ConwayLife.com

Posted: **May 17th, 2025, 9:39 am**

b-engine wrote: May 17th, 2025, 9:17 am 2c/18. You could use LifeViewer's identify feature to easily know the period and displacement of any spaceships.

That's c/9. 2/18=1/9.

Posted: **May 17th, 2025, 12:24 pm**

LittleLWSS wrote: May 17th, 2025, 9:39 am That's c/9. 2/18=1/9.

When calculating spaceship (unsimplified) speeds, the fraction is not simplified.

Posted: **May 17th, 2025, 8:12 pm**

b-engine wrote: May 17th, 2025, 9:17 am
dl-rs wrote: May 17th, 2025, 8:52 am I'm not sure about the speed of this...
Code: Select all
x = 10, y = 3, rule = B2k3aijnr4n5cij7e/S2-in3eijnr4n5cijy
b2o4b2o$obo4bobo$2bo4bo!
2c/18. You could use LifeViewer's identify feature to easily know the period and displacement of any spaceships.

Thanks. I've also found a diagonal 3c/55 SMOSMOS, but unfortunately, its in an explosive rule...

Code: Select all

x = 29, y = 17, rule = B2kn3-k4ejkn5cij6in7e/S2-in3-ack4ceinqy5-knqr6ekn7
2b2o$bo2bo$ob2obo$b4o2$25b2o$24bo2bo$23bob2obo$24b4o3$19bo$18bobo$17b
ob2o$17bob2o$18bobo$19bo!

Posted: **May 18th, 2025, 9:38 am**

Second SMOSMOSMOS, found with modified 5S!

Code: Select all

x = 21, y = 21, rule = B3aceiq4aejky5acjky6-ck7/S23-ack4inqrt5acjny6ci7
18bo$18b2o$18b3o8$18b3o$18b2o$18bo6$3o7b3o$b2o7b2o$2bo7bo!

Wide spacing as well.

Posted: **May 18th, 2025, 10:31 am**

A small SMOSMOS.

Code: Select all

x = 14, y = 6, rule = B2k3-cny4airw5aijny6c8/S2-cn3aei4jrw5jknr6in
4bo4bo$3b3o2b3o2$bo10bo$2o10b2o$bo10bo!

Um... well, in this rule the T isn't a ship. Sorry.

Code: Select all

x = 14, y = 6, rule = B2k3aeijkqr4aceirwy5aijnqy6ceik7e8/S2aeik3aeiy4jqrwy5acejknr6in7ce8
4bo4bo$3b3o2b3o2$bo10bo$2o10b2o$bo10bo!

This is clearer.

Edit:
two c/5 T ship based SMOS, remarkably sparse:

Code: Select all

x = 12, y = 12, rule = B3-cq4eir5ikqry6kn7c/S2-i3-knqr4inqy5-ikny6akn7c
3o$bo8$11bo$10b2o$11bo!

Code: Select all

x = 12, y = 12, rule = B2n3-cknq4cjkrwy5ajkqy6aen7/S2-i3-cjn4cjkr5eqry6aen78
3o$bo8$11bo$10b2o$11bo!

Posted: **May 21st, 2025, 10:36 am**

And third SMOSMOSMOS:

Code: Select all

x = 19, y = 19, rule = B3aceiq4ay5ajkqy6in7e/S2-in3-ak4-akw5acjn6ci7c8 
16b3o$18bo$18bo6$18bo$18bo$16b3o6$o9bo$o9bo$3o5b3o!

EDIT: Fourth:

Code: Select all

x = 12, y = 12, rule = B3aceiq4acejky5-eiy6in7/S2-n3-ackn4cinqryz5acjn6cik7c
10b2o$10bo$10bo$8b4o5$3bo$3bo$4o$o2bo!

EDIT 2: Fifth, but in explosive rule:

Code: Select all

x = 18, y = 18, rule = B3aceiq4acjkz5ajnqr6cin7e/S2-n3-akn4cinqrz5acjnr6cik7c8
15b3o$17bo$17bo6$17bo$17bo$15b3o5$o9bo$o9bo$3o5b3o!

EDIT 3: Sixth:

Code: Select all

x = 18, y = 18, rule = B3aceiq4aekz5-eikn6cin7/S2-in3-akn4-aekw5acjnr6cik7c
15b3o$17bo$17bo6$17bo$17bo$15b3o5$o9bo$o9bo$3o5b3o!

Posted: **May 25th, 2025, 6:18 pm**

19 more SMOSMOSMOS from 2 5S searches:

Code: Select all

# Search results matching pattern 2bo7bo$b2o7b2o$3o7b3o5$17bo$17b2o$17b3o8$17b3o$17b2o$17bo! for 28 gen in rule B3aeijq4acrt5a6in7e/S2aek3-acy4inqr5acjn6ci7 with searchRule-matchPatt2.py using seed=1
12, B3-cnry4acrtz5ajnr6in7e8/S2aek3-ay4ijknqr5acjn6ci7, 1, 1, 213, 3o$obo$o7$10b2o$11bo$9b3o!, 2^4
20, B3aeijq4-einqw5aer6ein7e/S2aek3-ac4inqrz5acjkn6ci7, 9, 9, 437, 3o5b3o$o9bo$o9bo4$14b3o$16bo$16bo6$16bo$16bo$14b3o!, 2^0

Code: Select all

# Search results matching pattern 2bo7bo$b2o7b2o$3o7b3o5$17bo$17b2o$17b3o8$17b3o$17b2o$17bo! for 33 gen in rule B3-jnr4at5a6in7e/S2-ci3-acy4ijnqryz5acjn6ci7 with searchRule-matchPatt2.py using seed=1
16, B3-jnr4aty5akr6cin7/S2-ci3-ac4-aktw5acjn6cik78, 5, 5, 130, 2ob2o$obobo2$2bo5$11b2o$12bo$9bobo$12bo$11b2o!, 2^1
12, B3-jnr4acjtyz5acr6-ae7/S2-ci3-ac4-acktw5acjn6cik7, 4, 4, 163, b2o$2o$o2bo6$9bo$11bo$10b2o$9b2o!, 2^1
16, B3-jnr4aektyz5acr6-a7e/S2-ci3-ac4ijnqryz5acjn6-an78, 5, 5, 97, 2ob2o$obobo2$2bo5$11b2o$12bo$9bobo$12bo$11b2o!, 2^3
7, B3-jnr4acejktz5acjk6cin7/S2-ci3-ac4-aektw5acejn6-an78, 2, 2, 335, 3o$obo$b2o!, 2^0
16, B3-jnr4ajtyz5acjkr6-ak7e/S2-ci3-acy4ijnqryz5-iqry6cik7, 11, 11, 683, 2ob2o$obobo2$2bo5$11b2o$12bo$9bobo$12bo$11b2o!, 2^0
12, B3-jnr4aejtz5akr6cin7/S2-ci3-ac4-aektw5acjn6cik7, 1, 1, 102, obo$3o$bo7$10b2o$9b2o$10b2o!, 2^1
16, B3-jnr4ackty5acjr6-a7e/S2-ci3-ay4-aektw5acjn6cik78, 10, 10, 542, 2ob2o$obobo2$2bo5$11b2o$12bo$9bobo$12bo$11b2o!, 2^0
16, B3-jnr4aejt5acr6-ac7/S2-ci3-acy4-ackw5-iqry6cik78, 1, 1, 89, 2ob2o$obobo2$2bo5$11b2o$12bo$9bobo$12bo$11b2o!, 2^6
10, B3-jnr4actyz5ajk6cin7e/S2-ci3-ac4-aktw5acjn6cik7, 2, 2, 148, bo$bo$3o9$11bo$11b3o$11bo!, 2^2
16, B3-jnr4acejkty5ackr6cin7/S2-ci3-ay4-acetw5acejn6-an7, 4, 4, 343, 2ob2o$obobo2$2bo5$11b2o$12bo$9bobo$12bo$11b2o!, 2^0
10, B3-jnr4acjkt5acjkr6cin7e/S2-ci3-ac4-aektw5acejn6cik78, 1, 1, 120, bo$bo$3o9$11bo$11b3o$11bo!, 2^3
16, B3-jnr4aekty5ackr6cin7/S2-ci3-a4-aektw5acjn6cik78, 1, 1, 88, 2ob2o$obobo2$2bo5$11b2o$12bo$9bobo$12bo$11b2o!, 2^0
12, B3-jnr4acktyz5ackr6cin7e/S2-ci3-a4-aektw5acjn6cik78, 2, 2, 267, 3bo$o2bo$2b3o10$14bo$14b3o$14bo2$15bo!, 2^0
16, B3-jnr4at5ajk6-ak7e/S2-ci3-a4-aektw5acjn6cik78, 5, 5, 295, 2ob2o$obobo2$2bo5$11b2o$12bo$9bobo$12bo$11b2o!, 2^0
10, B3-jnr4acjt5ajr6cin7e/S2-ci3-ac4-acktw5acjn6-an78, 4, 4, 104, bo$bo$3o8$10bo$10b3o$10bo!, 2^2
16, B3-jnr4acekty5ackr6-a7e/S2-ci3-a4-acw5acjn6-an7, 10, 10, 367, 2ob2o$obobo2$2bo5$11b2o$12bo$9bobo$12bo$11b2o!, 2^0
16, B3-jnr4aktyz5ackr6-a7/S2-ci3-a4-aektw5acjkn6cik7, 11, 11, 359, 2ob2o$obobo2$2bo5$11b2o$12bo$9bobo$12bo$11b2o!, 2^0

Posted: **June 5th, 2025, 2:15 am**

Arbitrary level SMOSMOS...MOS in 32 states!

