Технология скорости c/3 в Жизни Конуэя

Дэвид И. Бэлл
dbell(at)canb.auug.org.au
17 декабря 1999

C/3 ГРАБЛИ

Грабли — паровозы, которые производят только глайдеры или космические корабли. Они чрезвычайно важны в Жизни, потому что их выхлоп может использоваться для создания других объектов или передачи сигналов, предназначенных для выполнения логических действий. Всякий раз, когда обнаруживается любой новый паровозный двигатель, важно "приручить" его так, чтобы его бесполезный "грязный" выхлоп был преобразован в "чистый" выхлоп, особенно глайдеры.

Процесс приручения состоит в возмущении выхлопа грязного паровоза, используя сопровождающие космические корабли так, чтобы грязный выхлоп был очищен в надежде его преобразования в глайдер. Обнаружение соответствующих возмущений — процесс проб и ошибок, главным образом, ручной. Это — одна из областей, где программы поиска еще не развиты.

Из основных паровозов, показанных выше, единственные, выхлоп которых, как было найдено, может быть полезно возмущен кораблями периода 3 — паровозы периода 45 и периода 114. Технология для паровоза периода 45 старше, так что с ним иметтся больше известных результатов.

Выхлоп этих паровозов может быть возмущен несколькими способами одним или более космическими кораблями краевой искры, производя другие паровозы, имеющие периоды, которые являются теми же самыми, что и у основного паровоза, или с небольшим коэффициентом кратными основному периоду. Более высокие периоды могут появляться из-за умножающих период реакций, где выхлоп одного основного цикла реагирует с выхлопом предыдущего цикла.

Путем добавлений дальнейших возмущений к грязному выхлопу он может быть заменен на другой выхлоп. Надежда в том, что соответствующей комбинацией возмущений могут быть сформированы чистые грабли.

Первые c/3 грабли были найдены в мае 1996 года. Они имеют период 90 и производят обратные глайдеры. Они используют два паровоза периода 45, выхлоп которых был возмущен несколькими космическими кораблями краевой искры. Глайдер, испущенный одним паровозом, отскакивает рикошетом от другого паровоза, очищая выхлопы обеих паровозов а также производя обратный глайдер. Одна из причин, почему этот паровоз столь усложнен, состоит в том, что космический корабль осы еще не был найден, а свойства восстанавливающих кромку космических кораблей еще не были признаны.

x = 241, y = 360, rule = S23/B3
26boboob3o5b3o49b3o5b3oboobo$25booboo4boobo3b4o6b3o25b3o6b4o3boboo4boo
boo$24bobbobobbo3boo7bo3boo3bo11bo11bo3boo3bo7boo3bobbobobbo$25bo5bo3b
o3bobboobo3bobbobo10b3o10bobobbo3boboobbo3bo3bo5bo$45boo3boobboo8bo3bo
8boobboo3boo$45b3obbobobboo8b3o8boobbobobb3o$43bobo4bo4boboo5b5o5boobo
4bo4bobo$42boo13bo5boo3boo5bo13boo$28boboob3o5bobbo9boo3boobo7boboo3b
oo9bobbo5b3oboobo$27booboo4boobo21b3obobob3o21boboo4booboo$26bobbobobb
o3boo22boo5boo22boo3bobbobobbo$27bo5bo3bo3bo17bobobbooboobbobo17bo3bo
3bo5bo$62boo5boo$60booboboboboboo$59bo3bobbobbo3bo$59boboboo3boobobo$
60bobobo3bobobo$63bobobobo$60bo11bo$58boobo3bobo3boboo$61bo4bo4bo$61bo
booboboobo$60boobo5boboo$59bobobo5bobobo$58boobobob3oboboboo$61bobo5bo
bo$58booboboo3booboboo$37boboo24b3o24boobo$33b3obooboboo18b9o18boobob
oob3o$32bo6boobb4o15boo5boo15b4obboo6bo$33boo3bo3bo4bo12boo9boo12bo4bo
3bo3boo$45b3o5boo9bobobo9boo5b3o$51boboo5bobboo3boobbo5boobo$48boboo3b
oo19boo3boobo$47booboobobobo4bob5obo4bobobobooboo$47boobo4bob3ob11ob3o
bo4boboo$51boobo3bob13obo3boboo$58bo15bo$59bo13bo$$62b9o$8boboob3o4bob
obob3ob3o$7booboo4b3obooboboobooboo3bo6boo18boo3boo$6bobbobobbo7bobo5b
3obboob3oboobo20bo$7bo5bo4boobbobo3bo3b4o5b3ob3o13bo9bo$22bobo3bo3bo3b
obobboboboboo12bo9bo$18bo8bobbo7bobbo3bo14bo3bobobo3bo$18bobo5bobo4bo
16bo9bo4bobo4bo$34boo4boobbobobb3o7bo4bo3bo4bo$43bobbo5boo5b5o5b5o$42b
7obb3o$31bobobob4obo4boobboo$27b3obooboboobo$26bo6bobo7bobo12b3o11b3o$
27boo3bobbo8bo18bo5bo$34bobo25boo5boo$36bo23bo3bobobo3bo$60bobbo5bobbo
$60bo3bobobo3bo$61bobo5bobo$62boo5boo3$63boo3boo$63boo3boo$$60bo$58bob
o$59boo$$63boo3boo$63boo3boo$$63boo3boo$63boo3boo4$62boo$61boobo$59b3o
bboo$59b3ob3o$59boobobbo$60bobobbo$60boboboo$60bobobobbo$59boo5bobo$$
57bo8b3o31bo3bo3bo6boboobo$57bo30bo6bo3boobooboobob3obobboboob3o$57bo
29boobboobobo3bobbobobobo4bobboo6bo$85boobobboo4bo5b3oboboboo6bo3boo$
59b3o21boobo3bobbo3boobo4b3ob4o$83bobbob3obb6o5boo5b3o$81b5ob3o5b4obb
oobbo5boo$79bobbobb3obbo13bo29boboob3o5b3o49b3o5b3oboobo$79bo10boo41b
ooboo4boobo3b4o6b3o25b3o6b4o3boboo4booboo$79boobbobboob3o40bobbobobbo
3boo7bo3boo3bo11bo11bo3boo3bo7boo3bobbobobbo$79bo3booboo4boo3bo35bo5bo
3bo3bobboobo3bobbobo10b3o10bobobbo3boboobbo3bo3bo5bo$62bobo21boobo4boo
bob3oboo48boo3boobboo8bo3bo8boobboo3boo$62bobo9boboo8b3o3bo3bobo4boo
48b3obbobobboo8b3o8boobbobobb3o$60bobbo8booboo19bo3bobobbo45bobo4bo4bo
boo5b5o5boobo4bo4bobo$60b3o6bobo23boobbo50boo13bo5boo3boo5bo13boo$8bo
12bo3bo41boo3boobo19bobo38boboob3o5bobbo9boo3boobo7boboo3boo9bobbo5b3o
boobo$boob3ob4oboob3obobobobo33boo8bob3o60booboo4boobo21b3obobob3o21bo
boo4booboo$boo4bobbooboo5bobo4bob3obobb3o20b3o7boobo61bobbobobbo3boo
22boo5boo22boo3bobbobobbo$obboboo7bobobobboobo5booboo4bo19bo10bobo62bo
5bo3bo3bo17bobobbooboobbobo17bo3bo3bo5bo$15booboo3bo4bo3bo6boboo15boo
11bo98boo5boo$12boo7b3obooboobobbooboboboo16bo108booboboboboboo$13bo7b
3o7bo4bobobo16bo10bo98bo3bobbobbo3bo$13bo7bo6bo5boo3bo3b3o10bobo9bo98b
oboboo3boobobo$28bo10bo3b4o10boo3boo4boo98bobobo3bobobo$35bo6boo3bo10b
o3boo5boo100bobobobo$32boobooboobbo19boobobbobo97bo11bo$22boboob3obob
4oboobbobbobo15bobbo99boobo3bobo3boboo$21booboo5boboo29b3o102bo4bo4bo$
20bobbobobobo8bo25bo104bobooboboobo$21bo5boboo7bo26bo102boobo5boboo$
30bo34bobbo98bobobo5bobobo$29bo136boobobob3oboboboo$169bobo5bobo$166b
ooboboo3booboboo$145boboo24b3o24boobo$141b3obooboboo18b9o18booboboob3o
$140bo6boobb4o15boo5boo15b4obboo6bo$141boo3bo3bo4bo12boo9boo12bo4bo3bo
3boo$153b3o5boo9bobobo9boo5b3o$159boboo5bobboo3boobbo5boobo$156boboo3b
oo19boo3boobo$155booboobobobo4bob5obo4bobobobooboo$155boobo4bob3ob11ob
3obo4boboo$159boobo3bob13obo3boboo$166bo15bo$167bo13bo$$170b9o$208b3ob
3obobobo4b3oboobo$196boo6bo3booboobooboboob3o4booboo$195boboob3oboobb
3o5bobo7bobbobobbo$193b3ob3o5b4o3bo3bobobboo4bo5bo$192boobobobobbobo3b
o3bo3bobo$195bo3bobbo7bobbo8bo$190bo16bo4bobo5bobo$189b3obbobobboo4boo
$187boo5bobbo$165boo15boo3b3obb7o$166boobo9boboo5boobboo4bob4obobobo$
167b5o5b5o19bobooboboob3o$61boo103bobboboo3boobobbo12bobo7bobo6bo$61b
oo8boo93b3obo7bob3o13bo8bobbo3boo$71boo92bo3bo9bo3bo20bobo$166b3o11b3o
21bo6$169b3o5b3o$168bobbo5bobbo$73bo94bobbo5bobbo$72boo96boo5boo$74bo
96bo5bo$71b3o30bo3bo3bo6boboobo45bobo3bobo$72bo19bo6bo3boobooboobob3ob
obboboob3o41bobbobobbo$91boobboobobo3bobbobobobo4bobboo6bo40bobo3bobo$
89boobobboo4bo5b3oboboboo6bo3boo42bo5bo$87boobo3bobbo3boobo4b3ob4o$87b
obbob3obb6o5boo5b3o$85b5ob3o5b4obboobbo5boo$83bobbobb3obbo13bo62boo$
83bo10boo75b3ob3o$83boobbobboob3o77b3oboo$83bo3booboo4boo3bo69b5oboo$
90boobo4boobob3oboo62boo3bo$90b3o3bo3bobo4boo$25boboobo6bo3bo3bo54bo3b
obobbo$21b3oboobobbob3oboboobooboo3bo6bo41boobbo$20bo6boobbo4bobobobo
bbo3boboboobboo40bobo$21boo3bo6boobobob3o5bo4boobboboo$33b4ob3o4boboo
3bobbo3boboo8boo100boo3boo$32b3o5boo5b6obb3obobbo8boo100bo$33boo5bobb
oobb4o5b3ob5o$41bo13bobb3obbobbo$54boo10bo53boboobo6bo3bo3bo39b3o$54b
3oboobbobboo49b3oboobobbob3oboboobooboo3bo6bo17bobbo6b3o$48bo3boo4boob
oo3bo48bo6boobbo4bobobobobbo3boboboobboo17bo3boo5bo$41boob3oboboo4bob
oo56boo3bo6boobobob3o5bo4boobboboo13bo5b3o4b3o$41boo4bobo3bo3b3o68b4ob
3o4boboo3bobbo3boboo11bo5b3obboo3bo$40bobbobo3bo77b3o5boo5b6obb3obobbo
12bobbobbo3boo3bo$46bobboo77boo5bobboobb4o5b3ob5o14boo5bobo$48bobo85bo
13bobb3obbobbo$149boo10bo$149b3oboobbobboo$143bo3boo4booboo3bo$136boob
3oboboo4boboo$136boo4bobo3bo3b3o$135bobbobo3bo$96bo44bobboo30booboo$
96boo45bobo30b4obo33bo3bo12bo$73bo4boboo13bobo75boobobboboo31bobobobob
3oboob4ob3oboo$76bobb3o90boo3b5o20b3obbob3obo4bobo5booboobbo4boo$72bo
8boo4boo84boo4bo21bo4booboo5boboobbobobo7boobobbo$72bo3b9obboo85boobb
oo18boobo6bo3bo4bo3booboo$72bo7bob3obboo94boo13booboboboobbobooboob3o
7boo$73bobboboobb3ob3o93bobbo14bobobo4bo7b3o7bo$73boo4bo6b3o29boo62bo
3bo8b3o3bo3boo5bo6bo7bo$73bo4bo3bob3obbo29boo62bobbo7b4o3bo10bo$73bo7b
oobbobboo28bo64bobbo6bo3boo6bo$74bobo5bob4obo94boo12bobboobooboo$74b3o
6b4o87b3o16bobobbobboob4obob3oboobo$84bo88bo3bo28boobo5booboo$178bo23b
o8bobobobobbo$141bo30bo4boo3boo18bo7boobo5bo$141boo29bobboo4bo28bo$
140bobo29b3obbo33bo$172bobb3o$173boo3bo$173b3obo$177bo$$163boo$164boo$
163bo10$71b3o$80boo$79bobbo90b3o$80boo80b3o$162bo8bo5bo$163bo7bo5b3o$
171bo6bo$180boo$173b3o$$140boo$140bobo$140bo6$117b3o$117bo$118bo4$173b
o$95boo75bobo$95bobo77bo$95bo77boo3$71b3o$80boo$73bo5bobbo$72b3o5boo$
72bo$73bo14$25bo26bo$21b3ob3o11b4obo5b4o$20bo6bob3o7bobobboo3boo3bo18b
o$21boo3bo5bobboobobbo4bo5boboo17bo$29boobobbobobboobobbo3b3obobo$31b
oobboboobbobbobbo4boboboboobo11bo6boo$31boo3b3obbooboobobboboboboboob
oo7bo3bo3bo4bo$34b3obbobbobo3bobobobobobo4bo6boobbo3bo4bo$32bobbo5bo3b
o4bobobobo5b3o5b4o4bo4bo$34bo17boboboboobb4o14boo$54bo5b3obbo$52bo7bo
4bo$46boo4bo3b4obboboo$33boboo8bobbooboobbobobobooboo$32boobooboo4bo3b
obboobo8bo$31bobbobobbo5b4o13boo$32bo5boo4bobbobobboo$41boobobbobobboo
$41boo4bobo4bo$43bobobobobobo5$83bobo$84boo$84bo50$106bo$107boo$106boo
!
[Фигура 55: Первые известные c/3 грабли (обратные грабли периода 90)]

