11bobo2$8b2o35bo$7bo35b2obo$7bobo33bo$5b2obo35bobobo$4bo2bo41bo$4bobo39bobo$47b2o$b2o49bo$o49b2obo$obo47bo$bo49bobobo$56bo$53bobo$54b2o!'], [30, 0, 912, 'bo4bo99bo4bo$o4bo101bo4bo$3bobo101bobo$b2o107b2o$3b2o103b2o$3b2o103b2o$5bo101bo2$10bo91bo$9bobo89bobo$9b3o89b3o$13b2o83b2o$12bobo83bobo$12b3o83b3o$12bo87bo6$21b2o67b2o$20bo2bo65bo2bo$21bobo65bobo2$25b2o59b2o$27bo57bo$25bobo57bobo$26bo59bo8$40bo31bo$40b2obo25bob2o$40bobo27bobo$45bo21bo$44bo23bo$45bo21bo$44b3o19b3o$47bo17bo$47b2obo11bob2o$47bobo13bobo$52bo7bo$51bo9bo$52bo7bo$51b3o5b3o!'], [7, 0, 218, '14b3o7b3o$14bobo7bobo$12b2o2bo7bo2b2o$12bo15bo$12b3o11b3o3$7b3o21b3o$7bobo21bobo$5b2o2bo21bo2b2o$5bo29bo$5b3o25b3o3$b2o35b2o$2obo33bob2o$2bo35bo2$6bo27bo$5bobo25bobo$6bo27bo$7bobo21bobo$8bobo19bobo$9bo21bo2$13bo13bo$12bobo11bobo$13b2o11b2o$13bo13bo!'], [4, 0, 128, 'o35bo$2obo29bob2o$obo31bobo$5bo25bo$4bo27bo$5bo25bo$4b3o23b3o$7bo21bo$7b2obo15bob2o$b2o4bobo17bobo4b2o$3o9bo11bo9b3o$obo8bo13bo8bobo$12bo11bo$4b3o4b3o9b3o4b3o$5b2o23b2o$4b2o25b2o$8b2o17b2o$7b3o17b3o$7bobo17bobo2$11b3o9b3o$12b2o9b2o$11b2o11b2o!'], [10, 0, 323, '2o15b2o$o2bo11bo2bo$2obo11bob2o!'], [13, 0, 443, 'b2o$3o$obo2$4b3o$5b2o21b2o$4b2o21bobo$8b2o17b3o$7b3o$7bobo13b2o$23b3o$11b3o8b2obo$12b2o8b2o$11b2o$19b2o$17b4o$17b2o$18b2o2$14b2o$13bobo$13b3o!'], [3, 0, 105, '11b2o10b2o$10b2obo8bob2o$10bo14bo$11bo12bo4$4b2o24b2o$3b2obo22bob2o$3bo28bo$4bo26bo6$2o32b2o$4o28b4o$2b2o28b2o$b2o30b2o!']]
low quality nbsearch modification that was used for ships and collection. (I do not have a device with a working gpu, so i cannot run fwk's script)
Code: Select all
import golly as g
from fractions import Fraction
import bisect
import math
from random import *
from timeit import default_timer as timer
from glife.text import make_text
from glife import getminbox, rect
class ship_speed:
def __init__(self, x: int, y: int, p: int):
self.x = x
self.y = y
self.p = p
if y != 0:
self.slope = Fraction(x, y)
else:
self.slope = math.inf
if not (x >= y >= 0 and p > 0):
raise Exception("Buh! Incorrect speed")
def __lt__(self, other):
return (self.slope, Fraction(self.p, self.x)) < (other.slope, Fraction(other.p, other.x))
def __gt__(self, other):
return (self.slope, Fraction(self.p, self.x)) < (other.slope, Fraction(other.p, other.x))
def __eq__(self, other):
return (self.slope, Fraction(self.p, self.x)) == (other.slope, Fraction(other.p, other.x))
def __repr__(self):
if self.x == self.y:
if self.x == 1:
return f"c/{self.p}d"
return f"{self.x}c/{self.p}d"
if self.y == 0:
if self.x == 1:
return f"c/{self.p}o"
return f"{self.x}c/{self.p}o"
return f"({self.x},{self.y})c/{self.p}"