Code: Select all

local g = golly()

-- Try to set the rule, if it fails, create the rule file
local success, err = pcall(function() g.setrule("HexaSmodel") end)
if not success then
    local dir = g.getdir("rules") .. "HexaSmodel.rule"
    local wf = io.open(dir, "w")
    wf:write([[@RULE HexaSmodel

Arbitrary level SMOS...MOS in a hexagonal universe.
by islptng

@COLORS
0    0   0   0 Vacuum
1  255   0   0 P: Stable unit
2   96  96  96  Tail
3  255 255 255 M: Stable marker
4  255 128   0 B: c/2o 1
5  255   0 128    c/2o 2
6  128   0   0 T: c/3o 1
7  128  64   0    c/3o 2
8  128   0  64    c/3o 3
9  255 128 128 CM: Construct marker
10 255 255   0 S1: Initialized
11 255 255 128 M1.1
12 255 255 128 M1.2
13 255 160  95 M1.3
14 255 255 128 M1.4
15 255   0 255 S2: Structure reader
16 255 128 255 M2
17   0 255 255 S3: Wait bouncer 1
18 128 255 255 M3
19   0 255 255 S4: Wait bouncer 2
20 128 255 255 M4
21   0 255   0 S5: Construct marker
22 128 255 128 M5.1
23 128 255 128 M5.2
24   0   0 255 S6: Construct terminator
25 128 128 255 M6.1
26 128 128 255 M6.2
27  64   0  32 Activating construct area
28 128 128 192 Initialized construct area
29 128 192 128 Constructing mark
30   0   0 128 S6.1
31  64  64 128 M6.1

@TABLE
n_states:32
neighborhood:hexagonal
symmetries:rotate6reflect

var a = {0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31}
var b = a
var c = a
var d = a
var e = a
var f = a

var p = {10,15,17,19,21,24,30}
var q = {11,12,14,16,18,20,22,23,25,26,27,29,31}


#### Debug
 0 28, 0, 2,24, 2, 0 24
 2 24, 2, 0, 8, 0, 0  2

####### Initialize and break-down ##

# S1 + S1 : M , B f , S1 b
 0 10, 0,10, 0, 0, 0 11
 0 10, 2, 0, 2,10, 0 11
11  2,11, 2, 0, 0, 0  2
 0  2,11, 2, 0, 0, 0  4
 2  2,11,11, 0, 0, 0 10
# S1 -> P : S1 b
 1 10, 0, 0, 0, 0, 0 13
 2 13, 2, 0, 0, 0, 0  2
 2  2,13, 2, 0, 0, 0 10
13  a, b, c, d, e, f  1
# S1 + S1 -> M : S1 f
 3 10, 0,10, 0, 0, 0 12
 0  2,12, 2, 0, 0, 0 10
# S1 -> B : CM + S2 b
 5  2,10, 2, 0, 0, 0 10
 4  2,10, 2, 0, 0, 0  9
 2  9, 2, 2, 0, 0, 0  2
 2  2, 2, 9, 2, 2, 0 15
# B + B : M + S1 b
 4  2,10, 2,10, 2, 0 11
 2 10, 4,10, 0, 0, 0  3
 2  2, 2,11, 3, 2, 0 10
 3  2, 2,11, 2, 2, 0  2
# S1 -> M : S1 b
 3 10, 0, 0, 0, 0, 0 14
 2  2,14, 2, 0, 0, 0 10
# S2 -> M : S3 sf, S5 b
 3 15, 0, 0, 0, 0, 0 16
 2  2,16, 2, 0, 0, 0 21
 0 16, 0, 0, 0, 0, 0  2
 0 16, 2, 0, 0, 0, 0 17
# S3 -> M : S4 b
 3 17, 0, 0, 0, 0, 0 18
 2  2,18, 2, 0, 0, 0 19
# S4 + S4 -> M : S5 b
 3 19, 0,19, 0, 0, 0 20
 0 19, 2, 0, 2,19, 3 20
20  2,20, 2, 0, 0, 0  2
 2  2,20,20, 0, 0, 0 15
# S5 + S5 -> M : S5 b
 3 21, 0,21, 0, 0, 0 22
 0  2,22, 2, 0, 0, 0 21
# S3 -> P : -P , S6 b
 1 17, 0, 0, 0, 0, 0 25
 2  2,25, 2, 0, 0, 0 24
# S6 + S6 -> M : -M , S6 f
 3 24, 0,24, 0, 0, 0 24
 0  2,24, 3, 0, 0, 0  0

####### Reconstruct ##

# S6 -> M : -M, S6 sf
 3 30, 0, 0, 0, 0, 0 31
 0 31, 0, 0, 0, 0, 0  2
 0 31, 2, 0, 0, 0, 0 30
 3 30, 2,30, 2, 2, 2  0
# S5 -> M : S5 sf
 3 21, 0, 0, 0, 0, 0 23
 0 23, 0, 0, 0, 0, 0  2
 0 23, 2, 0, 0, 0, 0 21


####

 9 21, 0, 0, 0, 0, 0 27
27  2, 2, 2, 0, 0, 0 28
 2  2,27, 0, 0, 0, 0  7
 0  2,27, 0, 0, 0, 0  2

 0  2,21,28, 2, 0, 0 21
 0  2,24,28, 2, 0, 0 30
28  2,30, 2,30, 2, 0  0

 2 28, 0, 0, 0, 0, 0  2
 2 28, 8, 0, 0, 0, 0  2
 2 28, 0, 2, 0, 0, 0  2
 2 28,21, 0, 0, 0, 0  2
 2 28, 2, 2, 0, 0, 0  2

 8  2,21, 2, 0, 0, 0 21
 6  2,21, 2, 0, 0, 0 29
 0 29, 2, 0, 0, 0, 0  6
 0 29, 0, 0, 0, 0, 0  2

 7  2,21, 2, 0, 0, 0 29
 7  2,30, 2, 0, 0, 0 13

####### Default ##

25 a,b,c,d,e,f 2

2 q,a,b,c,d,e 2
q a,b,c,d,e,f 3

# Photon
p a,b,c,d,e,f 2
0 0,p,0,a,b,c p
0 p,a,b,c,d,e 2

# Spaceship
0 5,2,a,b,c,2 0
0 8,2,a,b,c,2 0
0 0,5,0,a,b,c 4
0 0,8,0,a,b,c 6
0 5,a,b,c,d,e 2
0 8,a,b,c,d,e 2
4 a,b,c,d,e,f 5
5 a,b,c,d,e,f 0
6 a,b,c,d,e,f 7
7 a,b,c,d,e,f 8
8 a,b,c,d,e,f 0
2 4,a,b,c,d,e 2
2 6,a,b,c,d,e 2
2 7,a,b,c,d,e 2

# Tail
2 a,b,c,d,e,f 0
]])
    wf:close()
    g.setrule("HexaSmodel")
end

-- Get the number of layers from the user
local layers = tonumber(g.getstring("How many layers do you want?\n1 for a single spaceship, 2 for SMOS, 3 for SMOSMOS, etc.", "6", "HexaSmodel SMOS Maker"))

g.new(("S" .. string.rep("MOS", layers - 1)))

-- Function to convert polar coordinates to rectangular coordinates
local function Pol2Rec(r, theta)
    theta = theta % 6
    if theta == 0 then return r, 0 end
    if theta == 1 then return 0, r end
    if theta == 2 then return -r, r end
    if theta == 3 then return -r, 0 end
    if theta == 4 then return 0, -r end
    if theta == 5 then return r, -r end
end

-- Function to place the spaceship
local function putship(depth, x, y, orient)
    orient = orient or 0
    local dx1, dy1 = Pol2Rec(2^depth * 2, (orient + 1) % 6)
    local dx2, dy2 = Pol2Rec(2^depth * 2, (orient + 5) % 6)
    if depth == 0 then
        local dx, dy = Pol2Rec(2^depth * 2, orient + 3)
        g.setcell(x, y, 1)
        g.setcell(x - dx // 2, y + dy // 2, 10)
        g.setcell(x - dx1 // 2 - dx // 2, y + dy1 // 2 + dy // 2, 2)
        g.setcell(x - dx2 // 2 - dx // 2, y + dy2 // 2 + dy // 2, 2)
        return
    end
    putship(depth - 1, x - dx1, y + dy1, (orient + 1) % 6)
    putship(depth - 1, x - dx2, y + dy2, (orient + 5) % 6)
end

putship(layers, 0, 0)
g.fit()

local displacement = 2^layers * 4
local period = 2^(layers - 1) * (48 * layers - 1)
g.exit(string.format("Speed: %dc/%d", displacement, period))

Code: Select all

#C 1024c/49024o SMOSMOSMOSMOSMOSMOSMOS
x = 1026, y = 2049, rule = HexaSmodel
pEB$2B1022$22.B7.B31.B63.B127.B255.B511.B.B$22.BX6.BU30.BU62.BU126.BU
254.BU510.BUpD$23.B7.B31.B63.B127.B255.B511.B.B1022$1023.2B$1024.pEB!