Два экземпляра обратных граблей периода 90 могут быть легко объединены, используя реакцию отскока глайдера, чтобы сформировать передние грабли периода 90. Реакция отскока может также использоваться в другом направлении, чтобы сформировать обратные грабли из двух передних граблей. Грабли, вытекающие из этого процесса, являются довольно громоздкими, так что они используются, только если "прямой" тип граблей еще не известен или если необходим конвой из близко расположенных глайдеров.

Для сравнения с первыми обратными граблями периода 90 ниже показаны самые простые известные обратные грабли периода 90. Они требуют только одного основного паровоза периода 45, и широко используют осу и восстанавливающие кромку космические корабли. Верхняя часть паровоза периода 45 и других типов космических кораблей краевой искры также сжалась.

x = 89, y = 253, rule = S23/B3
42b3o$42b3o$22boob3o13bo3bo13b3oboo$22boo4booboo21booboo4boo$21bobbobo
4boo7bo5bo7boo4bobobbo$28boobobboo4booboboo4boobboboo$34boboo11boobo$
29b3oboobbo3bo3bo3bobboob3o$29bo3b3obo4bobo4bob3o3bo$27booboboo4bobbo
3bobbo4booboboo$26bobobbo8bobobobo8bobbobo$24b3obobbo5boobobbobboboo5b
obbob3o$23boobo9bobobob3obobobo9boboo$22bo3bo9bobobbooboobbobo9bo3bo$
37b3obbobobb3o$38boboo3boobo$36boo3bo3bo3boo$36bobo4bo4bobo$38bobbobob
obbo$38bob3ob3obo$38bobo5bobo$35boobobobbobboboboo$35boobobobbobbobob
oo$38bobob3obobo$37bobb7obbo$11boboob3o49b3oboobo$10booboo4boobo16bo7b
o16boboo4booboo$9bobbobobbo3b3o18b3o18b3o3bobbobobbo$10bo5bo3bo3bo13b
3o5b3o13bo3bo3bo5bo$23boo4b3o5boob3ob3oboo5b3o4boo$23boobboobo9b3ob3o
9boboobboo$24boo4boboo9bo9boobo4boo$29bobbobo3boo7boo3bobobbo$24boobo
bbobobobo13bobobobobboboo$28bo8bo11bo8bo$35bob13obo$43bo$43bo$38b3ob3o
b3o20bo$39bo7bo13b3o4b4o8b3o$40bo5bo13bo3boobo3boo8bobooboo$60bobobbob
obo3bo4boobo4boo$59boo4bobobbo6bobobo3bobbo$61boobbobob7obobobo$62bo4b
o5bo5bo3bo$58b3obboobboo4bo6boo$36boo11boo6b4o4b3o7boobbo4bo$35boo13b
oo4bo3b3o11boo3bo3boo$37bo11bo11b3o10b3o$35b3o11b3o4bobo3boo10boo4b3o$
37bo11bo$37bo11bo$37bo11bo$40bo5bo$40bobobobo$$41booboo$40bobobobo$40b
oo3boo$39boo5boo$$40boo3boo$40boo3boo$40boo3boo3$48bo$48bobo$48boo$40b
oo3boo$40boo3boo$$40boo3boo$40boo3boo4$46b3o3$42boobobo$43b3o3bo$50bo$
48bobo$43bobbo$40boo4bo3bo$40boo3bobbobo$40booboo4b4o$42bo9bo$52bo$$
48b3o3$20bo$16b3ob3o$15bo6boo$16boo3bobbo3bo$26b4o16b3o$26bo3bo15b3o$
24bobbobobboo11bo$25bo6boo7boo3bo$46bobo$$38bobbo$37bo3bo8b3o$37bobbo
10boo$49bo3bo19b3ob3o$41bo7boobo17b4obo4boobo$40bobo6boo15bo3boo3boobo
3b3o$41bo5bobbo14b4o5boobo3bo3bo$43b4oboboo12bo3bobo3bo9bo$42boobo4boo
12bobobobo3bo$42boobo19b3o4bobo$42booboboo17bo$45boo$44boo6$19bob4obo$
18boob4oboo46bo$17bo4boo4bo44b4o$21b4o43bo3bo3booboo$19boo4boo40b4o5bo
bboo$20bo4bo40bo3bo7bobbo$19bobobbobo30b3o7bobobbo$16boo10boo26bo3boob
o7bo$16boo3b4o3boo21b3obb3o3b3o$16b3obb4obb3o20bobob3o4bo3bo$18boo6boo
23bo4bo7bo$18boo6boo26boo$$26boo$26boo$25bobbo$25bobobo$25bobo$22boobo
boboo18b3o$22boobobo20bo3boobo$25bobobobo11b3obb3o3b3o$24bobbo3bo10bob
ob3o4bo3bo$22b3oboobboo11bo4bo7bo$31bo14boo$24bobboo$29bo5$35boo$35bo
3boo$38b3oboo$44bo$39b3obbo$40bo3bo$36b5oboo$41bo15$58boo9boo$55booboo
9booboo$55boo3bo7bo3boo$51b3obbo15bobb3o$51boobb3o5b3o5b3obboo$51b3o9b
3o9b3o$52bo9bo3bo9bo$53bobbo15bobbo$52booboo4bo5bo4booboo$56b7obob7o$
55bobobo9bobobo13$23bo$22bo$22b3o51$o$obo$oo!
[Фигура 56: Наименьшие известные c/3 обратные грабли периода 90]

Наименьшие известные c/3 передние грабли периода 90 показаны ниже.

x = 82, y = 190, rule = S23/B3
34bo$33b3o$14boboo14bo3bo14boobo$13boobooboobo10b3o10boboobooboo$12bo
bbobobooboo8b5o8booboobobobbo$13bo6bo5bo4boo3boo4bo5bo6bo$21bo3b4obo7b
ob4o3bo$25bo3b3obobob3o3bo$20boobobbo3boo5boo3bobboboo$19bo4bobbobobb
ooboobbobobbo4bo$18boobobo6boo5boo6boboboo$16boobobo6booboboboboboo6bo
boboo$14boobo9bo3bobbobbo3bo9boboo$13bo3bo9boboboo3boobobo9bo3bo$14bob
o11bobobo3bobobo11bobo$31bobobobo$28bo11bo$26boobo3bobo3boboo$29bo4bo
4bo$29bobooboboobo$28boobo5boboo$27bobobo5bobobo$26boobobob3oboboboo$
29bobo5bobo$26booboboo3booboboo$5boboo24b3o24boobo$b3obooboboo18b9o18b
ooboboob3o$o6boobb4o15boo5boo15b4obboo6bo$boo3bo3bo4bo12boo9boo12bo4bo
3bo3boo$13b3o5boo9bobobo9boo5b3o$19boboo5bobboo3boobbo5boobo$16boboo3b
oo19boo3boobo$15booboobobobo4bob5obo4bobobobooboo$15boobo4bob3ob11ob3o
bo4boboo$19boobo3bob13obo3boboo$26bo15bo$27bo13bo$$30bo7bo$52boo5b3o9b
oo$52boobooboboboo7booboobo$51bobobbobobo3bo4boo3bob3o$51bobbo3boobobo
4boboboboo3bo$50bobb4obobo5b3obob3o3bo$53boboobobobbooboobbo3bo$50bo4b
4o6boobbobboo$49b3o9bo4bo5b3o$25b3o13b3o3boo3bo6bo6bo3boobboo$28boo9b
oo6b3o3boobbo8boo3boo$30bo7bo9boo3bo12bo4booboo$25bo4bo7bo4bo22bo$27bo
boo7boobo$26boobo9boboo$27bobo9bobo$27bobo9bobo4$32booboo$31b3ob3o$30b
oo5boo$29b4o3b4o$31bobobobo$29bobo5bobo$30bobbobobbo$30b3o3b3o6$31boo$
31boo3boo$35b3o$31boobbobo$31boo3bo4$36bobo$36bobo$35bobbo$33bobo$33bo
bboobo$33bobbo3bo$33bo7bo$32boobboo4bo$30boobobobobobboo$29boobbo6bob
oo$30bo4boo7bo$30bo4bo5b4o$32bobbo5b3o$33bo5bo$40bo$40bo$7boob3o$7boo
4boo$6bobbobo3bo$13b3obb3o$15b3o3bo$15bo3boo17b3o$16boo16b4obbo$34bobb
obboo$34b3o3$37boo$37boo26booboo$63boobobooboo$60b3obobb3obb4o$56b3o4b
3o5bo4bo$55bobobob3obo8boo$55bobobob4o$56bobo4bobbo$65bo$57bo$57bo$47b
oo$47b3o$50bo$48bo$48bo$51b6o$50bo5bo$29boo19bo4bo8b3o$29boo20boo10bo
3boobo$58b3obb3o3b3o$57bobob3o4bo3bo$29bo18boo8bo4bo7bo$28b3o17booboo
8boo$27bobboo10boo4boobb4o$26boo3boo9booboo4bo4bo$27bobobbobo7bobboo7b
oo$28boo3boo10boo$37boo$39bo27$10bo$6b3ob3o$5bo6boo$6boo3bobbo3bo9boo$
16b4o8boo$16bo3bo$14bobbobo14b3o$15bo20bo$3boob3o26bo$3boo4boo$bbobbob
o3bo$9b3obb3o$11b3obobo$11bo4bo40boo$12boo42bobo$58bo6$13boob3o20b3ob
oo34b3o$13boo4boo16boo4boo36bo$12bobbobo3bo14bo3bobobbo34bo$19b3obb3o
4b3obb3o$21b3obobobbobob3o$21bo4bo4bo4bo$22boo10boo!
[Фигура 57: Наименьшие известные c/3 передние грабли периода 90]

После успеха в формировании граблей периода 90 были найдены более трудные грабли периода 45. Они более важны, потому что выхлоп глайдеров более част, грабли являются меньшими, но наиболее важно то, что период нечетен и поэтому полностью нов. Грабли, показанные ниже, были найдены в июле 1997 года и были известными первыми граблями нечетного периода. Если самый задний космический корабль удалить, то они будут производить два глайдера.

