## 22da (Hexagonal Grid)

For discussion of other cellular automata.
c0b0p0
Posts: 645
Joined: February 26th, 2014, 4:48 pm

### Re: 22da (Hexagonal Grid)

Unfortunately, to push a glider and leave it in the same phase, you actually need three copies of my glider pusher.

Code: Select all

``````x = 5595, y = 5373, rule = 22da
1543b2o\$1544bo\$1543bo2bo\$1544bobo410\$1631b2o\$1632bo\$1631bo2bo\$1632bobo
224\$1863b2o\$1864bo\$1863bo2bo\$1864bobo410\$1951b2o\$1952bo\$1951bo2bo\$
1952bobo186\$4208bo2b2o\$4211b2o\$4210bo2\$4212bo\$o\$obo\$ob3o\$2b2o\$4bo29\$
2183b2o\$2184bo\$2183bo2bo\$2184bobo205\$4220bo2b2o\$4223b2o\$4222bo2\$4224bo
70\$3888bo2b2o\$3891b2o\$3890bo2\$3892bo\$640bo\$640bobo\$640bob3o\$642b2o\$
644bo8\$427bo\$427bobo\$427bob3o\$429b2o\$431bo110\$2271b2o\$2272bo\$2271bo2bo
\$2272bobo112\$3900bo2b2o\$3903b2o\$3902bo2\$3904bo70\$3568bo2b2o\$3571b2o\$
3570bo2\$3572bo\$1280bo\$1280bobo\$1280bob3o\$1282b2o\$1284bo8\$1067bo\$1067bo
bo\$1067bob3o\$1069b2o\$1071bo17\$2503b2o\$2504bo\$2503bo2bo\$2504bobo205\$
3580bo2b2o\$3583b2o\$3582bo2\$3584bo70\$3248bo2b2o\$3251b2o\$3250bo2\$3252bo\$
1920bo\$1920bobo\$1920bob3o\$1922b2o\$1924bo8\$1707bo\$1707bobo\$1707bob3o\$
1709b2o\$1711bo110\$2591b2o\$2592bo\$2591bo2bo\$2592bobo112\$3260bo2b2o\$
3263b2o\$3262bo2\$3264bo70\$2928bo2b2o\$2931b2o\$2930bo2\$2932bo\$2560bo\$
2560bobo\$2560bob3o\$2562b2o\$2564bo8\$2347bo\$2347bobo\$2347bob3o\$2349b2o\$
2351bo17\$2823b2o\$2824bo\$2823bo2bo\$2824bobo74\$2801bo\$2802bo\$2800b2obo\$
2801bo11\$2784b2o\$2785bo2\$2785b3o17\$2796b2o\$2797bo72bo\$2868bob2o\$2755bo
41b3o68b2o\$2755b2o111b3o\$2755b3o2\$2756bobo\$2756bo2bo\$2757b3o4\$2862bo\$
2860bob2o\$2860b2o\$2860b3o\$2895bo\$2895b2obo\$2898b2o\$2898b3o14\$2768b2o\$
2768bobo\$2768bo3bo\$2769b2ob2o\$2772b3o4\$2788b2o\$2788bobo\$2788bo3bo\$
2789b2ob2o\$2792b3o31\$2907b3o\$2908b2ob2o\$2909bo3bo\$2911bobo\$2912b2o4\$
2927b3o\$2928b2ob2o\$2929bo3bo\$2931bobo\$2932b2o2\$3030bo\$3031b2o\$3030b3ob
o\$3032bobo\$3034bo2\$2940bo2b2o\$2943b2o\$2938bo3bo\$2937b2o\$2936bo3bo3bo\$
2935bob3o\$2801b3o130bo4bob2o\$2802b2o129bo2b2obobo\$2803bob2o125bobob2o
2bo\$2806bo124b2obo4bo\$2839b3o92b3obo\$2840b2o87bo3bo3bo\$2838b2obo93b2o\$
2839bo91bo3bo\$2929b2o\$2929b2o2bo2\$2942b3o\$2942bo2bo\$2943bobo2\$2944b3o\$
2831b3o111b2o\$2832b2o68b3o41bo\$2830b2obo\$2831bo72bo\$2904b2o15\$2947bobo
\$2947bo2bo\$2914b3o32bo\$2949b2o\$2916bo\$2916b2o11\$2900bo\$2898bob2o\$2899b
o\$2900bo25\$2597bo2\$2599bo\$2597b2o\$2597b2o2bo225\$3670bo\$3671b2o\$3670b3o
bo\$3672bobo\$3674bo8\$3457bo\$3458b2o\$3457b3obo\$3459bobo\$3461bo\$2609bo2\$
2611bo\$2609b2o\$2609b2o2bo70\$2277bo2\$2279bo\$2277b2o\$2277b2o2bo45\$3035bo
bo\$3035bo2bo\$3037bo\$3037b2o177\$4310bo\$4311b2o\$4310b3obo\$4312bobo\$4314b
o8\$4097bo\$4098b2o\$4097b3obo\$4099bobo\$4101bo\$2289bo2\$2291bo\$2289b2o\$
2289b2o2bo26\$3267bobo\$3267bo2bo\$3269bo\$3269b2o41\$1957bo2\$1959bo\$1957b
2o\$1957b2o2bo43\$1999b2o\$1951b2o46bobo\$1951bobo44bo3bo\$1951bo3bo42b2ob
2o\$1952b2ob2o41b3o\$1955b3o\$1973b3o\$1974b2ob2o\$1975bo3bo\$1977bobo\$1978b
2o9\$2004b3o\$2004bo2bo\$2005bobo2\$2006b3o\$2007b2o\$2008bo14\$2012b3o\$2012b
o2bo\$2013bobo2\$2014b3o\$2015b2o\$2016bo6\$2102b3o2\$2104bo\$2104b2o9\$1938b
2o2\$1938b2obo\$1939bobo5\$2114b3o2\$2116bo\$2116b2o11\$2100bo\$2098bob2o\$
2099bo\$2100bo\$2081bo\$2082bo44bo\$2080b2obo43bo\$2081bo45bob2o\$2130bo2\$
1856b3o\$1856bo2bo\$1857bobo2\$1858b3o\$1859b2o\$1860bo7\$1875b2o\$1875bobo\$
1875bo3bo\$1876b2ob2o\$1879b3o8\$1895b2o\$1895bobo\$1895bo3bo\$1896b2ob2o\$
1863b2o34b3o\$1863bobo\$1862bo3bo\$1862b2ob2o\$1862b3o15\$1859b3o\$1857b2ob
2o\$1857bo3bo\$1858bobo\$1859b2o35\$4950bo\$4951b2o\$4950b3obo\$4952bobo\$
4954bo8\$4737bo\$4738b2o\$4737b3obo\$4739bobo\$4741bo10\$1905bo\$1904bo3bo\$
1904b2o2bobo\$1907bo2bo\$1905bo4bobo\$1908bob3o\$1908bobob2o\$1786bo123bobo
\$1738bo45bob2o137bo\$1738b2obo43bo138bo3bo\$1741bo44bo137b2o2bobo\$1741bo
185bo2bo\$1761bo163bo4bobo\$1761bo166bob3o\$1761bob2o163bobob2o\$1764bo
165bobo13bobo\$1945bobob2o\$1946bob3o\$1944bo4bobo\$1947bo2bo\$1945b2o2bobo
\$1946bo3bo\$1948bo4\$1791b2o\$1792bo2\$1792b3o8\$1940bo\$1939b4o\$1941bo\$
1939b6o2\$1940b2o2b2o\$1943bo2\$1942bobobo\$1799b2o143b2o\$1800bo2\$1800b3o
9\$1887bob2obo\$1888bobobo\$1888bo4bo50b2o\$1943bobobo2\$1946bo\$1944b2o2b2o
\$1637bo255bo\$1945b6o\$1639bo85bo222bo\$1637b2o308b4o\$1637b2o2bo85bo221bo
\$1725b2o\$1725b2o2bo7\$1899bob2obo\$1900bobobo\$1900bo4bo5\$1905bo4\$1884bo
4bo\$1883b2o2\$1885b2o\$1886bo\$1865bo22b2o\$1864b2o22bo25bo\$1867bo47b2o\$
1867b2o45bo\$1914b2o\$1869b2o\$1864bo4bo44b2o\$1916bo4bo13\$3355bobo\$3355bo
2bo\$3357bo\$3357b2o177\$5590bo\$5591b2o\$5590b3obo\$5592bobo\$5594bo8\$5377bo
\$5378b2o\$5377b3obo\$5379bobo\$5381bo31\$3587bobo\$3587bo2bo\$3589bo\$3589b2o
410\$3675bobo\$3675bo2bo\$3677bo\$3677b2o224\$3907bobo\$3907bo2bo\$3909bo\$
3909b2o410\$3995bobo\$3995bo2bo\$3997bo\$3997b2o224\$4227bobo\$4227bo2bo\$
4229bo\$4229b2o!``````
Two of those copies actually work as a glider delayer, which is a double benefit. The glider delayer's delay can be changed in increments of 16. (Because 16 is a power of two, this rule works very well with Hashlife!)

c0b0p0
Posts: 645
Joined: February 26th, 2014, 4:48 pm

### Re: 22da (Hexagonal Grid)

Unfortunately, the approach I used in my previous post does not work, since one cannot achieve a distance of nine between the gliders using only one gun. Two glider guns might be able to do it, though, as suggested by the following pattern.

Code: Select all

``````x = 4907, y = 4729, rule = 22da
4023bo\$4023b2o\$4023b3o2\$4025bo\$4025b2o\$4659bo\$4659b2o\$4659b3o2\$4661bo\$
4661b2o27\$4164bo2b2o\$4167b2o\$4166bo2\$4168bo19\$4219bo\$4219bobo\$4219bob
3o\$4221b2o\$4223bo11\$4059b2o\$4060bo\$4059bo2bo\$4060bobo3\$4695b2o\$4696bo\$
4695bo2bo\$4696bobo51\$3980bo\$3980b2obo\$3983b2o\$3983b3o3\$4616bo\$4616b2ob
o\$4619b2o\$4619b3o8\$4037bo\$4038bo\$4036b2obo\$4037bo3\$4673bo\$4674bo\$4672b
2obo\$4673bo5\$4020b2o\$4021bo2\$4021b3o3\$4656b2o\$4657bo2\$4657b3o11\$4032b
2o\$4033bo72bo\$4104bob2o\$3991bo41b3o68b2o\$3991b2o111b3o\$3991b3o\$4668b2o
\$3992bobo674bo72bo\$3992bo2bo744bob2o\$3993b3o631bo41b3o68b2o\$4627b2o
111b3o\$4627b3o2\$4098bo529bobo\$4096bob2o528bo2bo\$4096b2o531b3o\$4096b3o\$
4131bo\$4131b2obo\$4134b2o598bo\$4134b3o595bob2o\$4732b2o\$4732b3o\$4767bo\$
4767b2obo\$4770b2o\$4770b3o8\$4004b2o\$4004bobo\$4004bo3bo229b3o\$4005b2ob2o
229b2o\$4008b3o226b2obo\$4238bo\$4640b2o\$4640bobo\$4024b2o614bo3bo229b3o\$
4024bobo614b2ob2o229b2o\$4024bo3bo615b3o226b2obo\$4025b2ob2o844bo\$4028b
3o2\$4660b2o\$4660bobo\$4660bo3bo\$4661b2ob2o\$4664b3o25\$4143b3o\$4144b2ob2o
\$4145bo3bo\$4147bobo\$4148b2o2\$4779b3o\$4780b2ob2o\$4163b3o615bo3bo\$4164b
2ob2o614bobo\$4165bo3bo614b2o\$4167bobo\$4168b2o2\$4266bo532b3o\$4267b2o
531b2ob2o\$4266b3obo530bo3bo\$4268bobo532bobo\$4270bo533b2o2\$4176bo2b2o
721bo\$4179b2o722b2o\$4174bo3bo723b3obo\$4173b2o729bobo\$4172bo3bo3bo725bo
\$4171bob3o\$4037b3o130bo4bob2o633bo2b2o\$4038b2o129bo2b2obobo637b2o\$
4039bob2o125bobob2o2bo633bo3bo\$4042bo124b2obo4bo633b2o\$4075b3o92b3obo
633bo3bo3bo\$4076b2o87bo3bo3bo633bob3o\$4074b2obo93b2o500b3o130bo4bob2o\$
4075bo91bo3bo502b2o129bo2b2obobo\$4165b2o508bob2o125bobob2o2bo\$4165b2o
2bo508bo124b2obo4bo\$4711b3o92b3obo\$4178b3o531b2o87bo3bo3bo\$4178bo2bo
528b2obo93b2o\$4179bobo529bo91bo3bo\$4801b2o\$4180b3o618b2o2bo\$4067b3o
111b2o\$4068b2o68b3o41bo631b3o\$4066b2obo744bo2bo\$4067bo72bo674bobo\$
4140b2o\$4816b3o\$4703b3o111b2o\$4704b2o68b3o41bo\$4702b2obo\$4703bo72bo\$
4776b2o9\$4183bobo\$4183bo2bo\$4150b3o32bo\$4185b2o\$4152bo\$4152b2o\$4819bob
o\$4819bo2bo\$4786b3o32bo\$4821b2o\$4788bo\$4788b2o5\$4136bo\$4134bob2o\$4135b
o\$4136bo3\$4772bo\$4770bob2o\$4771bo\$4772bo19\$3833bo2\$3835bo\$3833b2o\$
3833b2o2bo2\$4469bo2\$4471bo\$4469b2o\$4469b2o2bo3\$3822bo\$3820bob2o\$3820b
2o\$3820b3o3\$4458bo\$4244bo211bob2o\$4244b2obo208b2o\$4247b2o207b3o\$4247b
3o3\$4880bo\$4880b2obo\$4883b2o\$4883b3o197\$4832b2o\$4833bo2\$4833b3o\$4834b
2o\$4835bo3244\$1038bo\$994bo45bo2bo\$990bo2bo44bo\$996bo42b3o\$994b3o40bobo
bobo\$993bobobobo13bo24b4o\$996b4o12b2o2bobo19b2o2bobo\$994bobo2b2o12b4o
23bo\$999bo13bobobobo\$1016b3o\$1016bo\$1019bo2bo\$1018bo6\$1045bo3\$1045bo2b
o\$1044bo2bo2bo\$1047b2o\$1046b2ob2o\$1048b2o\$1049bo\$1048b4o\$1050bo10\$
1053bo3\$1053bo2bo\$1052bo2bo2bo\$1055b2o\$1054b2ob2o\$1056b2o\$1057bo\$1056b
4o\$1058bo18\$1174b3o\$1174bo2bo\$1175bobo\$1175bo2bo\$1175bobobo2\$1176bobob
o\$1178b2o13\$1186b3o\$1186bo2bo\$1187bobo\$1187bo2bo\$1187bobobo2\$1188bobob
o\$1190b2o7\$1172bo\$1171bo2bo\$1171bo2b2o\$1170b2obo\$1170bo5bo\$1154b2o15bo
b3o\$1152b3obo15b2o24b2o\$1151bo5bo40bob3o\$1154bob2o40bo5bo\$1152b2o2bo
42b2obo\$1153bo2bo44bo2b2o\$1155bo46bo2bo\$1204bo659\$54bo\$bo48bobo2b2o\$2o
2bobo46b4o\$b4o46bobobobo\$bobobobo45b3o\$4b3o49bo\$4bo46bo2bo\$7bo2bo19bo
25bo\$6bo19bo2bo\$32bo\$30b3o\$29bobobobo\$32b4o\$30bobo2b2o\$35bo3\$56bo\$55b
4o\$57bo\$57b2o\$56b2ob2o\$58b2o\$56bo2bo2bo\$58bo2bo3\$61bo10\$64bo\$63b4o\$65b
o\$65b2o\$64b2ob2o\$66b2o\$64bo2bo2bo\$66bo2bo3\$69bo21\$187b2o\$186bobobo2\$
187bobobo\$188bo2bo\$189bobo\$189bo2bo\$190b3o13\$199b2o\$198bobobo2\$199bobo
bo\$200bo2bo\$201bobo\$201bo2bo\$202b3o6\$185b2o\$183b3obo\$182bo5bo\$185bob2o
\$183b2o2bo\$165bo18bo2bo\$164bo2bo18bo25bo\$164bo2b2o42bo2bo\$163b2obo44b
2o2bo\$163bo5bo44bob2o\$164bob3o43bo5bo\$165b2o47b3obo\$217b2o!``````

c0b0p0
Posts: 645
Joined: February 26th, 2014, 4:48 pm

### Re: 22da (Hexagonal Grid)

Even the approach of using two glider guns does not seem to work for producing a rake gun, but luckily I have a "backup" synthesis.

Code: Select all

``````x = 84, y = 178, rule = 22da
2bo\$2o\$2o149\$78bo\$76b2o\$76b2o17\$79b2o\$80b2o\$83bo3\$60b2o\$60b2o\$59bo!
``````
This will work if the gliders begin traveling parallel to each other 582 cells apart.

c0b0p0
Posts: 645
Joined: February 26th, 2014, 4:48 pm

### Re: 22da (Hexagonal Grid)

c0b0p0 wrote:Even the approach of using two glider guns does not seem to work for producing a rake gun, but luckily I have a "backup" synthesis.

Code: Select all

``````x = 84, y = 178, rule = 22da
2bo\$2o\$2o149\$78bo\$76b2o\$76b2o17\$79b2o\$80b2o\$83bo3\$60b2o\$60b2o\$59bo!
``````
This will work if the gliders begin traveling parallel to each other 582 cells apart.
I was one cell off in my calculations. I was envisioning something like this (for the distance along the X axis, that is).

Code: Select all

``````x = 2465, y = 2306, rule = 22da
1585b2o\$1584bobobo2\$1587bo645b2o\$1585b2o2b2o641bobobo2\$1586b6o643bo\$
1589bo643b2o2b2o\$1588b4o\$1590bo643b6o\$2237bo\$2236b4o\$2238bo6\$2121bo\$
2121b2o\$2122bo2\$2121bobobo100\$1649bo\$1648bobo\$1647b3obo\$1649b2o646bo\$
1649bo646bobo\$2295b3obo\$2297b2o\$2297bo9\$1544bobo\$1543b2obobo\$1544b3obo
\$1544bobo4bo640bobo\$1546bo2bo641b2obobo\$1546bobo2b2o405bobo231b3obo\$
1548bo3bo405b2obo230bobo4bo\$1551bo642bo2bo\$1960b2o232bobo2b2o\$2196bo3b
o\$2199bo7\$1600bo\$1599bo2bo\$1599bo2b2o\$1598b2obo646bo\$1598bo5bo642bo2bo
\$1599bob3o643bo2b2o\$1600b2o644b2obo\$2246bo5bo\$2247bob3o\$2248b2o3\$1582b
3o\$1582bo2bo\$1583bobo\$1583bo2bo643b3o\$1583bobobo642bo2bo\$2231bobo\$
1584bobobo642bo2bo\$1586b2o643bobobo2\$2232bobobo\$2234b2o10\$1594b3o\$
1594bo2bo\$1595bobo\$1595bo2bo68bobo572b3o\$1595bobobo66bobob2o570bo2bo\$
1667bob3o571bobo\$1555bo40bobobo64bo4bobo570bo2bo68bobo\$1598b2o68bo2bo
571bobobo66bobob2o\$1666b2o2bobo642bob3o\$1555bo2bo108bo3bo531bo40bobobo
64bo4bobo\$1554bo2bo2bo108bo576b2o68bo2bo\$1557b2o755b2o2bobo\$1556b2ob2o
104bo537bo2bo108bo3bo\$1558b2o103b2o3b2o532bo2bo2bo108bo\$1559bo105b2o
538b2o\$1558b4o97bobo5b2ob2o532b2ob2o104bo\$1560bo97bobob2o5bobo534b2o
103b2o3b2o\$1659bob3o543bo105b2o\$1657bo4bobo541b4o97bobo5b2ob2o\$1660bo
2bo31bobo510bo97bobob2o5bobo\$1658b2o2bobo29b2obobo607bob3o\$1659bo3bo
31b3obo605bo4bobo\$1661bo33bobo4bo605bo2bo31bobo\$1697bo2bo605b2o2bobo
29b2obobo\$1697bobo2b2o603bo3bo31b3obo\$1699bo3bo605bo33bobo4bo\$1702bo
642bo2bo\$2345bobo2b2o\$2347bo3bo\$2350bo6\$1565bo\$1564b2o2bobo232bo\$1565b
4o232bo3bo\$1565bobobobo228bobo2b2o406bo\$1568b3o230bo2bo407b2o2bobo232b
o\$1568bo231bobo4bo405b4o232bo3bo\$1571bo2bo226b3obo407bobobobo228bobo2b
2o\$1570bo230b2obobo409b3o230bo2bo\$1585bo217bobo410bo231bobo4bo\$1584b2o
2bobo628bo2bo226b3obo\$1585b4o629bo230b2obobo\$1585bobobobo641bo217bobo\$
1588b3o641b2o2bobo\$1588bo644b4o\$1591bo2bo638bobobobo\$1590bo645b3o\$
2236bo\$2239bo2bo\$2238bo26\$1711bo\$1707bo2bo\$1713bo\$1711b3o645bo\$1710bob
obobo638bo2bo\$1713b4o644bo\$1711bobo2b2o641b3o\$1716bo641bobobobo\$1731bo
629b4o\$1727bo2bo628bobo2b2o\$1733bo630bo\$1731b3o645bo\$1730bobobobo638bo
2bo\$1733b4o644bo\$1731bobo2b2o641b3o\$1736bo641bobobobo\$2381b4o\$2379bobo
2b2o\$2384bo6\$1599bo\$1480bo117bo3bo\$1479b2o117b2o2bobo\$1478bob3o118bo2b
o642bo\$1479bobo117bo4bobo33bo487bo117bo3bo\$1480bo121bob3o31bo3bo484b2o
117b2o2bobo\$1602bobob2o29bobo2b2o482bob3o118bo2bo\$1604bobo31bo2bo485bo
bo117bo4bobo33bo\$1637bobo4bo483bo121bob3o31bo3bo\$1638b3obo607bobob2o
29bobo2b2o\$1638b2obobo97bo510bobo31bo2bo\$1640bobo97b4o541bobo4bo\$1742b
o543b3obo\$1742b2o542b2obobo97bo\$1741b2ob2o542bobo97b4o\$1743b2o645bo\$
1632bo108bo2bo2bo642b2o\$1630bo3bo108bo2bo642b2ob2o\$1629bobo2b2o755b2o\$
1630bo2bo68b2o576bo108bo2bo2bo\$1629bobo4bo64bobobo40bo531bo3bo108bo2bo
\$1630b3obo642bobo2b2o\$1630b2obobo66bobobo571bo2bo68b2o\$1632bobo68bo2bo
570bobo4bo64bobobo40bo\$1704bobo571b3obo\$1704bo2bo570b2obobo66bobobo\$
1705b3o572bobo68bo2bo\$2352bobo\$2352bo2bo\$2353b3o10\$1714b2o\$1713bobobo
2\$1714bobobo643b2o\$1715bo2bo642bobobo\$1716bobo\$1716bo2bo642bobobo\$
1717b3o643bo2bo\$2364bobo\$2364bo2bo\$2365b3o3\$1700b2o\$1698b3obo\$1697bo5b
o\$1700bob2o644b2o\$1698b2o2bo643b3obo\$1699bo2bo642bo5bo\$1701bo646bob2o\$
2346b2o2bo\$2347bo2bo\$2349bo33\$1383bobo\$1382bobob2o\$1383bob3o\$1381bo4bo
bo642bobo\$1384bo2bo642bobob2o\$1382b2o2bobo642bob3o\$1383bo3bo641bo4bobo
\$1385bo422bobo221bo2bo\$1807b2obobo217b2o2bobo\$1808b3obo218bo3bo\$1808bo
bo4bo217bo422bobo\$1810bo2bo641b2obobo\$1810bobo2b2o639b3obo\$1812bo3bo
639bobo4bo\$1815bo642bo2bo\$2458bobo2b2o\$2460bo3bo\$2463bo119\$2371b2o2\$
2371bob2o\$2372bobo14\$1492bo\$1491b2o\$1490bob3o\$1491bobo646bo\$1492bo646b
2o\$2138bob3o\$2139bobo\$2140bo33\$1752bobobo2\$1755bo\$1755b2o643bobobo\$
1756bo\$2403bo\$2403b2o\$2404bo7\$1760bo\$1759b4o\$1761bo\$1759b6o643bo\$2407b
4o\$1760b2o2b2o643bo\$1763bo643b6o2\$1762bobobo641b2o2b2o\$1764b2o645bo2\$
2410bobobo\$2412b2o549\$1309bo\$1262bo\$1309b2o\$1263b2o44b2obo\$1262bob2o3\$
1285b2obo\$1286b2o2\$1288bo10\$1314bo2bo\$1316bo\$1316b2o\$1317bo17\$1322bo2b
o\$1324bo\$1324b2o\$1325bo19\$1199b3o\$1199bo2bo\$1200bobo\$1444bo\$1201b3o\$
1202b2o\$1203bo240bo2bo\$1443bo2bo2bo\$1446b2o\$1445b2ob2o\$1447b2o\$1448bo\$
1447b4o\$1218b2o229bo\$1218bobo\$1218bo3bo\$1219b2ob2o\$1222b3o6\$1456bo2\$
1238b2o\$1238bobo215bo2bo\$1238bo3bo212bo2bo2bo\$1239b2ob2o214b2o\$1206b2o
34b3o212b2ob2o\$1206bobo250b2o\$1205bo3bo250bo\$1205b2ob2o249b4o\$1205b3o
253bo3\$1443bo\$1439bobo2b2o\$1442b4o\$1440bobobobo\$1442b3o\$1445bo\$1420bo
19bo2bo\$1422bo2bo19bo25bo\$1420bo46bo2bo\$1421b3o49bo\$1419bobobobo45b3o\$
1420b4o46bobobobo\$1202b3o215b2o2bobo46b4o\$1200b2ob2o217bo48bobo2b2o\$
1200bo3bo271bo\$1201bobo\$1202b2o93\$1264bo\$1263bo3bo\$1263b2o2bobo\$1266bo
2bo\$1264bo4bobo\$1267bob3o\$1267bobob2o\$1269bobo\$1284bo\$1283bo3bo\$1283b
2o2bobo\$1286bo2bo\$1284bo4bobo\$1287bob3o\$1287bobob2o\$1289bobo13bobo\$
1304bobob2o\$1305bob3o\$1303bo4bobo\$1306bo2bo\$1304b2o2bobo\$1305bo3bo\$
1307bo2\$1287b3o\$1287bo2bo\$1290bo2\$1290bobo\$1291b3o\$1288bo\$1288bobo\$
1289b2o\$1289b3o2\$1290b3o2\$1299bo\$1298b4o\$1300bo\$1298b6o2\$1299b2o2b2o\$
1302bo2\$1301bobobo\$1303b2o14\$1303b2o\$1302bobobo2\$1305bo\$1303b2o2b2o2\$
1304b6o\$1307bo\$1306b4o\$1308bo16\$1017bo\$964bo48bobo2b2o\$963b2o2bobo46b
4o\$964b4o46bobobobo\$964bobobobo45b3o\$967b3o49bo\$967bo46bo2bo\$970bo2bo
19bo25bo\$969bo19bo2bo\$995bo\$993b3o\$992bobobobo\$995b4o\$993bobo2b2o\$998b
o3\$1019bo\$1018b4o\$1020bo\$1020b2o\$1019b2ob2o\$1021b2o\$1019bo2bo2bo\$1021b
o2bo3\$1024bo10\$1027bo\$1026b4o\$1028bo\$1028b2o\$1027b2ob2o\$1029b2o\$1027bo
2bo2bo\$1029bo2bo3\$1032bo21\$1150b2o\$1149bobobo2\$1150bobobo\$1151bo2bo\$
1152bobo\$1152bo2bo\$1153b3o13\$1162b2o\$1161bobobo2\$1162bobobo\$1163bo2bo\$
1164bobo\$1164bo2bo\$1165b3o6\$1148b2o\$1146b3obo\$1145bo5bo\$1148bob2o\$
1146b2o2bo\$1128bo18bo2bo\$1127bo2bo18bo25bo\$1127bo2b2o42bo2bo\$1126b2obo
44b2o2bo\$1126bo5bo44bob2o\$1127bob3o43bo5bo\$1128b2o47b3obo\$1180b2o342\$
345bo\$294bo48bo3bo\$293bo3bo44bobo2b2o\$293b2o2bobo43bo2bo\$296bo2bo42bob
o4bo\$294bo4bobo41b3obo\$297bob3o41b2obobo\$297bobob2o16bobo23bobo\$299bob
o16b2obobo\$319b3obo\$319bobo4bo\$321bo2bo\$321bobo2b2o\$323bo3bo\$326bo4\$
348b2o\$347bobobo2\$350bo\$348b2o2b2o2\$349b6o\$352bo\$351b4o\$353bo11\$356b2o
\$355bobobo2\$358bo\$356b2o2b2o2\$357b6o\$360bo\$359b4o\$361bo18\$234bo2bo\$
236bo\$236b2o\$237bo\$479b3o\$479bo2bo\$480bobo2\$481b3o\$482b2o\$483bo2\$254bo
2\$255b2o\$254bob2o8\$249bo2bo\$248b3o23bo216b3o\$246bo244bo2bo\$252b2o21b2o
215bobo\$246bo4bob2o19bob2o\$241bo6bo244b3o\$254bo239b2o\$241b2o9bo242bo\$
241b2obo7b2obo4\$250bo\$250bo\$248b2o227b3o\$248b2o2bo222b2ob2o\$475bo3bo\$
476bobo\$477b2o\$457b2o\$457bobo44b2o\$456bo3bo43bobo\$456b2ob2o43bo3bo\$
456b3o46b2ob2o\$508b3o\$235bob2o\$237b2o2\$238bo95\$300bo\$300b2obo\$303b2o\$
303b3o5\$320bo\$320b2obo\$323b2o\$323b3o4\$341b3o\$342b2o\$340b2obo\$341bo19\$
335bo\$335b2o\$335b3o2\$337bo\$337b2o18\$339b2o\$340bo2\$340b3o\$341b2o\$342bo
20\$51b3o\$3o46b2ob2o\$b2ob2o43bo3bo\$2bo3bo43bobo\$4bobo44b2o\$5b2o\$26b2o\$
26bobo\$26bo3bo\$27b2ob2o\$30b3o7\$55bo\$55b2o\$55b3o2\$40b2o2bo11bobo\$41b2o
13bo2bo\$44bobo10b3o\$48bo\$44bo2bo\$48b2o\$48bo2bo10\$63bo\$63b2o\$63b3o2\$64b
obo\$64bo2bo\$65b3o25\$186b2o\$187bo2\$187b3o17\$198b2o\$199bo2\$199b3o9\$183bo
\$184bo\$182b2obo\$183bo3\$164bo\$162bob2o45bo\$163bo47b2obo\$164bo49bo\$214bo
!``````
The synthesis I am working towards for the 8-cell puffer:

Code: Select all

``````x = 168, y = 346, rule = 22da
2bo\$2o\$2o317\$162bo\$160b2o\$160b2o17\$163b2o\$164b2o\$167bo3\$144b2o\$144b2o\$
143bo!``````
For the replicator (yes, a replicator), push and pull reactions would be appreciated.

c0b0p0
Posts: 645
Joined: February 26th, 2014, 4:48 pm

### Re: 22da (Hexagonal Grid)

c0b0p0 wrote: The longest-lived pattern I can find which has less than 10 cells and fits in a 20x20 bounding box (368 gens):

Code: Select all

``````x = 15, y = 17, rule = 22da
4bo\$4bo4\$o\$bo8\$10bo2\$10bob3o!``````
Really? This lasts for 388 generations and fits in a 20x10 box

Code: Select all

``````x = 17, y = 9, rule = 22da
3bo\$2bo3\$12bo\$14bo\$o15bo2\$2b3o!``````
... and this finishes off the first step of the rake gun.