EDIT: Translated to Lua. Note that the script automatically installs the rule, so you needn't to copy it from LifeWiki.

Posted: **June 6th, 2025, 4:02 pm**

Second rule with a SMOSMOSMOS gun:

Code: Select all

x = 314, y = 314, rule = B3-cjnr4ack5aknry6-ae7c8/S2-i3-ay4cijnryz5acjkn6ci7e
252bo15bo$251bobo13bobo$252bo15bo$289bo15bo$288bobo13bobo$268b3o18bo
15bo$268b3o$306bo$255b2o$253b6o$245bo7bo4bo16bo30bo$244bobo6b6o15bobo
14bo2bo$245bo9b2o18bo14b6o$282bo6b2ob2ob2o15bo$268b3o10bobo6b6o15bobo$
268b3o11bo8bo2bo17bo$269bo36bo$135bo$134bobo115bo53bo$135bo115bobo51b
3o$149b2o101bo$148b2o$148bo$148b3o$125bo$124bobo$125bo7b3o$133bobo$
132b2ob2o$132b2ob2o$133bobo$133b3o$289bo$283bo4bobo$282bobo4bo$283bo3$
308bo$148b3o128b2o7b2o17bobo$125bo18bo4bo128b3o7b2o3bo14bo$124bobo2b2o
7b2o3bobo133b2o7b2o2bobo$125bo3b2o7b3o3bo4bo143bo$129b2o7b2o$166bo$
165bobo$166bo$135bo$134bobo$135bo30b3o$166b3o$283b3o$143bo9b2o18bo109b
obo$142bobo6b6o15bobo107b2ob2o$143bo7bo4bo16bo108b2ob2o$151b6o126bobo$
153b2o119bo8b3o7bo$273bobo16bobo$166b3o105bo18bo$166b3o3$150bo15bo$
149bobo13bobo115bo$150bo15bo115bobo$283bo18$283bo$150bo15bo115bobo$
149bobo13bobo115bo$150bo15bo3$166b3o$166b3o105bo18bo$273bobo16bobo$
153b2o119bo8b3o7bo$151b6o126bobo$143bo7bo4bo16bo108b2ob2o$142bobo6b6o
15bobo107b2ob2o$143bo9b2o18bo109bobo$283b3o$166b3o$135bo30b3o$134bobo$
135bo$166bo$165bobo$166bo$129b2o7b2o$125bo3b2o7b3o3bo4bo143bo$124bobo
2b2o7b2o3bobo133b2o7b2o2bobo$125bo18bo4bo128b3o7b2o3bo14bo$148b3o128b
2o7b2o17bobo$308bo3$283bo$282bobo4bo$283bo4bobo$289bo$133b3o$133bobo$
132b2ob2o$132b2ob2o$133bobo$133b3o2$25bo15bo65bo18bo$24bobo13bobo63bob
o16bobo20b3o$25bo15bo65bo16bobo21bo$125bo22b2o$149b2o101bo$41b3o61b3o
27bo115bobo51b3o$41b3o61b3o26bobo115bo53bo$135bo$28b2o89b2o148bo36bo$
26b6o85b6o145b3o11bo8bo2bo17bo$18bo7bo4bo16bo51bo16bo4bo7bo137b3o10bob
o6b6o15bobo$17bobo6b6o15bobo49bobo15b6o6bobo150bo6b2ob2ob2o15bo$18bo9b
2o18bo51bo18b2o9bo114bo9b2o18bo14b6o$244bobo6b6o15bobo14bo2bo$41b3o61b
3o137bo7bo4bo16bo30bo$41b3o61b3o145b6o$42bo63bo148b2o$306bo$53bo41bo
172b3o$41bo10bobo39bobo10bo160b3o18bo15bo$40bobo10bo41bo10bobo179bobo
13bobo$41bo65bo181bo15bo$252bo15bo$251bobo13bobo$21b3o15bo69bo15b3o
124bo15bo$20b2obo15b2obo20bo21bo20bob2o15bob2o$20bo2bo15bo22bobo19bobo
22bo15bo2bo$53b3o7bo21bo7b3o$53bobo37bobo$52b2ob2o35b2ob2o$52b2ob2o35b
2ob2o$53bobo37bobo$53b3o37b3o9$45bo17bo21bo17bo$44bobo2b2o7b2o2bobo19b
obo2b2o7b2o2bobo$45bo3b2o7b2o3bo21bo3b2o7b2o3bo$49b2o7b2o29b2o7b2o4$
53bo41bo$52bobo39bobo$53bo41bo70$11bo125bo$10bobo123bobo$11bo125bo5$bo
17bo109bo17bo$obo15bobo107bobo15bobo$bo7b3o7bo109bo7b3o7bo$9bobo125bob
o$8b2ob2o123b2ob2o$8b2ob2o123b2ob2o$9bobo125bobo$9b3o125b3o9$bo145bo$o
bo2b2o7b2o117b2o7b2o2bobo$bo3b2o7b3o115b3o7b2o3bo$5b2o7b2o117b2o7b2o3$
57bo33bo$11bo44bobo31bobo44bo$10bobo44bo33bo44bobo$11bo125bo2$40bo67bo
$39b3o65b3o$39b3o65b3o$14bo119bo$13bobo18bo18b2o9bo19bo9b2o18bo18bobo$
14bo18bobo15b6o6bobo17bobo6b6o15bobo18bo$34bo16bo4bo7bo19bo7bo4bo16bo$
51b6o35b6o$53b2o39b2o2$4bo28bo5b3o65b3o5bo28bo$3bobo7bo18bobo4b3o65b3o
4bobo18bo7bobo$4bo7b3o18bo81bo18b3o7bo$11b2ob2o117b2ob2o$12b3o26bo15bo
33bo15bo26b3o$12b3o25bobo13bobo31bobo13bobo25b3o$11b2ob2o25bo15bo33bo
15bo25b2ob2o$12b3o119b3o$13bo121bo8$4bo139bo$3bobo13bo109bo13bobo$4bo
2bo2bo5bob2o109b2obo5bo2bo2bo$19bo19bo69bo19bo$38bobo67bobo$39bo69bo2$
14bo119bo$13bobo117bobo$14bo119bo!

The relevant 5S haul of SMOSMOSMOSes:

Code: Select all

# Search results matching pattern 12b2o$11b2o$12b2o9$bo$3o$obo! for 47 gen in rule B3-cjnr4ackyz5ay6cin/S2-i3-aky4cijknrz5acjkn6ci7e with searchRule-matchPatt2.py using seed=1
12, B3-cjnr4ack5ay6-ak/S2-i3-ay4cijknrz5acjkn6ci7e, 6, 6, 429, 12b2o$11b2o$12b2o9$bo$3o$obo!, 2^5
10, B3-cjnr4ack5ay6cin/S2-i3-aky4cijknrz5acjkn6ci7e, 6, 6, 429, 19bo$19b3o$19bo17$3o$bo$bo!, 2^6
12, B3-cjnr4ackyz5akny6ikn7c/S2-i3-ay4cijnrz5acjkn6-an7e, 6, 6, 297, 12b2o$11b2o$12b2o9$bo$3o$obo!, 2^3
12, B3-jnr4acky5aknry6in8/S2-i3-aky4cijnryz5acjkn6-an7e, 1, 1, 615, 12b2o$11b2o$12b2o9$bo$3o$obo!, 2^0
12, B3-jnr4ac5anry6in/S2-i3-aky4cijknrz5acjkn6-an7e, 3, 3, 559, 12b2o$11b2o$12b2o9$bo$3o$obo!, 2^2
12, B3-jnr4ac5aknry6-a7c8/S2-i3-aky4cijnryz5acjkn6ci7e, 3, 3, 249, 12b2o$11b2o$12b2o9$bo$3o$obo!, 2^0
12, B3-cjnr4ack5ay6-ak/S2-i3-aky4cijknrz5acjkn6ci7e, 6, 6, 429, 12b2o$11b2o$12b2o9$bo$3o$obo!, 2^4
12, B3-cjnr4ack5aknry6ikn7c8/S2-i3-ay4cijnryz5acjkn6ci7e, 3, 3, 154, 12b2o$11b2o$12b2o9$bo$3o$obo!, 2^0
12, B3-jnr4ac5ary6in8/S2-i3-ay4cijknrz5acjkn6ci7e, 6, 6, 105, 12b2o$11b2o$12b2o9$bo$3o$obo!, 2^1
12, B3-jnr4ackyz5akny6ein8/S2-i3-ay4cijnryz5acjkn6cik7e, 3, 3, 320, 12b2o$11b2o$12b2o9$bo$3o$obo!, 2^0
12, B3-jnr4ackyz5akny6in7c/S2-i3-aky4-aeqtw5acjn6cei7e, 3, 3, 211, 12b2o$11b2o$12b2o9$bo$3o$obo!, 2^0
12, B3-jnr4ack5ary6cin/S2-i3-ay4cijknrz5acjkn6ci7e, 6, 6, 310, 12b2o$11b2o$12b2o9$bo$3o$obo!, 2^0
12, B3-cjnr4acky5aky6in/S2-i3-ay4cijnryz5acjkn6cik7e, 3, 3, 248, 12b2o$11b2o$12b2o9$bo$3o$obo!, 2^0
12, B3-jnr4acyz5akny6-ac7c8/S2-i3-ay4cijnryz5acjkn6ci7e, 3, 3, 388, 12b2o$11b2o$12b2o9$bo$3o$obo!, 2^0
12, B3-jnr4ac5ary6in/S2-i3-ay4cijknrz5acjkn6ci7e, 6, 6, 105, 12b2o$11b2o$12b2o9$bo$3o$obo!, 2^2
12, B3-cjnr4acz5any6-ac/S2-i3-ay4cijnrz5acjn6-an7e, 3, 3, 203, 12b2o$11b2o$12b2o9$bo$3o$obo!, 2^1
12, B3-cjnr4acyz5akny6-ac7c8/S2-i3-ay4cijknrz5acjkn6-an7e, 1, 1, 544, 12b2o$11b2o$12b2o9$bo$3o$obo!, 2^0
12, B3-cjnr4ack5aknry6-ae7c8/S2-i3-ay4cijnryz5acjkn6ci7e, 3, 3, 154, 12b2o$11b2o$12b2o9$bo$3o$obo!, 2^0
10, B3-jnr4acy5any6-a/S2-i3-aky4-aeqtw5acjkn6-an7e, 1, 1, 162, 13bo$13b3o$13bo11$3o$bo$bo!, 2^0
12, B3-jnr4acyz5akny6ein7c8/S2-i3-ay4cijnryz5acjkn6ci7e, 3, 3, 388, 12b2o$11b2o$12b2o9$bo$3o$obo!, 2^0
12, B3-cjnr4acz5any6ikn/S2-i3-ay4cijnrz5acjn6-an7e, 3, 3, 203, 12b2o$11b2o$12b2o9$bo$3o$obo!, 2^1
12, B3-jnr4ac5akry6-ak7c8/S2-i3-aky4cijnryz5acjkn6ci7e, 3, 3, 249, 12b2o$11b2o$12b2o9$bo$3o$obo!, 2^0
10, B3-jnr4ackz5anry6ikn7c8/S2-i3-aky4cijnryz5acjkn6-an7e, 2, 2, 127, 13bo$14bo$13bo$13b2o10$ob2o$bobo!, 2^0
10, B3-jnr4ackz5akny6-a8/S2-i3-aky4cijknrz5acjkn6ci7e, 1, 1, 159, 13b2o$13bo$13b2o11$3o$obo!, 2^0
12, B3-cjnr4ackz5akny6-ae7c/S2-i3-ay4cijknrz5acjkn6-an7e, 2, 2, 171, 12b2o$11b2o$12b2o9$bo$3o$obo!, 2^0

Posted: **June 7th, 2025, 3:28 am**

P296172 SMOS in the rule with 100+ NRSS, from Catagolue:

Code: Select all

x = 46, y = 30, rule = B2-ak3aknry4-aej5-aqr6-k7c/S1c2-cn3-aiqy4-aejnr5an6-n8
b2o11bo6bo$2obo11bo4bo$b2o11bo6bo4$30b4o8b3o$32bo9bo2bo$30b4o8b3o13$30b4o8b3o
$32bo9bo2bo$30b4o8b3o4$b2o11bo6bo$2obo11bo4bo$b2o11bo6bo!

Posted: **June 12th, 2025, 1:21 pm**

Here are two new modified 5S hauls.

Code: Select all

# Search results matching pattern bo$3o$obo15$17b2o$18b2o$17b2o! for 41 gen in rule B3aeiq4acj5ary6in8/S2-in3-acky4iknr5acjnq6cik7e with searchRule-matchPatt2.py using seed=1
12, B3-jnry4acj5aknry6cin7c8/S2-in3-acky4eiknrz5-eiry6-an7e, 12, 12, 167, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3aceiq4acj5-ceiq6cin8/S2-in3-acky4iknrtyz5-eiry6cik7e, 3, 3, 154, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^1
12, B3-jnry4acjz5ajkry6ein7c8/S2-in3-acy4iknrt5-iky6cik7e, 8, 8, 217, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3aeiq4acj5-ceiq6-ak8/S2-in3-acky4ceiknrz5-eiky6-an7e, 5, 5, 182, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3aeiq4acj5-ceiq6-ak8/S2-in3-acky4iknrtz5-eiky6cik7e, 3, 3, 173, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^1
10, B3aceiq4acejz5akry6ein7c8/S2-in3-acy4iknrtyz5-iky6-an7e, 2, 2, 133, 3o$obo15$17b2o$18bo$17b2o!, 2^0
12, B3-jnry4acjz5aknry6in7c8/S2-in3-acky4iknr5-eiy6cik7e, 20, 20, 474, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3aeiq4acejz5ajry6-ak8/S2-in3-acky4iknrt5-eiky6-an7e, 7, 7, 341, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3aceiq4acej5ary6-ak7c8/S2-in3-acky4ciknry5-iy6cik7e, 1, 1, 163, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3-jnry4acej5ajkry6cin8/S2-in3-acy4iknrt5acjnq6cik7e, 12, 12, 375, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3aeikq4acejz5akry6in7c8/S2-in3-acy4ciknry5-iky6-an7e, 5, 5, 254, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3aeiq4acej5-ceiq6in7c8/S2-in3-acy4eiknrt5-eiy6-an7e, 2, 2, 312, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3aeiq4acej5ary6cin8/S2-in3-acy4iknr5-eiy6-an7e, 2, 2, 171, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3-jnry4acj5ajkry6ein8/S2-in3-acky4-ajqwy5acjnq6-an7e, 16, 16, 289, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3aeikq4acjz5anry6-ak7c8/S2-in3-acky4eiknrtz5acjnq6cik7e, 1, 1, 132, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3aeikq4acej5ary6in7c8/S2-in3-acy4iknrz5-iky6-an7e, 7, 7, 276, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3aceiq4acj5akry6ein8/S2-in3-acky4iknry5-eiry6-an7e, 16, 16, 219, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
10, B3aceiq4acejz5ajkry6in7c8/S2-in3-acky4ceiknr5-eiky6-an7e, 5, 5, 243, 3o$obo20$22b2o$23bo$22b2o!, 2^0
12, B3aceiq4acejz5akry6in7c8/S2-in3-acy4iknrz5-iy6cik7e, 3, 3, 154, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3aeikq4acjz5ajry6in8/S2-in3-acky4eiknrt5-eiry6-an7e, 6, 6, 318, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3aeiq4acjz5akry6ein7c8/S2-in3-acky4-ajqwz5-iry6cik7e, 4, 4, 199, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3aeiq4acjz5akry6in7c8/S2-in3-acky4ciknrty5-ikry6cik7e, 5, 5, 169, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3aeiq4acj5-ceiq6in8/S2-in3-acy4-ajqwz5-eiy6cik7e, 2, 2, 207, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3aeikq4acjz5aknry6cin8/S2-in3-acky4eiknrty5-eiky6-an7e, 8, 8, 311, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3aceiq4acejz5ary6in7c8/S2-in3-acky4-ajqw5acjnq6cik7e, 7, 7, 168, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3-jnry4acj5aknry6in7c8/S2-in3-acky4ciknrtz5-eiky6cik7e, 12, 12, 318, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3aeiq4acj5ajkry6-ak8/S2-in3-acy4iknrtyz5-eiky6-an7e, 2, 2, 195, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3aceiq4acej5anry6cin8/S2-in3-acky4iknrt5acjnq6cik7e, 9, 9, 191, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
12, B3aeiq4acej5ajry6cin8/S2-in3-acky4ciknrty5-eiky6cik7e, 1, 1, 186, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
10, B3aeiq4acejz5ary6cin7c8/S2-in3-acky4iknry5-iry6-an7e, 2, 2, 186, 3o$bo$bo19$23bo$21b3o$23bo!, 2^0
12, B3aceiq4acj5anry6-ak8/S2-in3-acky4ciknr5-iy6-an7e, 1, 1, 156, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0
10, B3-jnry4acej5akry6-ak7c8/S2-in3-acy4-ajqw5-iy6-an7e, 14, 14, 204, 3o$obo20$22b2o$23bo$22b2o!, 2^0
12, B3-jnry4acj5ajry6in8/S2-in3-acy4iknry5-eiy6cik7e, 5, 5, 202, bo$3o$obo15$17b2o$18b2o$17b2o!, 2^0