x = 116, y = 200, rule = S23/B3
35bo7bo27bo7bo$34b4o3b4o25b4o3b4o$33bo3booboo3bo10b3o10bo3booboo3bo$
33bo4bobo4bo10b3o10bo4bobo4bo$31bobobobooboobobobo7bo3bo7bobobobooboob
obobo$30bo6booboo6bo17bo6booboo6bo$29boobo3bo5bo3boboo4bo5bo4boobo3bo
5bo3boboo$27booboboo11boobobo3booboboo3boboboo11booboboo$25boobo22bo
11bo22boboo$24bo3bo22bo3bo3bo3bo22bo3bo$25bobo23bo4bobo4bo23bobo$52bo
bbo3bobbo$54bobobobo$51boobobbobboboo$50bobobob3obobobo$50bobobbooboo
bbobo$51b3obbobobb3o$52boboo3boobo$50boo3bo3bo3boo$50bobo4bo4bobo$52bo
bbobobobbo$52bob3ob3obo$52bobo5bobo$49boobobobbobboboboo$49boobobobbo
bboboboo$52bobob3obobo$51bobb7obbo$25boboob3o49b3oboobo$24booboo4boobo
16bo7bo16boboo4booboo$23bobbobobbo3b3o18b3o18b3o3bobbobobbo$24bo5bo3bo
3bo13b3o5b3o13bo3bo3bo5bo$37boo4b3o5boob3ob3oboo5b3o4boo$37boobboobo9b
3ob3o9boboobboo$38boo4boboo9bo9boobo4boo$43bobbobo3boo7boo3bobobbo$38b
oobobbobobobo13bobobobobboboo$42bo8bo11bo8bo$bboboo14boo10boo15bob13ob
o$boobooboobo8bob5o3booboo$obbobobooboo6boo3b3o3boo3boo$bo6bo3bobb5obo
bbobobbobbobo$10bob4o3b3o3b3o4boboboo$13bobo3bo4bobbobbobobobobooboo$
11b4o4b4ob6obbobobo4boo$11b4o3bobobobobo3boboboboboobobbo$13bobbo12bo
bboboboboo5bo$31bobbobboboo4bo$35bo4bobobboo$33bo3boobobooboo18bo$26b
3o3boobboobobbo3bo4bo11b3o$12boob3o7boob3o4bobob4obbo4bobo9b4o$12boo4b
oo4bo5b4o7bo8bobbo7bo$11bobbobo3bo3b3obbobo10boo6bobboo5boo$18b3obboo
4bobboo17bobo7boobo$20b3o3booboobobo15bo11boboo$21bobbobbobo4bo14boob
oo7boobo$22bo3bo3bo4$58bobo$58bobbo$62bo$58bo3bo$56boo4bo$5boboo14boo
10boo19boo$4boobooboobo8bob5o3booboo21boobbo$3bobbobobooboo6boo3b3o3b
oo3boo21boo$4bo6bo3bobb5obobbobobbobbobo$13bob4o3b3o3b3o4boboboo$16bob
o3bo4bobbobbobobobobooboo16boo18boo10boo14boobo$14b4o4b4ob6obbobobo4b
oo15bobbo17booboo3b5obo8boboobooboo$14b4o3bobobobobo3boboboboboobobbo
14bobo15boo3boo3b3o3boo6booboobobobbo$16bobbo12bobboboboboo5bo14bo17bo
bobbobbobobbob5obbo3bo6bo$34bobbobboboo4bo29boobobo4b3o3b3o3b4obo$38bo
4bobobboo6bobo14booboobobobobobbobbo4bo3bobo$36bo3boobobooboo6bobo14b
oo4bobobobb6ob4o4b4o$29b3o3boobboobobbo3bo6bo14bobboboobobobobo3bobobo
bobo3b4o$15boob3o7boob3o4bobob4obbo9bo11bo5boobobobobbo12bobbo$15boo4b
oo4bo5b4o7bo25bo4boobobbobbo$14bobbobo3bo3b3obbobo10boo13bobo6boobbobo
4bo$21b3obboo4bobboo24boo6boobooboboo3bo$23b3o3booboobobo23bo7bo3bobbo
boobboo3b3o$24bobbobbobo4bo32bobb4obobo4b3oboo7b3oboo$25bo3bo3bo40bo7b
4o5bo4boo4boo$72boo10bobobb3o3bo3bobobbo$82boobbo4boobb3o$81bobobooboo
3b3o$81bo4bobobbobbo$85bo3bo3bo$$99boo$65bo19b3o10bob3o$66bo12b3obboo
3bo5boboo3booboo$64b3o11bobob4o3boo3boboobobbobboo$79boo3boboo5bo3bo6b
obbo$75b3obbo3bo5bobbo3bo10bo$74b3obboo3bo7bobooboo6bo$73bo4bobobobo4b
o5boboboo7b3o$80boboobb5obbobo5bo3booboboo$73boboboobboboo3bo4bobbobob
oobbo3bo3bo$76b3o14b3obboob3o$72bo5bo12bo4b3o3bobbo$73bo4bo13bo3boo5bo
$72bo15$75bobo$76boo$76bo24$88bo$86bobo$87boo24$98bo$99boo$98boo24$
110bo$111bo$109b3o!
[Фигура 58: Первые известные грабли, имеющие нечетный период (обратные грабли периода 45)]

Наименьшие известные обратные грабли периода 45 показаны ниже. Это — также наименьшие известные c/3 грабли любого типа.

x = 83, y = 170, rule = S23/B3
34bo$33b3o$14boboo14bo3bo14boobo$13boobooboobo10b3o10boboobooboo$12bo
bbobobooboo8b5o8booboobobobbo$13bo6bo5bo4boo3boo4bo5bo6bo$21bo3b4obo7b
ob4o3bo$25bo3b3obobob3o3bo$20boobobbo3boo5boo3bobboboo$19bo4bobbobobb
ooboobbobobbo4bo$18boobobo6boo5boo6boboboo$16boobobo6booboboboboboo6bo
boboo$14boobo9bo3bobbobbo3bo9boboo$13bo3bo9boboboo3boobobo9bo3bo$14bob
o11bobobo3bobobo11bobo$31bobobobo$28bo11bo$26boobo3bobo3boboo$29bo4bo
4bo$29bobooboboobo$28boobo5boboo$27bobobo5bobobo$26boobobob3oboboboo$
29bobo5bobo$26booboboo3booboboo$5boboo24b3o24boobo$b3obooboboo18b9o18b
ooboboob3o$o6boobb4o15boo5boo15b4obboo6bo$boo3bo3bo4bo12boo9boo12bo4bo
3bo3boo$13b3o5boo9bobobo9boo5b3o$19boboo5bobboo3boobbo5boobo$16boboo3b
oo19boo3boobo$15booboobobobo4bob5obo4bobobobooboo$15boobo4bob3ob11ob3o
bo4boboo$19boobo3bob13obo3boboo7bo$26bo15bo13boo$27bo13bo12boobo$56bo
bbo$29bo4bo4bo7boob3o6boo$30boo5boo8boo3boobb3oboobb3o$29boobo3boboo7b
4o5bo4b3obobo$28bo4bobo4bo9bobobboo4bo4bo$28b3o7b3o8bobbo9boo$33b3o11b
oobbo$46b4o16b3obo$46bo3boobb3oboob3oboo4bo6bo$46bob6o4boobob4obobboo
4b4o$46boo5bobo3bobo3bob4obboobo3boo$46b5ob3o8bo9b4obo3bo$48bo3bobbo
22bo$53booboo14bo4bo$23b3o24b3obbo17bo$22booboo25b4o$23bobo5boo$23bobb
o4boo$23b3o$23boobo$25b4o$25boobbo$26b3o$27bobobo$28boobbo$29bobo17bo
3bo$32bo13boboboob3o$31boo12bobbo6booboo$30bo3bo5boobboobbo3bobbobboo$
30boo3bo4booboboobbobbo4bobbo$35bo3bo3bo4boo$30b5o4bobobobbobboo$48bo
7bo3bo$40b3o10boboboob3o$52bobbo6booboo$28boo17boobboobbo3bobbobboo$7b
oboo16bobbo16booboboobbobbo4bobbo$6boobooboo13bobo16bo3bo4boo$5bobbobo
bbo14bo10bo6bobobobbobboo$6bo5boo4boo19boo14bo$15booboo17bobboo5b3o11b
o$15boo3bo16boobo18b3ob3o$15boo19bo21boo6bo$36bo4bo11bo3bobbo3boo$36bo
15b4o$37bobbobo8bo3bo$30boo6bobobo9bobobbo$30boo9bo14bo4$36boo$39bo$
37bobo$40bo$37booboo$37bo3bo$40bo$$33boobo$33bobbo$30boobb3o$8boob3o
16boo$8boo4boo$7bobbobo3bo$14b3obb3o$16b3obobo$16bo4bo$17boo10$31bo$
31bobo$31boo24$21bo$19boo$20boo24$9bo$8bo$8b3o!
[Фигура 59: Наименьшие известные обратные грабли периода 45]

Наименьшие известные передние грабли периода 45 показаны ниже. Заметьте, что внизу используется более старый и больший космический корабль краевой искры. Это необходимо, так как здесь недостаточно места, чтобы использовать меньший космический корабль краевой искры и при этом оставить место для убегающих глайдеров.

x = 110, y = 127, rule = S23/B3
61b3o$61b3o$41boob3o13bo3bo13b3oboo$41boo4booboo21booboo4boo$40bobbobo
4boo7bo5bo7boo4bobobbo$47boobobboo4booboboo4boobboboo$53boboo11boobo$
48b3oboobbo3bo3bo3bobboob3o$48bo3b3obo4bobo4bob3o3bo$46booboboo4bobbo
3bobbo4booboboo$45bobobbo8bobobobo8bobbobo$43b3obobbo5boobobbobboboo5b
obbob3o$42boobo9bobobob3obobobo9boboo$41bo3bo9bobobbooboobbobo9bo3bo$
56b3obbobobb3o$57boboo3boobo$55boo3bo3bo3boo$55bobo4bo4bobo$57bobbobob
obbo$57bob3ob3obo$57bobo5bobo$54boobobobbobboboboo$54boobobobbobbobob
oo$57bobob3obobo$56bobb7obbo$30boboob3o49b3oboobo$29booboo4boobo16bo7b
o16boboo4booboo$28bobbobobbo3b3o18b3o18b3o3bobbobobbo$29bo5bo3bo3bo13b
3o5b3o13bo3bo3bo5bo$42boo4b3o5boob3ob3oboo5b3o4boo$42boobboobo9b3ob3o
9boboobboo$43boo4boboo9bo9boobo4boo$48bobbobo3boo7boo3bobobbo$43boobo
bbobobobo13bobobobobboboo$47bo8bo11bo8bo6boo$54bob13obo12boboo$83boboo
$79bo3boob3o$75b3ob3obbo4bo3bo$57bo9bo6bo5boobb3o4b4o$56boboob3oboobo
6bobboboo9bo3bo$56bobobooboobobo9bo4boo4bobbobo$56b3obooboob3o7b3obo9b
o$60bo3bo9bo3bo16bo$59boo3boo8bobbobo3bo6bobb3o$58boo5boo6boo6b3ob3obo
bo4b5o4boo$55b3obo5bob3o3booboo3bobboo3bobo4bobb3o3booboo$59b3ob3o7bo
12boo3bobob5o4bo3boo$60booboo9bobboboobbo12boo3bobbobbobo$61b3o12bobb
oobboo16b4obo$62bo18boobo$79bo$80b4o$50b3o28boo$50bobboo$$59boo$59boo$
53boo$$56boo$55bobbo$55bobo19booboo$56bo18boobobooboo$72b3obobb3obb4o$
68b3o4b3o5bo4bo$67bobobob3obo8boo$57bo9bobobob4o$56bo5bo5bobo4bobbo$
55bo5boboo12bo6booboo$55bo6boo5bo12boobobooboo$56bo12bo9b3obobb3obb4o$
75b3o4b3o5bo4bo$34boob3o34bobobob3obo8boo$34boo4boo14bo17bobobob4o$33b
obbobo3bo12bobo9bo7bobo4bobbo$40b3obb3o6booboo7boo16bo$42b3obobo6bobo
7booboboo4bo12boobo$42bo4bo8bo11bobboo3bo9boobooboo$43boo21bo6bo12bobb
obobbo$67boobooboo5boo4boo5bo$64bo3bo3boo6booboo$63boobbo4bo6bo3boo$
66bo16boo$63bobo$63bobb4o$58boo4bobo3bo$58boo5b5o6$66boo$$boob3o13boob
oo6b3o$boo4booboo6boobo3bo3boobo$obbobo4boo4bo4bo4bobo3boboo27bo$7boob
obobb3o3b3o3b5obbobo27bo$11boo4bo3bobbobboo3bobob3o19boo4boo$15bobbo3b
3o4bobbobobobob3o14boobboobo$11bo3bobbo3bobo3b3obobobo6bo14bobo3bo$11b
o3bo4bobobobo3bobobobobooboo16bo4bo13boobo$13boo15bobobobo7boo14boobo
11boobooboo$33booboobboobboo16bo12bobbobobbo$34boboobboboo25boo4boo5bo
$27bo4b3obboobob3obbo21booboo$16bo8boobo3b3o9bobo21bo3boo$12b3ob3o6boo
bobo3bobbobobbo29boo$11bo6boo4bobboo3bo10bo$12boo3bobbo8bo12bo$22b3obb
obobboo$22bob4ob4obo$20bobbobobobobobo9boo$43bobo$43bo$$32boo$31boo$
33bo$$20b3o$20bo$21bo$10bo$9boo$9bobo!
[Фигура 60: Наименьшие известные передние грабли периода 45]

Грабли для других стандартных космических кораблей легко построить, объединяя глайдеры от двух или больше граблей периода 45 или периода 90, используя известные реакции. Космические корабли ЛКК, СКК, и ТКК все могут быть построены столкновением трех глайдеров.