class ship:
def __init__(self, x: int, y: int, p: int, clist):
self.speed = ship_speed(x, y, p)
# sanitize cellist to fix topleft to 0,0
self.clist = clist[:]
x = min(self.clist[::2])
y = min(self.clist[1::2])
for i in range(len(self.clist)//2):
self.clist[2*i] -= x
self.clist[2*i+1] -= y
self.width = max(self.clist[::2])
def __lt__(self, other):
return self.speed < other.speed
def __gt__(self, other):
return self.speed > other.speed
def __eq__(self, other):
return self.speed == other.speed
def __repr__(self):
return repr([self.speed.x, self.speed.y, self.speed.p, clist2rle(self.clist)])
class ship_collection:
# todo: parse from input :skull:
def __init__(self):
self.gap_width = 40
self.speeds = {}
self.ships = []
def make_collection(self):
indent = 0
clist = []
slist = []
for i in self.ships:
shipclist = i.clist[:]
for j in range(0, len(shipclist), 2):
shipclist[j] += indent
clist += shipclist
indent += i.width + self.gap_width
slist.append(repr(i.speed))
return ", ".join(slist) + "\n" + clist2rle(clist)
def __repr__(self):
return repr(self.ships)
def add(self, shipo):
speed = shipo.speed
for i in range(len(self.ships) - 1, -1, -1):
if self.ships[i].speed == speed:
self.ships = self.ships[:i]+self.ships[i + 1:]
bisect.insort(self.ships, shipo)
x, y, p = speed.x, speed.y, speed.p
gg = math.gcd(x, y, p)
x //= gg
y //= gg
p //= gg
self.speeds[(x, y, p)] = gg
def has(self, x, y, p):
gg = math.gcd(x, y, p)
x //= gg
y //= gg
p //= gg
if (x, y, p) not in self.speeds:
return False
return gg >= self.speeds[(x, y, p)]
def addships(self, text):
ssss = eval(text) # very safe indeed
for x, y, p, rle in ssss:
if not self.has(x, y, p):
self.add(ship(x, y, p, g.parse(rle)))
# https://conwaylife.com/forums/viewtopic.php?f=9&t=45&p=196811&hilit=rle#p196811
def clist2rle(clist):
if len(clist) == 0:
return "!"
rle = ""
l = len(clist)
cl = [clist[i:i+2] for i in range(0, l-1, 2)]
cl = sorted([(c[1], c[0], *c[2:]) for c in cl])
x = min(clist[:-1:2])
y = min(clist[1::2])
s0 = "b"
osc = ""
ocx, ocy = x-1, y
k = 1
for c in cl:
cy, cx, *st = c
s = st[0] if st else 1
sc = "o"
if cy > ocy:
ocx = x-1
if k > 1:
rle = f"{rle[:-1]}{k}{osc}"
k = 1
if cy-ocy > 1:
rle += str(cy-ocy)
rle += "$"
if cx-ocx > 1:
if cx-ocx > 2:
rle += f"{cx-ocx-1}"
rle += s0
rle += sc
else:
if cx-ocx == 1:
if sc == osc:
k += 1
else:
if k > 1:
rle = f"{rle[:-1]}{k}{osc}"
k = 1
rle += sc
else:
if k > 1:
rle = f"{rle[:-1]}{k}{osc}"
k = 1
if cx-ocx > 1:
if cx-ocx > 2:
rle += f"{cx-ocx-1}"
rle += s0
rle += sc
ocx, ocy, osc = cx, cy, sc
if k > 1:
rle = f"{rle[:-1]}{k}{rle[-1]}"
return rle + "!"