Code: Select all

# Search results matching pattern bo$3o$obo11$13b2o$14b2o$13b2o! for 49 gen in rule B3-cjnr4a5aej6in/S2-in3-aky4eiknr5-ikqy6cik7e with searchRule-matchPatt2.py using seed=1
12, B3-cjnr4ackz5aej6ikn8/S2-in3-aky4eiknr5-ikqy6cik7e, 1, 1, 276, bo$3o$obo11$13b2o$14b2o$13b2o!, 2^0
12, B3-cjnr4acjkr5aejy6-ck/S2-in3-ay4eiknrt5-ikqy6cik7e, 1, 1, 507, bo$3o$obo11$13b2o$14b2o$13b2o!, 2^0
12, B3-cjnr4acjkr5aej6-ac/S2-in3-aky4eiknr5-ikqy6cik7e, 5, 5, 212, bo$3o$obo11$13b2o$14b2o$13b2o!, 2^0
10, B3-cjnr4acjry5aej6ain/S2-in3-aky4eiknr5-ikqy6-an7e, 5, 5, 182, 3o$bo$bo10$14bo$12b3o$14bo!, 2^0
12, B3-cjnr4akr5aejry6ein8/S2-in3-aky4eiknr5-ikqy6cik7e, 1, 1, 305, bo$3o$obo11$13b2o$14b2o$13b2o!, 2^0
12, B3-cjnr4ajkr5aejr6-ck8/S2-in3-aky4eiknr5-ikqy6-an7e, 3, 3, 177, bo$3o$obo11$13b2o$14b2o$13b2o!, 2^0
12, B3-cjnr4acryz5aejry6ikn/S2-in3-aky4eiknr5-ikqy6cik7e, 4, 4, 429, bo$3o$obo11$13b2o$14b2o$13b2o!, 2^0

Posted: **June 30th, 2025, 9:22 am**

3c/7 SMOS by sylvani:

Code: Select all

x = 15, y = 48, rule = B2e3-jn4ejktz5jk6-ci7c8/S1c23-j4cejnq5ekr6ei8
2bo9bo$o2bo7bo2bo$o2b4ob4o2bo$4bo5bo$4b2o3b2o2$3bobo3bobo2$3b2obobob2o
$3b2o5b2o$4bo5bo2$5b2ob2o$4bobobobo$4b3ob3o3$4b3ob3o3$5bo3bo2$4bobobob
o$3b3o3b3o$2b2o7b2o$2b5ob5o2$2bo2b2ob2o2bo$2bob2o3b2obo$4bo5bo$3b4ob4o
$3bo2bobo2bo$3bobo3bobo$3b2o2bo2b2o2$4bo2bo2bo$3bob2ob2obo$3bobo3bobo
2$6b3o$5b5o$5b5o$4b3ob3o$5b5o$5b5o$6b3o$b3o$bobo!

Posted: **July 2nd, 2025, 5:39 pm**

Here are 437 SMOSMOSMOSes from 1 5S haul. If run to completion, there are probably around 2000. With so many SMOSMOSMOSes, there is probably a SMOSMOSMOSMOS around.