Как пример, ниже показаны передние грабли ЛКК периода 90. Нет никакого аналога этому объекту, использующего c/2 технологию, так как эти паровозы должны двигаться с той же самой скоростью, что и их выхлоп. Но для c/3 граблей это работает, потому что ЛКК может обгонять c/3 паровоз.

x = 222, y = 289, rule = S23/B3
83b3o$83bobbo$83bo$83bo$84bobo11$83b3o$82bobbo$85bo$85bo$82bobo11$83b
3o$83bobbo$83bo$83bo$84bobo6$139b3o$139b3o$119boob3o13bo3bo13b3oboo$
119boo4booboo21booboo4boo$118bobbobo4boo7bo5bo7boo4bobobbo$83b3o39boob
obboo4booboboo4boobboboo$82bobbo45boboo11boobo$85bo40b3oboobbo3bo3bo3b
obboob3o$85bo40bo3b3obo4bobo4bob3o3bo$82bobo39booboboo4bobbo3bobbo4boo
boboo$123bobobbo8bobobobo8bobbobo$121b3obobbo5boobobbobboboo5bobbob3o$
120boobo9bobobob3obobobo9boboo$119bo3bo9bobobbooboobbobo9bo3bo$134b3o
bbobobb3o$135boboo3boobo$133boo3bo3bo3boo$133bobo4bo4bobo$135bobbobobo
bbo$135bob3ob3obo$83b3o49bobo5bobo$83bobbo45boobobobbobboboboo$83bo48b
oobobobbobboboboo$83bo51bobob3obobo$84bobo47bobb7obbo$108boboob3o49b3o
boobo$107booboo4boobo16bo7bo16boboo4booboo$106bobbobobbo3b3o18b3o18b3o
3bobbobobbo$107bo5bo3bo3bo13b3o5b3o13bo3bo3bo5bo$120boo4b3o5boob3ob3ob
oo5b3o4boo$120boobboobo9b3ob3o9boboobboo$121boo4boboo9bo9boobo4boo$
126bobbobo3boo7boo3bobobbo$121boobobbobobobo13bobobobobboboo$125bo8bo
11bo8bo6boo$83b3o46bob13obo12boboo$82bobbo75boboo$85bo51b7o13bo3boob3o
$85bo51b7o9b3ob3obbo4bo3bo$82bobo50bo9bo6bo5boobb3o4b4o$134boobo5boboo
6bobboboo9bo3bo$133bo4bo3bo4bo8bo4boo4bobbobo$132bo15bo5b3obo9bo$34bo
98boobo7boboo4bo3bo16bo$33bobo97boobo7boboo4bobbobo3bo6bobb3o$17bo14bo
3bo14bo84boo5boo6boo6b3ob3obobo4b5o4boo$13b3ob3o13b3o13b3ob3o77booboo
5booboo3booboo3bobboo3bobo4bobb3o3booboo$12bo6bob3o21b3obo6bo76boobo7b
oboo3bo12boo3bobob5o4bo3boo$13boo3bo5bo6boo3boo6bo5bo3boo79boobo3boboo
6bobboboobbo12boo3bobbobbobo$21b7o3boo3boo3b7o87boo3bo3boo8bobboobboo
16b4obo$19bobboo3boobb3ob3obboo3boobbo33b3o51boo3boo15boobo$20boobo4b
oo9boo4boboo34bobbo51bo3bo14bo$26b4obbooboobb4o40bo55b3o16b4o$18boob4o
7booboo7b4oboo32bo44boo29boo$17boboboo5boobob3oboboo5boobobo32bobo40b
oobo$14boobo10boobo5boboo10boboo$14boobo9bobobo5bobobo9boboo$14bobo10b
o3bo5bo3bo10bobo82boo$33bobo101boo$27bo3b3ob3o3bo$27bob5ob5obo$27bobo
9bobo92boo$29bobooboboobo93bobbo18booboo$28boobob3oboboo92bobo17boobob
ooboo$29bobob3obobo94bo15b3obobb3obb4o$26booboboo3booboboo40b3o60b3o4b
3o5bo4bo$26boobobo5boboboo39bobbo59bobobob3obo8boo$27bobobo5bobobo43bo
59bobobob4o$8bo21boo5boo21bo24bo60bobo4bobbo$boob3ob3o20b7o20b3ob3oboo
14bobo49bo5boo13bo6booboo$boo4bobbooboo19bo19booboobbo4boo67bo3bobbo4b
o12boobobooboo$obboboo3bobboo14bobobbobbobo14boobbo3boobobbo65bo5bobo
4bo9b3obobb3obb4o$12bobbo5bo6boobo5boboo6bo5bobbo83b3o10b3o4b3o5bo4bo$
16bobb4o5boo3bobo3boo5b4obbo59boob3o34bobobob3obo8boo$19bo3bo6boo5boo
6bo3bo62boo4boo14bo17bobobob4o$14b3obboboboo5b9o5boobobobb3o56bobbobo
3bo12b3o17bobo4bobbo$17bobbooboboo15booboboobbo66b3obb3o6b5o7boo16bo$
19boobo3boboo9boobo3boboo70b3obobo4boo3boo5booboobo4bo12boobo$26bobob
9obobo77bo4bo6b5o5boboobobo4bo9boobooboo$27b15o79boo10b3o7b3o5bo12bobb
obobbo$29b4o3b4o43b3o48bo8b3o5b3o4boo4boo5bo$30bobb3obbo44bobbo56bobo
7bo4booboo$29b3o5b3o13bo5boo11bo10bo60bobbo4boo3bo3boo$33b3o16b4o3boob
oo7b4o8bo56b3obb3o3bo9boo$30boobbobboo12bo3boobo3boo6bo3bob3o5bobo53b
oo3bobo$31bo5bo13bo4bobobb3o5boobobbo3bo60b3obobbo$50booboboobo8boobob
oo3boo62boobbobbo$51b3o4bob6obobbobbo62boo4b4obbo$50boobobobbob3o6boob
oo62boo4boo3boo$48bobboob3obbo5bo4boo72bobo$48bo4b7o6boobbo3boo$48boo
4bobbo16boo$25boo15boo4bobbo12bobbo3b4o$24bobbo13bobbo7bobo10bobo4bo$
23b3o17b3o26bo100bo$31boo3boo45b3o86bobo$31boo3boo44bobbo70bo14bo3bo
14bo$85bo66b3ob3o13b3o13b3ob3o$24b3o15b3o40bo32bo23bo8bo6bob3o21b3obo
6bo$25bobo13bobo38bobo29b3ob3o14boo5bo9boo3bo5bo6boo3boo6bo5bo3boo$25b
obo13bobo69bo6boo13b4obobo17b7o3boo3boo3b7o$26boo13boo71boo3bobbo3bo7b
o3bo19bobboo3boobb3ob3obboo3boobbo$30bo7bo85b4o7b3o4bo16boobo4boo9boo
4boboo$29b3o5b3o84bo3bo6b3o4boo21b4obbooboobb4o$29boboo3boobo82bobbobo
9bo4bo14boob4o7booboo7b4oboo$123bo32boboboo5boobob3oboboo5boobobo$153b
oobo10boobo5boboo10boboo$153boobo9bobobo5bobobo9boboo$29bobobobobobo
113bobo10bo3bo5bo3bo10bobo$29b5ob5o132bobo$83b3o80bo3b3ob3o3bo$30boo5b
oo44bobbo79bob5ob5obo$29bobbo3bobbo43bo82bobo9bobo$29bo9bo43bo84boboob
oboobo$30b3o3b3o45bobo80boobob3oboboo$168bobob3obobo$165booboboo3boobo
boo$165boobobo5boboboo$166bobobo5bobobo$35boo110bo21boo5boo21bo$34bobo
103boob3ob3o20b7o20b3ob3oboo$34bobo103boo4bobbooboo19bo19booboobbo4boo
$35bo99bo3bobboboo3bobboo14bobobbobbobo14boobbo3boobobbo$133boo16bobbo
5bo6boobo5boboo6bo5bobbo$134boo19bobb4o5boo3bobo3boo5b4obbo$83b3o72bo
3bo6boo5boo6bo3bo$82bobbo67b3obboboboo5b9o5boobobobb3o$33boo50bo70bobb
ooboboo15booboboobbo$33boo50bo72boobo3boboo9boobo3boboo$82bobo80bobob
9obobo13b3o$166b15o13bo$40boo126b4o3b4o14boo$33boo4b3obbo128bo13boboo
bboobb3o$30b6o4bobb3o125booboo10boobooboo5bo4boo$29boboboboo3b4obbo
122boo5boo7bobboo3boboo4booboo$29boboo7bo4bo124bo5bo14b4o6boo3bo$30bo
9boo3bo124bob3obo10boboboo8boo$41bobbo122b3o7b3o9bo$8boboo155boo9boo6b
oo18bo$7boobooboo151bobo9bobo4boobbo4boobo3bo3boob3o$6bobbobobbo68b3o
81bo11bo7b3obooboboobooboobob3obbo3b3o$7bo5boo4boo62bobbo81boo7boo4bo
bbo5boboo6bo9bobboboboo$16booboo62bo82bobo9bobo3bob4obo3b3o3bobobbo3bo
bobbobo3bo$16boo3bo61bo82boo11boo8b3obboo10bo4boobbobbobo$16boo16bo4bo
44bobo102boo4bo16b5o$33bobobbobo128bo7bo12boboobo17boo$32boobobbobbo
127boo5boo$32bob3obboo129booboboo14bobbo$30boobb4o85bo37bo9booboo15bo
bbo$32bobobbo84bo38bo$35boo28bo3bo52b3o47b3o$62boboboob3o$61bobbo6boob
oo$56boobboobbo3bobbobboo94boo$56booboboobbobbo4bobbo93boo$55bo3bo4boo
17b3o$55bobobobbobboo15bobbo$64bo20bo81boo18b3ob3o$56b3o26bo80bobbo14b
4obo4boobo$82bobo81bobo11bo3boo3boobo3b3o$167bo11b4o5boobo3bo3bo$178bo
3bobo3bo9bo$178bobobobo3bo$179b3o4bobo$174bo5bo13b3ob3o$173b3o15b4obo
4boobo$172b5o10bo3boo3boobo3b3o$55boo7boo83bo21boo3boo8b4o5boobo3bo3bo
$54bo9booboo76b3ob3o15bo4b5o8bo3bobo3bo9bo$58boo4boobb4o72bo6boo13b3o
4b3o9bobobobo3bo$29bobo26booboo4bo4bo10b3o59boo3bobbo3bo7b5o4bo11b3o4b
obo$49bo8bobboo7boo11bobbo68b4o5bo5bo16bo$28bo19b4o9boo20bo71bo3bo3boo
bbobboo27b3oboo$27bo15bo3bo3booboo27bo69bobbobo3b3obobob3o24boo4boo$
26boobboo10b4o5bobboo28bobo67bo8boobbobboo3b3o18bo3bobobbo$26boo13bo3b
o7bobbo54bobo50bo5bo4b3o5b3o5b3obb3o$25bobo14bobobbo63boo52b5o6boboo3b
5obbobob3o$26boo18bo65bo53b3o4b3oboobb4obboobbo4bo$27bo139bo5b3o4boobb
oboo6boo$25b3o6bo138boo5boo3bo$25bo3boo3bo$26bo3bo$27b3o$169boo$169boo
8bo$83b3o$82bobbo93b3o$85bo$85bo$82bobo31bo26bo$112b3ob3o11b4obo5b4o$
111bo6bob3o7bobobboo3boo3bo$112boo3bo5bobboobobbo4bo5boboo$120boobobbo
bobboobobbo3b3obobo$122boobboboobbobbobbo4boboboboobo$122boo3b3obboob
oobobbobobobobooboo20bo$125b3obbobbobo3bobobobobobo4bo12boboobbobo$
123bobbo5bo3bo4bobobobo5b3o9booboboo4bo11b3oboo$125bo17boboboboobb4o
10bo18boo4boo$145bo5b3obbo12b3o4bo8bo3bobobbo$83b3o57bo7bo4bo13b7o3b3o
bb3o$83bobbo13bo36boo4bo3b4obboboo22bobob3o$83bo16bobo21boboo8bobboob
oobbobobobooboo23bo4bo$83bo16boo21boobooboo4bo3bobboobo8bo28boo$84bobo
35bobbobobbo5b4o13boo$123bo5boo4bobbobobboo$6boob3o120boobobbobobboo$
6boo4boo118boo4bobo4bo$5bobbobo3bo119bobobobobobo8bo$12b3obb3o132boo$
14b3obobo131bobo$14bo4bo8boo$15boo11boo6b3o102boo$4boboo30bo102bobo$3b
oobooboo26bo103bo$bbobbobobbo72b3o$3bo5boo4boo65bobbo44boo$12booboo68b
o43boo$12boo3bo67bo45bo$12boo45boo21bobo$58bobo57b3o$60bo57bo$119bo$
108bo$107boo$107bobo$14boboo22boobo$13boobooboo16boobooboo36b3o6bo5boo
$12bobbobobbo16bobbobobbo17boob3o14bo4boo6bobo$13bo5boo4boo4boo4boo5bo
18boo4boo11bo6boo5bo$22booboo4booboo26bobbobo3bo$22boo3bobbo3boo33b3o
bb3o8boo$22boo10boo35b3obobo6boo$71bo4bo9bo$72boo$$72boo$71bobbo$71bo
bbo$70boobo$71boboboo$68boobobo$68boobobobo$69bobobobbo$70bobbo3boo$
69b5obb3o$70b3oboboo$74bo$74bo!
[Фигура 61: Передние грабли ЛКК периода 90]