Code: Select all

``````x = 3142, y = 2999, rule = 22da
2070b3o2\$2071b3o\$2072b2o\$2072bobo112\$2142bobo\$2142bob2o2\$2144b2o146\$
1807bo\$1806b4o\$1808bo\$1808b2o\$1807b2ob2o\$1809b2o\$1807bo2bo2bo\$1809bo2b
o3\$1812bo102\$1742b3o2\$1743b3o1044bobo\$1744b2o1044bob2o\$1744bobo\$2792b
2o22\$1769bo\$1765bo2bo\$1771bo\$1769b3o\$1768bobobobo\$1771b4o\$1769bobo2b2o
\$1774bo10\$1821bobo\$1820bobob2o\$1821bob3o\$1819bo4bobo\$1822bo2bo\$1820b2o
2bobo\$1821bo3bo\$1823bo4\$1804b2o\$1803bobobo2\$1806bo\$1804b2o2b2o12bobo\$
1820bobob2o\$1805b6o8b2o\$1808bo15b2o\$1807b4o8b2o\$1809bo8bo2\$1819bo9\$
1816b2o\$1815bobobo\$1627b2o2bo\$1628b2o188bo\$1631bo184b2o2b2o66bo\$1890bo
2bo\$1631bo185b6o65bo\$1820bo68b3o\$1819b4o64bobobobo\$1821bo66b4o\$1776bob
2obo106b2o2bobo\$1777bobobo108bo\$1777bo4bo4\$1880bo\$1782bo99bo2bo\$1880bo
\$1881b3o\$1879bobobobo34bo\$1880b4o32bo2bo\$1880b2o2bobo35bo\$1882bo37b3o\$
1919bobobobo\$1922b4o\$1920bobo2b2o\$1925bo10\$1786bo4bo234bo\$1792b2o228bo
bo2b2o\$2025b4o\$1792b2o229bobobobo\$1793bo231b3o\$1791b2o235bo\$1793bo229b
o2bo\$2028bo\$1806bo4bo\$1812b2o2\$1812b2o\$1813bo\$1811b2o\$1813bo5\$1976bo2\$
1748b2o227b2o\$1976bob2o\$1748b2obo\$1749bobo15\$2455bo\$2454b4o\$2456bo\$
2456b2o\$1932bo522b2ob2o\$1933b2o522b2o\$1932bo522bo2bo2bo\$1932b2o523bo2b
o2\$1932b2o\$1934bo4bo520bo2\$1952bo\$1953b2o\$1952bo\$1952b2o2\$1952b2o\$
1954bo4bo10\$1820bo\$1819b2o2bobo\$1820b4o\$1820bobobobo\$1823b3o37bo\$1823b
o35bobo2b2o\$1826bo2bo32b4o\$1825bo34bobobobo\$1862b3o\$1865bo\$1860bo2bo
99bo\$1865bo4\$1963bo4bo\$1855bo108bobobo\$1851bobo2b2o106bob2obo\$1854b4o
66bo\$1852bobobobo64b4o\$1854b3o68bo\$1857bo65b6o\$1852bo2bo\$1857bo66b2o2b
2o\$1927bo2\$1926bobobo\$1928b2o11\$1936bo\$1935b4o\$1937bo\$1935b6o2\$1936b2o
2b2o\$1939bo2\$1938bobobo\$1940b2o4\$1922bo\$1920bo3bo\$1919bobo2b2o\$1920bo
2bo\$1919bobo4bo\$1920b3obo\$1920b2obobo\$1922bobo26\$2390b3o2\$2391b3o\$
2392b2o\$2392bobo6\$1604bo\$1606bo2bo\$1604bo\$1605b3o\$1603bobobobo\$1604b4o
\$1604b2o2bobo\$1606bo426bo\$2029bo2bo\$2035bo\$2033b3o\$2032bobobobo\$2035b
4o\$2033bobo2b2o\$2038bo3\$2417bo\$2413bo2bo\$2419bo\$2417b3o\$2416bobobobo\$
2419b4o\$2417bobo2b2o\$2422bo10\$2469bobo\$2468bobob2o\$2469bob3o\$2467bo4bo
bo\$2470bo2bo\$2468b2o2bobo\$2469bo3bo\$2471bo3\$2229bo\$2229b2obo219b2o\$
2232bo218bobobo\$2232bo\$2454bo\$2452b2o2b2o12bobo\$2468bobob2o\$2453b6o8b
2o\$2456bo15b2o\$2455b4o8b2o\$2457bo8bo2\$2467bo9\$2464b2o\$2463bobobo\$2275b
2o2bo\$2276b2o188bo\$2279bo184b2o2b2o66bo\$2538bo2bo\$2279bo185b6o65bo\$
2468bo68b3o\$2467b4o64bobobobo\$2469bo66b4o\$2424bob2obo106b2o2bobo\$2425b
obobo108bo\$2425bo4bo4\$2528bo\$2430bo99bo2bo\$2528bo\$2529b3o\$2527bobobobo
34bo\$2528b4o32bo2bo\$2528b2o2bobo35bo\$2530bo37b3o\$2567bobobobo\$2570b4o\$
2568bobo2b2o\$2573bo5\$1927bobo\$1928b2o\$1928b3o2\$1929b3o\$2434bo4bo234bo\$
2440b2o228bobo2b2o\$2673b4o\$2440b2o229bobobobo\$1760b2o679bo231b3o\$2439b
2o235bo\$1760b2obo677bo229bo2bo\$1761bobo912bo\$2454bo4bo\$2460b2o2\$2460b
2o\$2461bo\$2459b2o\$2461bo7\$2396b2o2\$2396b2obo\$2397bobo19\$2580bo\$2581b2o
\$2580bo\$2580b2o2\$2580b2o\$2582bo4bo2\$2600bo\$2601b2o\$2600bo\$2600b2o2\$
2600b2o\$2602bo4bo10\$2468bo\$2467b2o2bobo\$2468b4o\$2468bobobobo\$2471b3o
37bo\$2471bo35bobo2b2o\$2474bo2bo32b4o\$2473bo34bobobobo\$2510b3o\$2513bo\$
2508bo2bo99bo\$2513bo4\$2611bo4bo\$2503bo108bobobo\$2499bobo2b2o106bob2obo
\$2502b4o66bo\$2500bobobobo64b4o\$2502b3o68bo\$2505bo65b6o\$2500bo2bo\$2505b
o66b2o2b2o\$2575bo2\$2574bobobo\$2576b2o11\$1982bo601bo\$2583b4o\$2585bo\$
1982bo2bo597b6o\$1981bo2bo2bo\$1984b2o598b2o2b2o\$1983b2ob2o599bo\$1985b2o
\$1986bo599bobobo\$1985b4o599b2o\$1987bo3\$2570bo\$2568bo3bo\$2567bobo2b2o\$
2568bo2bo\$2567bobo4bo\$2568b3obo\$2568b2obobo\$2570bobo36\$2252bo\$2254bo2b
o\$2252bo\$2253b3o\$2251bobobobo\$2252b4o\$2252b2o2bobo\$2254bo426bo\$2677bo
2bo\$2683bo\$2681b3o\$2680bobobobo\$2683b4o\$2681bobo2b2o\$2686bo47\$2159bobo
\$2160b2o\$2160b3o2\$2161b3o22\$3082bo2\$3082bo\$3084b2o\$3082bo2b2o6\$2575bob
o\$2576b2o\$2576b3o2\$2577b3o5\$2408b2o2\$2408b2obo\$2409bobo54\$1440b2o2\$
1440b2obo\$1441bobo41\$2630bo3\$2630bo2bo\$2629bo2bo2bo\$2632b2o\$2631b2ob2o
\$2633b2o\$2634bo\$2633b4o\$2635bo107\$2807bobo\$2808b2o\$2808b3o2\$2809b3o76\$
3137bo2\$3137bo\$3139b2o\$3137bo2b2o18\$2088b2o2\$2088b2obo\$2089bobo337\$
1532bo\$1484bo45bob2o\$1484b2obo43bo\$1487bo44bo\$1487bo\$1507bo\$1507bo\$
1507bob2o\$1510bo11\$1537b2o\$1538bo2\$1538b3o17\$1545b2o\$1546bo2\$1546b3o
18\$1421b2o\$1420bobobo2\$1421bobobo\$1422bo2bo\$1423bobo\$1423bo2bo\$1424b3o
238bob2obo\$1666bobobo\$1666bo4bo4\$1440bo\$1439bo2bo228bo\$1439b2o2bo\$
1442bob2o\$1440bo5bo\$1442b3obo\$1445b2o6\$1460bo\$1459bo2bo\$1459b2o2bo213b
ob2obo\$1462bob2o212bobobo\$1428bo31bo5bo211bo4bo\$1427bo2bo31b3obo\$1427b
o2b2o33b2o\$1426b2obo\$1426bo5bo\$1427bob3o251bo\$1428b2o3\$1662bo4bo\$1661b
2o2\$1663b2o\$1664bo\$1643bo22b2o\$1642b2o22bo25bo\$1645bo47b2o\$1645b2o45bo
\$1692b2o\$1424b2o221b2o\$1422b3obo215bo4bo44b2o\$1421bo5bo266bo4bo\$1424bo
b2o\$1422b2o2bo\$1423bo2bo\$1425bo92\$1485bo\$1484b2o2bobo\$1485b4o\$1485bobo
bobo\$1488b3o\$1488bo\$1491bo2bo\$1490bo\$1505bo\$1504b2o2bobo\$1505b4o\$1505b
obobobo\$1508b3o\$1508bo\$1511bo2bo\$1510bo15bo\$1528bo2bo\$1526bo\$1527b3o\$
1525bobobobo\$1526b4o\$1526b2o2bobo\$1528bo15\$1521bo3\$1521bo2bo\$1520bo2bo
2bo\$1523b2o\$1522b2ob2o\$1524b2o\$1525bo\$1524b4o\$1526bo12\$1525bo\$1524b4o\$
1526bo\$1526b2o\$1525b2ob2o\$1527b2o\$1525bo2bo2bo\$1527bo2bo3\$1530bo17\$
1236bo4bo\$1185bo4bo44b2o\$1191b2o\$1237b2o\$1191b2o45bo\$1192bo47b2o\$1190b
2o22bo25bo\$1192bo22b2o\$1214bo\$1214b2o2\$1214b2o\$1216bo4bo4\$1241bo5\$
1241bo4bo\$1242bobobo\$1242bob2obo13\$1204b2o43bo2\$1204b2obo\$1205bobo2\$
1249bo4bo\$1250bobobo\$1250bob2obo23\$1372bo\$1371b4o\$1373bo\$1371b6o2\$
1372b2o2b2o\$1375bo2\$1374bobobo\$1376b2o11\$1384bo\$1383b4o\$1385bo\$1383b6o
2\$1384b2o2b2o\$1387bo2\$1386bobobo\$1388b2o4\$1370bo\$1368bo3bo\$1367bobo2b
2o\$1368bo2bo\$1367bobo4bo\$1368b3obo\$1349bobo16b2obobo\$1348bobob2o16bobo
23bobo\$1349bob3o41b2obobo\$1347bo4bobo41b3obo\$1350bo2bo42bobo4bo\$1348b
2o2bobo43bo2bo\$1349bo3bo44bobo2b2o\$1351bo48bo3bo\$1403bo341\$568bo\$515bo
48bobo2b2o\$514b2o2bobo46b4o\$515b4o46bobobobo\$515bobobobo45b3o\$518b3o
49bo\$518bo46bo2bo\$521bo2bo19bo25bo\$520bo19bo2bo\$546bo\$544b3o\$543bobobo
bo\$546b4o\$544bobo2b2o\$549bo3\$570bo\$569b4o\$571bo\$571b2o\$570b2ob2o\$572b
2o\$570bo2bo2bo\$572bo2bo3\$575bo10\$578bo\$577b4o\$579bo\$579b2o\$578b2ob2o\$
580b2o\$578bo2bo2bo\$580bo2bo3\$583bo18\$457b2o\$458bo2\$458b3o240b2o\$700bob
obo2\$701bobobo\$702bo2bo\$703bobo\$703bo2bo\$704b3o3\$476bo\$476b2obo\$479bo\$
479bo7\$713b2o\$712bobobo\$496bo\$496b2obo213bobobo\$499bo214bo2bo\$499bo
215bobo\$464bo250bo2bo\$462bob2o250b3o\$463bo\$464bo4\$699b2o\$697b3obo\$696b
o5bo\$699bob2o\$697b2o2bo\$679bo18bo2bo\$678bo2bo18bo25bo\$678bo2b2o42bo2bo
\$677b2obo44b2o2bo\$677bo5bo44bob2o\$678bob3o43bo5bo\$459bo219b2o47b3obo\$
460bo270b2o\$458b2obo\$459bo96\$521b3o\$522b2ob2o\$523bo3bo\$525bobo\$526b2o
4\$541b3o\$542b2ob2o\$543bo3bo\$545bobo\$546b2o2\$563b2o\$563bobo\$562bo3bo\$
562b2ob2o\$562b3o19\$556b3o\$556bo2bo\$557bobo2\$558b3o\$559b2o\$560bo16\$561b
o\$561b2o\$561b3o2\$562bobo\$562bo2bo\$563b3o19\$273b2o\$222b2o47b3obo\$222bob
3o43bo5bo\$222bo5bo44bob2o\$223b2obo44b2o2bo\$225bo2b2o42bo2bo\$226bo2bo
18bo25bo\$228bo18bo2bo\$247b2o2bo\$250bob2o\$248bo5bo\$250b3obo\$253b2o6\$
276b3o\$276bo2bo\$277bobo\$277bo2bo\$277bobobo2\$278bobobo\$280b2o13\$284b3o\$
284bo2bo\$285bobo\$285bo2bo\$285bobobo2\$286bobobo\$288b2o23\$408bo\$358bo49b
2o\$358bobo47b3o\$358bob3o\$360b2o48bo\$362bo47b2o15\$420bo\$420b2o\$420b3o2\$
422bo\$422b2o8\$406bo\$404bob2o\$404b2o\$404b3o3\$385b3o\$386b2o44b3o\$384b2ob
o45b2o\$385bo48bob2o\$437bo164\$2o2\$2obo\$bobo!``````

c0b0p0
Posts: 645
Joined: February 26th, 2014, 4:48 pm

### Re: 22da (Hexagonal Grid)

This would be an extremely interesting long-period gun with an exotic growth rate and would finish off the second step of the rake-gun construction, if not for the fact that a glider from one of the puffers destroys one of the guns.

Code: Select all