Code: Select all

# Search results matching pattern 13b2o$13bo$13b2o11$3o$obo! for 37 gen in rule B3aikq4ajknyz5-ijkn6-ae8/S2-i3-akn4-aejkw5acejn6-an8 with searchRule-matchPatt2.py using seed=1
10, B3acikq4ajknz5-ijn6-ak/S2-in3-akn4iknqrtz5-iqy6cik8, 8, 8, 206, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4ajknz5acekq6-ae8/S2-in3-an4inrtz5acejn6-an8, 12, 12, 328, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4aejknrz5aceqr6-ak/S2-i3-an4inqryz5-iqry6-an8, 6, 6, 147, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aikq4aejknrz5aekqy6-a/S2-i3-akn4iknqryz5-iqry6-an8, 6, 6, 216, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aiq4-iqtw5-cijn6-ae/S2-in3-akn4cinqryz5-iqy6cik, 8, 8, 419, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4ajknz5aeqy6-ak/S2-i3-ackn4einrz5-iqy6cik, 7, 7, 199, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4ajknyz5-ijny6-a8/S2-i3-an4inqrtyz5-iqy6cik8, 1, 1, 202, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4ajknyz5aekqr6cin8/S2-i3-an4inrz5-iqry6cik8, 5, 5, 112, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aikq4acjknrz5aeq6-a/S2-in3-ackn4-acjqw5-iqy6cik8, 4, 4, 226, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4aejknz5aceqy6-a8/S2-in3-akn4iknryz5-ikqy6cik, 12, 12, 235, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4aejknyz5-cijn6-a8/S2-in3-acn4iknqrz5-ikqy6-an8, 7, 7, 172, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4ajknrz5-ijkn6-ae8/S2-i3-an4einryz5-iqry6-an, 4, 4, 223, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4ajknyz5-cijn6-ak/S2-i3-an4cinqryz5acejn6-an8, 13, 13, 218, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4aejknyz5aeqry6-ae8/S2-in3-ackn4einqrz5acejn6cik8, 1, 1, 137, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aiq4ajknrz5aekq6cin8/S2-in3-ackn4iknrz5-ikqy6cik, 3, 3, 191, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aciq4-iqtwy5aekq6cin8/S2-in3-acn4inryz5-ikqy6cik8, 2, 2, 385, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4aejknyz5-ijkn6-ak/S2-in3-ackn4inqrz5-ikqy6-an8, 3, 3, 181, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4-ciqtw5aekqy6-a/S2-in3-acn4cinryz5-iqry6-an, 7, 7, 334, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4acjknrz5aeqy6-ae8/S2-i3-an4einrtz5-iqry6cik8, 6, 6, 136, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4ajknrz5aeq6-ae/S2-in3-ackn4cinqrtz5acejn6cik8, 7, 7, 179, 13b2o$13bo$13b2o11$3o$obo!, 2^5
10, B3aikq4aejknz5acekq6cin8/S2-in3-acn4-acjkw5acejn6cik8, 3, 3, 153, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3aiq4aejknz5-ijnr6-a8/S2-in3-ackn4inqrtyz5-iqry6cik, 7, 7, 218, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3acikq4-iqrtw5-ijny6cin/S2-in3-an4-acejw5-iqry6-an, 2, 2, 254, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4aejknrz5aeqr6-ak/S2-i3-ackn4-ajtw5-ikqy6-an, 1, 1, 215, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4aejknrz5-ijkn6cin/S2-in3-an4inrtz5-iqy6-an8, 8, 8, 314, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4ajknyz5acekq6-a8/S2-i3-akn4inryz5-iqy6-an8, 5, 5, 472, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4ajknz5aeqr6-a8/S2-in3-ackn4iknryz5-iqy6-an, 9, 9, 201, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3acikq4acjknz5aceqr6-ak8/S2-i3-an4einqrz5acejn6-an, 1, 1, 132, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3aciq4ajknrz5aekqr6cin8/S2-i3-acn4einqryz5-iqry6cik, 3, 3, 148, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3aiq4ajknrz5-ijny6cin/S2-in3-an4inqryz5-ikqy6-an, 8, 8, 255, 13b2o$13bo$13b2o11$3o$obo!, 2^7
10, B3acikq4aejknz5aceq6-ae8/S2-i3-ackn4-acjw5-iqry6cik, 4, 4, 168, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3aikq4aejknz5aeq6-ae/S2-in3-akn4ceinrz5-ikqy6-an8, 4, 4, 198, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aiq4aejknyz5-ijkn6-ae8/S2-in3-ackn4inqryz5acejn6cik8, 1, 1, 137, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3acikq4-eiqtw5-cijn6-a/S2-i3-ackn4inrz5-iqry6cik, 2, 2, 314, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4-ciqtw5-ijn6-ae/S2-i3-ackn4-ajkw5acejn6cik8, 4, 4, 124, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4ajknrz5aekqr6-ae8/S2-i3-ackn4-aejqw5-ikqy6-an, 3, 3, 225, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4aejknrz5aceqr6-ak/S2-in3-ackn4-ajkw5-iqry6cik, 2, 2, 132, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aiq4-ciqtw5aeqy6-ae8/S2-in3-an4iknrz5-iqy6-an, 7, 7, 288, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aiq4aejknz5aeq6cin/S2-i3-ackn4-acjwy5-iqy6-an8, 3, 3, 258, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aciq4-iqrtw5-ijny6-ak/S2-in3-an4-aejwy5-iqry6cik8, 6, 6, 141, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4acjknz5aceq6cin8/S2-i3-acn4inrtz5-iqy6cik, 8, 8, 180, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3aciq4-iqrtw5-ijnr6-ae8/S2-in3-an4-ajtwy5-iqry6-an8, 5, 5, 209, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4ajknz5-ijn6-ak8/S2-in3-acn4inryz5-iqry6cik, 13, 13, 263, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4ajknrz5aeqy6-ae/S2-i3-akn4einryz5-iqry6cik, 4, 4, 144, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aiq4-eiqtw5aekqy6-a8/S2-in3-acn4-aejqw5-ikqy6-an8, 1, 1, 170, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4-iqtwy5aeqry6-ae8/S2-i3-ackn4inrz5acejn6cik, 4, 4, 124, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4-iqtw5acekq6-a/S2-in3-acn4einrtyz5acejn6-an, 5, 5, 184, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aiq4-iqtwy5-ijny6-ak/S2-i3-an4einryz5-iqry6-an8, 2, 2, 173, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4ajknz5aeqy6-a8/S2-in3-akn4einrz5-iqy6cik8, 2, 2, 163, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aikq4ajknyz5aeq6-ae/S2-i3-akn4-acjw5-iqry6-an, 2, 2, 101, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aciq4acejknz5-ijkn6-a/S2-i3-acn4cinrz5-ikqy6-an8, 2, 2, 348, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4aejknz5-cijn6-ak/S2-i3-ackn4-aejwy5-iqry6cik8, 3, 3, 171, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4ajknyz5aekq6-a/S2-i3-acn4iknrtyz5-iqry6cik, 3, 3, 187, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3acikq4aejknrz5aeqy6cin/S2-i3-akn4iknqrz5-iqry6-an, 4, 4, 180, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aciq4aejknyz5acekq6-ae/S2-i3-akn4cinqryz5-iqry6-an, 10, 10, 152, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4-eiqtw5aceq6cin/S2-in3-ackn4inrz5-ikqy6cik, 10, 10, 270, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4aejknyz5aeq6-ak/S2-in3-ackn4einqrtz5acejn6cik, 2, 2, 131, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3aciq4acjknrz5-ijnr6-a/S2-i3-ackn4cinqryz5-iqy6-an, 5, 5, 399, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4ajknryz5-ijkn6cin8/S2-in3-an4inrtyz5-iqry6cik, 5, 5, 206, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aiq4aejknyz5aekq6cin/S2-i3-akn4iknryz5acejn6cik, 5, 5, 112, 13b2o$13bo$13b2o11$3o$obo!, 2^9
10, B3aiq4aejknyz5-ijkn6-ae/S2-i3-acn4iknqryz5-iqy6cik, 4, 4, 153, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4aejknyz5-ijnr6-ae8/S2-in3-acn4-acjw5-iqry6cik, 5, 5, 245, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aiq4aejknz5aceqy6-a8/S2-i3-acn4inryz5acejn6cik8, 8, 8, 192, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aiq4aejknrz5aeqr6cin/S2-in3-acn4-aejkw5-ikqy6cik8, 3, 3, 245, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4-iqrtw5aekqr6-a8/S2-in3-akn4inrz5-iqry6cik8, 11, 11, 236, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4acejknz5-ijkn6-ak/S2-i3-acn4-aejtw5acejn6-an, 2, 2, 113, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4aejknz5aeqy6cin/S2-i3-an4inqrz5-iqry6-an, 7, 7, 328, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4aejknz5aeqr6-ae/S2-i3-acn4-ajtwy5-ikqy6cik, 4, 4, 156, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aikq4-iqrtw5aeqr6-ae/S2-i3-ackn4-aejwy5-ikqy6-an, 2, 2, 238, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4acjknz5aekqy6-ak/S2-in3-acn4iknrz5acejn6-an8, 7, 7, 153, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aciq4ajknz5-ijnr6cin/S2-i3-ackn4eiknrz5-iqy6cik, 4, 4, 151, 13b2o$13bo$13b2o11$3o$obo!, 2^8
10, B3acikq4ajknyz5aceq6cin8/S2-i3-akn4-acjw5acejn6cik, 5, 5, 267, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aiq4ajknyz5aekqr6-ae8/S2-i3-akn4inrtyz5-iqry6cik, 4, 4, 241, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4aejknyz5-ijn6-ak8/S2-i3-acn4einqrz5-iqry6cik8, 6, 6, 155, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4ajknryz5aceqr6-a/S2-in3-acn4-aejkw5acejn6cik8, 2, 2, 211, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4aejknyz5-ijn6cin8/S2-i3-ackn4cinqrz5-ikqy6cik, 7, 7, 180, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4aejknyz5aeqry6-a/S2-i3-ackn4einqrz5-ikqy6cik, 10, 10, 230, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aikq4-iqrtw5aceq6-a/S2-i3-acn4inqryz5-iqy6cik8, 6, 6, 161, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4acejknz5aceqr6-a/S2-in3-ackn4-ajtwy5-iqy6-an, 4, 4, 138, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3acikq4-iqtwy5acekq6-ak/S2-i3-ackn4cinryz5-ikqy6cik8, 2, 2, 230, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4-ciqtw5-cijn6-ak/S2-in3-akn4inqryz5acejn6cik, 6, 6, 252, 13b2o$13bo$13b2o11$3o$obo!, 2^6
10, B3aikq4aejknrz5aeqry6-ae8/S2-i3-akn4inqrtyz5-iqry6cik8, 6, 6, 195, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aiq4aejknz5acekq6-ae/S2-in3-akn4-acjqw5-iqy6-an, 1, 1, 160, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aiq4ajknyz5aeqry6-ak/S2-in3-an4-aejtw5-iqy6cik, 3, 3, 135, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aciq4aejknrz5aekqy6cin/S2-in3-acn4iknrz5-iqry6cik8, 5, 5, 160, 13b2o$13bo$13b2o11$3o$obo!, 2^5