autoRAB = True # automatically detect rule, algorithm and border
max_period = 3000
result_spacing = 200
stab_step = 1600
count_update = 1000
if autoRAB:
rule = g.getrule()
algo = g.getalgo()
if ":" in rule:
rule, bound = rule.split(":")
bound = ":"+bound
else:
bound = ""
else:
rule = g.getstring("Rule:", "B3/S23")
algo = g.getstring("Algorithm:", "QuickLife")
bound = g.getstring("Bound:", "T32,32")
if not (bound == "" or bound.startswith(":")):
bound = ":"+bound
max_period += 1
di = {}
scol = ship_collection()
try:
with open("save.txt", "r") as file:
rr, save = file.read().split("\n")
if rr == rule:
scol.addships(save)
except:
pass
# later write collection logic into another function
# note to self: (x,y) is x down, y right currently. this is kinda sus
def osc_test():
if g.empty():
return False
testcells = g.getcells(g.getrect())
testpop = g.getpop() # String representation
testhash = g.hash(g.getrect())
tpopg = 0
testrect = g.getrect()[:2]
for i in range(1, max_period):
g.run(1)
if g.empty():
return False
if g.getpop() == testpop:
tpopg += 1
if tpopg >= 20:
return 0 # get rid of gliders
if max(g.getrect()[2:]) > 200:
return 0 # limit max bounding box
if g.hash(g.getrect()) == testhash:
if g.getcells(g.getrect()) != testcells:
currect = g.getrect()[:2]
xxx, yyy = currect[0]-testrect[0], currect[1]-testrect[1]
if xxx == yyy == 0:
return 0
if i <= 0:
return 0
cells = g.getcells(g.getrect())
if xxx < 0:
xxx = -xxx
for j in range(0, len(cells), 2):
cells[j] = -cells[j]
if yyy < 0:
yyy = -yyy
for j in range(1, len(cells), 2):
cells[j] = -cells[j]
if xxx > yyy:
xxx, yyy = yyy, xxx
for j in range(0, len(cells), 2):
cells[j], cells[j+1] = cells[j+1], cells[j]
yyy, xxx = xxx, yyy # ...
if not scol.has(xxx, yyy, i):
scol.add(ship(xxx, yyy, i, [-i for i in cells]))
writetoresults()
return i
return 0
else:
tpopg = 0
return 0
def writetoresults():
with open("results.txt", "w") as file:
file.write(rule+"\n")
file.write(scol.make_collection())
with open("save.txt", "w") as file:
file.write(rule+"\n")
file.write(repr(scol))
return
def clear_layer():
r = g.getrect()
if r:
g.select(r)
g.clear(0)
return
# ship1 = g.parse("""
# b2o$o2bo$b2o6$2bo$b2o$2bo$bo!
# """)
# ship2 = g.parse("""
# bo$obo6bobo$obo5b3o$bo!
# """)
ship1 = g.parse("""
b2o$o2bo$b2o6$2bo$b2o$2bo$bo!
""")
"b2o$o2bo$b2o6$2bo$b2o$2bo$bo!"
ship2 = g.parse("""
bo$obo6bobo$obo5b3o$bo!
""")
"bo$obo6bobo$obo5b3o$bo!"
shipa = []
shipb = []
clear_layer()
g.putcells(ship1, 0, 0)
SHIPGEN = 50
for i in range(SHIPGEN):
shipa.append(g.getcells(g.getrect()))
g.run(1)
clear_layer()
g.putcells(ship2, 0, 0)
for i in range(SHIPGEN):
shipb.append(g.getcells(g.getrect()))
g.run(1)
def makesoup():
g.putcells(shipb[randrange(SHIPGEN)], 0, 0)
aa = randint(-1, 20)
bb = randint(-25, 25)
g.putcells(shipb[randrange(SHIPGEN)], aa + bb +
randint(0, 1), aa - bb + randint(0, 1))
aa = randint(-1, 20)
bb = randint(-20, 20)
if randint(0, 3):
g.putcells(shipb[randrange(SHIPGEN)], aa + bb +
randint(0, 1), aa - bb + randint(0, 1))
if randrange(3):
return
g.putcells(g.getcells(g.getrect()), -randrange(10, 31), 0, -1, 0, 0, 1)
def makesoup2():
g.putcells(shipa[randrange(30)], 0, 0)
aa = randint(-8, 6)
bb = randint(-8, 6)
g.putcells(shipb[randrange(SHIPGEN)], bb - 20, aa + 25)
aaa = bbb = 0
while aaa + bbb < 7:
aaa = randint(0, 12)
bbb = randint(0, 12)
g.putcells(shipb[randrange(SHIPGEN)], bb - 20 - bbb, aa + 25 - aaa)
def main():
writetoresults()
g.new("RandOsc")
g.setrule(rule+bound)
g.setalgo(algo)
g.setbase(2)
results = 0
count = 0
prevcount = 0
t_start = timer()
t_prev = t_start
while True:
clear_layer()
makesoup2()
cell_list = g.getcells(g.getrect())
g.run(stab_step)
test = osc_test()
if test:
...
count += 1
if count % count_update == 0:
results = len(scol.ships)
t_end = timer()
g.show("%d results found after %d soups tested (%d/sec current, %d/sec overall)" %
(results, count, (count-prevcount)/(t_end-t_prev), (count)/(t_end-t_start)))
g.select([])
g.update()
g.new("")
g.setbase(2)
t_prev = t_end
prevcount = count
main()
This script will overwrite save.txt and results.txt, so be careful if you have files with these names in the same folder as the script.