``````x = 5105, y = 9437, rule = 22da
2273bo\$2272b4o\$2274bo\$2272b6o2\$2273b2o2b2o\$2276bo\$2448bo2b2o\$2275bobob
o171b2o\$2277b2o171bo2\$2452bo\$2277b2o\$2278bo\$2277bo2bo\$2278bobo33\$2693b
2o\$2694bo\$2693bo2bo\$2694bobo85\$2230bo\$2229bo3bo\$2229b2o2bobo\$2232bo2bo
\$2230bo4bobo\$2233bob3o\$2233bobob2o\$2235bobo11\$2288b2o\$2286b3obo\$2285bo
5bo\$2288bob2o\$2286b2o2bo\$2287bo2bo\$2289bo7\$2270b2o\$2269bobobo2\$2270bob
obo\$2271bo2bo\$2272bobo\$2272bo2bo\$2273b3o13\$2282b2o\$2281bobobo70bo\$
2354bo3bo\$2241bo40bobobo66bobo2b2o\$2240b4o39bo2bo67bo2bo\$2242bo41bobo
66bobo4bo\$2242b2o40bo2bo66b3obo\$2241b2ob2o39b3o66b2obobo\$2243b2o111bob
o\$2241bo2bo2bo\$2243bo2bo3\$2246bo101bo\$2346bo3bo\$2345bobo2b2o\$2346bo2bo
\$2345bobo4bo28bo\$2346b3obo29bo3bo\$2346b2obobo28b2o2bobo\$2348bobo32bo2b
o\$2381bo4bobo\$2384bob3o\$2384bobob2o\$2386bobo11\$2257bo\$2253bo2bo231bobo
\$2259bo227bobob2o\$2257b3o228bob3o\$2256bobobobo223bo4bobo\$2259b4o226bo
2bo\$2257bobo2b2o223b2o2bobo\$2262bo225bo3bo\$2277bo212bo\$2273bo2bo\$2279b
o\$2277b3o\$2276bobobobo\$2279b4o\$2277bobo2b2o\$2282bo3\$2441bo\$2442b2o\$
2441bo\$2441b2o2\$2441b2o\$2443bo4bo7\$2460bo2b2o\$2463b2o\$2462bo2\$2464bo6\$
2921bo\$2393bo526b4o\$2392b2o2bobo523bo\$2393b4o523b6o\$2393bobobobo\$2396b
3o522b2o2b2o\$2396bo527bo\$2399bo2bo693bo2b2o\$2398bo524bobobo171b2o\$
2413bo511b2o171bo\$2412b2o2bobo\$2413b4o683bo\$2413bobobobo505b2o\$2416b3o
507bo\$2416bo508bo2bo\$2419bo2bo503bobo\$2418bo11\$2287bobo\$2286b2obobo\$
2287b3obo\$2287bobo4bo\$2289bo2bo32bobo\$2289bobo2b2o28bobob2o\$2291bo3bo
29bob3o\$2294bo28bo4bobo\$2326bo2bo\$2324b2o2bobo\$2325bo3bo\$2327bo101bo3\$
2429bo2bo\$2428bo2bo2bo\$2317bobo111b2o\$2316bobob2o66b3o39b2ob2o\$2317bob
3o66bo2bo40b2o\$2315bo4bobo66bobo41bo\$2318bo2bo67bo2bo39b4o\$2316b2o2bob
o66bobobo40bo\$2317bo3bo\$2319bo70bobobo\$2392b2o13\$2400b3o\$2400bo2bo\$
2389bo11bobo\$2383bo17bo2bo\$2390bo10bobobo\$2385b2o4bo\$2383b2o5bo2bo8bob
obo\$2383b2o5bo13b2o\$2390b2o6\$2386bo\$2385bo2bo\$2385bo2b2o\$2384b2obo\$
2384bo5bo\$2385bob3o\$2386b2o35\$2072bo\$2070bo3bo\$2069bobo2b2o\$2070bo2bo\$
2069bobo4bo\$2070b3obo\$2070b2obobo\$2072bobo419bo\$2493bo3bo\$2493b2o2bobo
\$2496bo2bo\$2467bobo24bo4bobo\$2467bo2bo26bob3o\$2469bo27bobob2o\$2469b2o
28bobo3\$2878bo\$2877bo3bo\$2877b2o2bobo\$2880bo2bo\$2878bo4bobo\$2881bob3o\$
2881bobob2o\$2883bobo11\$2936b2o\$2934b3obo\$2933bo5bo\$2936bob2o\$2934b2o2b
o\$2935bo2bo\$2937bo4\$2693b2obo\$2694b2o2\$2696bo221b2o\$2917bobobo2\$2918bo
bobo\$2919bo2bo\$2920bobo\$2920bo2bo\$2921b3o13\$2930b2o\$2929bobobo70bo\$
3002bo3bo\$2889bo40bobobo66bobo2b2o\$2888b4o39bo2bo67bo2bo\$2890bo41bobo
66bobo4bo\$2890b2o40bo2bo66b3obo\$2889b2ob2o39b3o66b2obobo\$2891b2o111bob
o\$2889bo2bo2bo\$2891bo2bo3\$2894bo101bo\$2994bo3bo\$2993bobo2b2o\$2994bo2bo
\$2993bobo4bo28bo\$2994b3obo29bo3bo\$2994b2obobo28b2o2bobo\$2996bobo32bo2b
o\$3029bo4bobo\$3032bob3o\$3032bobob2o\$3034bobo11\$2905bo\$2901bo2bo231bobo
\$2907bo227bobob2o\$2905b3o228bob3o\$2904bobobobo223bo4bobo\$2907b4o226bo
2bo\$2905bobo2b2o223b2o2bobo\$2910bo225bo3bo\$2925bo212bo\$2921bo2bo\$2927b
o\$2925b3o\$2924bobobobo\$2927b4o\$2925bobo2b2o\$2930bo16\$3108bo2b2o\$3111b
2o\$3110bo2\$3112bo7\$3041bo\$3040b2o2bobo\$3041b4o\$3041bobobobo\$3044b3o\$
3044bo\$3047bo2bo\$3046bo\$3061bo\$3060b2o2bobo\$3061b4o\$3061bobobobo\$3064b
3o\$3064bo\$3067bo2bo\$3066bo11\$2935bobo\$2934b2obobo\$2935b3obo\$2935bobo4b
o\$2937bo2bo32bobo\$2937bobo2b2o28bobob2o\$2939bo3bo29bob3o\$2942bo28bo4bo
bo\$2974bo2bo\$2972b2o2bobo\$2973bo3bo\$2975bo101bo3\$3077bo2bo\$3076bo2bo2b
o\$2965bobo111b2o\$2964bobob2o66b3o39b2ob2o\$2965bob3o66bo2bo40b2o\$2963bo
4bobo66bobo41bo\$2966bo2bo67bo2bo39b4o\$2964b2o2bobo66bobobo40bo\$2965bo
3bo\$2967bo70bobobo188bo\$3040b2o190b2o\$3231b3obo\$3233bobo\$3235bo9\$2446b
2o\$2445bobobo598b3o\$3048bo2bo\$2448bo588bo11bobo\$2446b2o2b2o579bo17bo2b
o\$3038bo10bobobo\$2447b6o580b2o4bo\$2450bo580b2o5bo2bo8bobobo\$2449b4o
578b2o5bo13b2o\$2451bo586b2o6\$3034bo\$3033bo2bo\$3033bo2b2o\$3032b2obo\$
3032bo5bo\$3033bob3o\$3034b2o35\$2720bo\$2718bo3bo\$2717bobo2b2o\$2718bo2bo\$
2717bobo4bo\$2063bo654b3obo\$2718b2obobo\$2065bo654bobo419bo\$2063b2o1076b
o3bo\$2063b2o2bo1073b2o2bobo\$3144bo2bo\$3115bobo24bo4bobo\$3115bo2bo26bob
3o\$3117bo27bobob2o\$3117b2o28bobo193\$3094b2o\$3093bobobo2\$3096bo\$3094b2o
2b2o2\$3095b6o\$3098bo\$3097b4o\$3099bo52\$2711bo2\$2713bo\$2711b2o\$2711b2o2b
o53\$1743bo2\$1745bo\$1743b2o\$1743b2o2bo59\$2787bobo\$2787bo2bo\$2789bo\$
2789b2o197\$2391bo2\$2393bo\$2391b2o\$2391b2o2bo53\$1423bo2\$1425bo\$1423b2o\$
1423b2o2bo118\$1995bob2o\$1948b2obo45b2o\$1949b2o\$1998bo\$1951bo\$1973bo2\$
1974b2o\$1973bob2o10\$2002bo\$2002b2o\$2003bo\$2002bo2bo17\$2010bo\$2010b2o\$
2011bo\$2010bo2bo6\$2042bo\$2042bobo\$2042bob3o\$2044b2o\$2046bo8\$1886bo\$
1886b2o\$1886b3o\$2130bo\$1887bobo239b4o\$1887bo2bo240bo\$1888b3o240b2o\$
2130b2ob2o\$2132b2o\$2130bo2bo2bo\$2132bo2bo3\$2135bo2\$1903b3o\$1904b2ob2o\$
1905bo3bo\$1907bobo\$1908b2o4\$2142bo\$2141b4o\$2143bo\$2143b2o\$1923b3o216b
2ob2o\$1924b2ob2o215b2o\$1925bo3bo212bo2bo2bo\$1927bobo214bo2bo\$1894b3o
31b2o\$1892b2ob2o\$1892bo3bo250bo\$1893bobo\$1894b2o4\$2126bo\$2128bo2bo\$
2126bo\$2127b3o\$2111bo13bobobobo\$2107bobo2b2o12b4o23bo\$2110b4o12b2o2bob
o19b2o2bobo\$2108bobobobo13bo24b4o\$2110b3o40bobobobo\$2113bo42b3o\$2108bo
2bo44bo\$1888b2o223bo45bo2bo\$1888bobo267bo\$1887bo3bo\$1887b2ob2o\$1887b3o
85\$1103bo2\$1105bo\$1103b2o\$1103b2o2bo5\$1952bobo\$1951b2obobo\$1952b3obo\$
1952bobo4bo\$1954bo2bo\$1954bobo2b2o\$1956bo3bo\$1959bo\$1972bobo\$1971b2obo
bo\$1972b3obo\$1972bobo4bo\$1974bo2bo\$1974bobo2b2o13bo\$1976bo3bo11bo3bo\$
1979bo11bobo2b2o\$1992bo2bo\$1991bobo4bo\$1992b3obo\$1992b2obobo\$1994bobo
15\$1985b2o\$1984bobobo2\$1987bo\$1985b2o2b2o2\$1986b6o\$1989bo\$1988b4o\$
1990bo16\$1991bo\$1990b4o\$1992bo\$1990b6o2\$1991b2o2b2o\$1994bo2\$1993bobobo
\$1995b2o16\$1700bo\$1656bo45bo2bo\$1652bo2bo44bo\$1658bo42b3o\$1656b3o40bob
obobo\$1655bobobobo13bo24b4o\$1658b4o12b2o2bobo19b2o2bobo\$1656bobo2b2o
12b4o23bo\$1661bo13bobobobo\$1678b3o\$1678bo\$1681bo2bo\$1680bo6\$1707bo3\$
1707bo2bo\$1706bo2bo2bo\$1709b2o\$1708b2ob2o\$1710b2o\$1711bo\$1710b4o\$1712b
o10\$1715bo3\$1715bo2bo\$1714bo2bo2bo\$1717b2o\$1716b2ob2o\$1718b2o\$1719bo\$
1718b4o153bo\$1720bo153b2o\$1873bob3o\$1874bobo\$1875bo15\$1836b3o\$1836bo2b
o\$1837bobo\$1837bo2bo\$1837bobobo2\$1838bobobo\$1840b2o13\$1848b3o\$1848bo2b
o\$1849bobo\$1849bo2bo\$1849bobobo2\$1850bobobo\$1852b2o7\$1834bo\$1833bo2bo\$
1833bo2b2o\$1832b2obo\$1832bo5bo\$1816b2o15bob3o\$1814b3obo15b2o24b2o\$
1813bo5bo40bob3o\$1816bob2o40bo5bo\$1814b2o2bo42b2obo\$1815bo2bo44bo2b2o\$
1817bo46bo2bo\$1866bo85\$1507bo2\$1509bo\$1507b2o\$1507b2o2bo25\$783bo2\$785b
o\$783b2o\$783b2o2bo225\$1030bobo\$982bobo44bobob2o\$981b2obobo43bob3o\$982b
3obo41bo4bobo\$982bobo4bo41bo2bo\$984bo2bo17bo23b2o2bobo\$984bobo2b2o13bo
3bo21bo3bo\$986bo3bo13b2o2bobo21bo\$989bo17bo2bo\$1005bo4bobo\$1008bob3o\$
1008bobob2o\$1010bobo6\$1036bo\$1035b4o\$1037bo\$1035b6o2\$1036b2o2b2o\$1039b
o2\$1038bobobo\$1040b2o11\$1044bo\$1043b4o\$1045bo\$1043b6o2\$1044b2o2b2o\$
1047bo2\$1046bobobo\$1048b2o15\$1187bo\$922bo\$922b2o265bo\$923bo263b2o\$922b
o2bo240bo20b2o2bo\$1166b2o\$1166b3o2\$1167bobo\$1167bo2bo\$1168b3o5\$940b2ob
o\$941b2o2\$943bo6\$1178bo\$1178b2o\$1178b3o\$960b2obo\$961b2o216bobo\$463bo
715bo2bo\$963bo216b3o\$465bo461bob2o\$463b2o464b2o\$463b2o2bo\$930bo5\$1163b
2o\$1163bobo\$1162bo3bo\$1162b2ob2o\$1162b3o\$1145b3o\$1143b2ob2o41b3o\$1143b
o3bo42b2ob2o\$1144bobo44bo3bo\$1145b2o46bobo\$923bo270b2o2\$923b2o\$923b2ob
o97\$988b3o\$989b2o\$990bob2o\$993bo5\$1008b3o\$1009b2o\$1010bob2o\$1013bo2\$
1030bo\$1028bob2o\$1028b2o\$1028b3o19\$1021b2o\$1022bo2\$1022b3o\$1023b2o\$
1024bo9\$991bo\$990b2o\$989bob3o\$990bobo\$991bo7\$1027bo\$1027b2o\$1027b3o2\$
1029bo\$1029b2o19\$737b2o\$689b2o46bobo\$689bobo44bo3bo\$689bo3bo42b2ob2o\$
690b2ob2o41b3o\$693b3o\$711b3o\$712b2ob2o\$713bo3bo\$715bobo\$716b2o9\$742b3o
\$742bo2bo\$743bobo2\$744b3o\$745b2o\$746bo14\$750b3o\$750bo2bo\$751bobo2\$752b
3o\$753b2o\$754bo22\$872b3o2\$874bo\$874b2o17\$884b3o2\$886bo\$886b2o11\$870bo\$
868bob2o\$869bo\$870bo\$851bo\$852bo44bo\$850b2obo43bo\$851bo45bob2o\$900bo6\$
623bo2\$625bo\$623b2o\$208b3o412b2o2bo\$208bo2bo\$209bobo2\$210b3o\$211b2o\$
212bo11\$626b2o2bo\$627b2o\$630bo2\$630bo\$604bo2b2o\$607b2o\$606bo2\$608bo45\$
641bo\$641b2o\$642bo2\$641bobobo94\$2o\$obo\$o3bo\$b2ob2o\$4b3o46\$190bo\$190b2o
\$190b3o2\$191bobo\$191bo2bo\$192b3o67\$225b2o\$226bo\$225bo2bo\$226bobo15\$
2074b3o\$302b2o1768b2ob2o\$302bobo1767bo3bo\$301bo3bo1767bobo\$301b2ob2o
1768b2o\$301b3o4\$2064bobo\$2064bob2o2\$285bo1780b2o\$285b2o\$285b3o1427b2o\$
1716bo\$286bobo\$286bo2bo1426b3o\$287b3o9\$1266b2o2bo\$1267b2o\$1270bo2\$
1270bo\$284bo2b2o8bo\$287b2o8b2o\$286bo10b3o\$370bo\$288bo9bobo68bo2bo\$298b
o2bo67bo2b2o\$299b3o66b2obo\$368bo5bo\$369bob3o\$370b2o\$127bo\$127bobo1719b
3o\$127bob3o\$129b2o1720bo\$131bo118b2o1599b2o\$251bo110bo\$361bo2bo\$251b3o
107bo2b2o\$252b2o106b2obo\$253bo106bo5bo31bo\$361bob3o31bo2bo\$362b2o33b2o
2bo\$400bob2o\$398bo5bo\$400b3obo\$403b2o20\$263b3o\$264b2o\$265bob2o\$268bo5\$
231bo51b3o\$284b2o\$233bo51bob2o\$231b2o55bo\$231b2o2bo9\$403bo52b3o\$403b2o
bo47b2ob2o\$406b2o46bo3bo\$406b3o46bobo\$456b2o4\$423bo\$423b2obo\$426b2o\$
203b3o220b3o\$201b2ob2o\$201bo3bo\$202bobo\$203b2o16\$287b2o\$287bob3o\$287bo
5bo\$288b2obo\$290bo2b2o33b2o\$291bo2bo31b3obo\$293bo31bo5bo106bo\$328bob2o
106b2o\$326b2o2bo107b3o\$327bo2bo\$329bo110bo\$440b2o5\$320b2o\$318b3obo\$
317bo5bo\$320bob2o66b3o\$318b2o2bo67bo2bo\$319bo2bo68bobo\$321bo\$392b3o\$
393b2o\$394bo14\$402b3o\$402bo2bo\$403bobo214b2o\$620bobo\$404b3o213bo3bo\$
405b2o214b2ob2o\$406bo217b3o6\$1809bo\$388b3o1418b2obo\$386b2ob2o1421bo\$
386bo3bo1421bo\$387bobo\$388b2o11\$1863bo2\$1863b2o\$1863b2obo10\$1847bo\$
1847b2o\$1848bo\$1847bo2bo17\$1859bo\$1859b2o\$1860bo\$1859bo2bo69bo\$1930bob
2o\$1931bo\$1819bo112bo\$1819b2o\$1819b3o2\$1821bo\$1821b2o4\$1924bo\$1922bob
2o\$1923bo\$1924bo\$1960bo\$1960b2obo\$1963bo\$1963bo13\$1830bo\$1830b2obo232b
o\$368bo1464b2o232bo\$368b2o1463b3o229b2obo\$368b3o1695bo2\$369bobo\$369bo
2bo\$370b3o1477bo\$1850b2obo\$1853b2o\$588b3o1262b3o\$589b2ob2o\$590bo3bo\$
592bobo\$593b2o29\$1972b3o\$1973b2o\$243bo1730bob2o\$1977bo\$245bo\$243b2o\$
243b2o2bo2\$1992b3o\$1993b2o\$1994bob2o\$1997bo13\$1864bo\$1864bo\$1864bob2o\$
1867bo\$1903bo\$1904bo\$1902b2obo\$1903bo4\$2005b2o\$2006bo2\$2006b3o\$1906b2o
2bo96b2o\$1895bo11b2o99bo\$1896bo13bo\$1894b2obo\$1895bo14bo54bo2bo\$1967bo
\$1967b2o\$1968bo17\$1977bo2bo\$1979bo\$1979b2o\$1980bo10\$1961bob2o\$1963b2o
2\$1964bo5\$2237bo2\$2237bo\$2239b2o\$2237bo2b2o5\$961bo\$961b2o\$962bo\$2024bo
\$961bobobo\$2024bo\$2026b2o\$2024bo2b2o3\$1920b2o2\$1920b2obo\$1921bobo12\$
1648bo\$1646bob2o\$1647bo\$1648bo4\$2073bo\$2073b2obo\$2076bo\$2076bo15\$101bo
bo\$100bobob2o\$101bob3o\$99bo4bobo\$102bo2bo\$100b2o2bobo\$101bo3bo\$103bo
52\$2081bobo\$2082b2o\$2082b3o2\$2083b3o7\$623bobo\$623bo2bo\$625bo\$625b2o8\$
2513b3o\$2514b2ob2o\$2515bo3bo\$2517bobo\$2518b2o2\$632b2o\$631bobobo2\$634bo
\$632b2o2b2o2\$633b6o\$636bo\$635b4o\$637bo87\$2024b2o\$2025bo2\$2025b3o94\$
1600b2o2\$1600b2obo\$1601bobo5\$1593bo\$1589bobo2b2o\$1592b4o\$1590bobobobo\$
1592b3o\$1595bo\$1590bo2bo\$1595bo295\$1281bo\$1281b2o\$1282bo2\$1281bobobo6\$
1280b2o2\$1280b2obo\$1281bobo96\$2401bobo\$2402b2o\$2402b3o2\$2403b3o217\$
960b2o2\$960b2obo\$961bobo307\$1601bo\$1601b2o\$1602bo2\$1601bobobo6\$640b2o
2\$640b2obo\$641bobo96\$2721bobo\$2722b2o\$2722b3o2\$2723b3o217\$320b2o2\$320b
2obo\$321bobo5\$312b2o\$312bobo\$311bo3bo\$311b2ob2o\$311b3o298\$1921bo\$1921b
2o\$1922bo2\$1921bobobo105\$3041bobo\$3042b2o\$3042b3o2\$3043b3o71\$1803b2o\$
1803bobo\$1803bo3bo\$1804b2ob2o\$1807b3o21\$1592b3o\$1593b2o\$1594bob2o\$
1597bo12\$1881bobo\$1881b2obo2\$1883b2o9\$1647bobo\$1647b2obo2\$1649b2o13\$
2285b3o\$2283b2ob2o\$2283bo3bo\$2284bobo\$2285b2o88\$2211bo\$2211b2o\$2211b3o
2\$2212bobo\$2212bo2bo\$2213b3o5\$2167b2o\$2165b3obo\$2164bo5bo\$2167bob2o\$
2165b2o2bo\$2166bo2bo\$2168bo7\$2149b2o\$2148bobobo2\$2149bobobo\$2150bo2bo\$
2151bobo\$2151bo2bo\$2152b3o10\$2220b3o\$2221b2o\$2219b2obo166b2o\$2161b2o
57bo168bobo\$2160bobobo223bo3bo\$2388b2ob2o\$2161bobobo222b3o\$2162bo2bo\$
2163bobo\$2163bo2bo\$2164b3o2\$2212b3o\$2213b2o\$2211b2obo\$2212bo\$2248b3o\$
2114b3o132b2o\$2114bo2bo132bob2o\$2115bobo135bo2\$2116b3o\$2117b2o\$2118bo
23\$2125b3o\$2126b2ob2o\$2127bo3bo\$2129bobo\$2130b2o4\$2145b3o\$2146b2ob2o\$
2147bo3bo\$2149bobo\$2150b2o7\$2324bo\$2323bobo\$2322b3obo\$2324b2o\$2324bo6\$
2261b2o\$2261bobo\$2261bo3bo\$2262b2ob2o\$2265b3o4\$2281b2o\$2281bobo\$2281bo
3bo\$2282b2ob2o\$2285b3o23\$2294bo\$2294b2o\$2294b3o2\$2159bo135bobo\$2159b2o
bo132bo2bo\$2162b2o132b3o\$2162b3o\$2200bo\$2198bob2o240b2o\$2198b2o\$2198b
3o241bob2o\$2443bobo\$2246b3o\$2246bo2bo\$2247bobo\$2247bo2bo\$2247bobobo2\$
2248bobobo\$2192bo57b2o\$2190bob2o\$2190b2o\$2190b3o\$2252bo2bo\$2255bo\$
2254bobo\$2252b2o\$2251bob3o\$2252bobo\$2253bo3\$2258b3o\$2258bo2bo\$2259bobo
\$2259bo2bo\$2259bobobo2\$2260bobobo\$2262b2o7\$2244bo\$2243bo2bo\$2243bo2b2o
\$2242b2obo\$2242bo5bo\$2243bob3o\$2244b2o13\$1974b3o\$1972b2ob2o\$1972bo3bo\$
1973bobo\$1974b2o14\$2327bobobo2\$2330bo\$2330b2o\$2331bo19\$2379b3o\$2380b2o
b2o\$2381bo3bo\$2383bobo\$2384b2o2\$2222bo429bo\$2222b2o427bo3bo\$2222b3o
426b2o2bobo\$2654bo2bo\$2223bobo426bo4bobo\$2223bo2bo428bob3o\$2224b3o428b
obob2o\$2657bobo134\$3361bobo\$3362b2o\$3362b3o2\$3363b3o83\$1935bo\$1937bo\$
1937b2o\$1937b3o2\$1940bo\$1933bo\$1931bob2o\$1931b2o\$1931b3o206\$2565bo\$
2564b4o\$2566bo\$2564b6o2\$2565b2o2b2o\$2568bo2\$2567bobobo\$2569b2o329\$
3681bobo\$3682b2o\$3682b3o2\$3683b3o636\$4001bobo\$4002b2o\$4002b3o2\$4003b3o
636\$4321bobo\$4322b2o\$4322b3o2\$4323b3o636\$4641bobo\$4642b2o\$4642b3o2\$
4643b3o636\$4961bobo\$4962b2o\$4962b3o2\$4963b3o276\$5101b3o2\$5103bo\$5103b
2o!``````
A binary counter (at present it counts backwards; a tape inverter would be nice):

Code: Select all

``````x = 6563, y = 10974, rule = 22da
3358b2o\$3359bo\$3358bo2bo\$3359bobo637\$3678b2o\$3679bo\$3678bo2bo\$3679bobo
371\$5345bo2b2o\$5348b2o\$5347bo2\$5349bo262\$3998b2o\$3999bo\$3998bo2bo\$
3999bobo51\$5025bo2b2o\$5028b2o\$5027bo2\$5029bo316\$4705bo2b2o\$4708b2o\$
4707bo2\$4709bo140\$4377b2o\$4376bobobo2\$4379bo\$4377b2o2b2o2\$4378b6o\$
4381bo\$4380b4o\$4382bo113\$4318b2o\$4319bo\$4318bo2bo\$4319bobo13\$4336bobo\$
4335b2obobo\$4336b3obo\$4336bobo4bo\$4338bo2bo\$4338bobo2b2o\$4340bo3bo\$
4343bo10\$4392bo\$4391bo2bo\$4391bo2b2o\$4390b2obo\$4390bo5bo\$4391bob3o\$
4392b2o3\$4151bo2\$4152b2o\$4151bob2o219b3o\$4374bo2bo\$4375bobo\$4375bo2bo\$
4375bobobo2\$4376bobobo\$4378b2o2\$4388b2o\$4384bo3b2o\$4387bo\$4385bo\$4387b
o7\$4386b3o\$4386bo2bo\$4387bobo\$4387bo2bo68bobo\$4387bobobo66bobob2o\$
4459bob3o\$4209bo137bo40bobobo64bo4bobo\$4209bobo178b2o68bo2bo\$4209bob3o
244b2o2bobo\$4211b2o134bo2bo108bo3bo\$4213bo132bo2bo2bo108bo\$4349b2o\$
4348b2ob2o\$4350b2o\$4351bo\$4350b4o97bobo\$4352bo97bobob2o\$4451bob3o\$
4449bo4bobo\$4452bo2bo31bobo\$4450b2o2bobo29b2obobo\$4451bo3bo31b3obo\$
4453bo33bobo4bo\$4489bo2bo\$4489bobo2b2o\$4491bo3bo\$4494bo9\$4357bo\$4356b
2o2bobo232bo\$4357b4o232bo3bo\$4357bobobobo228bobo2b2o\$4360b3o230bo2bo\$
4360bo231bobo4bo\$4363bo2bo226b3obo\$4362bo230b2obobo\$4377bo217bobo\$
4376b2o2bobo\$4377b4o\$4377bobobobo\$4380b3o\$4380bo\$4383bo2bo\$4324bo57bo
2\$4326bo\$4324b2o\$4324b2o2bo25\$4503bo\$4499bo2bo\$4505bo\$4503b3o\$4502bobo
bobo\$4505b4o\$4503bobo2b2o\$4508bo\$4523bo\$4519bo2bo\$4525bo\$4523b3o\$4522b
obobobo\$4525b4o\$4523bobo2b2o\$4528bo9\$4391bo\$4390bo3bo\$4390b2o2bobo\$
4393bo2bo\$4391bo4bobo33bo\$4394bob3o31bo3bo\$4394bobob2o29bobo2b2o\$4396b
obo31bo2bo\$4429bobo4bo\$4430b3obo\$4430b2obobo97bo\$4432bobo97b4o\$4534bo\$
4534b2o\$4533b2ob2o\$4535b2o\$4424bo108bo2bo2bo\$4422bo3bo108bo2bo\$4421bob
o2b2o\$4422bo2bo68b2o\$4421bobo4bo64bobobo40bo\$4422b3obo\$4422b2obobo66bo
bobo\$4424bobo68bo2bo\$4496bobo\$4496bo2bo\$4497b3o13\$4506b2o\$4505bobobo2\$
4506bobobo\$4507bo2bo\$4508bobo\$4508bo2bo\$4509b3o6\$4492b2o\$4490b3obo\$
4489bo5bo\$4492bob2o\$4490b2o2bo\$4491bo2bo\$4493bo36\$4175bobo\$4174bobob2o
\$4175bob3o\$4173bo4bobo\$4176bo2bo\$4174b2o2bobo\$4175bo3bo\$4177bo422bobo\$
4599b2obobo\$4600b3obo\$4600bobo4bo\$4602bo2bo\$4602bobo2b2o\$4604bo3bo\$
4607bo68\$4992bo\$4993b2o\$4992b3obo\$4994bobo\$4996bo\$4492bobo\$4492bo2bo\$
4494bo\$4494b2o9\$4336bo2\$4338bo\$4336b2o\$4336b2o2bo104\$4552bo\$4551b4o\$
4553bo\$4551b6o2\$4552b2o2b2o\$4555bo2\$4554bobobo\$4556b2o98\$4724bobo\$
4724bo2bo\$4726bo\$4726b2o85\$5632bo\$5633b2o\$5632b3obo\$5634bobo\$5636bo13\$
4016bo2\$4018bo\$4016b2o\$4016b2o2bo299\$6272bo\$6273b2o\$6272b3obo\$6274bobo
\$6276bo13\$3696bo2\$3698bo\$3696b2o\$3696b2o2bo22\$3453bo\$3406bo\$3453b2o\$
3407b2o44b2obo\$3406bob2o3\$3429b2obo\$3430b2o2\$3432bo10\$3458bo2bo\$3460bo
\$3460b2o\$3461bo17\$3466bo2bo\$3468bo\$3468b2o\$3469bo19\$3343b3o\$3343bo2bo\$
3344bobo\$3588bo\$3345b3o\$3346b2o\$3347bo240bo2bo\$3587bo2bo2bo\$3590b2o\$
3589b2ob2o\$3591b2o\$3592bo\$3591b4o\$3362b2o229bo\$3362bobo\$3362bo3bo\$
3363b2ob2o\$3366b3o6\$3600bo2\$3382b2o\$3382bobo215bo2bo\$3382bo3bo212bo2bo
2bo\$3383b2ob2o214b2o\$3350b2o34b3o212b2ob2o\$3350bobo250b2o\$3349bo3bo
250bo\$3349b2ob2o249b4o\$3349b3o253bo3\$3587bo\$3583bobo2b2o\$3586b4o\$3584b
obobobo\$3586b3o\$3589bo\$3564bo19bo2bo\$3566bo2bo19bo25bo\$3564bo46bo2bo\$
3565b3o49bo\$3563bobobobo45b3o\$3564b4o46bobobobo\$3346b3o215b2o2bobo46b
4o\$3344b2ob2o217bo48bobo2b2o\$3344bo3bo271bo\$3345bobo\$3346b2o18\$3378bob
obo2\$3381bo\$3381b2o\$3382bo53\$5044bobo\$5044bo2bo\$5046bo\$5046b2o15\$3408b
o\$3407bo3bo\$3407b2o2bobo\$3410bo2bo\$3408bo4bobo\$3411bob3o\$3411bobob2o\$
3413bobo\$3428bo\$3427bo3bo\$3427b2o2bobo\$3430bo2bo\$3428bo4bobo\$3431bob3o
\$3431bobob2o\$3433bobo13bobo\$3448bobob2o\$3449bob3o\$3447bo4bobo\$3450bo2b
o\$3448b2o2bobo\$3449bo3bo\$3451bo15\$3443bo\$3442b4o\$3444bo\$3442b6o2\$3443b
2o2b2o\$3446bo2\$3445bobobo\$3447b2o14\$3447b2o\$3446bobobo2\$3449bo\$3447b2o
2b2o2\$3448b6o\$3451bo\$3450b4o\$3452bo16\$3161bo\$3108bo48bobo2b2o\$3107b2o
2bobo46b4o\$3108b4o46bobobobo\$3108bobobobo45b3o\$3111b3o49bo\$3111bo46bo
2bo\$3114bo2bo19bo25bo\$3113bo19bo2bo\$3139bo\$3137b3o\$3136bobobobo\$3139b
4o\$3137bobo2b2o\$3142bo3\$3163bo\$3162b4o\$3164bo\$3164b2o\$3163b2ob2o\$3165b
2o\$3163bo2bo2bo\$3165bo2bo3\$3168bo3\$3132bo2\$3134bo\$3132b2o\$3132b2o2bo3\$
3171bo\$3170b4o\$3172bo\$3172b2o\$3171b2ob2o\$3173b2o\$3171bo2bo2bo\$3173bo2b
o3\$3176bo14\$433bo\$433b2obo\$436bo\$436bo4\$3294b2o\$3293bobobo2\$3294bobobo
\$3295bo2bo\$3296bobo\$3296bo2bo\$3297b3o13\$3306b2o\$3305bobobo2\$3306bobobo
\$3307bo2bo\$3308bobo\$3308bo2bo\$499b2o2808b3o\$500b2o\$503bo3bo\$505bob2obo
2\$507bo8bo\$507b2o2bo5b2o2773b2o\$518bo2771b3obo\$510bo7bo2770bo5bo\$517bo
2774bob2o\$522bo2767b2o2bo\$518bo3bo2749bo18bo2bo\$516b3o3b2o2747bo2bo18b
o25bo\$518bo3bo2748bo2b2o42bo2bo\$535bo2734b2obo44b2o2bo\$532bob2obo2732b
o5bo44bob2o\$531b2o2bo2735bob3o43bo5bo\$532b5o2735b2o47b3obo\$532bob2obo
2786b2o\$535bo\$534b4o\$535bo\$535bo13bo\$537bo\$550bo3\$550bo\$549bo2\$565bo2\$
566bo3\$566bo\$565bo2\$581bo2\$582bo3\$582bo\$581bo2\$597bo2\$598bo3\$598bo\$
597bo2\$613bo2\$614bo3\$614bo\$613bo2\$629bo2\$630bo3\$630bo\$629bo2\$645bo2\$
646bo3\$646bo\$645bo2\$661bo2\$662bo3\$662bo\$661bo2\$677bo2\$678bo3\$678bo\$
677bo2\$693bo2\$694bo3\$694bo\$693bo2\$709bo2\$710bo3\$710bo\$709bo2\$725bo2\$
726bo3\$726bo\$725bo2\$741bo2\$742bo3\$742bo\$741bo2\$757bo2\$758bo3\$758bo\$
757bo2\$773bo2\$774bo3\$774bo\$773bo2\$789bo2\$790bo3\$790bo\$789bo2\$805bo2\$
806bo3\$806bo\$805bo2\$821bo2\$822bo3\$822bo\$821bo2\$837bo2\$838bo3\$838bo\$
837bo2\$853bo2\$854bo3\$854bo\$853bo2\$869bo2\$870bo3\$870bo\$869bo2\$885bo2\$
886bo3\$886bo\$885bo2\$901bo2\$902bo3\$902bo\$901bo2\$917bo2\$918bo3\$918bo\$
917bo2\$933bo2\$934bo3\$934bo\$933bo2\$949bo2\$950bo3\$950bo\$949bo2\$965bo2\$
966bo3\$966bo\$965bo2\$981bo2\$982bo3\$982bo\$981bo2\$997bo2\$998bo3\$998bo\$
997bo2\$1013bo\$2812bo\$1014bo\$2814bo\$2812b2o\$1014bo1797b2o2bo\$1013bo2\$
1029bo2\$1030bo3\$1030bo\$1029bo2\$1045bo2\$1046bo3\$1046bo\$1045bo2\$1061bo2\$
1062bo3\$1062bo\$1061bo2\$1077bo2\$1078bo3\$1078bo\$1077bo2\$1093bo2\$1094bo3\$
1094bo\$1093bo2\$1109bo2\$1110bo3\$1110bo\$1109bo2\$1125bo2\$1126bo3\$1126bo\$
1125bo2\$1141bo2\$1142bo3\$1142bo\$1141bo2\$1157bo2\$1158bo3\$1158bo\$1157bo2\$
1173bo\$o\$obo1171bo\$ob3o\$2b2o\$4bo1169bo\$1173bo2\$1189bo2\$1190bo3\$1190bo\$
1189bo2\$1205bo2\$1206bo3\$1206bo\$1205bo2\$1221bo2\$1222bo1266bo\$2438bo48bo
3bo\$2437bo3bo44bobo2b2o\$1222bo1214b2o2bobo43bo2bo\$1221bo1218bo2bo42bob
o4bo\$2438bo4bobo41b3obo\$1237bo1203bob3o41b2obobo\$2441bobob2o16bobo23bo
bo\$1238bo1204bobo16b2obobo\$2463b3obo\$2463bobo4bo\$1238bo1226bo2bo\$1237b
o1227bobo2b2o\$2467bo3bo\$1253bo1216bo2\$1254bo2\$2492b2o\$1254bo1236bobobo
\$1253bo\$2494bo\$1269bo1222b2o2b2o2\$1270bo1222b6o\$2496bo\$2495b4o\$1270bo
1226bo\$1269bo2\$1285bo2\$1286bo3\$1286bo\$1285bo2\$1301bo1198b2o\$2499bobobo
\$1302bo\$2502bo\$2500b2o2b2o\$1302bo\$1301bo1199b6o\$2504bo\$1317bo1185b4o\$
2445b2o58bo\$1318bo\$2445b2obo\$2446bobo\$1318bo\$1317bo2\$1333bo2\$1334bo3\$
1334bo\$1333bo2\$1349bo2\$1350bo\$2378bo2bo\$2380bo\$1350bo1029b2o\$1349bo
1031bo\$2623b3o\$1365bo1257bo2bo\$2624bobo\$1366bo\$2625b3o\$2626b2o\$1366bo
1260bo\$1365bo\$2398bo\$1381bo\$2399b2o\$1382bo1015bob2o2\$5364bobo\$1382bo
3981bo2bo\$1381bo3984bo\$5366b2o\$1397bo2\$1398bo\$2418bo216b3o\$2635bo2bo\$
1398bo1020b2o215bobo\$1397bo1020bob2o\$2385bo251b3o\$1413bo1224b2o\$2385b
2o252bo\$1414bo970b2obo3\$1414bo\$1413bo2\$1429bo1191b3o\$2619b2ob2o\$1430bo
1188bo3bo\$2620bobo\$2621b2o\$1430bo1170b2o\$1429bo1171bobo44b2o\$2600bo3bo
43bobo\$1445bo1154b2ob2o43bo3bo\$2600b3o46b2ob2o\$1446bo1205b3o\$2379bob2o
\$2381b2o\$1446bo\$1445bo936bo2\$1461bo2\$1462bo3\$1462bo\$1461bo2\$1477bo2\$
1478bo3\$1478bo\$1477bo2\$1493bo2\$1494bo3\$1494bo\$1493bo2\$1509bo2\$1510bo3\$
1510bo\$1509bo2\$1525bo2\$1526bo3\$1526bo\$1525bo2\$1541bo2\$1542bo3\$1542bo\$
1541bo2\$1557bo2\$1558bo3\$1558bo\$1557bo2\$1573bo2\$1574bo3\$1574bo\$1573bo2\$
1589bo2\$1590bo3\$1590bo\$1589bo2\$1605bo2\$1606bo3\$1606bo\$1605bo2\$1621bo2\$
1622bo3\$1622bo\$1621bo2\$1637bo2\$1638bo3\$1638bo805bo\$1637bo806b2obo\$
2447b2o\$1653bo793b3o2\$1654bo3\$1654bo809bo\$1653bo810b2obo\$2467b2o\$1669b
o797b3o2\$1670bo2\$2485b3o\$1670bo815b2o\$1669bo814b2obo\$2485bo\$1685bo2\$
1686bo3\$1686bo\$1685bo2\$1701bo2\$1702bo3\$1702bo\$1701bo2\$1717bo2\$1718bo
760bo\$2479b2o\$2479b3o\$1718bo\$1717bo763bo\$2481b2o\$1733bo2\$1734bo3\$1734b
o\$1733bo2\$1749bo2\$1750bo3\$1750bo\$1749bo2\$1765bo\$2483b2o\$1766bo717bo2\$
2484b3o\$1766bo718b2o\$1765bo720bo2\$1781bo2\$1782bo3\$1782bo\$1781bo2\$1797b
o2\$1798bo3\$1798bo\$1797bo2\$1813bo\$640bo\$640bobo1171bo380b3o\$640bob3o
1499b3o46b2ob2o\$642b2o1501b2ob2o43bo3bo\$644bo1169bo331bo3bo43bobo\$
1813bo334bobo44b2o\$2149b2o\$1829bo340b2o\$2170bobo\$1830bo339bo3bo\$2171b
2ob2o\$2174b3o\$1830bo\$1829bo2\$1845bo2\$1846bo\$2199bo\$2199b2o\$1846bo352b
3o\$1845bo\$2200bobo\$1861bo338bo2bo\$2201b3o\$1862bo3\$1862bo\$1861bo2\$1877b
o2\$1878bo3\$1878bo\$1877bo\$2207bo\$1893bo313b2o\$2207b3o\$1894bo\$2208bobo\$
2208bo2bo\$1894bo314b3o\$1893bo2\$1909bo2\$1910bo3\$1910bo\$1909bo2\$1925bo2\$
1926bo3\$1926bo\$1925bo2\$1941bo2\$1942bo3\$1942bo\$1941bo388b2o\$2331bo\$
1957bo\$2331b3o\$1958bo2\$2291bobo\$1958bo332b2obo\$1957bo\$2293b2o\$1973bo2\$
1974bo3\$1974bo\$1973bo2\$1989bo2\$1990bo351b2o\$2343bo2\$1990bo352b3o\$1989b
o8\$2327bo\$2328bo\$2326b2obo\$2327bo3\$2308bo\$2306bob2o45bo\$2307bo47b2obo\$
2308bo49bo\$2037bo320bo2\$2038bo3\$2038bo\$2037bo\$1665bo\$1665b2o386bo\$
1665b3o\$2054bo\$1666bobo\$1666bo2bo\$1667b3o384bo\$2053bo39\$5036bobo\$5036b
o2bo\$5038bo\$5038b2o122\$1455b3o\$1456b2ob2o\$1457bo3bo\$1459bobo\$1460b2o
12\$2419b2o2bo\$2420b2o\$2423bo2\$2423bo\$1893bo2b2o\$1896b2o\$1895bo2\$1897bo
\$1507bo\$1507bobo\$1507bob3o\$1509b2o\$1511bo\$1280bo\$1280bobo\$1280bob3o\$
1282b2o\$1284bo17\$1647b3o\$1647bo2bo125b2o\$1648bobo126bo\$1776bo2bo\$1649b
3o125bobo\$1650b2o\$1651bo83\$3530b2o\$1760b3o1767bobo\$1758b2ob2o1766bo3bo
\$1758bo3bo1766b2ob2o\$1759bobo1767b3o\$1760b2o8\$3171b3o\$1742b3o\$1742bo2b
o1427bo\$1743bobo1427b2o2\$1744b3o\$1745b2o\$1746bo14\$1754b3o\$1754bo2bo70b
2o\$1755bobo68b3obo\$1825bo5bo\$1756b3o69bob2o\$1757b2o67b2o2bo\$1758bo68bo
2bo\$1829bo3\$3307b2o\$3308bo2\$1708bo111b2o1486b3o\$1708b2o108b3obo\$1708b
3o106bo5bo\$1820bob2o\$1710bo107b2o2bo30b2o\$1710b2o107bo2bo30bob3o\$1821b
o31bo5bo\$1854b2obo\$1856bo2b2o\$1857bo2bo\$1859bo19\$1719bo\$1719b2obo\$
1722b2o\$1722b3o5\$1739bo\$1739b2obo1464b3o\$1742b2o\$1742b3o1463b3o\$3209b
2o\$3209bobo8\$2266bo\$1912b2o352b2o\$1861b3o48bobo352bo\$1862b2o47bo3bo\$
1863bob2o44b2ob2o350bobobo\$1866bo44b3o3\$1905bo2b2o\$1908b2o\$1881b3o23bo
\$1882b2o\$1659b2o222bob2o22bo\$1659bobo224bo\$1658bo3bo\$1658b2ob2o\$1658b
3o16\$1746bo\$1745bo2bo\$1745b2o2bo\$1748bob2o249bo\$1746bo5bo31bo217b2o\$
1748b3obo30bo2bo107b2o105b3obo\$1751b2o30bo2b2o107bo107bobo\$1782b2obo
219bo\$1782bo5bo106b3o\$1783bob3o108b2o\$1784b2o111bo3\$1868bo2\$1870bo\$
1776bo91b2o\$1775bo2bo68bo20b2o2bo\$1775bo2b2o67b2o\$1774b2obo69b3o\$1774b
o5bo\$1775bob3o68bobo\$1776b2o70bo2bo\$1849b3o14\$1859bo\$1859b2o\$1859b3o2\$
1860bobo212b3o\$1860bo2bo212b2ob2o\$1861b3o213bo3bo\$2079bobo\$2080b2o3\$
3353bobo\$3353bob2o\$3265bo\$3265bo89b2o\$1844b2o1419bob2o\$1844bobo1421bo\$
1843bo3bo1428bo\$1843b2ob2o\$1843b3o66bobo\$1912bo2bo1359bo\$1914bo\$1914b
2o7\$3059b2o2bo\$3060b2o\$3063bo255bob2o\$3321b2o\$3063bo\$3322bo10\$3303bo2b
o\$3305bo\$3305b2o\$3306bo11\$3358bo2\$3358bo\$3360b2o\$3358bo2b2o2\$3315bo2bo
\$3317bo71bo\$3317b2o71bo\$3318bo69b2obo\$3275b2o112bo\$3276bo2\$3276b3o\$
3277b2o\$3278bo4\$3381bo\$3382bo\$3380b2obo\$3381bo\$3416bo\$3416bo\$3416bob2o
\$3419bo15\$3288b3o\$3289b2o232bo\$3290bob2o227bob2o\$1825b3o1465bo228bo\$
1825bo2bo1694bo\$1826bobo2\$1827b3o\$1828b2o1478b3o\$1829bo1479b2o\$2047b2o
1261bob2o\$2047bobo1263bo\$2047bo3bo\$2048b2ob2o\$2051b3o28\$3428bo\$3428b2o
bo\$3431b2o\$3431b3o5\$3448bo\$3448b2obo\$3213b2o236b2o\$3451b3o\$3213b2obo\$
3214bobo13\$3322bo\$3322b2obo\$3325bo\$3325bo\$3360bo\$3358bob2o\$3359bo\$
3360bo4\$3463bo\$3463b2o\$3463b3o2\$3465bo\$3352bo112b2o\$3350bob2o69bo\$
3351bo71b2o\$3352bo71bo\$3423bo2bo17\$3435bo\$3435b2o\$3436bo\$3435bo2bo10\$
3419bo2\$3419b2o\$3419b2obo39\$3105bo\$3106bo\$3104b2obo\$3105bo4\$3529bo\$
3529bo\$3529bob2o\$3532bo15\$1560bo\$1558bo3bo\$1557bobo2b2o\$1558bo2bo\$
1557bobo4bo\$1558b3obo\$1558b2obobo\$1560bobo75\$3972b2o\$3972bobo\$3972bo3b
o\$3973b2ob2o\$3976b3o3\$2090bo\$2089b4o\$2091bo\$2089b6o2\$2090b2o2b2o\$2093b
o2\$2092bobobo\$2094b2o15\$3225b2o2\$3225b2obo\$3226bobo21\$3458bobo\$3459b2o
\$3459b3o2\$3460b3o42\$3480b3o2\$3482bo\$3482b2o101\$2586bo\$2586b2o\$2587bo\$
3046bo\$2586bobobo457bo2bo\$3046bo\$3047b3o\$3045bobobobo\$3046b4o\$3046b2o
2bobo\$3048bo67\$3690bobo\$3691b2o\$3691b3o2\$3692b3o559\$2906bo\$2906b2o\$
2907bo2\$2906bobobo73\$4010bobo\$4011b2o\$4011b3o2\$4012b3o385\$1945b2o2\$
1945b2obo\$1946bobo171\$3226bo\$3226b2o\$1770b3o1454bo\$1768b2ob2o\$1768bo3b
o1453bobobo\$1769bobo\$1770b2o71\$4330bobo\$4331b2o\$4331b3o2\$4332b3o407\$
3258b3o\$3259b2ob2o\$3260bo3bo\$3262bobo\$3263b2o20\$3048bo\$3048b2obo\$3051b
2o\$3051b3o41\$3741b2o\$3741bobo\$3740bo3bo\$3740b2ob2o\$3740b3o80\$3546bo\$
3546b2o\$3547bo2\$3546bobobo6\$3668b3o\$3668bo2bo\$3669bobo2\$3670b3o\$3671b
2o\$3672bo3\$3623bo\$3622bo2bo\$3622bo2b2o\$3621b2obo\$3621bo5bo\$3622bob3o\$
3623b2o6\$3605b3o\$3605bo2bo\$3606bobo\$3606bo2bo\$3606bobobo2\$3607bobobo\$
3609b2o10\$3679bo\$3677bob2o\$3608bo68b2o\$3607bobo7b3o57b3o167b3o\$3606b3o
bo6bo2bo224b2ob2o\$3608b2o8bobo224bo3bo\$3608bo9bo2bo224bobo\$3618bobobo
224b2o2\$3619bobobo\$3621b2o2\$3671bo\$3669bob2o\$3669b2o\$3669b3o\$3571bo
132bo\$3571b2o131b2obo\$3571b3o133b2o\$3707b3o\$3440bobo129bobo\$3440b2obo
128bo2bo\$3573b3o\$3442b2o6\$4650bobo\$4651b2o\$4651b3o2\$4652b3o14\$3584b2o\$
3584bobo\$3584bo3bo\$3585b2ob2o\$3588b3o4\$3604b2o\$3604bobo\$3553bo50bo3bo\$
3552b2o51b2ob2o\$3551bob3o52b3o\$3552bobo\$3553bo15\$3716b3o\$3717b2ob2o\$
3718bo3bo\$3720bobo\$3721b2o4\$3736b3o\$3737b2ob2o\$3738bo3bo\$3740bobo\$
3741b2o25\$3751b3o\$3751bo2bo\$3752bobo\$3617b3o\$3618b2o133b3o\$3619bob2o
131b2o\$3622bo132bo\$3655b3o\$3656b2o\$3654b2obo\$3655bo2\$3704b2o\$3703bobob
o2\$3704bobobo\$3705bo2bo\$3706bobo\$3706bo2bo\$3647b3o57b3o\$3648b2o\$3646b
2obo\$3647bo10\$3716b2o\$3715bobobo2\$3716bobobo\$3717bo2bo\$3718bobo\$3718bo
2bo\$3719b3o6\$3702b2o\$3700b3obo\$3699bo5bo\$3702bob2o\$3700b2o2bo\$3701bo2b
o\$3703bo13\$3430b2o\$3430bobo\$3429bo3bo\$3429b2ob2o\$3429b3o37\$3838b2o\$
3838bobo\$3838bo3bo\$3839b2ob2o\$3842b3o3\$4110bobo\$3679b3o427b2obobo\$
3679bo2bo427b3obo\$3680bobo427bobo4bo\$4112bo2bo\$3681b3o428bobo2b2o\$
3682b2o430bo3bo\$3683bo433bo57\$3558bo\$3557b2o\$3556bob3o\$3557bobo\$3558bo
166\$3388b3o\$3389b2o\$3387b2obo\$3388bo37\$3936bobobo2\$3939bo\$3939b2o\$
3940bo163\$4021b2o\$4020bobobo2\$4023bo946bobo\$4021b2o2b2o944b2o\$4971b3o\$
4022b6o\$4025bo946b3o\$4024b4o\$4026bo634\$5290bobo\$5291b2o\$5291b3o2\$5292b
3o636\$5610bobo\$5611b2o\$5611b3o2\$5612b3o636\$5930bobo\$5931b2o\$5931b3o2\$
5932b3o636\$6250bobo\$6251b2o\$6251b3o2\$6252b3o613\$6559b2o\$6560bo2\$6560b
3o!``````
I decided that I might be able to make a hexagonal rule more similar to DLA than my previous attempt (22daDLA) by creating a hexagonal version of DLA with just three states, so I made the following rule table.

Code: Select all