10, B3acikq4ajknryz5aekq6-ae/S2-i3-acn4einqrz5-iqry6-an8, 8, 8, 146, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4ajknz5aceq6-ak/S2-i3-akn4-acjtw5acejn6cik8, 3, 3, 277, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3acikq4aejknz5aekqr6-ae/S2-in3-acn4-acejw5-iqy6-an, 3, 3, 411, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4aejknz5aekqr6-ae8/S2-in3-acn4iknqrz5acejn6cik, 1, 1, 181, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3acikq4aejknz5aceqy6-a/S2-i3-ackn4cinqryz5-iqry6cik8, 3, 3, 151, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4ajknrz5aceq6-ae8/S2-in3-akn4iknryz5-iqry6-an, 5, 5, 163, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3aiq4ajknyz5aceq6cin/S2-in3-acn4inrz5-iqy6cik, 5, 5, 112, 13b2o$13bo$13b2o11$3o$obo!, 2^5
10, B3aciq4aejknyz5-ijkn6cin/S2-in3-ackn4einqrz5acejn6-an, 7, 7, 297, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aiq4aejknz5aeqr6-ae/S2-i3-ackn4inryz5-iqy6cik, 3, 3, 145, 13b2o$13bo$13b2o11$3o$obo!, 2^7
10, B3aikq4aejknyz5aceqy6-a/S2-in3-ackn4-acjkw5-ikqy6-an8, 13, 13, 525, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4aejknz5aeqry6-ae/S2-i3-akn4iknqrtz5-ikqy6cik8, 2, 2, 136, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4aejknz5aceq6cin/S2-i3-ackn4einqryz5-ikqy6cik, 2, 2, 142, 13b2o$13bo$13b2o11$3o$obo!, 2^6
10, B3acikq4-eiqtw5aceqy6-ae/S2-i3-acn4-acjwy5-ikqy6cik8, 5, 5, 281, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4aejknz5-cijn6cin8/S2-in3-akn4iknryz5-iqry6-an8, 3, 3, 356, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4aejknz5aceq6-a/S2-in3-an4-ajtwy5-ikqy6cik, 9, 9, 208, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4aejknz5aekq6-ae/S2-in3-ackn4inrtyz5acejn6cik8, 5, 5, 112, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3aiq4aejknz5acekq6-a/S2-in3-akn4ciknqrz5acejn6cik8, 10, 10, 308, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4-iqtwy5aekq6-a8/S2-in3-ackn4inqryz5acejn6cik8, 4, 4, 164, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4-iqrtw5-ijkn6-a8/S2-in3-acn4eiknqrz5-ikqy6cik8, 4, 4, 289, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4ajknz5aekqr6cin8/S2-in3-akn4iknqrz5-ikqy6-an8, 9, 9, 282, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4aejknz5-ijkn6-ae/S2-i3-an4iknqrz5acejn6cik, 5, 5, 161, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4aejknyz5aceqy6-a/S2-i3-acn4iknqryz5-iqy6cik, 7, 7, 164, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4aejknyz5aekq6-ae8/S2-i3-akn4ciknqrz5-ikqy6cik, 6, 6, 420, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4ajknz5-ijn6-a8/S2-i3-akn4eiknqrz5acejn6cik, 7, 7, 149, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4ajknz5aeq6-ak8/S2-in3-ackn4-acejw5-ikqy6-an8, 10, 10, 202, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4acejknz5aceq6-a/S2-in3-ackn4einqryz5-iqry6cik, 3, 3, 146, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aikq4aejknyz5aceqr6cin/S2-i3-an4einqrtz5-iqry6cik8, 3, 3, 188, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3aiq4-iqtw5aekqy6-ae/S2-in3-an4-aejqw5acejn6cik, 13, 13, 348, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4ajknz5aceq6-ae/S2-in3-akn4inrtyz5-ikqy6cik8, 4, 4, 262, 13b2o$13bo$13b2o11$3o$obo!, 2^5
10, B3aikq4-ciqtw5-ijnr6-ak8/S2-i3-ackn4inqrz5acejn6cik8, 12, 12, 270, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3acikq4-iqtwy5aeqry6-a/S2-in3-acn4inryz5acejn6-an8, 12, 12, 279, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4acjknrz5aceqr6-ae/S2-i3-ackn4-acjtw5-ikqy6-an8, 2, 2, 199, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4aejknz5acekq6-ak/S2-in3-an4inqryz5acejn6-an8, 4, 4, 100, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3acikq4ajknyz5-ijny6cin/S2-in3-ackn4-acjw5-ikqy6-an, 5, 5, 256, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aciq4acjknrz5aekqy6cin8/S2-i3-ackn4cinqryz5-ikqy6-an, 12, 12, 586, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4ajknrz5aceq6-ak8/S2-in3-an4einrz5-iqry6cik, 4, 4, 178, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3acikq4ajknryz5aceqy6-ak8/S2-i3-acn4eiknrz5-iqy6cik8, 6, 6, 243, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4aejknz5-ijny6cin/S2-in3-ackn4einqrz5acejn6cik8, 4, 4, 186, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3acikq4-ciqtw5acekq6-a/S2-in3-akn4inqryz5-iqy6cik8, 11, 11, 297, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4aejknz5aeqy6-ak8/S2-i3-akn4iknqrz5-iqry6-an, 2, 2, 134, 13b2o$13bo$13b2o11$3o$obo!, 2^5
10, B3aiq4ajknryz5-ijny6cin/S2-i3-an4-aejkw5-ikqy6-an, 8, 8, 174, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3aikq4aejknrz5aekq6-ak/S2-i3-an4cinrtyz5acejn6cik8, 2, 2, 221, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4aejknz5-ijny6-a/S2-in3-ackn4-ajtwy5-iqy6cik8, 4, 4, 138, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3acikq4acjknrz5aceq6-ae8/S2-i3-acn4inqrz5-iqy6-an, 5, 5, 192, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4ajknz5-ijny6cin8/S2-i3-an4-ajkwy5-iqry6cik8, 3, 3, 214, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4aejknyz5aekqy6cin8/S2-in3-akn4inrz5-iqry6cik8, 6, 6, 289, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4acjknrz5aekqy6cin/S2-i3-ackn4-acjkw5acejn6cik, 12, 12, 376, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4aejknz5aceq6-a8/S2-in3-acn4-ajktw5acejn6cik, 8, 8, 190, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3acikq4ajknz5-cijn6cin8/S2-in3-acn4iknqrz5-iqy6cik, 9, 9, 145, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aciq4aejknrz5aeqr6-ak8/S2-i3-akn4cinryz5acejn6cik, 9, 9, 282, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4acejknz5-ijnr6cin/S2-i3-ackn4iknrtz5-iqry6-an, 1, 1, 232, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4-iqtwy5-ijny6-ak/S2-i3-acn4inqrtyz5-ikqy6cik, 3, 3, 111, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4ajknyz5aceqr6-ae/S2-in3-acn4inrtz5-iqy6cik8, 5, 5, 112, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aikq4ajknz5-ijny6-ae8/S2-i3-an4inqrtyz5acejn6-an8, 4, 4, 232, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4aejknz5aeq6-ak8/S2-in3-an4-aejqw5acejn6cik, 4, 4, 264, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4aejknyz5-ijny6-ak/S2-in3-acn4inqryz5-iqy6-an, 4, 4, 162, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4aejknrz5aeq6cin/S2-in3-an4inryz5-ikqy6-an, 5, 5, 148, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aiq4-iqtwy5aekqr6-a8/S2-in3-ackn4cinqrtz5-ikqy6-an8, 11, 11, 221, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4aejknz5aekqy6-ae/S2-i3-ackn4inqrtyz5-iqy6cik, 5, 5, 247, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4aejknyz5-cijn6-ak/S2-in3-acn4ciknrz5-iqry6-an8, 1, 1, 245, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4ajknz5aeq6-a/S2-in3-ackn4eiknrz5-iqy6cik, 5, 5, 159, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aikq4acejknz5aceq6-a/S2-in3-ackn4einqrz5acejn6cik, 4, 4, 135, 13b2o$13bo$13b2o11$3o$obo!, 2^5
10, B3aiq4aejknz5-ijnr6-ae8/S2-in3-akn4eiknrz5-ikqy6-an8, 1, 1, 223, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4ajknrz5-ijnr6-a/S2-in3-ackn4einrtz5-iqry6cik8, 12, 12, 279, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4ajknz5-ijnr6-a/S2-i3-acn4ciknqrz5-ikqy6-an8, 7, 7, 195, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4aejknrz5aeq6-ak/S2-in3-ackn4iknqryz5acejn6cik, 6, 6, 187, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aikq4acjknz5aekqr6-a8/S2-i3-an4iknqrz5-iqry6-an, 9, 9, 680, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4aejknz5aeqy6-a/S2-i3-akn4cinqrtz5-ikqy6-an8, 4, 4, 202, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4ajknz5aceq6cin8/S2-i3-acn4inrtz5-iqy6cik, 8, 8, 180, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3aiq4aejknrz5aceq6-ak/S2-i3-acn4-acjkw5acejn6-an8, 4, 4, 294, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aiq4-iqrtw5-ijnr6cin8/S2-i3-ackn4-acjwy5-iqy6cik8, 1, 1, 122, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4-iqrtw5aekq6-a8/S2-i3-acn4-ajktw5-iqy6-an8, 7, 7, 176, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4acjknrz5aceqr6-ak8/S2-i3-an4einqryz5acejn6-an8, 6, 6, 189, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4acejknz5aekq6-ae/S2-in3-acn4inqrz5-iqy6cik8, 4, 4, 127, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4ajknryz5aeqr6-ae8/S2-in3-acn4inqryz5-iqy6-an8, 8, 8, 287, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4aejknrz5acekq6cin/S2-i3-an4eiknryz5-iqry6cik8, 2, 2, 210, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aikq4ajknz5aekqy6cin8/S2-i3-an4iknqryz5-iqry6-an8, 5, 5, 188, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aikq4ajknryz5-cijn6-a/S2-in3-acn4cinryz5-iqy6cik, 6, 6, 228, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4ajknrz5acekq6-ae8/S2-in3-an4inryz5-ikqy6-an8, 6, 6, 129, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aciq4ajknrz5aekqr6cin/S2-i3-acn4einqrz5-iqy6cik8, 13, 13, 172, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aikq4ajknz5aeqy6-a/S2-in3-ackn4ceiknrz5-ikqy6-an, 5, 5, 195, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4aejknz5aeqy6-ae/S2-i3-an4-ajqw5-ikqy6cik, 2, 2, 276, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4ajknryz5aeq6cin8/S2-in3-acn4inqrz5-ikqy6cik, 7, 7, 110, 13b2o$13bo$13b2o11$3o$obo!, 2^7