Edit: maybe these rules can be managed in a wiki page.
Edit2 (I doubt anyone would notice this):
I think rules where ships are easy to find using programs like qfind can lead to a lot of nrss. Rules where thin ships are mostly possible would be easy to search, such as mealworms (personally i consider them as adjustable).
Here is a random and probably useless example of such a non mealworm rule (w5a is probably possible for most slow orthogonal ships):
Code: Select all
x = 75, y = 55, rule = B2cen3a4acwyz5cqr6aei7/S1e2-c3-ain4-aekqz5aijr6ci7
o9bo15bo5bo11bo7b3o8b2o9bo$2o8bo15bo3bobo11bo5bo3bo5b2o2bo6bo2bo$o9b2o
10bo2b2o5bo8bo2bo5b2o2bo5bo2b2o6bo2bo$o9b2obo8b2o2bo4b2o8bob2o9bo5b2o
2bo6bo2bo$2o8b4o8b5o4bo12bo8b2o5bo3bo6b2obo$o9bob2o6b3obobo4bo8b2o2bo
9bo5bo3bo6b2obo$obo7bob2o6b3o8b2o7bobobo9bo5b5o6bo2bo$o9bob4o4b2o2bo6b
o8b2ob2o9bo5bob3o6b2obo$2o8bo2bobo4bo3bo5bobo10b2o9bo5bob3o6bo2bo$o9bo
2bo6bo2b2o5bobo8b2obo8bo6b2ob2o6b4o$o9bo3bo5bo2b2o6b4o6b4o15b5o6bob2o$
o10bo3bo5bo2bo8b2o6b2obo15bo2b2o6b2obo$o20bob2o9bo6bo2bo15bob3o7b3o$o
21bobo7bobo6b2obo15bob3o7b3o$o20b2obo5b2ob2o6bo2bo17bobo8b2o$o29b2ob2o
6b2obo17bobo7bobo$o29b3obo6bo2bo16b4o6bo2bo$o29bo2b2o6b2obo17b3o8b2o$o
30bob2o6bo2bo18b2o9bo$o30b2obo6b2obo16b2obo6b4o$o30b2obo6bo2bo16b4o7b
3o$o30bo2bo6bo19bo2bo8b2o$o30b2obo26bo2bo8b2o$o31b2o27bob2o6bob2o$o31b
2o27bo2bo9bo$30bo30bo2bo6bo2bo$30b3o28bo2bo6b4o$30b2o29bo2bo8b2o$30b2o
b2o26bo2bo5bo3bo$30b5o26bo2bo5b2o2bo$30b3obo29bo7b3o$30bob3o29bo8b2o$
30b2ob2o26bo2bo5bob3o$30b2ob2o26bob2o6bo2bo$30b2o2bo26b4o6b2obo$30bo3b
o26bo2bo6b4o$30bo3bo26bo2bo6bo2bo$30b2ob2o26bo2bo6bob2o$30b2o2bo26bo2b
o7bobo$30bobobo26bo2bo5b2o2bo$30bo30bo2bo7b3o$30bob2o27bob2o8b2o$30b4o
27bo2bo9bo$30b2obo27bo2bo8b2o$30b2o29bo2bo9bo$30bo30b2obo9bo$30bo2b2o
26bo2bo9bo$30bo3bo26b2obo$30bobobo26bo2bo$34bo26bo2bo$33b2o26bo2bo$34b
o26bo$30b2o$30bobo$30b2o!