``````@RULE 22darealDLA

@TABLE

# Golly rule-table format.
# Each rule: C,N,E,SE,S,W,NW,C'
#
# Default for transitions not listed: no change
#
# Variables are bound within each transition.
# For example, if a={1,2} then 4,a,0->a represents
# two transitions: 4,1,0->1 and 4,2,0->2
# (This is why we need to repeat the variables below.
#  In this case the method isn't really helping.)

n_states:3
neighborhood:hexagonal
symmetries:rotate6reflect
var a={0,1,2}
var b={a}
var c={a}
var d={1,2}
var e={d}
var f={d}
var g={d}
var h={d}
var i={a}
var j={a}
1,0,0,0,0,0,2,2
0,d,e,0,0,0,0,1
0,1,0,1,0,0,0,1
0,1,0,0,1,0,0,1
1,0,0,0,0,0,0,0
1,d,0,0,0,0,0,0
1,d,e,f,a,b,c,0
1,d,e,c,f,a,b,0
1,d,c,e,b,f,a,0
1,d,0,e,0,0,0,0
2,2,2,2,2,2,a,0
2,2,2,2,0,0,2,0
@NAMES

# these state names are not yet used by Golly
0 empty
1 ON cell
2 ON cell, stuck

@COLORS
1   0   0 255   blue
2   0 255   0   green

``````

wildmyron
Posts: 1397
Joined: August 9th, 2013, 12:45 am

### Re: 22da (Hexagonal Grid)

I think you've certainly captured the spirit of diffusion limited aggregation with 22darealDLA. I'm really enjoying following you're exploration of 22da, though I don't feel like I have much to contribute. So, with the hope I don't derail this thread, here are a few seeds for 22darealDLA.

Growth lasts almost 2000 generations

Code: Select all

``````x = 4, y = 4, rule = 22darealDLA
BA\$AB\$2.B\$3.B!``````
And almost 5000 generations including emission of several gliders

Code: Select all

``````x = 4, y = 5, rule = 22darealDLA
2BA\$2B\$B.B\$B2.A\$A!``````
Growth in this pattern lasts about 1800 generations and it emits a puffer, which after further interaction becomes a glider. You can extract the arm growing out at about gen 1300 to see it emit the puffer cleanly.

Code: Select all

``````x = 4, y = 4, rule = 22darealDLA
2B.A\$AB2A\$A.2B\$2B2A!``````
These are just a few of many and probably not noteworthy, but I think they give a flavour of the rule.
The latest version of the 5S Project contains over 226,000 spaceships. There is also a GitHub mirror of the collection. Tabulated pages up to period 160 (out of date) are available on the LifeWiki.

simsim314
Posts: 1766
Joined: February 10th, 2014, 1:27 pm

### Re: 22da (Hexagonal Grid)

Here are some glider synthesis of puffers:

Two gliders can create the p126 oscillator, for example:

Code: Select all

``````x = 95, y = 121, rule = 22da
36\$31bobo\$31bob2o2\$33b2o10\$61bo\$61b2o\$62bo2\$61bobobo!
``````
And now add another glider and have puffers:

Code: Select all

``````x = 865, y = 877, rule = 22da
99\$113bo2\$116bo\$116bo\$113bo2b2o14\$90bo2b2o\$93b2o\$92bo2\$94bo52\$417bo\$
419bo2\$392bobo19b3o\$392bob2o19b3o\$416b2o\$394b2o22b2o126\$121bobo\$125bo\$
123bo\$125bobo\$122bo\$124bobo10\$97bo2b2o\$100b2o\$99bo2\$101bo28\$602bobo\$
603b3o\$602b3obo\$577bo2b2o21bob2o\$580b2o25bo\$579bo26bo\$607bo\$581bo165\$
729b2o\$731bo\$705bo21bo\$704bobo20b2o\$703b3obo22bo\$705b2o\$705bo25bo60\$
209bo2\$211bo\$209b2o\$209b2o2bo30\$187bo\$186bobo\$185b3obo\$187b2o\$187bo58\$
452bo\$451bo2bo\$450bob3o\$425bo2b2o22bo3bo\$428b2o21b2obo\$427bo25bo\$455bo
\$429bo!
``````
Also here are some interesting interaction that can be used as seeds for reflecting and splitting gliders:

Code: Select all

``````x = 725, y = 93, rule = 22da
26\$171bo\$170bo3\$172bo\$171bobo\$577b2o\$172b2o407bo\$173bo407b3o\$175bo\$
583bo3\$291b2o\$42bo248bo\$44bo614bo\$41b2o617bo\$42bo252bo\$18bo274b2o2bo\$
17bobo274bo171bo195bo\$16b3obo444bo2bo192bo\$18b2o446b3obo190bo4bo\$18bo
422bo2b2o20bo2bo192bo\$444b2o22bob2o191b2o\$443bo23bo\$272bo198bo\$271bobo
171bo\$270b3obo\$272b2o\$152bo119bo\$151bobo\$150b3obo\$152b2o\$152bo407bo2b
2o\$563b2o\$562bo2\$564bo8\$638bo2b2o\$641b2o\$640bo2\$642bo!
``````
And finally here is a simple Glider stopper:

Code: Select all

``````x = 71, y = 64, rule = 22da
2\$67bo\$67bo10\$52bo2b2o\$55b2o\$54bo2\$48bo2b2o3bo\$51b2o\$50bo2\$44bo2b2o3bo
\$47b2o\$46bo2\$40bo2b2o3bo\$43b2o\$42bo2\$44bo8\$28bo2b2o\$31b2o\$30bo2\$32bo8\$
16bo2b2o\$19b2o\$18bo2\$20bo!
``````

c0b0p0
Posts: 645
Joined: February 26th, 2014, 4:48 pm

### Re: 22da (Hexagonal Grid)

@wildmyron: Now that you've shown that the double duoplet puffer can be turned into a glider, I should be able to prove this puffer to be switchable.

@simsim314: Your p126 work is impressive! A tape made of p16s and pairs of p126s (the p16 has a good-sized spark, so it should work fine) with a few p16s would almost certainly suffice for building a replicator. Your duoplet puffer synthesis was also something I have been looking for for a long time.

I decided to contract the tape by making a better synthesis of the p16 with just four gliders (previously it was eight).

Code: Select all

``````x = 27, y = 17, rule = 22da
obobo2\$3bo18bo\$3b2o\$4bo19bo\$22b2o\$22b2o2bo5\$15bo\$15bo\$16b2o\$12b2o\$14bo
\$14bo!``````
It turns out that the problem with gliders destroying the developing rake gun that I mentioned in my previous post is easily resolved.

Code: Select all