Следующая фигура показывает поперечные грабли ЛКК периода 90, использующие грязный паровоз периода 90 и передние грабли периода 45. Каждый второй глайдер поражает предблок от паровоза, чтобы произвести ЛКК. Другой глайдер поражает грязный выхлоп, который после этого очищается, используя три дополнительных корабля периода 3.

x = 192, y = 180, rule = S23/B3
46b3o$46b3o$26boob3o13bo3bo13b3oboo$26boo4booboo21booboo4boo$25bobbobo
4boo7bo5bo7boo4bobobbo74bo$32boobobboo4booboboo4boobboboo80b3o$38boboo
11boobo67boboo14bo3bo14boobo$33b3oboobbo3bo3bo3bobboob3o61boobooboobo
10b3o10boboobooboo$33bo3b3obo4bobo4bob3o3bo60bobbobobooboo8b5o8booboob
obobbo$31booboboo4bobbo3bobbo4booboboo59bo6bo5bo4boo3boo4bo5bo6bo$30bo
bobbo8bobobobo8bobbobo66bo3b4obo7bob4o3bo$28b3obobbo5boobobbobboboo5bo
bbob3o68bo3b3obobob3o3bo$27boobo9bobobob3obobobo9boboo62boobobbo3boo5b
oo3bobboboo$26bo3bo9bobobbooboobbobo9bo3bo60bo4bobbobobbooboobbobobbo
4bo$41b3obbobobb3o74boobobo6boo5boo6boboboo$42boboo3boobo73boobobo6boo
boboboboboo6boboboo$40boo3bo3bo3boo69boobo9bo3bobbobbo3bo9boboo$40bobo
4bo4bobo68bo3bo9boboboo3boobobo9bo3bo$42bobbobobobbo71bobo11bobobo3bob
obo11bobo$42bob3ob3obo88bobobobo$42bobo5bobo85bo11bo$39boobobobbobbobo
boo80boobo3bobo3boboo$39boobobobbobboboboo83bo4bo4bo$42bobob3obobo86bo
booboboobo$41bobb7obbo84boobo5boboo$15boboob3o49b3oboobo57bobobo5bobob
o$14booboo4boobo16bo7bo16boboo4booboo55boobobob3oboboboo$13bobbobobbo
3b3o18b3o18b3o3bobbobobbo57bobo5bobo$14bo5bo3bo3bo13b3o5b3o13bo3bo3bo
5bo55booboboo3booboboo$27boo4b3o5boob3ob3oboo5b3o4boo47boboo24b3o24boo
bo$27boobboobo9b3ob3o9boboobboo43b3obooboboo18b9o18booboboob3o$28boo4b
oboo9bo9boobo4boo43bo6boobb4o15boo5boo15b4obboo6bo$33bobbobo3boo7boo3b
obobbo49boo3bo3bo4bo12boo9boo12bo4bo3bo3boo$28boobobbobobobo13bobobobo
bboboo56b3o5boo9bobobo9boo5b3o$24boo6bo8bo11bo8bo66boboo5bobboo3boobbo
5boobo$23boobo12bob13obo70boboo3boo19boo3boobo$23boobo98booboobobobo4b
ob5obo4bobobobooboo$21b3oboo3bo94boobo4bob3ob11ob3obo4boboo$16bo3bo4bo
bb3ob3o94boobo3bob13obo3boboo$15b4o4b3obboo5bo6bo9bo83bo15bo$14bo3bo9b
oobobbo6boboob3oboobo83bo13bo$15bobobbo4boo4bo9bobobooboobobo$19bo9bob
3o7b3obooboob3o86bo3bo3bo$14bo16bo3bo9bo3bo56boo9b3o5boo14b7o$14b3obbo
6bo3bobobbo8boo3boo50bobooboo7boobobobooboo13boo5boo$3boo4b5o4bobob3ob
3o6boo6boo5boo48b3obo3boo4bo3bobobobbobo13bobbobbo$ooboo3b3obbo4bobo3b
oobbo3booboo3b3obo5bob3o44bo3boobobobo4boboboo3bobbo11bobooboboobo$oo
3bo4b5obobo3boo12bo7b3ob3o49bo3b3obob3o5bobob4obbo9bobo3bo3bobo$obobbo
bbo3boo12bobboobobbo9booboo54bo3bobbooboobboboboobo11bo13bo$3bob4o16b
oobboobbo12b3o56boobbobboo6b4o4bo8bobo9bobo$25boboo18bo56b3o5bo4bo9b3o
8bobo7bobo$30bo72boobboo3bo6bo6bo3boo7boo7boo$26b4o76boo3boo8bobboo3b
3o5boboo7boobo$27boo28b3o43booboo4bo12bo3boo6boo11boo$55boobbo52bo$
140boo5boo$49boo89bobo3bobo$49boo89bo3bo3bo$55boo84b7o$142bo3bo5boo$
52boo90bo6bobbo$51bobbo89bo10bo$28booboo19bobo$25boobooboboo18bo87boo
3boobbo$22b4obb3obbob3o98bo4boo3boo3bobbo$21bo4bo5b3o4b3o95bo14boo$22b
oo8bob3obobobo92b3o$33b4obobobo9bo$31bobbo4bobo5bo5bo$21booboo6bo12boo
bo5bo$18boobooboboo12bo5boo6bo86boo3boo$15b4obb3obbob3o9bo12bo87boo3b
oo$14bo4bo5b3o4b3o$15boo8bob3obobobo34b3oboo65boo3boo$26b4obobobo17bo
14boo4boo65boo3boo$24bobbo4bobo7bo9bobo12bo3bobobbo$25bo16boo7booboo6b
3obb3o$17boboo12bo4booboboo7bobo6bobob3o$16boobooboo9bo3boobbo11bo8bo
4bo72boo$15bobbobobbo12bo6bo21boo72bobo$16bo5boo4boo5boobooboo95bo$25b
ooboo6boo3bo3bo92bobo$25boo3bo6bo4bobboo94bo$25boo16bo96boo$44bobo96b
oobo$40b4obbo94bobooboo$39bo3bobo4boo96boo$40b5o5boo85b3o4b6o$136bo3bo
7bo$136bo3bo$136bo3bo$137b3o$$42boo$$76b3o6booboo13b3oboo$77boboo3bo3b
oboo6booboo4boo$46bo27boobo3bobo4bo4bo4boo4bobobbo$45bo27bobobb5o3b3o
3b3obboboboo13bo16boo$44boo4boo19b3obobo3boobbobbo3bo4boo15b4o14bobo6b
oo5bo$45boboobboo14b3obobobobobbo4b3o3bobbo15booboo3bo3bo8b3obobbobboo
3b3o3boo10b3o$45bo3bobo14bo6bobobob3o3bobo3bobbo3bo11boobbo5b4o7boobbo
5boo5boboobo9bo3boobo$28boboo13bo4bo16booboobobobobo3bobobobo4bo3bo10b
obbo7bo3bo6boobboboboo7b5o5b3obb3o3b3o$27boobooboo11boboo14boo7bobobob
o15boo21bobbobo15boo7bobbo5bobob3o4bo3bo$26bobbobobbo12bo16boobboobboo
boo42bo18bo10bo8bo4bo7bo$27bo5boo4boo25boobobboobo61boo9boo11boo$36boo
boo21bobb3oboboobb3o4bo36boo16boo$36boo3bo21bobo9b3o3boboo8bo24bobbo
14b3o$36boo29bobbobobbo3boboboo6b3ob3o20boboo14bo$66bo10bo3boobbo4boo
6bo18boobobo12b3o3boo$67bo12bo8bobbo3boo18bobobo20boo$76boobbobobb3o
27booboboboo17bob3o$75bob4ob4obo30bobo21booboo$65boo9bobobobobobobbo
25boobobobboo21bo$64bobo53boo3bo17bobobbo$66bo49bo4boo21bo3bo$116bo4bo
bobo$76boo40bobbo22boo$77boo65boo$76bo$$87b3o$89bo$88bo77boo$99bo65bob
oo$99boo64boboo$98bobo60bo3boob3o$157b3ob3obbo4bo3bo$110boo44bo5boobb
3o4b4o$109bobo45bobboboo9bo3bo$111bo48bo4boo4bobbobo$158b3obo9bo$121b
oo33bo3bo16bo$122boo32bobbobo3bo6bobb3o$121bo33boo6b3ob3obobo4b5o4boo$
155booboo3bobboo3bobo4bobb3o3booboo$132b3o20bo12boo3bobob5o4bo3boo$
134bo21bobboboobbo12boo3bobbobbobo$133bo24bobboobboo16b4obo$163boobo$
161bo$162b4o$163boo$$140bo18bo$138b4o16b4o$134booboo3bo3bo6bo3bo3boob
oo$120b4o10boobbo5b4o4b4o5bobboo$120bo3bo8bobbo7bo3bobbo3bo7bobbo$120b
o21bobbobo4bobobbo$121bobbo18bo12bo26$76bobbo$75bo$75bo3bo$75b4o!
[Фигура 62: Поперечные грабли ЛКК периода 90]

Следующая фигура показывает обратные грабли ЛКК периода 45, использующие реакцию с некоторым дымом, известным как "большая искра". (Это — та же самая искра, которая может быть произведена основанным на B-гептамино осциллятором периода 46, и эта искра способна превратить глайдер в ЛКК.)