----------------------------------------------------------------------------------------------------
Maybe looking for rules with a lot of slopes can also be interesting
----------------------------------------------------------------------------------------------------
Edit3: 69 NRSS, 9c/354d, 12c/477d
Code: Select all
x = 89, y = 36, rule = B3-c4cejnqt5cjqr6i8/S2-in3ijnqr4cqy5aciy6kn
35b2o48b2o$34bo2bo46bo2bo$35bo49b2o$35bo2bo$38b2o$38b2o46b2o$39bo46b3o
$38bo47bobo2$82b3o$82b2o$32bobo48b2o$19b2o10b3o45b2o$18bobo58b3o$18b3o
45bo12bobo$65bob2o$14b2o52bo6b3o$14b3o46bobobo7b2o$13b2obo45bo13b2o$
13b2o48bobo$63b2o$10b2o47bo$bo6b4o14bo31bob2o17bo$obo5b2o15bob2o22bo9b
o14bob2o$obo6b2o17bo21bobo3bobobo16bobo$bo21bobobo22bobo2bo18bo$22bo
28bo4bobo16bo$23bobo30b2o16bo$23b2o48b3o$19bo52bo$18bob2o47bob2o$11bo
9bo40bo7bobo$10bobo3bobobo40bobo3bo$10bobo2bo45bobo4bo$11bo4bobo43bo4b
o$16b2o48b3o!
Edit4: 71 NRSS, 2c/5o, 17c/439o
Code: Select all
x = 129, y = 69, rule = B3-c4cejnqt5cjqr6i8/S2-in3ijnqr4cqy5aciy6kn
5bo9bo74b2o5b2o$3bobobo5bobobo71bob2o3b2obo$b4o2b2o3b2o2b4o69b2o7b2o$b
o7bobo7bo70bo7bo$bo2b3o7b3o2bo66b2o13b2o$2o4bo7bo4b2o65bobo11bobo$bobo
bo9bobobo67bo13bo$bobobo9bobobo$5bo4bo4bo77bobo$5bobob3obobo76bo3bo$5b
2o7b2o73bo2bo3bo2bo$3b3o2bo3bo2b3o61b2o7bob4ob4obo7b2o$3b3o9b3o61bobo
5bo3b2o3b2o3bo5bobo$6bo7bo65bo8b2o7b2o8bo$5bobobobobobo60b2o11b2o7b2o
11b2o$3bobo2bobobo2bobo57bo2bo7bob3o7b3obo7bo2bo$3bo3b3ob3o3bo58b2o8bo
15bo8b2o$2b2o13b2o54bo2b2o33b2o2bo$3bo4b5o4bo54bob2o37b2obo$bobobo9bob
obo52bob2o37b2obo$6bo7bo58bo5b2o27b2o5bo$3bo2b2o5b2o2bo60bo2bo25bo2bo$
3bo2b2o5b2o2bo60bobo27bobo$2b3ob3o3b3ob3o60bo29bo$2bob3obo3bob3obo$2bo
b2o2bobobo2b2obo$bobo2b9o2bobo$bobo4b5o4bobo$4b3o3bo3b3o47b2o57b2o$3b
2obobo3bobob2o46b2obo53bob2o$3bob3o2bo2b3obo44bob2obo53bob2obo$bo2bob
2o2bo2b2obo2bo41b3o61b3o$o4b3o5b3o4bo41bobo59bobo$o2b15o2bo$3b3o3b3o3b
3o$3o5b5o5b3o42b2o59b2o$bo8bo8bo42b3o59b3o$b3o2bo3bo3bo2b3o41bo65bo$bo
b5o5b5obo41bobo61bobo$2bob2o2bo3bo2b2obo42b2o63b2o$5bobobobobobo45b2o
63b2o$5bo2b2ob2o2bo44bobo63bobo$4bo5bo5bo43b2o65b2o$6bo3bo3bo46b2o63b
2o$6b9o$5bo9bo$6bo3bo3bo$6b2ob3ob2o$9bobo2$7b2o3b2o$6b3o3b3o$5bo2bo3bo
2bo$6b3obob3o$4bo11bo$4bo4b3o4bo$4b2o9b2o$5bo9bo$4bo11bo$6bo7bo$3bobob
o5bobobo$4bob2obobob2obo$b2ob2ob2o3b2ob2ob2o$bo2b2o4bo4b2o2bo$2o4bo2bo
bo2bo4b2o$bo2bo3bo3bo3bo2bo$4bo3bobobo3bo$9bobo$7bo5bo!