``````x = 5105, y = 9437, rule = 22da
2273bo\$2272b4o\$2274bo\$2272b6o2\$2273b2o2b2o\$2276bo\$2448bo2b2o\$2275bobob
o171b2o\$2277b2o171bo2\$2452bo\$2277b2o\$2278bo\$2277bo2bo\$2278bobo33\$2693b
2o\$2694bo\$2693bo2bo\$2694bobo85\$2230bo\$2229bo3bo\$2229b2o2bobo\$2232bo2bo
\$2230bo4bobo\$2233bob3o\$2233bobob2o\$2235bobo11\$2288b2o\$2286b3obo\$2285bo
5bo\$2288bob2o\$2286b2o2bo\$2287bo2bo\$2289bo7\$2270b2o\$2269bobobo2\$2270bob
obo\$2271bo2bo\$2272bobo\$2272bo2bo\$2273b3o13\$2282b2o\$2281bobobo70bo\$
2354bo3bo\$2241bo40bobobo66bobo2b2o\$2240b4o39bo2bo67bo2bo\$2242bo41bobo
66bobo4bo\$2242b2o40bo2bo66b3obo\$2241b2ob2o39b3o66b2obobo\$2243b2o111bob
o\$2241bo2bo2bo\$2243bo2bo3\$2246bo101bo\$2346bo3bo\$2345bobo2b2o\$2346bo2bo
\$2345bobo4bo28bo\$2346b3obo29bo3bo\$2346b2obobo28b2o2bobo\$2348bobo32bo2b
o\$2381bo4bobo\$2384bob3o\$2384bobob2o\$2386bobo11\$2257bo\$2253bo2bo231bobo
\$2259bo227bobob2o\$2257b3o228bob3o\$2256bobobobo223bo4bobo\$2259b4o226bo
2bo\$2257bobo2b2o223b2o2bobo\$2262bo225bo3bo\$2277bo212bo\$2273bo2bo\$2279b
o\$2277b3o\$2276bobobobo\$2279b4o\$2277bobo2b2o\$2282bo3\$2441bo\$2442b2o\$
2441bo\$2441b2o2\$2441b2o\$2443bo4bo7\$2460bo2b2o\$2463b2o\$2462bo2\$2464bo6\$
2921bo\$2393bo526b4o\$2392b2o2bobo523bo\$2393b4o523b6o\$2393bobobobo\$2396b
3o522b2o2b2o\$2396bo527bo\$2399bo2bo693bo2b2o\$2398bo524bobobo171b2o\$
2413bo511b2o171bo\$2412b2o2bobo\$2413b4o683bo\$2413bobobobo505b2o\$2416b3o
507bo\$2416bo508bo2bo\$2419bo2bo503bobo\$2418bo11\$2287bobo\$2286b2obobo\$
2287b3obo\$2287bobo4bo\$2289bo2bo32bobo\$2289bobo2b2o28bobob2o\$2291bo3bo
29bob3o\$2294bo28bo4bobo\$2326bo2bo\$2324b2o2bobo\$2325bo3bo\$2327bo101bo3\$
2429bo2bo\$2428bo2bo2bo\$2317bobo111b2o\$2316bobob2o66b3o39b2ob2o\$2317bob
3o66bo2bo40b2o\$2315bo4bobo66bobo41bo\$2318bo2bo67bo2bo39b4o\$2316b2o2bob
o66bobobo40bo\$2317bo3bo\$2319bo70bobobo\$2392b2o13\$2400b3o\$2400bo2bo\$
2389bo11bobo\$2383bo17bo2bo\$2390bo10bobobo\$2385b2o4bo\$2383b2o5bo2bo8bob
obo\$2383b2o5bo13b2o\$2390b2o6\$2386bo\$2385bo2bo\$2385bo2b2o\$2384b2obo\$
2384bo5bo\$2385bob3o\$2386b2o35\$2072bo\$2070bo3bo\$2069bobo2b2o\$2070bo2bo\$
2069bobo4bo\$2070b3obo\$2070b2obobo\$2072bobo419bo\$2493bo3bo\$2493b2o2bobo
\$2496bo2bo\$2467bobo24bo4bobo\$2467bo2bo26bob3o\$2469bo27bobob2o\$2469b2o
28bobo3\$2878bo\$2877bo3bo\$2877b2o2bobo\$2880bo2bo\$2878bo4bobo\$2881bob3o\$
2881bobob2o\$2883bobo11\$2936b2o\$2934b3obo\$2933bo5bo\$2936bob2o\$2934b2o2b
o\$2935bo2bo\$2937bo4\$2693b2obo\$2694b2o2\$2696bo221b2o\$2917bobobo2\$2918bo
bobo\$2919bo2bo\$2920bobo\$2920bo2bo\$2921b3o13\$2930b2o\$2929bobobo70bo\$
3002bo3bo\$2889bo40bobobo66bobo2b2o\$2888b4o39bo2bo67bo2bo\$2890bo41bobo
66bobo4bo\$2890b2o40bo2bo66b3obo\$2889b2ob2o39b3o66b2obobo\$2891b2o111bob
o\$2889bo2bo2bo\$2891bo2bo3\$2894bo101bo\$2994bo3bo\$2993bobo2b2o\$2994bo2bo
\$2993bobo4bo28bo\$2994b3obo29bo3bo\$2994b2obobo28b2o2bobo\$2996bobo32bo2b
o\$3029bo4bobo\$3032bob3o\$3032bobob2o\$3034bobo11\$2905bo\$2901bo2bo231bobo
\$2907bo227bobob2o\$2905b3o228bob3o\$2904bobobobo223bo4bobo\$2907b4o226bo
2bo\$2905bobo2b2o223b2o2bobo\$2910bo225bo3bo\$2925bo212bo\$2921bo2bo\$2927b
o\$2925b3o\$2924bobobobo\$2927b4o\$2925bobo2b2o\$2930bo16\$3108bo2b2o\$3111b
2o\$3110bo2\$3112bo7\$3041bo\$3040b2o2bobo\$3041b4o\$3041bobobobo\$3044b3o\$
3044bo\$3047bo2bo\$3046bo\$3061bo\$3060b2o2bobo\$3061b4o\$3061bobobobo\$3064b
3o\$3064bo\$3067bo2bo\$3066bo11\$2935bobo\$2934b2obobo\$2935b3obo\$2935bobo4b
o\$2937bo2bo32bobo\$2937bobo2b2o28bobob2o\$2939bo3bo29bob3o\$2942bo28bo4bo
bo\$2974bo2bo\$2972b2o2bobo\$2973bo3bo\$2975bo101bo3\$3077bo2bo\$3076bo2bo2b
o\$2965bobo111b2o\$2964bobob2o66b3o39b2ob2o\$2965bob3o66bo2bo40b2o\$2963bo
4bobo66bobo41bo\$2966bo2bo67bo2bo39b4o\$2964b2o2bobo66bobobo40bo\$2965bo
3bo\$2967bo70bobobo188bo\$3040b2o190b2o\$3231b3obo\$3233bobo\$3235bo9\$2446b
2o\$2445bobobo598b3o\$3048bo2bo\$2448bo588bo11bobo\$2446b2o2b2o579bo17bo2b
o\$3038bo10bobobo\$2447b6o580b2o4bo\$2450bo580b2o5bo2bo8bobobo\$2449b4o
578b2o5bo13b2o\$2451bo586b2o6\$3034bo\$3033bo2bo\$3033bo2b2o\$3032b2obo\$
3032bo5bo\$3033bob3o\$3034b2o35\$2720bo\$2718bo3bo\$2717bobo2b2o\$2718bo2bo\$
2717bobo4bo\$2063bo654b3obo\$2718b2obobo\$2065bo654bobo419bo\$2063b2o1076b
o3bo\$2063b2o2bo1073b2o2bobo\$3144bo2bo\$3115bobo24bo4bobo\$3115bo2bo26bob
3o\$3117bo27bobob2o\$3117b2o28bobo193\$3094b2o\$3093bobobo2\$3096bo\$3094b2o
2b2o2\$3095b6o\$3098bo\$3097b4o\$3099bo52\$2711bo2\$2713bo\$2711b2o\$2711b2o2b
o53\$1743bo2\$1745bo\$1743b2o\$1743b2o2bo59\$2787bobo\$2787bo2bo\$2789bo\$
2789b2o197\$2391bo2\$2393bo\$2391b2o\$2391b2o2bo53\$1423bo2\$1425bo\$1423b2o\$
1423b2o2bo118\$1995bob2o\$1948b2obo45b2o\$1949b2o\$1998bo\$1951bo\$1973bo2\$
1974b2o\$1973bob2o10\$2002bo\$2002b2o\$2003bo\$2002bo2bo17\$2010bo\$2010b2o\$
2011bo\$2010bo2bo6\$2042bo\$2042bobo\$2042bob3o\$2044b2o\$2046bo8\$1886bo\$
1886b2o\$1886b3o\$2130bo\$1887bobo239b4o\$1887bo2bo240bo\$1888b3o240b2o\$
2130b2ob2o\$2132b2o\$2130bo2bo2bo\$2132bo2bo3\$2135bo2\$1903b3o\$1904b2ob2o\$
1905bo3bo\$1907bobo\$1908b2o4\$2142bo\$2141b4o\$2143bo\$2143b2o\$1923b3o216b
2ob2o\$1924b2ob2o215b2o\$1925bo3bo212bo2bo2bo\$1927bobo214bo2bo\$1894b3o
31b2o\$1892b2ob2o\$1892bo3bo250bo\$1893bobo\$1894b2o4\$2126bo\$2128bo2bo\$
2126bo\$2127b3o\$2111bo13bobobobo\$2107bobo2b2o12b4o23bo\$2110b4o12b2o2bob
o19b2o2bobo\$2108bobobobo13bo24b4o\$2110b3o40bobobobo\$2113bo42b3o\$2108bo
2bo44bo\$1888b2o223bo45bo2bo\$1888bobo267bo\$1887bo3bo\$1887b2ob2o\$1887b3o
85\$1103bo2\$1105bo\$1103b2o\$1103b2o2bo5\$1952bobo\$1951b2obobo\$1952b3obo\$
1952bobo4bo\$1954bo2bo\$1954bobo2b2o\$1956bo3bo\$1959bo\$1972bobo\$1971b2obo
bo\$1972b3obo\$1972bobo4bo\$1974bo2bo\$1974bobo2b2o13bo\$1976bo3bo11bo3bo\$
1979bo11bobo2b2o\$1992bo2bo\$1991bobo4bo\$1992b3obo\$1992b2obobo\$1994bobo
15\$1985b2o\$1984bobobo2\$1987bo\$1985b2o2b2o2\$1986b6o\$1989bo\$1988b4o\$
1990bo16\$1991bo\$1990b4o\$1992bo\$1990b6o2\$1991b2o2b2o\$1994bo2\$1993bobobo
\$1995b2o16\$1700bo\$1656bo45bo2bo\$1652bo2bo44bo\$1658bo42b3o\$1656b3o40bob
obobo\$1655bobobobo13bo24b4o\$1658b4o12b2o2bobo19b2o2bobo\$1656bobo2b2o
12b4o23bo\$1661bo13bobobobo\$1678b3o\$1678bo\$1681bo2bo\$1680bo6\$1707bo3\$
1707bo2bo\$1706bo2bo2bo\$1709b2o\$1708b2ob2o\$1710b2o\$1711bo\$1710b4o\$1712b
o10\$1715bo3\$1715bo2bo\$1714bo2bo2bo\$1717b2o\$1716b2ob2o\$1718b2o\$1719bo\$
1718b4o153bo\$1720bo153b2o\$1873bob3o\$1874bobo\$1875bo15\$1836b3o\$1836bo2b
o\$1837bobo\$1837bo2bo\$1837bobobo2\$1838bobobo\$1840b2o13\$1848b3o\$1848bo2b
o\$1849bobo\$1849bo2bo\$1849bobobo2\$1850bobobo\$1852b2o7\$1834bo\$1833bo2bo\$
1833bo2b2o\$1832b2obo\$1832bo5bo\$1816b2o15bob3o\$1814b3obo15b2o24b2o\$
1813bo5bo40bob3o\$1816bob2o40bo5bo\$1814b2o2bo42b2obo\$1815bo2bo44bo2b2o\$
1817bo46bo2bo\$1866bo85\$1507bo2\$1509bo\$1507b2o\$1507b2o2bo25\$783bo2\$785b
o\$783b2o\$783b2o2bo225\$1030bobo\$982bobo44bobob2o\$981b2obobo43bob3o\$982b
3obo41bo4bobo\$982bobo4bo41bo2bo\$984bo2bo17bo23b2o2bobo\$984bobo2b2o13bo
3bo21bo3bo\$986bo3bo13b2o2bobo21bo\$989bo17bo2bo\$1005bo4bobo\$1008bob3o\$
1008bobob2o\$1010bobo6\$1036bo\$1035b4o\$1037bo\$1035b6o2\$1036b2o2b2o\$1039b
o2\$1038bobobo\$1040b2o11\$1044bo\$1043b4o\$1045bo\$1043b6o2\$1044b2o2b2o\$
1047bo2\$1046bobobo\$1048b2o15\$1187bo\$922bo\$922b2o265bo\$923bo263b2o\$922b
o2bo240bo20b2o2bo\$1166b2o\$1166b3o2\$1167bobo\$1167bo2bo\$1168b3o5\$940b2ob
o\$941b2o2\$943bo6\$1178bo\$1178b2o\$1178b3o\$960b2obo\$961b2o216bobo\$463bo
715bo2bo\$963bo216b3o\$465bo461bob2o\$463b2o464b2o\$463b2o2bo\$930bo5\$1163b
2o\$1163bobo\$1162bo3bo\$1162b2ob2o\$1162b3o\$1145b3o\$1143b2ob2o41b3o\$1143b
o3bo42b2ob2o\$1144bobo44bo3bo\$1145b2o46bobo\$923bo270b2o2\$923b2o\$923b2ob
o97\$988b3o\$989b2o\$990bob2o\$993bo5\$1008b3o\$1009b2o\$1010bob2o\$1013bo2\$
1030bo\$1028bob2o\$1028b2o\$1028b3o19\$1021b2o\$1022bo2\$1022b3o\$1023b2o\$
1024bo9\$991bo\$990b2o\$989bob3o\$990bobo\$991bo7\$1027bo\$1027b2o\$1027b3o2\$
1029bo\$1029b2o19\$737b2o\$689b2o46bobo\$689bobo44bo3bo\$689bo3bo42b2ob2o\$
690b2ob2o41b3o\$693b3o\$711b3o\$712b2ob2o\$713bo3bo\$715bobo\$716b2o9\$742b3o
\$742bo2bo\$743bobo2\$744b3o\$745b2o\$746bo14\$750b3o\$750bo2bo\$751bobo2\$752b
3o\$753b2o\$754bo22\$872b3o2\$874bo\$874b2o17\$884b3o2\$886bo\$886b2o\$191bo\$
191b2o\$191b3o2\$192bobo\$192bo2bo\$193b3o4\$870bo\$868bob2o\$869bo\$870bo\$
851bo\$852bo44bo\$850b2obo43bo\$851bo45bob2o\$900bo6\$623bo2\$625bo\$623b2o\$
208b3o412b2o2bo\$208bo2bo\$209bobo2\$210b3o\$211b2o\$212bo11\$626b2o2bo\$627b
2o\$630bo2\$630bo\$604bo2b2o\$607b2o\$606bo2\$608bo45\$641bo\$641b2o\$642bo2\$
641bobobo94\$2o\$obo\$o3bo\$b2ob2o\$4b3o46\$190bo\$190b2o\$190b3o2\$191bobo\$
191bo2bo\$192b3o58\$244b3o\$244bo2bo58b3o\$245bobo58bo2bo\$307bobo\$246b3o\$
247b2o59b3o\$248bo60b2o\$264b3o43bo\$264bo2bo\$225b2o38bobo\$226bo\$225bo2bo
37b3o\$226bobo38b2o\$268bo2\$296b3o\$296bo2bo\$282b3o12bobo\$282bo2bo\$283bob
o12b3o\$299b2o\$284b3o13bo\$285b2o\$240b3o43bo\$240bo2bo\$241bobo2\$242b3o
1829b3o\$243b2o57b2o1768b2ob2o\$244bo57bobo1767bo3bo\$301bo3bo1767bobo\$
301b2ob2o30b3o1735b2o\$301b3o32bo2bo\$337bobo2\$338b3o\$339b2o1723bobo\$
340bo1723bob2o2\$285bo1780b2o\$240b3o42b2o\$240bo2bo41b3o1427b2o\$241bobo
1472bo\$286bobo69bo\$242b3o41bo2bo68b2o1356b3o\$243b2o42b3o68b3o\$244bo\$
359bobo\$359bo2bo\$360b3o5\$1266b2o2bo\$1267b2o\$1270bo\$389b3o\$389bo2bo877b
o\$284bo2b2o8bo92bobo\$287b2o8b2o\$286bo10b3o91b3o\$370bo21b2o\$288bo9bobo
68bo2bo20bo\$298bo2bo67bo2b2o\$299b3o66b2obo\$368bo5bo\$369bob3o\$370b2o\$
127bo\$127bobo1719b3o\$127bob3o\$129b2o1720bo\$131bo118b2o1599b2o\$251bo
110bo\$361bo2bo\$251b3o107bo2b2o\$252b2o106b2obo\$253bo106bo5bo31bo\$361bob
3o31bo2bo\$182bo179b2o33b2o2bo\$182b2o216bob2o\$182b3o213bo5bo\$400b3obo\$
183bobo217b2o\$183bo2bo\$184b3o4\$438bo\$438b2o\$438b3o2\$439bobo\$439bo2bo\$
440b3o8\$263b3o\$264b2o\$265bob2o\$268bo5\$231bo51b3o\$284b2o\$233bo51bob2o\$
231b2o55bo\$231b2o2bo9\$403bo52b3o\$403b2obo47b2ob2o\$406b2o46bo3bo\$406b3o
46bobo\$456b2o4\$423bo\$423b2obo\$426b2o\$203b3o220b3o\$201b2ob2o\$201bo3bo\$
202bobo\$203b2o16\$287b2o\$287bob3o\$287bo5bo\$288b2obo\$290bo2b2o33b2o\$291b
o2bo31b3obo\$293bo31bo5bo106bo\$328bob2o106b2o\$326b2o2bo107b3o\$327bo2bo\$
329bo110bo\$440b2o5\$320b2o\$318b3obo\$317bo5bo\$320bob2o66b3o\$318b2o2bo67b
o2bo\$319bo2bo68bobo\$321bo\$392b3o\$393b2o\$394bo14\$402b3o\$402bo2bo\$403bob
o214b2o\$620bobo\$404b3o213bo3bo\$405b2o214b2ob2o\$406bo217b3o6\$1809bo\$
388b3o1418b2obo\$386b2ob2o1421bo\$386bo3bo1421bo\$387bobo\$388b2o11\$1863bo
2\$1863b2o\$1863b2obo10\$1847bo\$1847b2o\$1848bo\$1847bo2bo17\$1859bo\$1859b2o
\$1860bo\$1859bo2bo69bo\$1930bob2o\$1931bo\$1819bo112bo\$1819b2o\$1819b3o2\$
1821bo\$1821b2o4\$571b3o1350bo\$571bo2bo1347bob2o\$572bobo1348bo\$1924bo\$
573b3o1384bo\$574b2o1384b2obo\$575bo1387bo\$1963bo13\$1830bo\$1830b2obo232b
o\$368bo1464b2o232bo\$368b2o1463b3o229b2obo\$368b3o1695bo2\$369bobo\$369bo
2bo\$370b3o1477bo\$1850b2obo\$1853b2o\$588b3o1262b3o\$589b2ob2o\$590bo3bo\$
592bobo\$593b2o29\$1972b3o\$1973b2o\$243bo1730bob2o\$1977bo\$245bo\$243b2o\$
243b2o2bo2\$1992b3o\$1993b2o\$1994bob2o\$1997bo13\$1864bo\$1864bo\$1864bob2o\$
1867bo\$1903bo\$1904bo\$1902b2obo\$1903bo4\$2005b2o\$2006bo2\$2006b3o\$1906b2o
2bo96b2o\$1895bo11b2o99bo\$1896bo13bo\$1894b2obo\$1895bo14bo54bo2bo\$1967bo
\$1967b2o\$1968bo17\$1977bo2bo\$1979bo\$1979b2o\$1980bo10\$1961bob2o\$1963b2o
2\$1964bo5\$2237bo2\$2237bo\$2239b2o\$2237bo2b2o5\$961bo\$961b2o\$962bo\$2024bo
\$961bobobo\$2024bo\$2026b2o\$2024bo2b2o3\$1920b2o2\$1920b2obo\$1921bobo12\$
1648bo\$1646bob2o\$1647bo\$1648bo4\$2073bo\$2073b2obo\$2076bo\$2076bo15\$101bo
bo\$100bobob2o\$101bob3o\$99bo4bobo\$102bo2bo\$100b2o2bobo\$101bo3bo\$103bo
52\$2081bobo\$2082b2o\$2082b3o2\$2083b3o7\$623bobo\$623bo2bo\$625bo\$625b2o8\$
2513b3o\$2514b2ob2o\$2515bo3bo\$2517bobo\$2518b2o2\$632b2o\$631bobobo2\$634bo
\$632b2o2b2o2\$633b6o\$636bo\$635b4o\$637bo87\$2024b2o\$2025bo2\$2025b3o94\$
1600b2o2\$1600b2obo\$1601bobo5\$1593bo\$1589bobo2b2o\$1592b4o\$1590bobobobo\$
1592b3o\$1595bo\$1590bo2bo\$1595bo295\$1281bo\$1281b2o\$1282bo2\$1281bobobo6\$
1280b2o2\$1280b2obo\$1281bobo96\$2401bobo\$2402b2o\$2402b3o2\$2403b3o217\$
960b2o2\$960b2obo\$961bobo307\$1601bo\$1601b2o\$1602bo2\$1601bobobo6\$640b2o
2\$640b2obo\$641bobo96\$2721bobo\$2722b2o\$2722b3o2\$2723b3o217\$320b2o2\$320b
2obo\$321bobo5\$312b2o\$312bobo\$311bo3bo\$311b2ob2o\$311b3o298\$1921bo\$1921b
2o\$1922bo2\$1921bobobo105\$3041bobo\$3042b2o\$3042b3o2\$3043b3o71\$1803b2o\$
1803bobo\$1803bo3bo\$1804b2ob2o\$1807b3o21\$1592b3o\$1593b2o\$1594bob2o\$
1597bo12\$1881bobo\$1881b2obo2\$1883b2o9\$1647bobo\$1647b2obo2\$1649b2o13\$
2285b3o\$2283b2ob2o\$2283bo3bo\$2284bobo\$2285b2o88\$2211bo\$2211b2o\$2211b3o
2\$2212bobo\$2212bo2bo\$2213b3o5\$2167b2o\$2165b3obo\$2164bo5bo\$2167bob2o\$
2165b2o2bo\$2166bo2bo\$2168bo7\$2149b2o\$2148bobobo2\$2149bobobo\$2150bo2bo\$
2151bobo\$2151bo2bo\$2152b3o10\$2220b3o\$2221b2o\$2219b2obo166b2o\$2161b2o
57bo168bobo\$2160bobobo223bo3bo\$2388b2ob2o\$2161bobobo222b3o\$2162bo2bo\$
2163bobo\$2163bo2bo\$2164b3o2\$2212b3o\$2213b2o\$2211b2obo\$2212bo\$2248b3o\$
2114b3o132b2o\$2114bo2bo132bob2o\$2115bobo135bo2\$2116b3o\$2117b2o\$2118bo
23\$2125b3o\$2126b2ob2o\$2127bo3bo\$2129bobo\$2130b2o4\$2145b3o\$2146b2ob2o\$
2147bo3bo\$2149bobo\$2150b2o7\$2324bo\$2323bobo\$2322b3obo\$2324b2o\$2324bo6\$
2261b2o\$2261bobo\$2261bo3bo\$2262b2ob2o\$2265b3o4\$2281b2o\$2281bobo\$2281bo
3bo\$2282b2ob2o\$2285b3o23\$2294bo\$2294b2o\$2294b3o2\$2159bo135bobo\$2159b2o
bo132bo2bo\$2162b2o132b3o\$2162b3o\$2200bo\$2198bob2o240b2o\$2198b2o\$2198b
3o241bob2o\$2443bobo\$2246b3o\$2246bo2bo\$2247bobo\$2247bo2bo\$2247bobobo2\$
2248bobobo\$2192bo57b2o\$2190bob2o\$2190b2o\$2190b3o\$2252bo2bo\$2255bo\$
2254bobo\$2252b2o\$2251bob3o\$2252bobo\$2253bo3\$2258b3o\$2258bo2bo\$2259bobo
\$2259bo2bo\$2259bobobo2\$2260bobobo\$2262b2o7\$2244bo\$2243bo2bo\$2243bo2b2o
\$2242b2obo\$2242bo5bo\$2243bob3o\$2244b2o13\$1974b3o\$1972b2ob2o\$1972bo3bo\$
1973bobo\$1974b2o14\$2327bobobo2\$2330bo\$2330b2o\$2331bo19\$2379b3o\$2380b2o
b2o\$2381bo3bo\$2383bobo\$2384b2o2\$2222bo429bo\$2222b2o427bo3bo\$2222b3o
426b2o2bobo\$2654bo2bo\$2223bobo426bo4bobo\$2223bo2bo428bob3o\$2224b3o428b
obob2o\$2657bobo134\$3361bobo\$3362b2o\$3362b3o2\$3363b3o83\$1935bo\$1937bo\$
1937b2o\$1937b3o2\$1940bo\$1933bo\$1931bob2o\$1931b2o\$1931b3o206\$2565bo\$
2564b4o\$2566bo\$2564b6o2\$2565b2o2b2o\$2568bo2\$2567bobobo\$2569b2o329\$
3681bobo\$3682b2o\$3682b3o2\$3683b3o636\$4001bobo\$4002b2o\$4002b3o2\$4003b3o
636\$4321bobo\$4322b2o\$4322b3o2\$4323b3o636\$4641bobo\$4642b2o\$4642b3o2\$
4643b3o636\$4961bobo\$4962b2o\$4962b3o2\$4963b3o276\$5101b3o2\$5103bo\$5103b
2o!``````

simsim314
Posts: 1766
Joined: February 10th, 2014, 1:27 pm

### Re: 22da (Hexagonal Grid)

c0b0p0 wrote:with a few p16s would almost certainly suffice for building a replicator.
Well we need a recipe for construction arm. The main issue in this CA is that all the components are oscillators thus timing can be an issue that will require extra components or bigger distances between gliders (glider is p3, P126 is dividable by 3, p16 is less an issue).
c0b0p0 wrote:a better synthesis of the p16
Cool! Now we really close to pretty efficient replicator.

wildmyron
Posts: 1397
Joined: August 9th, 2013, 12:45 am

### Re: 22da (Hexagonal Grid)

c0b0p0 wrote:@wildmyron: Now that you've shown that the double duoplet puffer can be turned into a glider, I should be able to prove this puffer to be switchable.
Well, I'm glad I managed to unwittingly contribute something to 22da as well!

Here is a small collection of duoplet puffer reactions:
p4 + duoplet puffer -> glider + misc p4 and p2
p2 + duoplet puffer -> glider + p126 + p2
2*p2 + duoplet puffer -> double duoplet puffer

Code: Select all

``````x = 76, y = 15, rule = 22darealDLA
12.A29.A29.A\$A12.2A28.2A28.2A\$A11.3A27.3A27.3A\$.2A7.2A.A.A15.2A7.2A.A
.A15.2A7.2A.A.A\$9.A.2A26.A.2A26.A.2A\$10.A.A27.A.A27.A.A\$11.A29.A29.A
7\$72.A\$72.A!``````
The latest version of the 5S Project contains over 226,000 spaceships. There is also a GitHub mirror of the collection. Tabulated pages up to period 160 (out of date) are available on the LifeWiki.

c0b0p0
Posts: 645
Joined: February 26th, 2014, 4:48 pm

### Re: 22da (Hexagonal Grid)

simsim314 wrote:Cool! Now we really close to pretty efficient replicator.
I decided to contract the tape even more by proving the gun switchable. Here is a possible first step towards doing this.

Code: Select all

``````x = 208, y = 364, rule = 22da
obobo2\$3bo\$3b2o\$4bo78\$40bobobo2\$43bo\$43b2o\$44bo88\$60bob2o\$62b2o2\$63bo
10\$44bo2bo\$46bo\$46b2o\$47bo17\$56bo2bo\$58bo71bo\$58b2o71bo\$59bo69b2obo\$
16b2o112bo\$17bo\$34bo2b2o\$17b3o17b2o\$18b2o16bo\$19bo\$38bo3\$122bo\$123bo\$
121b2obo\$122bo\$157bo\$157bo\$157bob2o\$160bo15\$29b3o\$30b2o\$31bob2o\$34bo5\$
49b3o\$50b2o\$51bob2o\$54bo31\$169bo\$169b2obo\$172b2o\$172b3o5\$189bo\$189b2ob
o\$192b2o\$192b3o15\$63bo\$63b2obo\$66bo\$66bo\$101bo\$99bob2o\$100bo\$101bo4\$
204bo\$204b2o\$204b3o2\$206bo\$93bo112b2o\$91bob2o69bo\$92bo71b2o\$93bo71bo\$
164bo2bo17\$176bo\$176b2o\$177bo\$176bo2bo10\$160bo2\$160b2o\$160b2obo!``````
This reaction pushes a p16, which should be useful in syntheses (i.e. a couple of p16s in the triplicator are too close to be constructed at the same time, but one could possibly construct the p16s farther away from each other, and then push them closer to each other).

Code: Select all

``````x = 29, y = 29, rule = 22da
28bo\$26b2o\$26b2o23\$bo\$2bo\$2obo\$bo!``````
wildmyron wrote:Here are a few seeds for 22darealDLA.
Here is another seed to add to the list.

Code: Select all

``````x = 3, y = 3, rule = 22darealDLA
3B\$B\$.2B!``````
As for the rake gun, this is the only gun that seems suitable for making an actual rake gun. (In terms of population, I think this is the best design -- I am not so sure about the bounding box.)