x = 270, y = 143, rule = S23/B3
48bo$47bobo$31bo14bo3bo14bo$27b3ob3o13b3o13b3ob3o$26bo6bob3o21b3obo6bo
$27boo3bo5bo6boo3boo6bo5bo3boo$35b7o3boo3boo3b7o$33bobboo3boobb3ob3obb
oo3boobbo66bo$34boobo4boo9boo4boboo66bobo89bo$40b4obbooboobb4o56bo14bo
3bo14bo72bobo$32boob4o7booboo7b4oboo44b3ob3o13b3o13b3ob3o52bo14bo3bo
14bo$31boboboo5boobob3oboboo5boobobo42bo6bob3o21b3obo6bo47b3ob3o13b3o
13b3ob3o$28boobo10boobo5boboo10boboo40boo3bo5bo6boo3boo6bo5bo3boo47bo
6bob3o21b3obo6bo$28boobo9bobobo5bobobo9boboo48b7o3boo3boo3b7o56boo3bo
5bo6boo3boo6bo5bo3boo$28bobo10bo3bo5bo3bo10bobo46bobboo3boobb3ob3obboo
3boobbo62b7o3boo3boo3b7o$47bobo66boobo4boo9boo4boboo61bobboo3boobb3ob
3obboo3boobbo$41bo3b3ob3o3bo66b4obbooboobb4o68boobo4boo9boo4boboo$41bo
b5ob5obo58boob4o7booboo7b4oboo66b4obbooboobb4o$41bobo9bobo57boboboo5b
oobob3oboboo5boobobo57boob4o7booboo7b4oboo$43bobooboboobo56boobo10boob
o5boboo10boboo53boboboo5boobob3oboboo5boobobo$42boobob3oboboo55boobo9b
obobo5bobobo9boboo50boobo10boobo5boboo10boboo$43bobob3obobo56bobo10bo
3bo5bo3bo10bobo50boobo9bobobo5bobobo9boboo$40booboboo3booboboo72bobo
69bobo10bo3bo5bo3bo10bobo$40boobobo5boboboo66bo3b3ob3o3bo82bobo$41bobo
bo5bobobo67bob5ob5obo76bo3b3ob3o3bo$22bo21boo5boo21bo48bobo9bobo76bob
5ob5obo$15boob3ob3o20b7o20b3ob3oboo43bobooboboobo78bobo9bobo$15boo4bo
bbooboo19bo19booboobbo4boo42boobob3oboboo79bobooboboobo$14bobboboo3bo
bboo14bobobbobbobo14boobbo3boobobbo42bobob3obobo79boobob3oboboo$26bobb
o5bo6boobo5boboo6bo5bobbo51booboboo3booboboo77bobob3obobo$30bobb4o5boo
3bobo3boo5b4obbo55boobobo5boboboo74booboboo3booboboo$33bo3bo6boo5boo6b
o3bo59bobobo5bobobo75boobobo5boboboo$28b3obboboboo5b9o5boobobobb3o35bo
21boo5boo21bo57bobobo5bobobo$31bobbooboboo15booboboobbo31boob3ob3o20b
7o20b3ob3oboo31bo21boo5boo21bo$33boobo3boboo9boobo3boboo33boo4bobboob
oo19bo19booboobbo4boo24boob3ob3o20b7o20b3ob3oboo$24b3o13bobob9obobo39b
obboboo3bobboo14bobobbobbobo14boobbo3boobobbo23boo4bobbooboo19bo19boob
oobbo4boo$27bo13b15o52bobbo5bo6boobo5boboo6bo5bobbo34bobboboo3bobboo
14bobobbobbobo14boobbo3boobobbo$27boo14b11o58bobb4o5boo3bobo3boo5b4obb
o50bobbo5bo6boobo5boboo6bo5bobbo$22b3obboobboobo80bo3bo6boo5boo6bo3bo
57bobb4o5boo3bobo3boo5b4obbo$16boo4bo5boobooboo74b3obboboboo5b9o5boobo
bobb3o55bo3bo6boo5boo6bo3bo$16booboo4boobo3boobbo6bobo5bobo59bobboobob
oo15booboboobbo53b3obboboboo5b9o5boobobobb3o$15bo3boo6b4o12boobo3boboo
61boobo3boboo9boobo3boboo58bobbooboboo15booboboobbo$19boo8boobobo7bobb
oo3boobbo51b3o13bobob9obobo67boobo3boboo9boobo3boboo$32bo9b3o3bo3b3o
54bo13b15o75bobob9obobo13b3o$15bo18boo6boo3b3o3boo54boo14b4o3b4o78b15o
13bo$11b3oboo3bo3boboo4bobboo67b3obboobboobo10booboboo82b4o3b4o14boo$
3b3o3bobb3obobooboobooboboob3o63boo4bo5boobooboo7bobb5obbo82boo3boo10b
oboobboobb3o$boobobobbo9bo6boobo5bobbo59booboo4boobo3boobbo6bo3b3o3bo
81b3obob3o8boobooboo5bo4boo$o3bobobbobo3bobbobo3b3o3bob4obo59bo3boo6b
4o11boo9boo79bobbo3bobbo6bobboo3boboo4booboo$bobobbobboo4bo10boobb3o
68boo8boobobo8boo3bo3boo79b3o3bo3b3o11b4o6boo3bo$5b5o16bo4boo81bo15bo
89bobo12boboboo8boo$7boo17boboobo25b3o37bo18boo12bo88bobobo13bo$56b5o
32b3oboo3bo3boboo4bobboo100b5o10boo18bo$27bobbo25bo3bo24b3o3bobb3obob
ooboobooboboob3o101bobobobo8boobbo4boobo3bo3boob3o$27bobbo19boo4b4o23b
oobobobbo9bo6boobo5bobbo93b3obbooboobb3o6b3obooboboobooboobob3obbo3b3o
$50boo4b5o21bo3bobobbobo3bobbobo3b3o3bob4obo99bo3bo7bobbo5boboo6bo9bo
bboboboo$60bo22bobobbobboo4bo10boobb3o105b3o9bob4obo3b3o3bobobbo3bobo
bbobo3bo$87b5o16bo4boo105b3o14b3obboo10bo4boobbobbobo$89boo17boboobo
26bo96boo4bo16b5o$52b3o83booboo95boboobo17boo$54bo54bobbo19boo5bobo$
54bo54bobbo19boo4bobbo67bo29bobbo$50bo87bobo68boboobo24bobbo$28b3ob3o
14bo4bo86bo67boboobo$24boboo4bob4o98b3obo73bo3boo$23b3o3boboo3boo3bo7b
obbo82bobbo73bo5boo$22bo3bo3boboo5b4o5bo3bo83boo74boo$23bo9bo3bobo3bo
3b6o80bo3bo$33bo3bobobobo3bo4bo80b3o79boo$33bobo4b3o8bo81b3o78bobbo$
21b3ob3o13bo6bobbo58b3ob3o97bobo$17boboo4bob4o19bo55boboo4bob4o12boo
81bo19b3ob3o$16b3o3boboo3boo3bo70b3o3boboo3boo3bo9bo98b4obo4boobo$15bo
3bo3boboo5b4o17boo17bo31bo3bo3boboo5b4o4b5o94bo3boo3boobo3b3o$16bo9bo
3bobo3bo15bobbo14b3ob3o28bo9bo3bobo3bo3b4obbo84boo5b4o5boobo3bo3bo$26b
o3bobobobo16bobo13boo6bo37bo3bobobobo7boo82bobbo5bo3bobo3bo9bo$26bobo
4b3o6b3o9bo9bo3bobbo3boo38bobo4b3o91bob3obo3bobobobo3bo$34bo6boboo18b
4o36b3ob3o13bo91bo5boo4b3o4bobo$17boob3o17boo4bo15bo3bo32boboo4bob4o
102bobbobbo6bo13b3ob3o$17boo4boo16b4obo16bobobbo29b3o3boboo3boo3bo18b
oo78bo23b4obo4boobo$16bobbobo3bo16boo23bo29bo3bo3boboo5b4o16bobbo16bo
64bo15bo3boo3boobo3b3o$23b3obb3o16bo50bo9bo3bobo3bo16bobo14b3ob3o38bo
36b4o5boobo3bo3bo$25b3obobo15bo60bo3bobobobo17bo14boo6bo33b3ob3o15bobb
o14bo3bobo3bo9bo$25bo4bo10boboboo61bobo4b3o6b3o19bo3bobbo3boo33bo6boo
14bo17bobobobo3bo$26boo13b4o6boo63bo7bo20b4o44boo3bobbo3bo8bobbo7b3o6b
3o4bobo$41boo8boo46boob3o19boboo16bo3bo54b4o7bobo8b3o7bo$99boo4boo16b
ooboo17bobobbo52bo3bo7bo9b3oboo16b3oboo$98bobbobo3bo15b5o21bo51bobbobo
23boo13boo4boo$105b3obb3o13boo74bo21boboo3boo11bo3bobobbo$107b3obobo8b
ob4o96b3o4bo7b3obb3o$43b3o61bo4bo9b3o8boo88bobo4bo7bobob3o$41b4obo61b
oo23boo88bo15bo4bo$45bo176boobo16boo$40bo5bo175bo4bo$41bo3bo171boo4bob
ooboo$44bo33bo26bo21boo88boo5boobo$48bo28b4o5bob4o11b3ob3o16bobbo$46b
5o25bo3boo3boobbobo7b3obo6bo14b3o$45bo29boobo5bo4bobboboobbo5bo3boo16b
o$45bobbo3bo21bobob3o3bobboboobbobobboboo21booboo$46b3obobo16boboobobo
bo4bobbobbobboobobboo23boobbo96boo$68booboobobobobobbobooboobb3o3boo
25bo24boo74bo$67bo4bobobobobobo3bobobbobb3o53booboo69boo$28boob3o32b3o
5bobobobo4bo3bo5bobbo29boboo17boboboo9bo26bo$28boo4boo29b4obboobobobo
17bo31b3o17b3obboo5b3ob3o11b4obo5b4o$27bobbobo3bo28bobb3o5bo52bo3boo9b
3obobob3o4bo6bob3o7bobobboo3boo3bo27bo$34b3obb3o23bo4bo7bo54boo8bo11b
oo3boo3bo5bobboobobbo4bo5boboo24b4o$36b3obobo22boobobb4o3bo4boo59bobo
bbo18boobobbobobboobobbo3b3obobo22b6o$36bo4bo23booboobobobobbooboobbo
8boobo55bobbo13boobboboobbobbobbo4boboboboobo16boo4bo$37boo28bo8boboo
bbo3bo4boobooboo45boo5bo18boo3b3obbooboobobbobobobobooboo16boo$67boo
13b4o5bobbobobbo10boob3o27bobbo3boo21b3obbobbobo3bobobobobobo4bo16bob
oo$77boobbobobbo4boo5bo11boo4boo29bo23bobbo5bo3bo4bobobobo5b3o16boo14b
3oboo$64bo12boobbobobboboo19bobbobo3bo28bo3bo21bo17boboboboobb4o29boo
4boo$49boo7bo6bo10bo4bobo4boo26b3obb3o23bo3bo41bo5b3obbo28bo3bobobbo$
47bo4bo4bobbobbobbo10bobobobobobo30b3obobo23boo41bo7bo4bo23b3obb3o$47b
o4bo4bo5bobo52bo4bo61boo4bo3b4obboboo22bobob3o$47bo4bo5bobo58boo51bob
oo8bobbooboobbobobobooboo23bo4bo$44bo4boo24boo69bo24boobooboo4bo3bobb
oobo8bo28boo$42bobbo30boo67b3o22bobbobobbo5b4o13boo$75bo55bo6boo31bo5b
oo4bobbobobboo$40bo3bo86boo5boo4boboo32boobobbobobboo$41bobo42b3o42b3o
12bo33boo4bobo4bo$88bo42boo9bo3bo35bobobobobobo9b3o$87bo37boo4bo13bo
56bo$98bo23b4obo14bobo58bo$98boo22booboo16bo48bo23boo4boo$97bobo23boo
66boo$191bobo$109boo$108bobo69boo$110bo69bobo$180bo$120boo19boo3boo$
121boo17bobbobobbo20boo$120bo18bo9bo18boo$138boo9boo19bo$131b3o5bo9bo$
133bo6bobbobobbo8b3o$132bo8boo3boo9bo$158bo$147bo$146boo$146bobo!
[Фигура 63: Обратные грабли ЛКК периода 45]

Грабли с низкими периодами выше чем 90 могут быть построены несколькими способами. Первый путь состоит в воздействовии глайдерами на основной паровоз периода 45 так, чтобы его период был умножен на коэффициент типа 3, а затем использовать другой поток глайдеров, чтобы проверить результат. Вот — передние грабли периода 135, основанные на этой идее:

x = 273, y = 188, rule = S23/B3
140bo$139b3o$120boboo14bo3bo14boobo$119boobooboobo10b3o10boboobooboo
62bo$118bobbobobooboo8b5o8booboobobobbo60b3o$119bo6bo5bo4boo3boo4bo5bo
6bo42boboo14bo3bo14boobo$127bo3b4obo7bob4o3bo49boobooboobo10b3o10boboo
booboo$131bo3b3obobob3o3bo52bobbobobooboo8b5o8booboobobobbo$126boobobb
o3boo5boo3bobboboo48bo6bo5bo4boo3boo4bo5bo6bo$125bo4bobbobobbooboobbob
obbo4bo55bo3b4obo7bob4o3bo$124boobobo6boo5boo6boboboo58bo3b3obobob3o3b
o$122boobobo6booboboboboboo6boboboo51boobobbo3boo5boo3bobboboo$120boob
o9bo3bobbobbo3bo9boboo48bo4bobbobobbooboobbobobbo4bo$119bo3bo9boboboo
3boobobo9bo3bo46boobobo6boo5boo6boboboo$120bobo11bobobo3bobobo11bobo
45boobobo6booboboboboboo6boboboo$137bobobobo60boobo9bo3bobbobbo3bo9bob
oo$134bo11bo56bo3bo9boboboo3boobobo9bo3bo$132boobo3bobo3boboo55bobo11b
obobo3bobobo11bobo$135bo4bo4bo75bobobobo$135bobooboboobo72bo11bo$134b
oobo5boboo69boobo3bobo3boboo$133bobobo5bobobo71bo4bo4bo$132boobobob3ob
oboboo70bobooboboobo$135bobo5bobo72boobo5boboo$132booboboo3booboboo68b
obobo5bobobo$111boboo24b3o24boobo46boobobob3oboboboo$107b3obooboboo18b
9o18booboboob3o45bobo5bobo$106bo6boobb4o15boo5boo15b4obboo6bo41boobob
oo3booboboo$107boo3bo3bo4bo12boo9boo12bo4bo3bo3boo21boboo24b3o24boobo$
119b3o5boo9bobobo9boo5b3o29b3obooboboo18b9o18booboboob3o$125boboo5bobb
oo3boobbo5boobo34bo6boobb4o15boo5boo15b4obboo6bo$122boboo3boo19boo3boo
bo32boo3bo3bo4bo12boo9boo12bo4bo3bo3boo$121booboobobobo4bob5obo4bobobo
booboo43b3o5boo9bobobo9boo5b3o$121boobo4bob3ob11ob3obo4boboo49boboo5bo
bboo3boobbo5boobo$125boobo3bob13obo3boboo7bo42boboo3boo19boo3boobo$
132bo15bo13boo41booboobobobo4bob5obo4bobobobooboo$133bo13bo12boobo41b
oobo4bob3ob11ob3obo4boboo$162bobbo43boobo3bob13obo3boboo7bo$136b9o8boo
b3o6boo49bo15bo13boo$153boo3boobb3oboobb3o44bo13bo12boobo$135b3obbobb
3o7b4o5bo4b3obobo72bobbo$133booboobbobbooboo8bobobboo4bo4bo47bo3bo3bo
8boob3o6boo$133booboo5booboo7bobbo9boo51b7o9boo3boobb3oboobb3o$133boob
o7boboo5boobbo62boo5boo8b4o5bo4b3obobo$136bo7bo7b4o16b3obo44bobbobbo
12bobobboo4bo4bo$134boboo5boobo5bo3boobb3oboob3oboo4bo6bo34bobooboboob
o9bobbo9boo$134bobo7bobo5bob6o4boobob4obobboo4b4o31bobo3bo3bobo6boobbo
$133bo13bo4boo5bobo3bobo3bob4obboobo3boo29bo13bo4b4o16b3obo$134bob3o3b
3obo5b5ob3o8bo9b4obo3bo28bobo9bobo4bo3boobb3oboob3oboo4bo6bo$136boo5b
oo9bo3bobbo22bo33bobo7bobo5bob6o4boobob4obobboo4b4o$138b5o16booboo14bo
4bo35boo7boo6boo5bobo3bobo3bob4obboobo3boo$139b3o14b3obbo17bo37boboo7b
oobo4b5ob3o8bo9b4obo3bo$140bo17b4o55boo11boo6bo3bobbo22bo$128boo113boo
boo14bo4bo$128bobbo88boo5boo11b3obbo17bo$66b3o59bobbo88bobo3bobo13b4o$
66b3o151bo3bo3bo$46boob3o13bo3bo13b3oboo48boo82b7o$46boo4booboo21boob
oo4boo48boo83bo3bo$45bobbobo4boo7bo5bo7boo4bobobbo134bo$52boobobboo4b
ooboboo4boobboboo141bo$58boboo11boobo57boo$53b3oboobbo3bo3bo3bobboob3o
51bobbo18bo3bo61boo$53bo3b3obo4bobo4bob3o3bo51bobo16boboboob3o59boo$
51booboboo4bobbo3bobbo4booboboo50bo16bobbo6booboo$50bobobbo8bobobobo8b
obbobo61boobboobbo3bobbobboo73bo3bo$48b3obobbo5boobobbobboboo5bobbob3o
59booboboobbobbo4bobbo51boo16boboboob3o$47boobo9bobobob3obobobo9boboo
57bo3bo4boo61bobbo14bobbo6booboo$46bo3bo9bobobbooboobbobo9bo3bo56bobob
obbobboo60bobo10boobboobbo3bobbobboo$61b3obbobobb3o59boo5boo12bo7bo3bo
51bo11booboboobbobbo4bobbo$62boboo3boobo62bo3bobbo3b3o10boboboob3o60bo
3bo4boo$60boo3bo3bo3boo58boo5b3o15bobbo6booboo56bobobobbobboo$60bobo4b
o4bobo66bo11boobboobbo3bobbobboo65bo7bo3bo$62bobbobobobbo40boboo36boob
oboobbobbo4bobbo50b3o3b3o10boboboob3o$62bob3ob3obo39boobooboo32bo3bo4b
oo60bo3bo14bobbo6booboo$62bobo5bobo38bobbobobbo13b3o16bobobobbobboo58b
o5bo8boobboobbo3bobbobboo$59boobobobbobboboboo36bo5boo4boo6bo3bo7boo
15bo35boboo21bo5bo8booboboobbobbo4bobbo$59boobobobbobboboboo45booboo5b
o5bo5bobboboo3b3o11bo28boobooboo13b3obbo5bo7bo3bo4boo$62bobob3obobo48b
oo3bo5bo3bo5bo3bo3bo14b3ob3o23bobbobobbo12bo3bobbo3bo8bobobobbobboo$
61bobb7obbo47boo10b3o7boo19boo6bo23bo5boo4boo6bo3bo3b3o18bo$35boboob3o
49b3oboobo44bo6boo6bo3bobbo3boo33booboo4boo5boo14b3o11bo$34booboo4boob
o16bo7bo16boboo4booboo44bo6boo4b4o43boo3bobbo4bo4bo25b3ob3o$33bobbobo
bbo3b3o18b3o18b3o3bobbobobbo39boboobboobobo4bo3bo43boo6bo3bobo3bo3bo
20boo6bo$34bo5bo3bo3bo13b3o5b3o13bo3bo3bo5bo39bo4boo4bo6bobobbo49bo4bo
4bobbobo6bo7bo3bobbo3boo$47boo4b3o5boob3ob3oboo5b3o4boo53bo3bo16bo51b
oo5boo11bo7b4o$47boobboobo9b3ob3o9boboobboo53bo4boo68bo3bo9bo7boobo3bo
$48boo4boboo9bo9boobo4boo54bobb4o68bo3bo3bo3boobbo6bobbobobbo$53bobbob
o3boo7boo3bobobbo54boo4bo5bo68b3o3bo3bobbo4bob3o6bo$48boobobbobobobo
13bobobobobboboo49boo5bo3bo76bobo4boo3boo$44boo6bo8bo11bo8bo60bo3bo$
43boobo12bob13obo69bo$43boobo$41b3oboo3bo169boo$36bo3bo4bobb3ob3o8bo7b
o148boo$35b4o4b3obboo5bo8bo5bo159bo$34bo3bo9boobobbo7boobo3boboo7boboo
14boo10boo119bo$35bobobbo4boo4bo9bobbo5bobbo5boobooboobo8bob5o3booboo
119bo$39bo9bob3o7boo3bobo3boo4bobbobobooboo6boo3b3o3boo3boo$34bo16bo3b
o6bo4bo4bo6bo6bo3bobb5obobbobobbobbobo29bo21boboo14boo10boo$34b3obbo6b
o3bobobbo11bo20bob4o3b3o3b3o4boboboo20bo4bobo19boobooboobo8bob5o3boob
oo$23boo4b5o4bobob3ob3o6boo34bobo3bo4bobbobbobobobobooboo14b4o23bobbob
obooboo6boo3b3o3boo3boo$20booboo3b3obbo4bobo3boobbo3booboo32b4o4b4ob6o
bbobobo4boo13bo4bobo21bo6bo3bobb5obobbobobbobbobo$20boo3bo4b5obobo3boo
12bo32b4o3bobobobobo3boboboboboobobbo12boo6bo12bo15bob4o3b3o3b3o4bobob
oo$20bobobbobbo3boo12bobboobobbo35bobbo12bobboboboboo5bo12boo5bo10b3ob
3o14bobo3bo4bobbobbobobobobooboo$23bob4o16boobboobbo55bobbobboboo4bo
18bo10boo6bo11b4o4b4ob6obbobobo4boo20bo$45boboo28bo35bo4bobobboo13bobb
o6bo3bobbo3boo12b4o3bobobobobo3boboboboboobobbo10b6obboo13bo$50bo24boo
boo31bo3boobobooboo22b4o24bobbo12bobboboboboo5bo9boboboo15b3ob3o$46b4o
25bo3bo24b3o3boobboobobbo3bo21bo3bo42bobbobboboo4bo9b3o17boo6bo$47boo
20boo5bobo11boob3o7boob3o4bobob4obbo23bobobbo44bo4bobobboo11bo3boobo4b
o3bobbo3boo$69boo4bobboo10boo4boo4bo5b4o7bo31bo43bo3boobobooboo11bobb
5o3b4o$75bo3bo9bobbobo3bo3b3obbobo10boo66b3o3boobboobobbo3bo13b5o3bo3b
o$78bo17b3obboo4bobboo62boob3o7boob3o4bobob4obbo23bobobbo$73bo24b3o3b
ooboobobo61boo4boo4bo5b4o7bo31bo$72bo26bobbobbobo4bo60bobbobo3bo3b3obb
obo10boo$71boo3bo23bo3bo3bo11b3o57b3obboo4bobboo$71boobbo44bo61b3o3boo
boobobo$69boobo48bo61bobbobbobo4bo$69b5o36bo73bo3bo3bo10boo$69bobo37b
oo92bobo$68b3o38bobo91bo$69bobo$66boobboo26boo92boo$66bobo29bobo90boo$
67b4o27bo94bo$68b3o$87boo91b3o$73bo12boo92bo$72b3o13bo92bo$71bo3bo94bo
$72b4o93boo$73bo95bobo$$158boo$158bobo$158bo$$147boo$146boo$148bo$$
135b3o$135bo$136bo$125bo$124boo$124bobo$$53bo59boo$49b3ob3o57bobo$48bo
6boo56bo$49boo3bobbo3bo$59b4o39boo$59bo3bo8boo27boo$57bobbobo9boo29bo$
58bo$90b3o$90bo$91bo$80bo$79boo$79bobo$$68boo$68bobo$68bo9$35bo$34boo$
34bobo10$3o$o$bo!
[Фигура 64: Передние глайдерные грабли периода 135]

Другой метод умножать основной период состоит в использовании c/3 космических кораблей других периодов, и реагировании потока глайдеров от граблей периода 45 с ними. Следующая фигура показывает передние грабли периода 270, произведенные с использованием этого метода, где два потока глайдеров периода 90 реагируют с космическим кораблем периода 24. Фаза космического корабля периода 24 изменена воздействиями глайдеров так, что он работает с граблями периода 90.