Code: Select all

``````x = 332041, y = 656727, rule = 22da
3745b3o\$3745bo2bo\$3746bobo2\$3747b3o\$3748b2o\$3749bo40\$3769b2o\$3770bo\$
3769bo2bo\$3770bobo56\$3919bo\$3918b4o\$3920bo\$3920b2o\$3919b2ob2o\$3921b2o\$
3919bo2bo2bo\$3921bo2bo3\$3924bo63\$4031bobo\$4030bobob2o\$4031bob3o\$4029bo
4bobo\$4032bo2bo\$4030b2o2bobo\$4031bo3bo\$4033bo6\$4018bo2b2o\$4021b2o\$
4020bo2\$4022bo49\$3881bo\$3877bo2bo\$3883bo\$3881b3o\$3880bobobobo\$3883b4o\$
3881bobo2b2o\$3886bo10\$3933bobo\$3932bobob2o\$3933bob3o\$3931bo4bobo\$3934b
o2bo\$3932b2o2bobo\$3933bo3bo\$3935bo3\$3693bo\$3693b2obo219b2o\$3696bo218bo
bobo81b2o\$3696bo305bo\$3918bo82bo2bo\$3916b2o2b2o80bobo2\$3917b6o\$3920bo\$
3919b4o\$3921bo11\$3928b2o\$3927bobobo2\$3930bo\$3928b2o2b2o66bo\$4002bo2bo\$
3929b6o65bo\$3932bo68b3o\$3931b4o64bobobobo\$3933bo66b4o\$3888bob2obo106b
2o2bobo\$3889bobobo108bo\$3889bo4bo4\$3992bo\$3894bo99bo2bo\$3992bo\$3993b3o
\$3991bobobobo34bo\$3992b4o32bo2bo\$3992b2o2bobo35bo\$3994bo37b3o\$4031bobo
bobo\$4034b4o\$4032bobo2b2o\$4037bo10\$3898bo4bo234bo\$3904b2o228bobo2b2o\$
4137b4o\$3904b2o229bobobobo\$3905bo231b3o\$3903b2o235bo\$3905bo229bo2bo\$
4140bo\$3918bo4bo\$3924b2o2\$3924b2o\$3925bo\$3923b2o\$3925bo150bo\$4077b2o\$
4076b3obo\$4037bobo38bobo\$4037bo2bo39bo\$4039bo\$4039b2o15\$4119bo\$4118bo
3bo\$4118b2o2bobo\$4121bo2bo\$4119bo4bobo\$4122bob3o\$4122bobob2o\$4124bobo\$
4044bo\$4045b2o\$4044bo\$4044b2o2\$4044b2o\$4046bo4bo2\$4064bo\$4065b2o\$4064b
o\$4064b2o2\$4064b2o\$4066bo4bo10\$3932bo\$3931b2o2bobo\$3932b4o\$3932bobobob
o\$3935b3o37bo\$3935bo35bobo2b2o\$3938bo2bo32b4o\$3937bo34bobobobo\$3974b3o
\$3977bo\$3972bo2bo99bo\$3977bo4\$4075bo4bo\$3967bo108bobobo\$3963bobo2b2o
106bob2obo\$3966b4o66bo\$3964bobobobo64b4o\$3966b3o68bo\$3969bo65b6o\$3964b
o2bo\$3969bo66b2o2b2o\$4039bo2\$4038bobobo\$4040b2o11\$3775bo272bo\$4047b4o\$
3777bo271bo\$3775b2o270b6o\$3775b2o2bo\$4048b2o2b2o\$4051bo2\$4050bobobo\$
4052b2o4\$4034bo\$4032bo3bo\$4031bobo2b2o\$4032bo2bo\$4031bobo4bo\$4032b3obo
\$4032b2obobo\$4034bobo36\$3716bo\$3718bo2bo\$3716bo\$3717b3o\$3715bobobobo\$
3716b4o\$3716b2o2bobo\$3718bo426bo\$4141bo2bo\$4147bo\$4145b3o\$4144bobobobo
\$4147b4o\$4145bobo2b2o\$4117b2o31bo\$4116bobobo2\$4119bo\$4117b2o2b2o2\$
4118b6o\$4121bo\$4120b4o\$4122bo150\$4716bo\$4717b2o\$4716b3obo\$4718bobo\$
4720bo13\$3787bo2\$3789bo\$3787b2o\$3787b2o2bo13\$4094bo3\$4094bo2bo\$4093bo
2bo2bo\$4096b2o\$4095b2ob2o\$4097b2o\$4098bo\$4097b4o\$4099bo293\$3467bo2\$
3469bo\$3467b2o\$3467b2o2bo252\$2996bo\$2948bo45bob2o\$2948b2obo43bo\$2951bo
44bo\$2951bo\$2971bo\$2971bo\$2971bob2o\$2974bo11\$3001b2o\$3002bo2\$3002b3o
17\$3009b2o\$3010bo2\$3010b3o18\$2885b2o\$2884bobobo2\$2885bobobo\$2886bo2bo
257bo\$2887bobo\$2887bo2bo258bo\$2888b3o238bob2obo12b2o\$3130bobobo12b2o2b
o\$3130bo4bo4\$2904bo\$2903bo2bo228bo\$2903b2o2bo\$2906bob2o\$2904bo5bo\$
2906b3obo\$2909b2o6\$2924bo\$2923bo2bo\$2923b2o2bo213bob2obo\$2926bob2o212b
obobo\$2892bo31bo5bo211bo4bo\$2891bo2bo31b3obo\$2891bo2b2o33b2o\$2890b2obo
\$2890bo5bo\$2891bob3o251bo\$2892b2o3\$3126bo4bo\$3125b2o2\$3127b2o\$3128bo\$
3107bo22b2o\$3106b2o22bo25bo\$3109bo47b2o\$3109b2o45bo\$3156b2o\$2888b2o
221b2o\$2886b3obo215bo4bo44b2o\$2885bo5bo266bo4bo\$2888bob2o\$2886b2o2bo\$
2887bo2bo\$2889bo92\$2949bo\$2948b2o2bobo\$2949b4o\$2949bobobobo\$2952b3o\$
2952bo\$2955bo2bo\$2954bo\$2969bo\$2968b2o2bobo\$2969b4o\$2969bobobobo\$2972b
3o\$2972bo\$2975bo2bo\$2974bo15bo\$2992bo2bo\$2990bo\$2991b3o\$2989bobobobo\$
2990b4o\$2990b2o2bobo\$2992bo15\$2985bo3\$2985bo2bo\$2984bo2bo2bo\$2987b2o\$
2986b2ob2o\$2988b2o\$2989bo\$2988b4o\$2990bo9\$2951bo\$2950b2o\$2949bob3o\$
2950bobo36bo\$2951bo36b4o\$2990bo\$2990b2o\$2989b2ob2o\$2991b2o\$2989bo2bo2b
o\$2991bo2bo3\$2994bo17\$2700bo4bo\$2649bo4bo44b2o\$2655b2o\$2701b2o\$2655b2o
45bo\$2656bo47b2o\$2654b2o22bo25bo\$2656bo22b2o\$2678bo\$2678b2o2\$2678b2o\$
2680bo4bo4\$2705bo5\$2705bo4bo\$2706bobobo\$2706bob2obo13\$2713bo5\$2713bo4b
o\$2714bobobo\$2714bob2obo23\$2836bo\$2835b4o\$2837bo\$2835b6o2\$2836b2o2b2o\$
2839bo2\$2838bobobo\$2840b2o11\$2848bo\$2847b4o\$2849bo\$2847b6o2\$2848b2o2b
2o\$2851bo2\$2850bobobo\$2852b2o4\$2834bo\$2832bo3bo\$2831bobo2b2o\$2832bo2bo
\$2831bobo4bo\$2832b3obo\$2813bobo16b2obobo\$2812bobob2o16bobo23bobo\$2813b
ob3o41b2obobo\$2811bo4bobo41b3obo\$2814bo2bo42bobo4bo\$2812b2o2bobo43bo2b
o\$2813bo3bo44bobo2b2o\$2815bo48bo3bo\$2867bo7\$2583bo2\$2585bo\$2583b2o\$
2583b2o2bo316\$2263bo2\$2265bo\$2263b2o\$2263b2o2bo10\$2032bo\$1979bo48bobo
2b2o\$1978b2o2bobo46b4o\$1979b4o46bobobobo\$1979bobobobo45b3o\$1982b3o49bo
\$1982bo46bo2bo\$1985bo2bo19bo25bo\$1984bo19bo2bo\$2010bo\$2008b3o\$2007bobo
bobo\$2010b4o\$2008bobo2b2o\$2013bo3\$2034bo\$2033b4o\$2035bo\$2035b2o\$2034b
2ob2o\$2036b2o\$2034bo2bo2bo\$2036bo2bo3\$2039bo10\$2042bo\$2041b4o\$2043bo\$
2043b2o\$2042b2ob2o\$2044b2o\$2042bo2bo2bo\$2044bo2bo3\$2047bo18\$1921b2o\$
1922bo2\$1922b3o240b2o\$2164bobobo2\$2165bobobo\$2166bo2bo\$2167bobo\$2167bo
2bo\$2168b3o3\$1940bo\$1940b2obo\$1943bo\$1943bo7\$2177b2o\$2176bobobo\$1960bo
\$1960b2obo213bobobo\$1963bo214bo2bo\$1963bo215bobo\$1928bo250bo2bo\$1926bo
b2o250b3o\$1927bo\$1928bo4\$2163b2o\$2161b3obo\$2160bo5bo\$2163bob2o\$2161b2o
2bo\$2143bo18bo2bo\$2142bo2bo18bo25bo\$2142bo2b2o42bo2bo\$2141b2obo44b2o2b
o\$2141bo5bo44bob2o\$2142bob3o43bo5bo\$1923bo219b2o47b3obo\$1924bo270b2o\$
1922b2obo\$1923bo39\$1965bobobo2\$1968bo\$1968b2o\$1969bo31\$1139b2o2bo\$
1140b2o\$1143bo2\$1143bo11\$o\$obo\$ob3o\$2b2o\$4bo3\$1985b3o\$1986b2ob2o\$1987b
o3bo\$1989bobo\$1990b2o4\$2005b3o\$2006b2ob2o\$2007bo3bo\$2009bobo\$2010b2o2\$
2027b2o\$2027bobo\$2026bo3bo\$2026b2ob2o\$2026b3o19\$2020b3o\$2020bo2bo\$
2021bobo2\$2022b3o\$2023b2o\$1256bo767bo\$1275b2o\$1256b2o\$1256b2obo2\$1275b
o\$1276bo3\$1291b2o4\$1291bo\$1292bo2\$2025bo\$1307b2o716b2o\$2025b3o2\$2026bo
bo\$1307bo718bo2bo\$1308bo718b3o3\$1323b2o4\$1323bo\$1324bo3\$1339b2o4\$1339b
o\$1340bo3\$1355b2o380b2o\$1686b2o47b3obo\$1686bob3o43bo5bo\$1686bo5bo44bob
2o\$1355bo331b2obo44b2o2bo\$1356bo332bo2b2o42bo2bo\$1690bo2bo18bo25bo\$
1692bo18bo2bo\$1371b2o338b2o2bo\$1714bob2o\$1712bo5bo\$1714b3obo\$1371bo
345b2o\$1372bo3\$1387b2o2\$1740b3o\$1740bo2bo\$1387bo353bobo\$1388bo352bo2bo
\$1741bobobo2\$1403b2o337bobobo\$1744b2o3\$1403bo\$1404bo3\$1419b2o4\$1419bo\$
1420bo\$1748b3o\$1699bo48bo2bo\$1435b2o312bobo\$1701bo47bo2bo\$1699b2o48bob
obo\$1699b2o2bo\$1435bo314bobobo\$1436bo315b2o3\$1451b2o4\$1451bo\$1452bo3\$
1467b2o4\$1467bo\$1468bo3\$1483b2o4\$1483bo388bo\$1484bo387b2o\$1872b3o2\$
1499b2o373bo\$1874b2o3\$1499bo\$1500bo3\$1515b2o4\$1515bo\$1516bo3\$1531b2o
351bo\$1884b2o\$1884b3o2\$1531bo354bo\$1190b2o340bo353b2o\$1189bobobo2\$
1190bobobo352b2o\$1191bo2bo\$1192bobo\$1192bo2bo\$1193b3o351bo\$1548bo321bo
\$1868bob2o\$1868b2o\$1563b2o303b3o3\$1849b3o\$1563bo286b2o44b3o\$1564bo283b
2obo45b2o\$1849bo48bob2o\$1901bo\$1579b2o4\$1579bo\$1580bo\$1206b3o\$1206bo2b
o\$1207bobo385b2o\$1207bo2bo\$1207bobobo2\$1208bobobo382bo\$1210b2o384bo35\$
1227b2o\$1228bo\$1227bo2bo\$1228bobo44\$593b3o\$594b2o\$595bob2o\$598bo4\$
1779b2o2bo\$1780b2o\$1783bo2\$1783bo\$1526bo2b2o\$1529b2o\$1528bo2\$1530bo6\$
640bo\$640bobo\$640bob3o\$642b2o\$644bo55\$997b2o\$997bob3o\$997bo5bo\$998b2ob
o\$1000bo2b2o\$1001bo2bo\$1003bo46\$1189b2o\$1188bobobo2\$1189bobobo\$1190bo
2bo\$1191bobo523bo\$1191bo2bo522b2o\$1192b3o523bo2\$1717bobobo52\$1242b3o\$
1242bo2bo58b3o\$1243bobo58bo2bo\$1243bo2bo58bobo\$1243bobobo57bo2bo\$1305b
obobo\$1244bobobo\$1246b2o14b3o41bobobo\$1262bo2bo42b2o\$1263bobo\$1263bo2b
o\$1263bobobo2\$1264bobobo\$1266b2o\$1294b3o\$1294bo2bo\$1280b3o12bobo\$1280b
o2bo11bo2bo\$1281bobo11bobobo\$1281bo2bo\$1281bobobo10bobobo\$1298b2o\$
1238b3o41bobobo\$1238bo2bo42b2o\$1239bobo\$1239bo2bo\$1239bobobo\$3072bo\$
1240bobobo57b2o1767bo2bo\$1242b2o56b3obo1766bo2b2o\$1299bo5bo28b3o1733b
2obo\$1302bob2o28bo2bo1732bo5bo\$1300b2o2bo30bobo1733bob3o\$1301bo2bo30bo
2bo1733b2o\$1303bo31bobobo2\$1336bobobo\$1338b2o2\$1238b3o\$1238bo2bo1471b
2o\$1239bobo42b2o1428bo\$1239bo2bo40bobobo\$1239bobobo1470b3o\$1284bobobo
1426b2o\$1240bobobo40bo2bo68b2o1357bo\$1242b2o42bobo67bobobo\$1286bo2bo\$
1287b3o67bobobo\$1358bo2bo\$1359bobo\$1359bo2bo\$1360b3o4\$1387b3o\$1387bo2b
o\$1388bobo\$1388bo2bo\$1388bobobo\$1296b2o\$1295bobobo70bo18bobobo\$1368bo
3bo18b2o\$1296bobobo66bobo2b2o\$1297bo2bo67bo2bo\$1298bobo66bobo4bo\$1298b
o2bo66b3obo\$1299b3o66b2obobo\$1370bobo2\$2849bo\$2849b2o\$2849b3o\$1362bo\$
1249b3o108bo3bo1486bo\$1249bo2bo106bobo2b2o1485b2o\$1250bobo107bo2bo\$
1359bobo4bo28bo\$1251b3o106b3obo29bo3bo\$1252b2o106b2obobo28b2o2bobo\$
1253bo108bobo32bo2bo\$1181b2o212bo4bobo\$1180bobobo213bob3o\$1398bobob2o\$
1181bobobo214bobo\$1182bo2bo\$1183bobo\$1183bo2bo\$1184b3o3\$1437b2o\$1436bo
bobo2\$1437bobobo\$1438bo2bo\$1439bobo\$1439bo2bo\$1440b3o5\$1260b3o\$1261b2o
b2o\$1262bo3bo\$1264bobo\$1265b2o4\$1280b3o\$1281b2ob2o\$1282bo3bo1699bobo\$
1284bobo1699bob2o\$1285b2o\$2988b2o8\$1454bo\$1403b2o48bo2bo\$1403bobo47bo
2b2o\$1403bo3bo44b2obo\$1404b2ob2o43bo5bo\$1407b3o43bob3o\$1454b2o\$2419b2o
2bo\$2420b2o\$1423b2o998bo\$1423bobo\$1201bo221bo3bo995bo\$1200bo2bo220b2ob
2o\$1200bo2b2o222b3o\$1199b2obo\$1199bo5bo\$1200bob3o\$1201b2o5\$1280bo\$
1280bobo\$1280bob3o\$1282b2o\$1284bo6\$1287bobo\$1286b2obobo1598b3o\$1287b3o
bo\$1287bobo4bo1596b3o\$1289bo2bo32bobo108bo1455b2o\$1289bobo2b2o6bo21bob
ob2o106b2o1454bobo\$1291bo3bo4bo2bo21bob3o106b3o\$1294bo7b2o19bo4bobo\$
1303bobo20bo2bo107bobo\$1304b2o18b2o2bobo106bo2bo\$1304bob2o17bo3bo108b
3o\$1306bo20bo5\$1317bobo\$1316bobob2o66b3o\$1317bob3o66bo2bo\$1315bo4bobo
66bobo\$1318bo2bo67bo2bo\$1316b2o2bobo66bobobo\$1317bo3bo\$1319bo70bobobo\$
1392b2o13\$1400b3o\$1400bo2bo\$1401bobo\$1401bo2bo212b2o\$1401bobobo211bob
3o\$1617bo5bo\$1402bobobo211b2obo\$1404b2o214bo2b2o\$1621bo2bo\$1623bo4\$
2806bo\$1386bo1419b2obo\$1385bo2bo1420b2o\$1385bo2b2o1419b3o\$1384b2obo\$
1384bo5bo\$1385bob3o\$1386b2o10\$2863bo\$2864bo\$2862b2obo\$2863bo11\$2846b2o
\$2847bo2\$2847b3o15\$1498bo\$1499b2o\$1498b3obo1355b2o\$1500bobo1356bo72bo\$
1502bo1427bob2o\$1319bo1497bo41b3o68b2o\$2817b2o111b3o\$1321bo1495b3o\$
1319b2o\$1319b2o2bo1494bobo\$2818bo2bo\$2819b3o3\$1569b3o\$1569bo2bo1351bo\$
1570bobo1349bob2o\$1570bo2bo1348b2o\$1570bobobo1347b3o\$2957bo\$1571bobobo
1381b2obo\$1573b2o1385b2o\$2960b3o14\$2830b2o\$2830bobo\$2830bo3bo229b3o\$
1367b2o1462b2ob2o229b2o\$1366bobobo1463b3o226b2obo\$3064bo\$1367bobobo\$
1368bo2bo\$1369bobo1478b2o\$1369bo2bo1477bobo\$1370b3o216bo1260bo3bo\$
1588bo2bo1259b2ob2o\$1588b2o2bo1261b3o\$1591bob2o\$1589bo5bo\$1591b3obo\$
1594b2o27\$2969b3o\$2970b2ob2o\$2971bo3bo\$2973bobo\$2974b2o4\$2989b3o90bo\$
2990b2ob2o\$2991bo3bo86bo\$2993bobo88b2o\$2994b2o86bo2b2o13\$2998bobo\$
2863b3o132bob2o\$2864b2o130b2o\$2865bob2o131b2o\$2868bo127b2obo\$2901b3o
93bobo\$2902b2o\$2900b2obo\$2901bo4\$3004b3o\$3004bo2bo\$3005bobo2\$3006b3o\$
2893b3o111b2o\$2894b2o68b3o41bo\$2892b2obo\$2893bo72bo\$2966b2o3\$3003bobo\$
3004b2o\$3004b3o2\$3005b3o7\$1545bobo\$1545bo2bo\$1547bo\$1547b2o1427b3o2\$
2978bo\$2978b2o11\$2962bo\$2960bob2o\$2961bo\$2962bo13\$3005b3o\$3006b2ob2o\$
3007bo3bo\$3009bobo\$3010b2o\$3028b3o\$3028bo2bo\$3029bobo\$2664b2o\$3030b3o\$
2664b2obo363b2o\$2665bobo364bo14\$2648bo\$2646bob2o\$2646b2o\$2646b3o4\$
3070bo\$3070b2obo\$3073b2o\$3073b3o15\$1103bo\$1099bobo2b2o\$1102b4o\$1100bob
obobo\$1102b3o\$1105bo\$1100bo2bo\$1105bo74\$3514bo\$3513bo2bo\$3513b2o2bo\$
3516bob2o\$3514bo5bo\$3516b3obo\$3519b2o2\$1632bo3\$1632bo2bo\$1631bo2bo2bo\$
1634b2o\$1633b2ob2o\$1635b2o\$1636bo\$1635b4o\$1637bo6\$2037bo\$2037b2o\$2038b
o2\$2037bobobo73\$3022b2o\$3023bo2\$3023b3o\$3024b2o\$3025bo17\$2676b2o2\$
2676b2obo\$2677bobo83\$2589bo\$2588b2o\$2591bo\$2591b2o2\$2593b2o\$2588bo4bo
449\$2357bo\$2357b2o\$2358bo2\$2357bobobo636\$2677bo\$2677b2o\$2678bo2\$2677bo
bobo179\$1312b2o\$1310b3obo\$1309bo5bo\$1312bob2o\$1310b2o2bo\$1311bo2bo\$
1313bo451\$2997bo\$2997b2o\$2998bo2\$2997bobobo25\$2800b2o\$2800bob3o\$2800bo
5bo\$2801b2obo\$2803bo2b2o\$2804bo2bo\$2806bo19\$2589b3o\$2590b2ob2o\$2591bo
3bo\$2593bobo\$2594b2o39\$3283bo\$3282bo2bo\$3282bo2b2o\$3281b2obo\$3281bo5bo
\$3282bob3o\$3283b2o38\$3241bo\$3240bobo\$3239b3obo\$3241b2o\$3241bo2\$3034bob
o\$3034b2obo2\$3036b2o9\$2800bobo\$2800b2obo2\$2802b2o29\$3210b2o\$3209bobobo
2\$3210bobobo\$3211bo2bo\$3212bobo\$3212bo2bo\$3213b3o3\$3164bobo\$3163bobob
2o\$3164bob3o\$3162bo4bobo\$3165bo2bo\$3163b2o2bobo\$3164bo3bo\$3166bo4\$
3147b2o\$3146bobobo71bo\$3222b2o\$3149bo73bo\$3147b2o2b2o\$3222bobobo\$3148b
6o\$3151bo\$3150b4o\$3152bo9\$3220b3o\$3218b2ob2o\$3159b2o57bo3bo166b2o\$
3158bobobo56bobo165b3obo\$3220b2o164bo5bo\$3161bo227bob2o\$3159b2o2b2o
222b2o2bo\$3388bo2bo\$3160b6o224bo\$3163bo\$3162b4o\$3164bo\$3212b3o\$3210b2o
b2o\$3210bo3bo\$3211bobo\$3112b3o97b2o31b3o\$3112bo2bo130b2ob2o\$3113bobo
131bo3bo\$3113bo2bo132bobo\$3113bobobo132b2o2\$3114bobobo\$3116b2o18\$3249b
obobo2\$3252bo34b2o\$3252b2o\$3253bo33bob2o\$3126bo161bobo\$3125bo2bo\$3125b
2o2bo\$3128bob2o\$3126bo5bo\$3128b3obo\$3131b2o2\$3146bo\$3145bo2bo\$3145b2o
2bo\$3148bob2o\$3146bo5bo\$3148b3obo\$3151b2o15\$3258b2o\$3258bob3o\$3258bo5b
o\$3259b2obo\$3261bo2b2o\$3262bo2bo\$3264bo2\$3278b2o\$3278bob3o\$3278bo5bo\$
3279b2obo\$3281bo2b2o\$3282bo2bo\$3284bo23\$3293b2o\$3292bobobo2\$3159b2o
132bobobo\$3159bobo132bo2bo\$3159bo3bo131bobo\$3160b2ob2o130bo2bo\$3163b3o
31b2o97b3o\$3197bobo\$3196bo3bo\$3196b2ob2o\$3196b3o\$3246bo\$3245b4o\$3247bo
\$3245b6o2\$3246b2o2b2o\$3249bo\$3189b2o\$3189bobo56bobobo\$3188bo3bo57b2o\$
3188b2ob2o\$3188b3o9\$3258bo\$3257b4o\$3259bo\$3257b6o\$3004bo\$3003b2o253b2o
2b2o\$3002bob3o254bo\$3003bobo\$3004bo255bobobo\$3262b2o4\$3244bo\$3242bo3bo
\$3241bobo2b2o\$3242bo2bo\$3241bobo4bo\$3242b3obo\$3242b2obobo\$3244bobo12\$
2972bo\$2971bo2bo\$2971bo2b2o\$2970b2obo\$2970bo5bo\$2971bob3o\$2972b2o35\$
3380bo\$3379bo2bo\$3379b2o2bo\$3382bob2o\$3380bo5bo\$3382b3obo\$3385b2o2\$
3221b2o432bo\$3220bobobo426bo2bo\$3657bo\$3221bobobo429b3o\$3222bo2bo428bo
bobobo\$3223bobo431b4o\$3223bo2bo428bobo2b2o\$3224b3o433bo148\$3009bo\$
3008b2o\$3007bob3o\$3008bobo\$3009bo74\$2930b2o\$2930bobo\$2929bo3bo\$2929b2o
b2o\$2929b3o202\$3560b2o2b2o\$3562b3o\$3561bob2obo\$3564bo\$3564b2o\$3563b2ob
2o\$3565b2o\$3563bo2bo2bo\$3565bo2bo3\$3568bo650239\$332037bobo\$332037bo2bo
\$332039bo\$332039b2o374\$331709bobo\$331709bo2bo\$331711bo\$331711b2o!``````
And as for where to put the gun, try putting it somewhere in the pattern below.

Code: Select all

``````x = 5105, y = 9437, rule = 22da
2273bo\$2272b4o\$2274bo\$2272b6o2\$2273b2o2b2o\$2276bo\$2448bo2b2o\$2275bobob
o171b2o\$2277b2o171bo2\$2452bo\$2277b2o\$2278bo\$2277bo2bo\$2278bobo33\$2693b
2o\$2694bo\$2693bo2bo\$2694bobo85\$2230bo\$2229bo3bo\$2229b2o2bobo\$2232bo2bo
\$2230bo4bobo\$2233bob3o\$2233bobob2o\$2235bobo11\$2288b2o\$2286b3obo\$2285bo
5bo\$2288bob2o\$2286b2o2bo\$2287bo2bo\$2289bo7\$2270b2o\$2269bobobo2\$2270bob
obo\$2271bo2bo\$2272bobo\$2272bo2bo\$2273b3o13\$2282b2o\$2281bobobo70bo\$
2354bo3bo\$2241bo40bobobo66bobo2b2o\$2240b4o39bo2bo67bo2bo\$2242bo41bobo
66bobo4bo\$2242b2o40bo2bo66b3obo\$2241b2ob2o39b3o66b2obobo\$2243b2o111bob
o\$2241bo2bo2bo\$2243bo2bo3\$2246bo101bo\$2346bo3bo\$2345bobo2b2o\$2346bo2bo
\$2345bobo4bo28bo\$2346b3obo29bo3bo\$2346b2obobo28b2o2bobo\$2348bobo32bo2b
o\$2381bo4bobo\$2384bob3o\$2384bobob2o\$2386bobo11\$2257bo\$2253bo2bo231bobo
\$2259bo227bobob2o\$2257b3o228bob3o\$2256bobobobo223bo4bobo\$2259b4o226bo
2bo\$2257bobo2b2o223b2o2bobo\$2262bo225bo3bo\$2277bo212bo\$2273bo2bo\$2279b
o\$2277b3o\$2276bobobobo\$2279b4o\$2277bobo2b2o\$2282bo3\$2441bo\$2442b2o\$
2441bo\$2441b2o2\$2441b2o\$2443bo4bo7\$2460bo2b2o\$2463b2o\$2462bo2\$2464bo6\$
2921bo\$2393bo526b4o\$2392b2o2bobo523bo\$2393b4o523b6o\$2393bobobobo\$2396b
3o522b2o2b2o\$2396bo527bo\$2399bo2bo693bo2b2o\$2398bo524bobobo171b2o\$
2413bo511b2o171bo\$2412b2o2bobo\$2413b4o683bo\$2413bobobobo505b2o\$2416b3o
507bo\$2416bo508bo2bo\$2419bo2bo503bobo\$2418bo11\$2287bobo\$2286b2obobo\$
2287b3obo\$2287bobo4bo\$2289bo2bo32bobo\$2289bobo2b2o28bobob2o\$2291bo3bo
29bob3o\$2294bo28bo4bobo\$2326bo2bo\$2324b2o2bobo\$2325bo3bo\$2327bo101bo3\$
2429bo2bo\$2428bo2bo2bo\$2317bobo111b2o\$2316bobob2o66b3o39b2ob2o\$2317bob
3o66bo2bo40b2o\$2315bo4bobo66bobo41bo\$2318bo2bo67bo2bo39b4o\$2316b2o2bob
o66bobobo40bo\$2317bo3bo\$2319bo70bobobo\$2392b2o13\$2400b3o\$2400bo2bo\$
2389bo11bobo\$2383bo17bo2bo\$2390bo10bobobo\$2385b2o4bo\$2383b2o5bo2bo8bob
obo\$2383b2o5bo13b2o\$2390b2o6\$2386bo\$2385bo2bo\$2385bo2b2o\$2384b2obo\$
2384bo5bo\$2385bob3o\$2386b2o35\$2072bo\$2070bo3bo\$2069bobo2b2o\$2070bo2bo\$
2069bobo4bo\$2070b3obo\$2070b2obobo\$2072bobo419bo\$2493bo3bo\$2493b2o2bobo
\$2496bo2bo\$2467bobo24bo4bobo\$2467bo2bo26bob3o\$2469bo27bobob2o\$1980bo
29bo29bo29bo29bo29bo29bo29bo29bo29bo29bo188b2o28bobo\$1978bo3bo25bo3bo
25bo3bo25bo3bo25bo3bo25bo3bo25bo3bo25bo3bo25bo3bo25bo3bo25bo3bo\$1977bo
bo2b2o23bobo2b2o23bobo2b2o23bobo2b2o23bobo2b2o23bobo2b2o23bobo2b2o23bo
bo2b2o23bobo2b2o23bobo2b2o23bobo2b2o\$1978bo2bo26bo2bo26bo2bo26bo2bo26b
o2bo26bo2bo26bo2bo26bo2bo26bo2bo26bo2bo26bo2bo596bo\$1977bobo4bo22bobo
4bo22bobo4bo22bobo4bo22bobo4bo22bobo4bo22bobo4bo22bobo4bo22bobo4bo22bo
bo4bo22bobo4bo592bo3bo\$1978b3obo25b3obo25b3obo25b3obo25b3obo25b3obo25b
3obo25b3obo25b3obo25b3obo25b3obo594b2o2bobo\$1978b2obobo24b2obobo24b2ob
obo24b2obobo24b2obobo24b2obobo24b2obobo24b2obobo24b2obobo24b2obobo24b
2obobo596bo2bo\$1980bobo27bobo27bobo27bobo27bobo27bobo27bobo27bobo27bob
o27bobo27bobo595bo4bobo\$2881bob3o\$2881bobob2o\$2883bobo11\$2936b2o\$2934b
3obo\$2933bo5bo\$2936bob2o\$2934b2o2bo\$2935bo2bo\$2937bo4\$2693b2obo\$2694b
2o2\$2696bo221b2o\$2917bobobo2\$2918bobobo\$2919bo2bo\$2920bobo\$2920bo2bo\$
2921b3o13\$2930b2o\$2929bobobo70bo\$3002bo3bo\$2889bo40bobobo66bobo2b2o\$
2888b4o39bo2bo67bo2bo\$2890bo41bobo66bobo4bo\$2890b2o40bo2bo66b3obo\$
2889b2ob2o39b3o66b2obobo\$2891b2o111bobo\$2889bo2bo2bo\$2891bo2bo3\$2894bo
101bo\$2994bo3bo\$2993bobo2b2o\$2994bo2bo\$2993bobo4bo28bo\$2994b3obo29bo3b
o\$2994b2obobo28b2o2bobo\$2996bobo32bo2bo\$3029bo4bobo\$3032bob3o\$3032bobo
b2o\$3034bobo11\$2905bo\$2901bo2bo231bobo\$2907bo227bobob2o\$2905b3o228bob
3o\$2904bobobobo223bo4bobo\$2907b4o226bo2bo\$2905bobo2b2o223b2o2bobo\$
2910bo225bo3bo\$2925bo212bo\$2921bo2bo\$2927bo\$2925b3o\$2924bobobobo\$2927b
4o\$2925bobo2b2o\$2930bo16\$3108bo2b2o\$3111b2o\$3110bo2\$3112bo7\$3041bo\$
3040b2o2bobo\$3041b4o\$3041bobobobo\$3044b3o\$3044bo\$3047bo2bo\$3046bo\$
3061bo\$3060b2o2bobo\$3061b4o\$3061bobobobo\$3064b3o\$3064bo\$3067bo2bo\$
3066bo11\$2935bobo\$2934b2obobo\$2935b3obo\$2935bobo4bo\$2937bo2bo32bobo\$
2937bobo2b2o28bobob2o\$2939bo3bo29bob3o\$2942bo28bo4bobo\$2974bo2bo\$2972b
2o2bobo\$2973bo3bo\$2975bo101bo3\$3077bo2bo\$3076bo2bo2bo\$2965bobo111b2o\$
2964bobob2o66b3o39b2ob2o\$2965bob3o66bo2bo40b2o\$2963bo4bobo66bobo41bo\$
2966bo2bo67bo2bo39b4o\$2964b2o2bobo66bobobo40bo\$2965bo3bo\$2967bo70bobob
o188bo\$3040b2o190b2o\$3231b3obo\$3233bobo\$3235bo9\$2446b2o\$2445bobobo598b
3o\$3048bo2bo\$2448bo588bo11bobo\$2446b2o2b2o579bo17bo2bo\$3038bo10bobobo\$
2447b6o580b2o4bo\$2450bo580b2o5bo2bo8bobobo\$2449b4o578b2o5bo13b2o\$2451b
o586b2o6\$3034bo\$3033bo2bo\$3033bo2b2o\$3032b2obo\$3032bo5bo\$3033bob3o\$
3034b2o35\$2720bo\$2718bo3bo\$2717bobo2b2o\$2718bo2bo\$2717bobo4bo\$2063bo
654b3obo\$2718b2obobo\$2065bo654bobo419bo\$2063b2o1076bo3bo\$2063b2o2bo
1073b2o2bobo\$3144bo2bo\$3115bobo24bo4bobo\$3115bo2bo26bob3o\$3117bo27bobo
b2o\$3117b2o28bobo193\$3094b2o\$3093bobobo2\$3096bo\$3094b2o2b2o2\$3095b6o\$
3098bo\$3097b4o\$3099bo52\$2711bo2\$2713bo\$2711b2o\$2711b2o2bo53\$1743bo2\$
1745bo\$1743b2o\$1743b2o2bo59\$2787bobo\$2787bo2bo\$2789bo\$2789b2o197\$2391b
o2\$2393bo\$2391b2o\$2391b2o2bo53\$1423bo2\$1425bo\$1423b2o\$1423b2o2bo118\$
1995bob2o\$1948b2obo45b2o\$1949b2o\$1998bo\$1951bo\$1973bo2\$1974b2o\$1973bob
2o10\$2002bo\$2002b2o\$2003bo\$2002bo2bo17\$2010bo\$2010b2o\$2011bo\$2010bo2bo
6\$2042bo\$2042bobo\$2042bob3o\$2044b2o\$2046bo8\$1886bo\$1886b2o\$1886b3o\$
2130bo\$1887bobo239b4o\$1887bo2bo240bo\$1888b3o240b2o\$2130b2ob2o\$2132b2o\$
2130bo2bo2bo\$2132bo2bo3\$2135bo2\$1903b3o\$1904b2ob2o\$1905bo3bo\$1907bobo\$
1908b2o4\$2142bo\$2141b4o\$2143bo\$2143b2o\$1923b3o216b2ob2o\$1924b2ob2o215b
2o\$1925bo3bo212bo2bo2bo\$1927bobo214bo2bo\$1894b3o31b2o\$1892b2ob2o\$1892b
o3bo250bo\$1893bobo\$1894b2o4\$2126bo\$2128bo2bo\$2126bo\$2127b3o\$2111bo13bo
bobobo\$2107bobo2b2o12b4o23bo\$2110b4o12b2o2bobo19b2o2bobo\$2108bobobobo
13bo24b4o\$2110b3o40bobobobo\$2113bo42b3o\$2108bo2bo44bo\$1888b2o223bo45bo
2bo\$1888bobo267bo\$1887bo3bo\$1887b2ob2o\$1887b3o85\$1103bo2\$1105bo\$1103b
2o\$1103b2o2bo5\$1952bobo\$1951b2obobo\$1952b3obo\$1952bobo4bo\$1954bo2bo\$
1954bobo2b2o\$1956bo3bo\$1959bo\$1972bobo\$1971b2obobo\$1972b3obo\$1972bobo
4bo\$1974bo2bo\$1974bobo2b2o13bo\$1976bo3bo11bo3bo\$1979bo11bobo2b2o\$1992b
o2bo\$1991bobo4bo\$1992b3obo\$1992b2obobo\$1994bobo15\$1985b2o\$1984bobobo2\$
1987bo\$1985b2o2b2o2\$1986b6o\$1989bo\$1988b4o\$1990bo16\$1991bo\$1990b4o\$
1992bo\$1990b6o2\$1991b2o2b2o\$1994bo2\$1993bobobo\$1995b2o16\$1700bo\$1656bo
45bo2bo\$1652bo2bo44bo\$1658bo42b3o\$1656b3o40bobobobo\$1655bobobobo13bo
24b4o\$1658b4o12b2o2bobo19b2o2bobo\$1656bobo2b2o12b4o23bo\$1661bo13bobobo
bo\$1678b3o\$1678bo\$1681bo2bo\$1680bo6\$1707bo3\$1707bo2bo\$1706bo2bo2bo\$
1709b2o\$1708b2ob2o\$1710b2o\$1711bo\$1710b4o\$1712bo10\$1715bo3\$1715bo2bo\$
1714bo2bo2bo\$1717b2o\$1716b2ob2o\$1718b2o\$1719bo\$1718b4o153bo\$1720bo153b
2o\$1873bob3o\$1874bobo\$1875bo15\$1836b3o\$1836bo2bo\$1837bobo\$1837bo2bo\$
1837bobobo2\$1838bobobo\$1840b2o13\$1848b3o\$1848bo2bo\$1849bobo\$1849bo2bo\$
1849bobobo2\$1850bobobo\$1852b2o7\$1834bo\$1833bo2bo\$1833bo2b2o\$1832b2obo\$
1832bo5bo\$1816b2o15bob3o\$1814b3obo15b2o24b2o\$1813bo5bo40bob3o\$1816bob
2o40bo5bo\$1814b2o2bo42b2obo\$1815bo2bo44bo2b2o\$1817bo46bo2bo\$1866bo85\$
1507bo2\$1509bo\$1507b2o\$1507b2o2bo25\$783bo2\$785bo\$783b2o\$783b2o2bo225\$
1030bobo\$982bobo44bobob2o\$981b2obobo43bob3o\$982b3obo41bo4bobo\$982bobo
4bo41bo2bo\$984bo2bo17bo23b2o2bobo\$984bobo2b2o13bo3bo21bo3bo\$986bo3bo
13b2o2bobo21bo\$989bo17bo2bo\$1005bo4bobo\$1008bob3o\$1008bobob2o\$1010bobo
6\$1036bo\$1035b4o\$1037bo\$1035b6o2\$1036b2o2b2o\$1039bo2\$1038bobobo\$1040b
2o11\$1044bo\$1043b4o\$1045bo\$1043b6o2\$1044b2o2b2o\$1047bo2\$1046bobobo\$
1048b2o15\$1187bo\$922bo\$922b2o265bo\$923bo263b2o\$922bo2bo240bo20b2o2bo\$
1166b2o\$1166b3o2\$1167bobo\$1167bo2bo\$1168b3o5\$940b2obo\$941b2o2\$943bo6\$
1178bo\$1178b2o\$1178b3o\$960b2obo\$961b2o216bobo\$463bo715bo2bo\$963bo216b
3o\$465bo461bob2o\$463b2o464b2o\$463b2o2bo\$930bo5\$1163b2o\$1163bobo\$1162bo
3bo\$1162b2ob2o\$1162b3o\$1145b3o\$1143b2ob2o41b3o\$1143bo3bo42b2ob2o\$1144b
obo44bo3bo\$1145b2o46bobo\$923bo270b2o2\$923b2o\$923b2obo97\$988b3o\$989b2o\$
990bob2o\$993bo5\$1008b3o\$1009b2o\$1010bob2o\$1013bo2\$1030bo\$1028bob2o\$
1028b2o\$1028b3o19\$1021b2o\$1022bo2\$1022b3o\$1023b2o\$1024bo9\$991bo\$990b2o
\$989bob3o\$990bobo\$991bo7\$1027bo\$1027b2o\$1027b3o2\$1029bo\$1029b2o19\$737b
2o\$689b2o46bobo\$689bobo44bo3bo\$689bo3bo42b2ob2o\$690b2ob2o41b3o\$693b3o\$
711b3o\$712b2ob2o\$713bo3bo\$715bobo\$716b2o9\$742b3o\$742bo2bo\$743bobo2\$
744b3o\$745b2o\$746bo14\$750b3o\$750bo2bo\$751bobo2\$752b3o\$753b2o\$754bo22\$
872b3o2\$874bo\$874b2o17\$884b3o2\$886bo\$886b2o\$191bo\$191b2o\$191b3o2\$192bo
bo\$192bo2bo\$193b3o4\$870bo\$868bob2o\$869bo\$870bo\$851bo\$852bo44bo\$850b2ob
o43bo\$851bo45bob2o\$900bo6\$623bo2\$625bo\$623b2o\$208b3o412b2o2bo\$208bo2bo
\$209bobo2\$210b3o\$211b2o\$212bo11\$626b2o2bo\$627b2o\$630bo2\$630bo\$604bo2b
2o\$607b2o\$606bo2\$608bo45\$641bo\$641b2o\$642bo2\$641bobobo94\$2o\$obo\$o3bo\$b
2ob2o\$4b3o46\$190bo\$190b2o\$190b3o2\$191bobo\$191bo2bo\$192b3o58\$244b3o\$
244bo2bo58b3o\$245bobo58bo2bo\$307bobo\$246b3o\$247b2o59b3o\$248bo60b2o\$
264b3o43bo\$264bo2bo\$225b2o38bobo\$226bo\$225bo2bo37b3o\$226bobo38b2o\$268b
o2\$296b3o\$296bo2bo\$282b3o12bobo\$282bo2bo\$283bobo12b3o\$299b2o\$284b3o13b
o\$285b2o\$240b3o43bo\$240bo2bo\$241bobo2\$242b3o1829b3o\$243b2o57b2o1768b2o
b2o\$244bo57bobo1767bo3bo\$301bo3bo1767bobo\$301b2ob2o30b3o1735b2o\$301b3o
32bo2bo\$337bobo2\$338b3o\$339b2o1723bobo\$340bo1723bob2o2\$285bo1780b2o\$
240b3o42b2o\$240bo2bo41b3o1427b2o\$241bobo1472bo\$286bobo69bo\$242b3o41bo
2bo68b2o1356b3o\$243b2o42b3o68b3o\$244bo\$359bobo\$359bo2bo\$360b3o5\$1266b
2o2bo\$1267b2o\$1270bo\$389b3o\$389bo2bo877bo\$284bo2b2o8bo92bobo\$287b2o8b
2o\$286bo10b3o91b3o\$370bo21b2o\$288bo9bobo68bo2bo20bo\$298bo2bo67bo2b2o\$
299b3o66b2obo\$368bo5bo\$369bob3o\$370b2o\$127bo\$127bobo1719b3o\$127bob3o\$
129b2o1720bo\$131bo118b2o1599b2o\$251bo110bo\$361bo2bo\$251b3o107bo2b2o\$
252b2o106b2obo\$253bo106bo5bo31bo\$361bob3o31bo2bo\$182bo179b2o33b2o2bo\$
182b2o216bob2o\$182b3o213bo5bo\$400b3obo\$183bobo217b2o\$183bo2bo\$184b3o4\$
438bo\$438b2o\$438b3o2\$439bobo\$439bo2bo\$440b3o8\$263b3o\$264b2o\$265bob2o\$
268bo5\$231bo51b3o\$284b2o\$233bo51bob2o\$231b2o55bo\$231b2o2bo9\$403bo52b3o
\$403b2obo47b2ob2o\$406b2o46bo3bo\$406b3o46bobo\$456b2o4\$423bo\$423b2obo\$
426b2o\$203b3o220b3o\$201b2ob2o\$201bo3bo\$202bobo\$203b2o16\$287b2o\$287bob
3o\$287bo5bo\$288b2obo\$290bo2b2o33b2o\$291bo2bo31b3obo\$293bo31bo5bo106bo\$
328bob2o106b2o\$326b2o2bo107b3o\$327bo2bo\$329bo110bo\$440b2o5\$320b2o\$318b
3obo\$317bo5bo\$320bob2o66b3o\$318b2o2bo67bo2bo\$319bo2bo68bobo\$321bo\$392b
3o\$393b2o\$394bo14\$402b3o\$402bo2bo\$403bobo214b2o\$620bobo\$404b3o213bo3bo
\$405b2o214b2ob2o\$406bo217b3o6\$1809bo\$388b3o1418b2obo\$386b2ob2o1421bo\$
386bo3bo1421bo\$387bobo\$388b2o11\$1863bo2\$1863b2o\$1863b2obo10\$1847bo\$
1847b2o\$1848bo\$1847bo2bo17\$1859bo\$1859b2o\$1860bo\$1859bo2bo69bo\$1930bob
2o\$1931bo\$1819bo112bo\$1819b2o\$1819b3o2\$1821bo\$1821b2o4\$571b3o1350bo\$
571bo2bo1347bob2o\$572bobo1348bo\$1924bo\$573b3o1384bo\$574b2o1384b2obo\$
575bo1387bo\$1963bo13\$1830bo\$1830b2obo232bo\$368bo1464b2o232bo\$368b2o
1463b3o229b2obo\$368b3o1695bo2\$369bobo\$369bo2bo\$370b3o1477bo\$1850b2obo\$
1853b2o\$588b3o1262b3o\$589b2ob2o\$590bo3bo\$592bobo\$593b2o29\$1972b3o\$
1973b2o\$243bo1730bob2o\$1977bo\$245bo\$243b2o\$243b2o2bo2\$1992b3o\$1993b2o\$
1994bob2o\$1997bo13\$1864bo\$1864bo\$1864bob2o\$1867bo\$1903bo\$1904bo\$1902b
2obo\$1903bo4\$2005b2o\$2006bo2\$2006b3o\$1906b2o2bo96b2o\$1895bo11b2o99bo\$
1896bo13bo\$1894b2obo\$1895bo14bo54bo2bo\$1967bo\$1967b2o\$1968bo17\$1977bo
2bo\$1979bo\$1979b2o\$1980bo10\$1961bob2o\$1963b2o2\$1964bo5\$2237bo2\$2237bo\$
2239b2o\$2237bo2b2o5\$961bo\$961b2o\$962bo\$2024bo\$961bobobo\$2024bo\$2026b2o
\$2024bo2b2o3\$1920b2o2\$1920b2obo\$1921bobo12\$1648bo\$1646bob2o\$1647bo\$
1648bo4\$2073bo\$2073b2obo\$2076bo\$2076bo15\$101bobo\$100bobob2o\$101bob3o\$
99bo4bobo\$102bo2bo\$100b2o2bobo\$101bo3bo\$103bo52\$2081bobo\$2082b2o\$2082b
3o2\$2083b3o7\$623bobo\$623bo2bo\$625bo\$625b2o8\$2513b3o\$2514b2ob2o\$2515bo
3bo\$2517bobo\$2518b2o2\$632b2o\$631bobobo2\$634bo\$632b2o2b2o2\$633b6o\$636bo
\$635b4o\$637bo87\$2024b2o\$2025bo2\$2025b3o94\$1600b2o2\$1600b2obo\$1601bobo
5\$1593bo\$1589bobo2b2o\$1592b4o\$1590bobobobo\$1592b3o\$1595bo\$1590bo2bo\$
1595bo295\$1281bo\$1281b2o\$1282bo2\$1281bobobo6\$1280b2o2\$1280b2obo\$1281bo
bo96\$2401bobo\$2402b2o\$2402b3o2\$2403b3o217\$960b2o2\$960b2obo\$961bobo307\$
1601bo\$1601b2o\$1602bo2\$1601bobobo6\$640b2o2\$640b2obo\$641bobo96\$2721bobo
\$2722b2o\$2722b3o2\$2723b3o217\$320b2o2\$320b2obo\$321bobo5\$312b2o\$312bobo\$
311bo3bo\$311b2ob2o\$311b3o298\$1921bo\$1921b2o\$1922bo2\$1921bobobo105\$
3041bobo\$3042b2o\$3042b3o2\$3043b3o71\$1803b2o\$1803bobo\$1803bo3bo\$1804b2o
b2o\$1807b3o21\$1592b3o\$1593b2o\$1594bob2o\$1597bo12\$1881bobo\$1881b2obo2\$
1883b2o9\$1647bobo\$1647b2obo2\$1649b2o13\$2285b3o\$2283b2ob2o\$2283bo3bo\$
2284bobo\$2285b2o88\$2211bo\$2211b2o\$2211b3o2\$2212bobo\$2212bo2bo\$2213b3o
5\$2167b2o\$2165b3obo\$2164bo5bo\$2167bob2o\$2165b2o2bo\$2166bo2bo\$2168bo7\$
2149b2o\$2148bobobo2\$2149bobobo\$2150bo2bo\$2151bobo\$2151bo2bo\$2152b3o10\$
2220b3o\$2221b2o\$2219b2obo166b2o\$2161b2o57bo168bobo\$2160bobobo223bo3bo\$
2388b2ob2o\$2161bobobo222b3o\$2162bo2bo\$2163bobo\$2163bo2bo\$2164b3o2\$
2212b3o\$2213b2o\$2211b2obo\$2212bo\$2248b3o\$2114b3o132b2o\$2114bo2bo132bob
2o\$2115bobo135bo2\$2116b3o\$2117b2o\$2118bo23\$2125b3o\$2126b2ob2o\$2127bo3b
o\$2129bobo\$2130b2o4\$2145b3o\$2146b2ob2o\$2147bo3bo\$2149bobo\$2150b2o7\$
2324bo\$2323bobo\$2322b3obo\$2324b2o\$2324bo6\$2261b2o\$2261bobo\$2261bo3bo\$
2262b2ob2o\$2265b3o4\$2281b2o\$2281bobo\$2281bo3bo\$2282b2ob2o\$2285b3o23\$
2294bo\$2294b2o\$2294b3o2\$2159bo135bobo\$2159b2obo132bo2bo\$2162b2o132b3o\$
2162b3o\$2200bo\$2198bob2o240b2o\$2198b2o\$2198b3o241bob2o\$2443bobo\$2246b
3o\$2246bo2bo\$2247bobo\$2247bo2bo\$2247bobobo2\$2248bobobo\$2192bo57b2o\$
2190bob2o\$2190b2o\$2190b3o\$2252bo2bo\$2255bo\$2254bobo\$2252b2o\$2251bob3o\$
2252bobo\$2253bo3\$2258b3o\$2258bo2bo\$2259bobo\$2259bo2bo\$2259bobobo2\$
2260bobobo\$2262b2o7\$2244bo\$2243bo2bo\$2243bo2b2o\$2242b2obo\$2242bo5bo\$
2243bob3o\$2244b2o13\$1974b3o\$1972b2ob2o\$1972bo3bo\$1973bobo\$1974b2o14\$
2327bobobo2\$2330bo\$2330b2o\$2331bo19\$2379b3o\$2380b2ob2o\$2381bo3bo\$2383b
obo\$2384b2o2\$2222bo429bo\$2222b2o427bo3bo\$2222b3o426b2o2bobo\$2654bo2bo\$
2223bobo426bo4bobo\$2223bo2bo428bob3o\$2224b3o428bobob2o\$2657bobo134\$
3361bobo\$3362b2o\$3362b3o2\$3363b3o83\$1935bo\$1937bo\$1937b2o\$1937b3o2\$
1940bo\$1933bo\$1931bob2o\$1931b2o\$1931b3o206\$2565bo\$2564b4o\$2566bo\$2564b
6o2\$2565b2o2b2o\$2568bo2\$2567bobobo\$2569b2o329\$3681bobo\$3682b2o\$3682b3o
2\$3683b3o636\$4001bobo\$4002b2o\$4002b3o2\$4003b3o636\$4321bobo\$4322b2o\$
4322b3o2\$4323b3o636\$4641bobo\$4642b2o\$4642b3o2\$4643b3o636\$4961bobo\$
4962b2o\$4962b3o2\$4963b3o276\$5101b3o2\$5103bo\$5103b2o!``````

c0b0p0
Posts: 645
Joined: February 26th, 2014, 4:48 pm

### Re: 22da (Hexagonal Grid)

simsim314 wrote:
c0b0p0 wrote:with a few p16s would almost certainly suffice for building a replicator.
Well we need a recipe for construction arm. The main issue in this CA is that all the components are oscillators thus timing can be an issue that will require extra components or bigger distances between gliders (glider is p3, P126 is dividable by 3, p16 is less an issue).
The timing should be manageable, especially since p1008 guns are easy to construct -- simply move the northeastern p16s by eight cells diagonally and change their phase. And since this is a hexagonal grid, using three construction arms is feasible.

I finally found a way to turn the gun on and off, so the tape should be somewhat compact.

Code: Select all

``````x = 526, y = 492, rule = 22da
366bobobo2\$369bo\$369b2o\$370bo92\$378bob2o\$380b2o2\$381bo10\$362bo2bo\$364b
o\$364b2o\$365bo17\$374bo2bo\$376bo71bo\$376b2o71bo\$377bo69b2obo\$334b2o112b
o\$335bo\$352bo2b2o\$335b3o17b2o\$336b2o16bo\$337bo\$356bo3\$440bo\$441bo\$439b
2obo\$440bo\$475bo\$475bo\$475bob2o\$478bo15\$347b3o\$348b2o\$349bob2o\$352bo5\$
367b3o\$368b2o\$369bob2o\$372bo31\$487bo\$487b2obo\$490b2o\$490b3o5\$507bo\$
507b2obo\$510b2o\$510b3o15\$381bo\$381b2obo\$384bo\$384bo\$419bo\$417bob2o\$
418bo\$419bo4\$522bo\$522b2o\$522b3o2\$524bo\$411bo112b2o\$409bob2o69bo\$410bo
71b2o\$411bo71bo\$482bo2bo17\$494bo\$494b2o\$495bo\$494bo2bo10\$478bo2\$478b2o
\$478b2obo202\$o2b2o\$3b2o\$2bo2\$4bo!``````

c0b0p0
Posts: 645
Joined: February 26th, 2014, 4:48 pm

### Re: 22da (Hexagonal Grid)

With this kickback reaction, three-arm syntheses have become effortless.

Code: Select all

``````x = 63, y = 69, rule = 22da
o2\$o\$2b2o\$o2b2o49\$47bo2\$47bo\$49b2o\$47bo2b2o7\$58bo\$58b2o\$59bo2\$58bobobo
!``````
Here is the three-arm construction of a p16.

Code: Select all

``````x = 155, y = 240, rule = 22da
56bo2\$56bo\$58b2o\$56bo2b2o49\$103bo2\$103bo\$105b2o\$103bo2b2o7\$114bo\$114b
2o\$115bo2\$114bobobo78\$23bo\$22bobo\$21b3obo\$23b2o\$23bo17\$2bo\$bobo\$3obo\$
2b2o\$2bo64\$150b3o2\$151b3o\$152b2o\$152bobo!``````
Inconveniently enough, the p16 pushing reaction advances the phase of the p16 by seven generations, so it is not a good construction arm tool.

c0b0p0
Posts: 645
Joined: February 26th, 2014, 4:48 pm

### Re: 22da (Hexagonal Grid)

c0b0p0 wrote:With this kickback reaction, three-arm syntheses have become effortless.

Code: Select all

``````x = 63, y = 69, rule = 22da
o2\$o\$2b2o\$o2b2o49\$47bo2\$47bo\$49b2o\$47bo2b2o7\$58bo\$58b2o\$59bo2\$58bobobo
!``````
This synthesis demonstrates that a three-arm synthesis can do anything a six-arm synthesis can.

Code: Select all

``````x = 151, y = 103, rule = 22da
75bo2\$75bo\$77b2o\$75bo2b2o71\$o2\$o\$2b2o\$o2b2o8\$135bo2\$135bo\$137b2o\$135bo
2b2o7\$146bo\$146b2o\$147bo2\$146bobobo!``````
While we wait for 11-cell quadratic growth, here is a 12-cell quadratic growth pattern.

Code: Select all

``````x = 12, y = 13, rule = 22da
3bo\$2bo\$2o\$2o5\$10bo\$11bo2\$8b2o\$8b2o!``````
Even a p126 is sparky enough to eat a glider, suggesting that I could make a tape that rebuilds itself. That would be useful for making a replicator with "Sierpinski growth".

Code: Select all

``````x = 9, y = 19, rule = 22da
obo\$3o13\$4bo\$4b2o\$5bo2\$4bobobo!``````
I tried to search for some 3-cell seeds in 22darealDLA, and this one turns out to stabilize in around 4000 generations, starting in a 3x4 box.

Code: Select all

``````x = 3, y = 4, rule = 22darealDLA
2B3\$2.B!``````

c0b0p0
Posts: 645
Joined: February 26th, 2014, 4:48 pm

### Re: 22da (Hexagonal Grid)

I decided to make it easier to make patterns in this rule by adding a version of 22da with marked cells. Here is the rule table.

Code: Select all

``````@RULE Marked22da

@TABLE

# Golly rule-table format.
# Each rule: C,N,E,SE,S,W,NW,C'
#
# Default for transitions not listed: no change
#
# Variables are bound within each transition.
# For example, if a={1,2} then 4,a,0->a represents
# two transitions: 4,1,0->1 and 4,2,0->2
# (This is why we need to repeat the variables below.
#  In this case the method isn't really helping.)

n_states:4
neighborhood:hexagonal
symmetries:rotate6reflect
var a={0,1,2,3}
var b={a}
var c={a}
var d={1,3}
var e={d}
var f={d}
var g={0,2}
var h={g}
var i={g}
var j={g}
var k={g}
var l={g}
0,d,e,g,h,i,j,1
0,d,g,e,h,i,j,1
0,d,g,h,e,i,j,1
1,g,h,i,j,k,l,0
1,d,g,h,i,j,k,0
1,d,e,f,a,b,c,0
1,d,e,c,f,a,b,0
1,d,c,e,b,f,a,0
1,d,g,e,h,i,j,0
2,d,e,g,h,i,j,3
2,d,g,e,h,i,j,3
2,d,g,h,e,i,j,3
3,g,h,i,j,k,l,2
3,d,g,h,i,j,k,2
3,d,e,f,a,b,c,2
3,d,e,c,f,a,b,2
3,d,c,e,b,f,a,2
3,d,g,e,h,i,j,2
@NAMES

# these state names are not yet used by Golly
0 empty
1 electron tail
2 electron head
3 copper wire

@COLORS

1   0   255 0   green
2   255 0   0   red
3   255 255 0 yellow
``````

I have finally gotten around to creating another construction arm. (I have still only found six directions of travel for gliders in this rule. If I want a reasonably sized MSM breeder, I will need additional gliders that travels along the X and Y axes, though.)

Code: Select all

``````x = 164, y = 151, rule = Marked22da
61.A2\$61.A\$63.2A\$61.A2.2A7\$72.A\$72.2A\$73.A2\$72.A.A.A12\$2B2.B\$.2B\$4.B
2\$4.B40\$159.A\$159.2A\$160.A2\$159.A.A.A71\$84.A\$84.2A\$85.A2\$84.A.A.A!``````
I decided to study the periods of "line puffers" (puffers made up of extensions of the 10-cell puffer in my first post)to see if they looked anything like Life's line puffer periods. As a matter of fact, they didn't.

Code: Select all

``````Length	Period
1	3
2	210
3	18
4	693
5	60
6	120
7	720
8	87
9	24
10	120
11	120
12	60
13	360``````
The puffer of length 10 was particularly interesting -- it stabilised at around 49500 gens.

Code: Select all

``````x = 57, y = 57, rule = 22da
2bo\$2o\$2o4\$8bo\$6b2o\$6b2o4\$14bo\$12b2o\$12b2o4\$20bo\$18b2o\$18b2o4\$26bo\$24b
2o\$24b2o4\$32bo\$30b2o\$30b2o4\$38bo\$36b2o\$36b2o4\$44bo\$42b2o\$42b2o4\$50bo\$
48b2o\$48b2o4\$56bo\$54b2o\$54b2o!``````

c0b0p0
Posts: 645
Joined: February 26th, 2014, 4:48 pm

### Re: 22da (Hexagonal Grid)

This synthesizes a p16 in another orientation that, if I can give the gliders the right timing, will make a three-arm synthesis of the triplicator possible. (Note that the northeastern p16's position can be adjusted, and so can the southwestern p16's.)

Code: Select all

``````x = 407, y = 417, rule = Marked22da
383.A.A.A2\$386.A\$386.2A\$387.A98\$A\$.2A\$3A.A\$2.A.A\$4.A17\$42.A\$43.2A\$42.
3A.A\$44.A.A284.A\$46.A\$331.A\$333.2A\$331.A2.2A71\$256.A2\$256.A\$258.2A\$
256.A2.2A8\$391.A2\$391.A\$393.2A\$391.A2.2A7\$402.A\$402.2A\$403.A2\$402.A.A
.A25\$300.B4.B\$306.2B2\$306.2B\$307.B\$305.2B\$307.B26\$375.B.B.B2\$378.B\$
378.2B\$379.B87\$295.A2.2A\$298.2A\$297.A2\$299.A32\$164.A\$163.A.A\$162.3A.A
\$164.2A\$164.A!``````
It turns out that the universal constructor will only need two guns and a few triplicators to modify the information, which is quite relieving if you saw Gemini!

c0b0p0
Posts: 645
Joined: February 26th, 2014, 4:48 pm

### Re: 22da (Hexagonal Grid)

c0b0p0 wrote:This synthesizes a p16 in another orientation that, if I can give the gliders the right timing, will make a three-arm synthesis of the triplicator possible.
The gliders can be given the right timing, as shown.