x = 237, y = 267, rule = S23/B3
108b3o$108b3o$88boob3o13bo3bo13b3oboo$88boo4booboo21booboo4boo$87bobbo
bo4boo7bo5bo7boo4bobobbo70bo$94boobobboo4booboboo4boobboboo76bobo$100b
oboo11boobo66bo14bo3bo14bo$95b3oboobbo3bo3bo3bobboob3o57b3ob3o13b3o13b
3ob3o$95bo3b3obo4bobo4bob3o3bo56bo6bob3o21b3obo6bo$93booboboo4bobbo3bo
bbo4booboboo55boo3bo5bo6boo3boo6bo5bo3boo$92bobobbo8bobobobo8bobbobo
62b7o3boo3boo3b7o$90b3obobbo5boobobbobboboo5bobbob3o58bobboo3boobb3ob
3obboo3boobbo$89boobo9bobobob3obobobo9boboo58boobo4boo9boo4boboo$88bo
3bo9bobobbooboobbobo9bo3bo63b4obbooboobb4o$103b3obbobobb3o70boob4o7boo
boo7b4oboo$104boboo3boobo70boboboo5boobob3oboboo5boobobo$102boo3bo3bo
3boo65boobo10boobo5boboo10boboo$102bobo4bo4bobo65boobo9bobobo5bobobo9b
oboo$104bobbobobobbo67bobo10bo3bo5bo3bo10bobo$104bob3ob3obo86bobo$104b
obo5bobo80bo3b3ob3o3bo$101boobobobbobboboboo77bob5ob5obo$101boobobobbo
bboboboo77bobo9bobo$104bobob3obobo82bobooboboobo$103bobb7obbo80boobob
3oboboo$77boboob3o49b3oboobo55bobob3obobo$76booboo4boobo16bo7bo16boboo
4booboo51booboboo3booboboo$75bobbobobbo3b3o18b3o18b3o3bobbobobbo50boob
obo5boboboo$76bo5bo3bo3bo13b3o5b3o13bo3bo3bo5bo52bobobo5bobobo$89boo4b
3o5boob3ob3oboo5b3o4boo46bo21boo5boo21bo$89boobboobo9b3ob3o9boboobboo
39boob3ob3o20b7o20b3ob3oboo$90boo4boboo9bo9boobo4boo40boo4bobbooboo19b
o19booboobbo4boo$95bobbobo3boo7boo3bobobbo44bobboboo3bobboo14bobobbobb
obo14boobbo3boobobbo$90boobobbobobobo13bobobobobboboo51bobbo5bo6boobo
5boboo6bo5bobbo$94bo8bo11bo8bo59bobb4o5boo3bobo3boo5b4obbo$101bob13obo
69bo3bo6boo5boo6bo3bo$109bo72b3obboboboo5b9o5boobobobb3o$109bo75bobboo
boboo15booboboobbo$104b3ob3ob3o20bo51boobo3boboo9boobo3boboo$105bo7bo
13b3o4b4o8b3o45bobob9obobo$106bo5bo13bo3boobo3boo8bobooboo41b15o$126bo
bobbobobo3bo4boobo4boo43b4o3b4o$125boo4bobobbo6bobobo3bobbo47bo$127boo
bbobob7obobobo16bo11boo5bo16booboo$128bo4bo5bo5bo3bo12b4o7booboo3b4o
13boo5boo$124b3obboobboo4bo6boo10b3obo3bo6boo3boboo3bo13bo5bo$102boo
11boo6b4o4b3o7boobbo4bo6bo3bobboboo5b3obbobo4bo13bob3obo$101boo13boo4b
o3b3o11boo3bo3boo7boo3booboboo8bobooboboo9b3o7b3o$103bo11bo11b3o10b3o
20bobbobbob6obo4b3o10boo9boo$101b3o11b3o4bobo3boo10boo4b3o14booboo6b3o
bobboboboo8bobo9bobo$103bo11bo49boo4bo5bobb3oboobbo7bo11bo$103bo11bo
45boo3bobboo6b7o4bo8boo7boo$103bo11bo45boo16bobbo4boo6bobo9bobo$106bo
5bo49b4o3bobbo12bobbo6boo11boo$106bobobobo51bo4bobo10bobo$164bo33bo7bo
$107booboo86boo5boo$106bobobobo86booboboo$106boo3boo87booboo$105boo5b
oo96bo$201b3o5boboo$106boo3boo97b3o$106boo3boo96b4o$106boo3boo86boo3b
oo3b3o$193bo5boo3boo3boobo$194boo15bo$114bo78boo$114bobo$114boo$106boo
3boo$106boo3boo86boo3boo$199boo3boo$106boo3boo$106boo3boo86boo3boo$
199boo3boo3$112b3o$199bo$198boo$108boobobo83boo$109b3o3bo80b3o$116bo$
114bobo81boo$109bobbo86bo4bobbo$106boo4bo3bo82b6o$106boo3bobbobo84bobb
o3bo$106booboo4b4o77bo5boob3o$108bo9bo76b3o$118bo75booboo$195b3o$114b
3o79bo3$86bo$82b3ob3o$81bo6boo$82boo3bobbo3bo$92b4o16b3o76boo14boo$92b
o3bo15b3o75bobbo6bo4bo4bo14boobo$90bobbobobboo11bo78bo4boobboo4bo5bo
10boobooboo$91bo6boo7boo3bo77bobb4obbo5bo5bo10bobbobobbo$112boo75bo3bo
3boo8b4o5boo4boo5bo$190bo6bo8bo9booboo$104bobbo3b3o93bo7bo3boo$103bo3b
o3b3o81boo9boo11boo$103bobbo5boobobo77boo$113b4o22b3ob3o$114boo20b4obo
4boobo43bobo$132bo3boo3boobo3b3o43bo5bo$131b4o5boobo3bo3bo42bo4boo$
130bo3bobo3bo9bo16bo3bo27bo3bobo$130bobobobo3bo24b3oboobobo25booboo$
131b3o4bobo20booboo6bobbo25boo$132bo28boobbobbo3bobboobboo20b3obboo$
160bobbo4bobbobbooboboo24bo$125bo45boo4bo3bo$124bobo43boobbobbobobo20b
oo$121b3o3bo44bo29boo$121bobobobbo49b3o$122b3obo3boo$123b4obobo$104boo
23bo$104boo34bo$139b4o$107bo26bo3bo3booboo$107bo25b4o5bobboo$105bo26bo
3bo7bobbo$104b3o3bo12b3o7bobobbo32boo$103bo3boboo11bo3boobo7bo30booboo
$104b5o8b3obb3o3b3o34b4obboo4boo$105b3o8bobob3o4bo3bo32bo4bo4booboo$
113boobbo4bo7bo34boo7boo3bo7bo$111b3o6boo52boo9b4o$111boo68booboo3bo3b
o$181boobbo5b4o$180bobbo7bo3bo$189bobbobo$190bo11$207boo$207bo$133boo
3boo46boo3boo$130booboo3booboo40booboo3booboo$130boo3bobo3boo3b3o28b3o
3boo3bobo3boo$124bob3obbobobobobobobboo6boo18boo6boobbobobobobobobb3ob
o$123boob3o6bobo6boo4booboboo12booboboo4boo6bobo6b3oboo$122bobbob3obo
3bobo3bob4obboobboboo12boobobboobb4obo3bobo3bob3obobbo3bo$123bo11bobo
9bobboboboobo10boboobobobbo9bobo11bo4bo3bo$132booboboboo5boo9bo10bo9b
oo5booboboboo13bobbo$146boo4bobbobo10bobobbo4boo26booboo$154bobbobo6bo
bobbo35bobo$156bob3o4b3obo38bo$82boboo$81boobooboo14boo53bo8bo$80bobbo
bobbo14boo53bo8bo$81bo5boo4boo64bo6bo$90booboo$90boo3bo12boo28bo19bobo
4bobo19bo37b3oboo$90boo17boo20boob3ob3o18boo4boo18b3ob3oboo28boo4boo$
82bo25bo22boo4bobbooboo14bobobbobo14booboobbo4boo27bo3bobobbo$78b3ob3o
45bobboboo3bobboo16bobbo16boobbo3boobobbo21b3obb3o$77bo6boo56bobbo5bo
8bo4bo8bo5bobbo32bobob3o$78boo3bobbo3bo55bobb4o7boboobo7b4obbo37bo4bo$
88b4o57bo3bo7b4o7bo3bo43boo$88bo3bo38bo12b3obboboboo5b6o5boobobobb3o
12bo34boobo$86bobbobo39boo14bobbooboboo12booboboobbo14boo31boobooboo$
87bo42bobo16boobo3boboo6boobo3boboo16bobo30bobbobobbo$156bobob6obobo
50boo4boo5bo$157b12o51booboo$159bo6bo40boo10bo3boo$161bobbo42boo14boo$
160bo4bo$153boo6bobbo6boo$154boo6boo6boo$153bo18bo3$112bo26bo53boboo
22boobo$108b3ob3o11b4obo5b4o51boobooboo16boobooboo$107bo6bob3o7bobobb
oo3boo3bo49bobbobobbo16bobbobobbo$108boo3bo5bobboobobbo4bo5boboo49bo5b
oo4boo4boo4boo5bo$116boobobbobobboobobbo3b3obobo57booboo4booboo$118boo
bboboobbobbobbo4boboboboobo52boo3bobbo3boo$103boo13boo3b3obbooboobobbo
bobobobooboo51boo10boo$103boo16b3obbobbobo3bobobobobobo4bo$119bobbo5bo
3bo4bobobobo5b3o$121bo17boboboboobb4o$141bo5b3obbo$139bo7bo4bo30b3oboo
$133boo4bo3b4obboboo28boo4boo$120boboo8bobbooboobbobobobooboo27bo3bobo
bbo$119boobooboo4bo3bobboobo8bo24b3obb3o$118bobbobobbo5b4o13boo23bobob
3o$119bo5boo4bobbobobboo34bo4bo$128boobobbobobboo37boo$89boboo22boobo
9boo4bobo4bo$88boobooboo16boobooboo10bobobobobobo$87bobbobobbo16bobbob
obbo$88bo5boo4boo4boo4boo5bo$97booboo4booboo$97boo3bobbo3boo$97boo10b
oo8$135b3o$135bo$136bo20$68boo$68bobo$68bo21$3o$o$bo!
[Фигура 65: Передние грабли периода 270]

Паровоз мигалки периода 114 имеет выхлоп, который может быть возмущен, формируя чистые грабли. Наименьшие известные передние глайдерные грабли показаны ниже.

x = 165, y = 139, rule = S23/B3
78bo7bo$74boobobo5boboboo$74boo4bo3bo4boo$74boo4bo3bo4boo$76boo9boo$
65boob3oboo3bob3ob3obo3boob3oboo$65boo4bo4bo11bo4bo4boo$64bobboboo23b
oobobbo$79b3ob3o$79b7o$77boo7boo$29bo105bo$25b3ob3o20b3o22bobbobobobbo
22b3o20b3ob3o$24bo6boo5b3o7bo6bo25b3o25bo6bo7b3o5boo6bo$25boo3bobbo3bo
9b4o4b5o20booboo20b5o4b4o9bo3bobbo3boo$35b3o4bo3bo3boo3boboobo6bo29bo
6boboobo3boo3bo3bo4b3o$35bobob5oboobo4bobobobbo5b4o9bo5bo9b4o5bobbobob
o4boboob5obobo$33bo6bobbobob3obbo4booboo3bo3bo25bo3bo3booboo4bobb3obob
obbo6bo$34bo10bo3bo8bobo5bo3bo8b7o8bo3bo5bobo8bo3bo10bo$45bo9boo3boboo
5boboboo3boo5boo3boobobo5boobo3boo9bo$60boboo3b3o3boo15boo3b3o3boobo$
61boboob3obo3bo6b3o6bo3bob3oboobo$40b3oboobobb3o12bobb3oboo6bo3bo6boob
3obbo12b3obboboob3o$36boboo4booboo4bo11boobboob3o6bobo6b3oboobboo11bo
4booboo4boobo$35b3o3bobbobo6b3o17boobo11boboo17b3o6bobobbo3b3o$34bo3bo
3bo5boobobboobooboob4obbo6boo4bo4boo6bobb4oboobooboobboboo5bo3bo3bo$
31bo3bo16bobobo3boboo3bo3b4o6b3o6b4o3bo3boobo3bobobo16bo3bo$28bobobo
24bobboo4bo8bobbobo3bobobbo8bo4boobbo24bobobo$7bo4bob4obo7boo4bo28bo
10bo3boobo3boboo3bo10bo28bo4boo7bob4obo4bo$5b4ob3ob4oboo6boob3o6b3o35b
oobo3boboo35b3o6b3oboo6boob4ob3ob4o$b3obo9bobo3bobb4obbo6boo3bo10bo12b
o5bo6booboboo6bo5bo12bo10bo3boo6bobb4obbo3bobo9bob3o$o9boobbo4bob4o5bo
bboobo3bobo3boo3b4o7boobobo4boo5b7o5boo4boboboo7b4o3boo3bobo3boboobbo
5b4obo4bobboo9bo$obb3obo6bo7bo4bo5b4o5boobboboobo3bobo4boo4bo3boboo13b
oobo3bo4boo4bobo3boboobobboo5b4o5bo4bo7bo6bob3obbo$4b3o13boo13boobboob
obbobbobbobob4obbobo4b3o4boboo7boobo4b3o4bobobb4obobobbobbobboboobboo
13boo13b3o$boo37bobobobboo3bo5bobbo3boobboo4bobob7obobo4boobboo3bobbo
5bo3boobbobobo37boo$33boob3o3bo5b3obobo3bobobbobobbobbo4b13o4bobbobbob
obbobo3bobob3o5bo3b3oboo$24bo7bobob5o5bobboo3bo3boboboobbo11b9o11bobb
oobobo3bo3boobbo5b5obobo7bo$22b4obb5obo7b4o5boobobobobboo39boobbobobob
oo5b4o7bob5obb4o$18booboo5b3o14boo4bo4b4o18bobbobobbo18b4o4bo4boo14b3o
5booboo$18boobbo5bo3bo3bobobbo8boo5bo4b3o13bobbobobbo13b3o4bo5boo8bobb
obo3bo3bo5bobboo$17bobbo7bo5boo5boo7boo3boo3bobo14boboo3boobo14bobo3b
oo3boo7boo5boo5bo7bobbo$27bo34bo14boo7boo14bo34bo$76bo11bo$76b4o5b4o$
78boo5boo$$82bo$82bo$82bo3$100bo11bo$98b4o9b4o$97boo3bo7bo3boo$94bobo
4bo9bo4bobo$93boo3bo7bo7bo3boo$94bo3boo5b3o5boo3bo$96boboo4bo3bo4boobo
$94boobbo6b3o6bobboo$98bo5b5o5bo$94bo3bobooboo3booboobo3bo$96boo3bo9bo
3boo$100bobboo3boobbo6$107b3o$106bo$105boo$99boboobboobb3o$98boobooboo
5bo4boo$97bobboo3boboo4booboo$103b4o6boo3bo$99boboboo8boo$101bo$98boo
18bo$97boobbo4boobo3bo3boob3o$99b3obooboboobooboobob3obbo3b3o$95bobbo
5boboo6bo9bobboboboo$96bob4obo3b3o3bobobbo3bobobbobo3bo$101b3obboo10bo
4boobbobbobo$91b3o7boo4bo16b5o$90b5o7boboobo17boo$89boobboo$88boo13bo
bbo$89b4o10bobbo$90b3o$91bo28$87b3o$87bo$88bo6$79boob3o20b3oboo$59boo
18boo4boo16boo4boo$59bobo16bobbobo3bo14bo3bobobbo$59bo25b3obb3o4b3obb
3o$87b3obobobbobob3o$87bo4bo4bo4bo$88boo10boo5$30b3o$30bo$31bo!
[Фигура 66: Наименьшие известные грабли периода 114]

Так как технология периода 114 еще нова, то не известно возмущения, создающего обратные глайдерные грабли, использующие только один паровозный двигатель периода 114. Обратные грабли могут быть легко построены, используя два двигателя. (Например, может использоваться реакция, показанная в фигуре 88.)


к началу страницы