Code: Select all

``````x = 23406, y = 9920, rule = Marked22da
4233.A2\$4233.A\$4235.2A\$4030.A202.A2.2A\$4031.2A\$4030.3A.A\$4032.A.A\$
4034.A17\$4072.A\$4073.2A\$4072.3A.A\$4074.A.A284.A\$4076.A\$4361.A\$4363.2A
\$4361.A2.2A21\$4280.A2\$4280.A\$4282.2A\$4280.A2.2A7\$4291.A\$4291.2A\$4292.
A2\$4291.A.A.A35\$4286.A2\$4286.A\$4288.2A\$4286.A2.2A8\$4421.A2\$4421.A\$
4423.2A\$4421.A2.2A7\$4432.A\$4432.2A\$4433.A2\$4432.A.A.A16\$4200.A\$4199.A
.A\$4198.3A.A\$4200.2A\$4200.A5\$4330.B4.B\$4336.2B2\$4336.2B\$4337.B\$4335.
2B\$4337.B6\$4179.A\$4178.A.A\$4177.3A.A\$4179.2A\$4179.A16\$4405.B.B.B2\$
4408.B\$4408.2B\$4409.B41\$4008.A2\$4008.A\$4010.2A315.3A\$4008.A2.2A\$4328.
3A\$4329.2A\$4329.A.A39\$4325.A2.2A\$4328.2A\$4327.A2\$4329.A3\$4055.A2\$
4055.A\$4057.2A\$4055.A2.2A4\$4063.A\$4063.2A\$4064.A2\$4063.A.A.A17\$4194.A
\$4193.A.A\$4192.3A.A\$4194.2A\$4194.A58\$3974.A\$3973.A.A\$3972.3A.A\$3974.
2A\$3974.A17\$3953.A\$3952.A.A\$3951.3A.A\$3953.2A\$3953.A23\$3926.A\$3925.A.
A\$3924.3A.A\$3926.2A\$3926.A14\$3908.A\$3907.A.A\$3906.3A.A\$3908.2A\$3908.A
14\$3890.A\$3889.A.A\$3888.3A.A\$3890.2A\$3890.A208.3A2\$4100.3A\$4101.2A\$
4101.A.A10\$3872.A\$3871.A.A\$3870.3A.A\$3872.2A\$3872.A14\$3854.A\$3853.A.A
\$3852.3A.A1274.A\$3854.2A\$3854.A1276.A\$5133.2A\$5131.A2.2A7\$5142.A\$
5142.2A\$5143.A2\$5142.A.A.A\$3836.A1212.B.B\$3835.A.A1211.2B.B\$3834.3A.A
\$3836.2A1213.2B\$3836.A14\$3818.A\$3817.A.A\$3816.3A.A\$3818.2A\$3818.A14\$
3800.A\$3799.A.A\$3798.3A.A\$3800.2A\$3800.A14\$3782.A\$3781.A.A1445.A\$
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14\$308.A\$307.A.A\$306.3A.A\$308.2A\$308.A3\$12189.A\$12189.2A\$12190.A2\$
12189.A.A.A7\$290.A\$289.A.A\$288.3A.A\$290.2A\$290.A14\$272.A\$271.A.A\$270.
3A.A\$272.2A\$272.A14\$254.A\$253.A.A\$252.3A.A\$254.2A\$254.A14\$236.A\$235.A
.A11563.A\$234.3A.A11562.2A\$236.2A11564.A\$236.A\$11801.A.A.A5\$12114.A\$
12114.2A\$12115.A2\$12114.A.A.A4\$218.A\$217.A.A\$216.3A.A\$218.2A\$218.A14\$
200.A\$199.A.A\$198.3A.A\$200.2A\$200.A14\$182.A\$181.A.A\$180.3A.A\$182.2A\$
182.A14\$164.A\$163.A.A\$162.3A.A\$164.2A\$164.A14\$146.A\$145.A.A\$144.3A.A\$
146.2A\$146.A14\$128.A\$127.A.A\$126.3A.A\$128.2A\$128.A14\$110.A\$109.A.A\$
108.3A.A\$110.2A\$110.A14\$92.A\$91.A.A\$90.3A.A\$92.2A\$92.A6\$12671.A2\$
12671.A\$12673.2A\$12671.A2.2A4\$74.A\$73.A.A\$72.3A.A\$74.2A12606.A\$74.A
12607.2A\$12683.A2\$12682.A.A.A\$12589.B.B\$12589.2B.B2\$12591.2B7\$56.A\$
55.A.A\$54.3A.A\$56.2A\$56.A14\$38.A\$37.A.A\$36.3A.A\$38.2A\$38.A14\$20.A\$19.
A.A\$18.3A.A\$20.2A\$20.A5\$12769.A\$12769.2A\$12770.A2\$12769.A.A.A5\$2.A\$.A
.A\$3A.A\$2.2A\$2.A53\$12381.A\$12381.2A\$12382.A2\$12381.A.A.A5\$12694.A\$
12694.2A\$12695.A2\$12694.A.A.A140\$13251.A2\$13251.A\$13253.2A\$13251.A2.
2A7\$13262.A\$13262.2A\$13263.A2\$13262.A.A.A\$13169.B.B\$13169.2B.B2\$
13171.2B52\$13349.A\$13349.2A\$13350.A2\$13349.A.A.A62\$12961.A\$12961.2A\$
12962.A2\$12961.A.A.A5\$13274.A\$13274.2A\$13275.A2\$13274.A.A.A140\$13831.
A2\$13831.A\$13833.2A\$13831.A2.2A7\$13842.A\$13842.2A\$13843.A2\$13842.A.A.
A\$13749.B.B\$13749.2B.B2\$13751.2B52\$13929.A\$13929.2A\$13930.A2\$13929.A.
A.A62\$13541.A\$13541.2A\$13542.A2\$13541.A.A.A5\$13854.A\$13854.2A\$13855.A
2\$13854.A.A.A140\$14411.A2\$14411.A\$14413.2A\$14411.A2.2A7\$14422.A\$
14422.2A\$14423.A2\$14422.A.A.A\$14329.B.B\$14329.2B.B2\$14331.2B52\$14509.
A\$14509.2A\$14510.A2\$14509.A.A.A62\$14121.A\$14121.2A\$14122.A2\$14121.A.A
.A5\$14434.A\$14434.2A\$14435.A2\$14434.A.A.A140\$14991.A2\$14991.A\$14993.
2A\$14991.A2.2A7\$15002.A\$15002.2A\$15003.A2\$15002.A.A.A\$14909.B.B\$
14909.2B.B2\$14911.2B52\$15089.A\$15089.2A\$15090.A2\$15089.A.A.A62\$14701.
A\$14701.2A\$14702.A2\$14701.A.A.A5\$15014.A\$15014.2A\$15015.A2\$15014.A.A.
A140\$15571.A2\$15571.A\$15573.2A\$15571.A2.2A7\$15582.A\$15582.2A\$15583.A
2\$15582.A.A.A\$15489.B.B\$15489.2B.B2\$15491.2B52\$15669.A\$15669.2A\$
15670.A2\$15669.A.A.A62\$15281.A\$15281.2A\$15282.A2\$15281.A.A.A5\$15594.A
\$15594.2A\$15595.A2\$15594.A.A.A140\$16151.A2\$16151.A\$16153.2A\$16151.A2.
2A7\$16162.A\$16162.2A\$16163.A2\$16162.A.A.A\$16069.B.B\$16069.2B.B2\$
16071.2B52\$16249.A\$16249.2A\$16250.A2\$16249.A.A.A62\$15861.A\$15861.2A\$
15862.A2\$15861.A.A.A5\$16174.A\$16174.2A\$16175.A2\$16174.A.A.A140\$16731.
A2\$16731.A\$16733.2A\$16731.A2.2A7\$16742.A\$16742.2A\$16743.A2\$16742.A.A.
A\$16649.B.B\$16649.2B.B2\$16651.2B52\$16829.A\$16829.2A\$16830.A2\$16829.A.
A.A62\$16441.A\$16441.2A\$16442.A2\$16441.A.A.A5\$16754.A\$16754.2A\$16755.A
2\$16754.A.A.A140\$17311.A2\$17311.A\$17313.2A\$17311.A2.2A7\$17322.A\$
17322.2A\$17323.A2\$17322.A.A.A\$17229.B.B\$17229.2B.B2\$17231.2B52\$17409.
A\$17409.2A\$17410.A2\$17409.A.A.A62\$17021.A\$17021.2A\$17022.A2\$17021.A.A
.A5\$17334.A\$17334.2A\$17335.A2\$17334.A.A.A140\$17891.A2\$17891.A\$17893.
2A\$17891.A2.2A7\$17902.A\$17902.2A\$17903.A2\$17902.A.A.A\$17809.B.B\$
17809.2B.B2\$17811.2B52\$17989.A\$17989.2A\$17990.A2\$17989.A.A.A62\$17601.
A\$17601.2A\$17602.A2\$17601.A.A.A5\$17914.A\$17914.2A\$17915.A2\$17914.A.A.
A140\$18471.A2\$18471.A\$18473.2A\$18471.A2.2A7\$18482.A\$18482.2A\$18483.A
2\$18482.A.A.A\$18389.B.B\$18389.2B.B2\$18391.2B52\$18569.A\$18569.2A\$
18570.A2\$18569.A.A.A62\$18181.A\$18181.2A\$18182.A2\$18181.A.A.A5\$18494.A
\$18494.2A\$18495.A2\$18494.A.A.A140\$19051.A2\$19051.A\$19053.2A\$19051.A2.
2A7\$19062.A\$19062.2A\$19063.A2\$19062.A.A.A\$18969.B.B\$18969.2B.B2\$
18971.2B52\$19149.A\$19149.2A\$19150.A2\$19149.A.A.A62\$18761.A\$18761.2A\$
18762.A2\$18761.A.A.A5\$19074.A\$19074.2A\$19075.A2\$19074.A.A.A140\$19631.
A2\$19631.A\$19633.2A\$19631.A2.2A7\$19642.A\$19642.2A\$19643.A2\$19642.A.A.
A\$19549.B.B\$19549.2B.B2\$19551.2B52\$19729.A\$19729.2A\$19730.A2\$19729.A.
A.A62\$19341.A\$19341.2A\$19342.A2\$19341.A.A.A5\$19654.A\$19654.2A\$19655.A
2\$19654.A.A.A140\$20211.A2\$20211.A\$20213.2A\$20211.A2.2A7\$20222.A\$
20222.2A\$20223.A2\$20222.A.A.A\$20129.B.B\$20129.2B.B2\$20131.2B52\$20309.
A\$20309.2A\$20310.A2\$20309.A.A.A62\$19921.A\$19921.2A\$19922.A2\$19921.A.A
.A5\$20234.A\$20234.2A\$20235.A2\$20234.A.A.A140\$20791.A2\$20791.A\$20793.
2A\$20791.A2.2A7\$20802.A\$20802.2A\$20803.A2\$20802.A.A.A\$20709.B.B\$
20709.2B.B2\$20711.2B52\$20889.A\$20889.2A\$20890.A2\$20889.A.A.A62\$20501.
A\$20501.2A\$20502.A2\$20501.A.A.A5\$20814.A\$20814.2A\$20815.A2\$20814.A.A.
A140\$21371.A2\$21371.A\$21373.2A\$21371.A2.2A7\$21382.A\$21382.2A\$21383.A
2\$21382.A.A.A\$21289.B.B\$21289.2B.B2\$21291.2B52\$21469.A\$21469.2A\$
21470.A2\$21469.A.A.A62\$21081.A\$21081.2A\$21082.A2\$21081.A.A.A5\$21394.A
\$21394.2A\$21395.A2\$21394.A.A.A140\$21951.A2\$21951.A\$21953.2A\$21951.A2.
2A7\$21962.A\$21962.2A\$21963.A2\$21962.A.A.A\$21869.B.B\$21869.2B.B2\$
21871.2B52\$22049.A\$22049.2A\$22050.A2\$22049.A.A.A62\$21661.A\$21661.2A\$
21662.A2\$21661.A.A.A5\$21974.A\$21974.2A\$21975.A2\$21974.A.A.A140\$22531.
A2\$22531.A\$22533.2A\$22531.A2.2A7\$22542.A\$22542.2A\$22543.A2\$22542.A.A.
A\$22449.B.B\$22449.2B.B2\$22451.2B52\$22629.A\$22629.2A\$22630.A2\$22629.A.
A.A62\$22241.A\$22241.2A\$22242.A2\$22241.A.A.A5\$22554.A\$22554.2A\$22555.A
2\$22554.A.A.A140\$23111.A2\$23111.A\$23113.2A\$23111.A2.2A7\$23122.A\$
23122.2A\$23123.A2\$23122.A.A.A\$23029.B.B\$23029.2B.B2\$23031.2B52\$23209.
A\$23209.2A\$23210.A2\$23209.A.A.A62\$22821.A\$22821.2A\$22822.A2\$22821.A.A
.A5\$23134.A\$23134.2A\$23135.A2\$23134.A.A.A277\$23401.A\$23401.2A\$23402.A
2\$23401.A.A.A!``````
A few shifts of parts of this pattern should give a triplicator synthesis. (This pattern is, of course, barely optimized; I expect some major optimization and critique in the next few days.)

c0b0p0
Posts: 645
Joined: February 26th, 2014, 4:48 pm

### Re: 22da (Hexagonal Grid)

@wildmyron: As I had hoped, I found two one-time glider to double-duoplet-puffer converters: a dirty, cheap version and a clean, expensive version. (The cheap version just needs 4G to be synthesized, while the expensive one needs at least 8G!)

The dirty, cheap version is below. Note that it should take at most three gliders to clean up the debris it leaves, but the debris is so dense that it might be possible to clean it up with just one glider. If so, it will be a less expensive clean converter than the alternative below it.

Code: Select all

``````x = 14, y = 24, rule = 22da
9bo2\$11bo\$9b2o\$9b2o2bo14\$3bo\$3bo3\$bo\$o!``````
The clean, expensive converter is below. I have not figured out how many gliders are needed to synthesize it.

Code: Select all

``````x = 32, y = 32, rule = 22da
27bo2\$29bo\$27b2o\$27b2o2bo8\$3o2\$2bo\$2b2o13\$16bo\$16b2obo\$19bo\$19bo!``````
For constructing the replicator, the approach below can be repeated to synthesize the glider triplicator.

Code: Select all

``````x = 23416, y = 11192, rule = Marked22da
5512.A\$5513.2A\$5512.3A.A\$5514.A.A\$5516.A49\$5559.A\$5560.2A\$5559.3A.A\$
5561.A.A\$5563.A15\$5578.3A2\$5579.3A\$5580.2A\$5580.A.A9\$5547.2B2\$5547.2B
.B\$5548.B.B202\$5222.A\$5223.2A\$5222.3A.A\$5224.A.A\$5226.A49\$5269.A\$
5270.2A\$5269.3A.A\$5271.A.A\$5273.A15\$5288.3A2\$5289.3A\$5290.2A\$5290.A.A
9\$5257.2B2\$5257.2B.B\$5258.B.B202\$4932.A\$4933.2A\$4932.3A.A\$4934.A.A\$
4936.A49\$4979.A\$4980.2A\$4979.3A.A\$4981.A.A\$4983.A15\$4998.3A2\$4999.3A\$
5000.2A\$5000.A.A9\$4967.2B2\$4967.2B.B\$4968.B.B202\$4642.A\$4643.2A\$4642.
3A.A\$4644.A.A\$4646.A49\$4689.A\$4690.2A\$4689.3A.A\$4691.A.A\$4693.A15\$
4708.3A2\$4709.3A\$4710.2A\$4710.A.A9\$4677.2B2\$4677.2B.B\$4678.B.B202\$
4352.A\$4353.2A\$4352.3A.A\$4354.A.A\$4356.A49\$4399.A\$4400.2A\$4399.3A.A\$
4401.A.A\$4403.A15\$4418.3A2\$4419.3A\$4420.2A\$4420.A.A9\$4387.2B2\$4387.2B
.B\$4388.B.B19\$4245.A\$4246.2A\$4245.3A.A\$4247.A.A\$4249.A5\$4040.A\$4041.
2A\$4040.3A.A\$4042.A.A\$4044.A17\$4082.A\$4083.2A\$4082.3A.A\$4084.A.A284.A
\$4086.A\$4371.A\$4373.2A\$4371.A2.2A16\$4292.A\$4293.2A\$4292.3A.A\$4294.A.A
\$4296.A15\$4311.3A2\$4312.3A\$4313.2A\$4313.A.A32\$4296.A2\$4296.A\$4298.2A\$
4296.A2.2A8\$4431.A2\$4431.A\$4433.2A\$4431.A2.2A7\$4442.A\$4442.2A\$4443.A
2\$4442.A.A.A16\$4214.A.A\$4214.A.2A2\$4216.2A18\$4193.A.A\$4193.A.2A135.B
4.B\$4338.2B\$4195.2A\$4338.2B\$4339.B\$4337.2B\$4339.B26\$4407.B.B.B2\$4410.
B\$4410.2B\$4411.B33\$4348.2A\$4349.A\$4348.A2.A\$4349.A.A3\$4004.A\$4005.2A\$
4004.3A.A\$4006.A.A\$4008.A31\$4335.A2.2A\$4338.2A\$4337.A2\$4339.A14\$4051.
A\$4052.2A\$4051.3A.A\$4053.A.A\$4055.A12\$4067.3A2\$4068.3A133.A\$4069.2A
132.A.A\$4069.A.A130.3A.A\$4204.2A\$4204.A74\$3972.A.A\$3972.A.2A2\$3974.2A
18\$3951.A.A\$3951.A.2A2\$3953.2A24\$3924.A.A\$3924.A.2A2\$3926.2A15\$3906.A
.A\$3906.A.2A2\$3908.2A15\$3888.A.A\$3888.A.2A2\$3890.2A3\$4104.2A\$4105.A\$
4104.A2.A\$4105.A.A9\$3870.A.A\$3870.A.2A2\$3872.2A\$5141.A2\$5141.A\$5143.
2A\$5141.A2.2A7\$5152.A\$5152.2A\$5153.A\$3852.A.A\$3852.A.2A1296.A.A.A\$
5059.B.B\$3854.2A1203.2B.B2\$5061.2B13\$3834.A.A\$3834.A.2A2\$3836.2A15\$
3816.A.A\$3816.A.2A2\$3818.2A15\$3798.A.A\$3798.A.2A2\$3800.2A1437.A\$5239.
2A\$5240.A2\$5239.A.A.A11\$3780.A.A\$3780.A.2A2\$3782.2A15\$3762.A.A\$3762.A
.2A2\$3764.2A15\$3744.A.A\$3744.A.2A2\$3746.2A5\$4763.A\$4763.2A\$4764.A2\$
4763.A.A.A6\$3726.A.A\$3726.A.2A2\$3728.2A3\$5164.A\$5164.2A\$5165.A2\$5164.
A.A.A8\$3708.A.A\$3708.A.2A2\$3710.2A15\$3690.A.A\$3690.A.2A2\$3692.2A15\$
3672.A.A\$3672.A.2A2\$3674.2A15\$3654.A.A\$3654.A.2A2\$3656.2A15\$3636.A.A\$
3636.A.2A2\$3638.2A15\$3618.A.A\$3618.A.2A2\$3620.2A15\$3600.A.A\$3600.A.2A
2\$3602.2A15\$3582.A.A\$3582.A.2A2\$3584.2A3\$5721.A2\$5721.A\$5723.2A\$5721.
A2.2A7\$5732.A\$3564.A.A2165.2A\$3564.A.2A2165.A2\$3566.2A2164.A.A.A\$
5639.B.B\$5639.2B.B2\$5641.2B11\$3546.A.A\$3546.A.2A2\$3548.2A15\$3528.A.A\$
3528.A.2A2\$3530.2A15\$3510.A.A\$3510.A.2A2\$3512.2A2\$5819.A\$5819.2A\$
5820.A2\$5819.A.A.A9\$3492.A.A\$3492.A.2A2\$3494.2A15\$3474.A.A\$3474.A.2A
2\$3476.2A15\$3456.A.A\$3456.A.2A2\$3458.2A14\$5431.A\$3438.A.A1990.2A\$
3438.A.2A1990.A2\$3440.2A1989.A.A.A5\$5744.A\$5744.2A\$5745.A2\$5744.A.A.A
6\$3420.A.A\$3420.A.2A2\$3422.2A15\$3402.A.A\$3402.A.2A2\$3404.2A15\$3384.A.
A\$3384.A.2A2\$3386.2A15\$3366.A.A\$3366.A.2A2\$3368.2A15\$3348.A.A\$3348.A.
2A2\$3350.2A15\$3330.A.A\$3330.A.2A2\$3332.2A15\$3312.A.A\$3312.A.2A2\$3314.
2A15\$3294.A.A\$3294.A.2A2\$3296.2A5\$6301.A2\$6301.A\$6303.2A\$6301.A2.2A6\$
3276.A.A\$3276.A.2A3032.A\$6312.2A\$3278.2A3033.A2\$6312.A.A.A\$6219.B.B\$
6219.2B.B2\$6221.2B9\$3258.A.A\$3258.A.2A2\$3260.2A15\$3240.A.A\$3240.A.2A
2\$3242.2A15\$3222.A.A\$3222.A.2A2\$3224.2A4\$6399.A\$6399.2A\$6400.A2\$6399.
A.A.A7\$3204.A.A\$3204.A.2A2\$3206.2A15\$3186.A.A\$3186.A.2A2\$3188.2A15\$
3168.A.A\$3168.A.2A2\$3170.2A15\$3150.A.A\$3150.A.2A2857.A\$6011.2A\$3152.
2A2858.A2\$6011.A.A.A5\$6324.A\$6324.2A\$6325.A2\$6324.A.A.A4\$3132.A.A\$
3132.A.2A2\$3134.2A15\$3114.A.A\$3114.A.2A2\$3116.2A15\$3096.A.A\$3096.A.2A
2\$3098.2A15\$3078.A.A\$3078.A.2A2\$3080.2A15\$3060.A.A\$3060.A.2A2\$3062.2A
15\$3042.A.A\$3042.A.2A2\$3044.2A15\$3024.A.A\$3024.A.2A2\$3026.2A15\$3006.A
.A\$3006.A.2A2\$3008.2A7\$6881.A2\$6881.A\$6883.2A\$6881.A2.2A4\$2988.A.A\$
2988.A.2A2\$2990.2A3900.A\$6892.2A\$6893.A2\$6892.A.A.A\$6799.B.B\$6799.2B.
B2\$6801.2B7\$2970.A.A\$2970.A.2A2\$2972.2A15\$2952.A.A\$2952.A.2A2\$2954.2A
15\$2934.A.A\$2934.A.2A2\$2936.2A6\$6979.A\$6979.2A\$6980.A2\$6979.A.A.A5\$
2916.A.A\$2916.A.2A2\$2918.2A15\$2898.A.A\$2898.A.2A2\$2900.2A15\$2880.A.A\$
2880.A.2A2\$2882.2A15\$2862.A.A\$2862.A.2A2\$2864.2A3725.A\$6591.2A\$6592.A
2\$6591.A.A.A5\$6904.A\$6904.2A\$6905.A2\$6904.A.A.A2\$2844.A.A\$2844.A.2A2\$
2846.2A15\$2826.A.A\$2826.A.2A2\$2828.2A15\$2808.A.A\$2808.A.2A2\$2810.2A
15\$2790.A.A\$2790.A.2A2\$2792.2A15\$2772.A.A\$2772.A.2A2\$2774.2A15\$2754.A
.A\$2754.A.2A2\$2756.2A15\$2736.A.A\$2736.A.2A2\$2738.2A15\$2718.A.A\$2718.A
.2A2\$2720.2A9\$7461.A2\$7461.A\$7463.2A\$7461.A2.2A2\$2700.A.A\$2700.A.2A2\$
2702.2A2\$7472.A\$7472.2A\$7473.A2\$7472.A.A.A\$7379.B.B\$7379.2B.B2\$7381.
2B5\$2682.A.A\$2682.A.2A2\$2684.2A15\$2664.A.A\$2664.A.2A2\$2666.2A15\$2646.
A.A\$2646.A.2A2\$2648.2A8\$7559.A\$7559.2A\$7560.A2\$7559.A.A.A3\$2628.A.A\$
2628.A.2A2\$2630.2A15\$2610.A.A\$2610.A.2A2\$2612.2A15\$2592.A.A\$2592.A.2A
2\$2594.2A15\$2574.A.A\$2574.A.2A2\$2576.2A2\$7171.A\$7171.2A\$7172.A2\$7171.
A.A.A5\$7484.A\$7484.2A\$7485.A2\$2556.A.A4925.A.A.A\$2556.A.2A2\$2558.2A
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22461.2B52\$22639.A\$22639.2A\$22640.A2\$22639.A.A.A62\$22251.A\$22251.2A\$
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A2\$23121.A\$23123.2A\$23121.A2.2A7\$23132.A\$23132.2A\$23133.A2\$23132.A.A.
A\$23039.B.B\$23039.2B.B2\$23041.2B52\$23219.A\$23219.2A\$23220.A2\$23219.A.
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2\$23144.A.A.A277\$23411.A\$23411.2A\$23412.A2\$23411.A.A.A!``````

c0b0p0
Posts: 645
Joined: February 26th, 2014, 4:48 pm

### Re: 22da (Hexagonal Grid)

This recipe cleans the debris effectively, using no more than 7G. Note that the first two gliders clean up five oscillators, so there may be room for improvement.

Code: Select all

``````x = 244, y = 167, rule = 22da
o2\$o\$2b2o\$o2b2o33\$115bo2\$115bo\$117b2o\$115bo2b2o20\$220bo2\$222bo\$220b2o\$
220b2o2bo14\$214bo\$214bo3\$212bo\$211bo78\$239bo\$239b2o\$240bo2\$239bobobo!``````
This recipe finally synthesizes the triplicator, although it gives me nightmares about the size of the self-replicator.

Code: Select all

``````x = 23416, y = 14382, rule = Marked22da
8702.A\$8703.2A\$8702.3A.A\$8704.A.A\$8706.A49\$8749.A\$8750.2A\$8749.3A.A\$
8751.A.A\$8753.A15\$8768.3A2\$8769.3A\$8770.2A\$8770.A.A9\$8737.2B2\$8737.2B
.B\$8738.B.B202\$8412.A\$8413.2A\$8412.3A.A\$8414.A.A\$8416.A49\$8459.A\$
8460.2A\$8459.3A.A\$8461.A.A\$8463.A15\$8478.3A2\$8479.3A\$8480.2A\$8480.A.A
9\$8447.2B2\$8447.2B.B\$8448.B.B202\$8122.A\$8123.2A\$8122.3A.A\$8124.A.A\$
8126.A49\$8169.A\$8170.2A\$8169.3A.A\$8171.A.A\$8173.A15\$8188.3A2\$8189.3A\$
8190.2A\$8190.A.A9\$8157.2B2\$8157.2B.B\$8158.B.B202\$7832.A\$7833.2A\$7832.
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22060.A2\$22059.A.A.A62\$21671.A\$21671.2A\$21672.A2\$21671.A.A.A5\$21984.A
\$21984.2A\$21985.A2\$21984.A.A.A140\$22541.A2\$22541.A\$22543.2A\$22541.A2.
2A7\$22552.A\$22552.2A\$22553.A2\$22552.A.A.A\$22459.B.B\$22459.2B.B2\$
22461.2B52\$22639.A\$22639.2A\$22640.A2\$22639.A.A.A62\$22251.A\$22251.2A\$
22252.A2\$22251.A.A.A5\$22564.A\$22564.2A\$22565.A2\$22564.A.A.A140\$23121.
A2\$23121.A\$23123.2A\$23121.A2.2A7\$23132.A\$23132.2A\$23133.A2\$23132.A.A.
A\$23039.B.B\$23039.2B.B2\$23041.2B52\$23219.A\$23219.2A\$23220.A2\$23219.A.
A.A62\$22831.A\$22831.2A\$22832.A2\$22831.A.A.A5\$23144.A\$23144.2A\$23145.A
2\$23144.A.A.A277\$23411.A\$23411.2A\$23412.A2\$23411.A.A.A!``````

c0b0p0
Posts: 645
Joined: February 26th, 2014, 4:48 pm

### Re: 22da (Hexagonal Grid)

c0b0p0 wrote:This recipe cleans the debris effectively, using no more than 7G. There may be room for improvement.
This recipe gives the dirty, cheap version a two-glider advantage over the clean, expensive one. The only way one can improve on that is either by making a smaller converter (not as likely as I would like) or by cleaning the debris with just one glider (even more unlikely).

Code: Select all

``````x = 142, y = 127, rule = 22da
o2\$o\$2b2o\$o2b2o11\$106bo2\$108bo\$106b2o\$106b2o2bo14\$100bo\$100bo3\$98bo\$
97bo84\$137bo\$137b2o\$138bo2\$137bobobo!``````
wildmyron wrote:And almost 5000 generations including emmision of several gliders
Here is a seed with a 3x5 bounding parallelogram that lasts for over 4800 generations.

Code: Select all

``````x = 3, y = 5, rule = 22darealDLA
B.B3\$B.B\$.2B!``````
I have recently been struggling with what counts as a line puffer. Since longevity is an important factor, I decided that extensions of this pattern would qualify as line puffers. (The example is not, however, the smallest one; it is the smallest one which I have not been able to track to stabilization.)

Code: Select all

``````x = 82, y = 90, rule = 22da
bo2\$3b2o\$2bo\$2o\$2o7\$12bo2\$14b2o\$13bo\$11b2o\$11b2o7\$23bo2\$25b2o\$24bo\$22b
2o\$22b2o7\$34bo2\$36b2o\$35bo\$33b2o\$33b2o7\$45bo2\$47b2o\$46bo\$44b2o\$44b2o7\$
56bo2\$58b2o\$57bo\$55b2o\$55b2o7\$67bo2\$69b2o\$68bo\$66b2o\$66b2o7\$78bo2\$80b
2o\$79bo\$77b2o\$77b2o!``````

c0b0p0
Posts: 645
Joined: February 26th, 2014, 4:48 pm

### Re: 22da (Hexagonal Grid)

For the rake gun, I used this "edge-eating" reaction to eat unwanted gliders from the gun.

Code: Select all

``````x = 22, y = 5, rule = 22da
17bo\$3o\$19bo\$2bo14b2o\$2b2o13b2o2bo!
``````
Unfortunately, if a glider advances one additional generation, the p16 converts it into an unnamed 3-cell p2. (I really should get around to naming those oscillators.) This p2 can be eaten by another p16.
Based on that, in this version gliders emitted along the slope that I want to be free of gliders are ripe and ready for eating, while gliders made by the triplicator in the far northeast of the pattern will pull the duoplets emitted by the puffers in the rake gun.

c0b0p0
Posts: 645
Joined: February 26th, 2014, 4:48 pm

### Re: 22da (Hexagonal Grid)

I deleted some malicious gliders in the rake gun and marked it, so the rake gun should be almost complete. It will, of course, be very large.

Code: Select all

``````x = 6620, y = 9437, rule = Marked22da
3788.A\$3787.4A\$3789.A\$3787.6A2\$3788.2A2.2A\$3791.A\$3963.A2.2A\$3790.A.A
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2A\$4083.A2\$4082.A.A.A\$4084.2A329\$5196.A.A\$5197.2A\$5197.3A2\$5198.3A
636\$5516.A.A\$5517.2A\$5517.3A2\$5518.3A636\$5836.A.A\$5837.2A\$5837.3A2\$
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6477.3A2\$6478.3A276\$6616.3A2\$6618.A\$6618.2A!``````

wildmyron
Posts: 1397
Joined: August 9th, 2013, 12:45 am

### Re: 22da (Hexagonal Grid)

c0b0p0 wrote:Here is a seed with a 3x5 bounding parallelogram that lasts for over 4800 generations.

Code: Select all

``````x = 3, y = 5, rule = 22darealDLA
B.B3\$B.B\$.2B!``````
A seed which fits in a 4x4 parallelogram which lasts for just under 6200 generations:

Code: Select all

``````x = 4, y = 4, rule = 22darealDLA
B2.B\$B2\$.3B!``````
My earlier seeds included some active cells (state 1) as well as initial state 2 cells, which significantly alters the evolution of the pattern. What are your thoughts on including them?

And here is a glider restarting a stabilised pattern:

Code: Select all

``````x = 50, y = 100, rule = 22darealDLA
A.A.A2\$3.A\$3.2A\$4.A89\$45.B\$44.2B\$46.B\$45.B.B\$47.B\$47.AB\$49.B!``````
The latest version of the 5S Project contains over 226,000 spaceships. There is also a GitHub mirror of the collection. Tabulated pages up to period 160 (out of date) are available on the LifeWiki.

c0b0p0
Posts: 645
Joined: February 26th, 2014, 4:48 pm

### Re: 22da (Hexagonal Grid)

wildmyron wrote:A seed which fits in a 4x4 parallelogram which lasts for just under 6200 generations:

Code: Select all

``````x = 4, y = 4, rule = 22darealDLA
B2.B\$B2\$.3B!``````
That is astounding!! Given the limited search space (3^16, since I really see no problem with including active cells), improvement on that record will be a challenge, even if you allow the bounding box to fluctuate. I expect that this will still be the record for patterns in a 4x4 box in 22darealDLA three months from now.

Unfortunately, the approach I was trying did not work (a duoplet crashed into the triplicator). Because of this, I am trying to get around the puffer by shooting the gliders through the gun. Unfortunately, I left many malicious glider streams in the rake gun, and the glider that is supposed to pull the duoplets created by the rake gun crashed into one of the guns.

Code: Select all

``````x = 24990, y = 16438, rule = Marked22da
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24406.3A2\$24408.A\$24408.2A!``````