10, B3acikq4-iqrtw5-ijny6-ae8/S2-in3-akn4iknqryz5-iqry6cik, 4, 4, 180, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4ajknz5acekq6-ak8/S2-in3-ackn4inryz5-iqry6cik, 6, 6, 154, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3acikq4-iqtwy5-ijnr6-ak/S2-in3-an4-ajqwy5-ikqy6-an8, 5, 5, 188, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4aejknyz5aeqy6-a/S2-i3-an4cinryz5-iqry6-an, 8, 8, 178, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4acjknz5aeq6-a8/S2-in3-akn4-ajtw5acejn6cik, 6, 6, 180, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4ajknrz5aekq6-ae/S2-i3-acn4-acjkw5-iqry6cik, 1, 1, 180, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4ajknz5-ijkn6-ak8/S2-in3-akn4inryz5-iqy6cik, 9, 9, 202, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aiq4aejknyz5aceqr6cin8/S2-i3-acn4-acjwy5acejn6cik, 4, 4, 259, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4-eiqtw5aeq6-ak8/S2-i3-ackn4ciknrz5-iqy6-an, 10, 10, 175, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4ajknrz5aceqy6-ae/S2-i3-an4eiknryz5-iqry6cik, 9, 9, 292, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4aejknrz5aekqy6-a8/S2-in3-akn4einryz5-iqy6-an8, 6, 6, 226, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4ajknrz5aeqry6-ae8/S2-i3-ackn4iknrz5-iqry6cik, 3, 3, 178, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4-iqtwy5aeqy6-a/S2-i3-acn4-ajwy5-iqy6-an, 9, 9, 302, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4aejknrz5acekq6-a8/S2-i3-akn4-ajkqw5-iqry6-an8, 4, 4, 204, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4-iqtw5aeqr6-a/S2-i3-acn4inqrz5acejn6cik, 2, 2, 220, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4aejknz5aekq6-a8/S2-in3-acn4eiknqrz5acejn6-an, 6, 6, 169, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aiq4ajknz5aeq6-ae/S2-i3-ackn4einrtyz5acejn6cik, 6, 6, 164, 13b2o$13bo$13b2o11$3o$obo!, 2^7
10, B3aikq4aejknz5aceq6cin/S2-in3-ackn4einqrz5-iqy6-an, 1, 1, 145, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aiq4ajknyz5aceqr6cin/S2-in3-acn4inrz5-iqy6cik8, 5, 5, 112, 13b2o$13bo$13b2o11$3o$obo!, 2^5
10, B3aiq4aejknyz5aekqr6-ak8/S2-i3-ackn4inqrz5-ikqy6cik8, 5, 5, 169, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aikq4aejknz5aekq6-ae8/S2-i3-an4einrz5-ikqy6cik, 1, 1, 150, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aciq4-iqrtw5aeqry6-a/S2-i3-acn4cinqryz5-ikqy6-an8, 9, 9, 520, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4ajknryz5acekq6-ae/S2-i3-acn4einqrz5-iqry6-an8, 8, 8, 146, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aciq4ajknrz5aeq6-ae8/S2-in3-acn4ceinqrz5-ikqy6-an, 4, 4, 247, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4aejknyz5aeqr6-a/S2-i3-ackn4inqrz5-ikqy6cik8, 4, 4, 257, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4aejknrz5acekq6-ak8/S2-i3-an4inryz5-iqy6cik, 9, 9, 228, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4ajknryz5aekqy6-a8/S2-i3-an4-ajkqw5-iqry6-an8, 5, 5, 225, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4ajknz5-ijnr6-ak8/S2-in3-acn4ceiknrz5-ikqy6-an8, 5, 5, 165, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3acikq4acjknz5aeq6-a8/S2-i3-acn4ciknqrz5-ikqy6-an, 9, 9, 221, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4-iqtwy5aeqy6cin/S2-i3-akn4cinqryz5-iqry6cik8, 2, 2, 287, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4acejknz5aekq6-ae/S2-i3-an4-acejw5-iqy6cik, 3, 3, 150, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4acejknz5aeqr6-a8/S2-i3-akn4inqryz5-iqry6-an8, 7, 7, 205, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4-eiqtw5aekqy6-ak/S2-i3-acn4iknrz5-ikqy6-an8, 23, 23, 679, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4ajknz5aceq6cin/S2-in3-an4inrz5-iqy6-an8, 5, 5, 242, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aciq4acjknrz5aeqy6cin8/S2-i3-acn4-acjqw5acejn6cik, 10, 10, 260, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4aejknyz5aceq6-ae/S2-in3-acn4cinqrz5acejn6cik, 4, 4, 188, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4acjknyz5-ijkn6cin8/S2-i3-acn4cinrtz5-iqry6-an, 8, 8, 207, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4ajknz5aeq6-ae8/S2-i3-ackn4-acjwy5-iqy6-an, 5, 5, 226, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aciq4ajknrz5aeqr6-a8/S2-i3-ackn4inqrtz5-ikqy6cik, 7, 7, 146, 13b2o$13bo$13b2o11$3o$obo!, 2^6
10, B3acikq4ajknryz5aeqy6-ae8/S2-i3-ackn4einqrtz5-iqy6cik8, 6, 6, 146, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aikq4ajknrz5-ijny6-a8/S2-in3-acn4einrtyz5acejn6cik8, 8, 8, 152, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aiq4ajknrz5aekq6cin8/S2-in3-ackn4cinrtyz5-ikqy6-an, 5, 5, 191, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4aejknz5aekqy6-ae8/S2-i3-akn4ceiknrz5-ikqy6cik, 3, 3, 146, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aiq4ajknyz5-ijny6cin8/S2-i3-akn4inrz5-iqy6-an8, 3, 3, 173, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4acejknz5-cijn6cin8/S2-i3-ackn4eiknqrz5-ikqy6cik8, 6, 6, 129, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4aejknyz5aceqr6-ak/S2-in3-akn4cinqrz5acejn6-an, 8, 8, 200, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4aejknz5-cijn6-ae8/S2-i3-acn4-aejtw5acejn6-an8, 2, 2, 185, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4aejknyz5-ijkn6-ae8/S2-in3-ackn4einqrz5acejn6cik8, 1, 1, 137, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aikq4aejknz5aeq6-ak/S2-in3-ackn4eiknrtz5-iqy6-an, 4, 4, 157, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4aejknz5acekq6-ak/S2-in3-an4inqryz5-iqy6-an, 2, 2, 295, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4ajknz5aeqry6cin8/S2-in3-ackn4iknqryz5-iqy6cik8, 3, 3, 139, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3aciq4aejknyz5aceq6-a/S2-in3-ackn4-acejw5-iqy6cik8, 8, 8, 171, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4aejknyz5-ijn6cin8/S2-in3-ackn4einqrtz5-ikqy6-an8, 1, 1, 135, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aiq4ajknyz5aekqr6-ak/S2-i3-akn4inqrz5-ikqy6cik8, 1, 1, 165, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4-iqtwy5aceqr6-ae/S2-in3-acn4-ajkqw5-ikqy6-an8, 4, 4, 209, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4aejknz5aceq6-ak/S2-i3-an4iknryz5-iqy6cik8, 1, 1, 176, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aiq4aejknz5aekqy6cin8/S2-in3-akn4iknrtz5-iqy6-an, 5, 5, 133, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4ajknyz5aceq6cin/S2-in3-acn4inrz5-iqy6cik8, 5, 5, 112, 13b2o$13bo$13b2o11$3o$obo!, 2^5
10, B3acikq4-eiqtw5-ijny6-a/S2-i3-an4cinrz5acejn6-an, 7, 7, 269, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4-iqtw5aekqy6-ak8/S2-i3-an4ciknryz5-iqy6-an, 1, 1, 355, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4acjknyz5aeqr6-a/S2-in3-akn4-acjwy5-iqy6cik, 3, 3, 187, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4ajknyz5aeq6-ak8/S2-in3-an4inqryz5acejn6cik, 5, 5, 138, 13b2o$13bo$13b2o11$3o$obo!, 2^6
10, B3aikq4aejknz5-ijkn6cin/S2-in3-acn4iknryz5-iqy6-an, 12, 12, 217, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aiq4aejknz5aceqr6-ak/S2-i3-an4einqrz5-iqy6-an8, 5, 5, 132, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aciq4-iqtwy5-ijny6-a8/S2-i3-acn4eiknryz5-ikqy6-an, 6, 6, 164, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4acejknz5aeqy6-a8/S2-in3-akn4-ajktw5acejn6cik8, 8, 8, 181, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4ajknz5aceqy6-ak/S2-i3-acn4iknryz5acejn6cik, 3, 3, 129, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aiq4ajknrz5-cijn6-a/S2-i3-ackn4-ajqw5-ikqy6cik8, 10, 10, 248, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4ajknyz5aekqr6cin/S2-in3-acn4eiknqrz5-ikqy6cik, 2, 2, 199, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aciq4aejknz5-ijn6-ak/S2-i3-ackn4-aejw5-ikqy6cik8, 3, 3, 318, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4aejknyz5-ijkn6-a/S2-i3-an4ciknrtz5-ikqy6cik, 1, 1, 538, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4ajknrz5aeqr6-ae8/S2-i3-acn4cinryz5acejn6cik, 7, 7, 174, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3acikq4-ciqtw5-ijkn6cin/S2-in3-ackn4-acejw5acejn6-an8, 1, 1, 133, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aikq4aejknz5aekqr6cin/S2-i3-ackn4inrz5-ikqy6-an, 3, 3, 169, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aiq4aejknyz5aceq6cin/S2-i3-acn4inqryz5acejn6cik8, 3, 3, 105, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aikq4-iqtwy5-ijny6-ae8/S2-in3-akn4cinrz5-ikqy6-an, 9, 9, 258, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4ajknrz5-ijkn6-ae8/S2-i3-acn4inrz5-iqy6-an8, 3, 3, 205, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4aejknyz5-cijn6-a/S2-i3-an4iknqryz5-ikqy6-an8, 5, 5, 534, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4aejknrz5aceqy6-a/S2-in3-an4cinqrz5-ikqy6-an8, 5, 5, 178, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4-iqrtw5-ijkn6-ae8/S2-in3-ackn4inqryz5-iqry6cik8, 1, 1, 137, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4aejknyz5-ijkn6-ae8/S2-i3-an4cinqrz5-iqry6cik8, 3, 3, 164, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4acjknz5-ijkn6-a/S2-i3-akn4eiknqrz5-iqry6-an, 6, 6, 151, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4-eiqtw5acekq6-ae/S2-i3-acn4einqrz5-iqry6-an8, 8, 8, 146, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aiq4ajknz5acekq6-ak/S2-i3-acn4iknrtz5acejn6cik8, 5, 5, 112, 13b2o$13bo$13b2o11$3o$obo!, 2^5
10, B3aiq4-iqtwy5aeqy6-ae/S2-i3-ackn4-acjkw5-ikqy6cik, 4, 4, 302, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4aejknz5aekq6cin8/S2-in3-acn4iknqryz5-iqy6-an, 3, 3, 175, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aikq4-eiqtw5acekq6-ak8/S2-i3-ackn4iknryz5-iqy6-an, 2, 2, 159, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aikq4-ciqtw5acekq6-ak/S2-i3-acn4inqrz5-ikqy6-an8, 7, 7, 186, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4acjknrz5aeqr6-ae/S2-in3-an4-ajktw5-iqry6-an8, 5, 5, 184, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4aejknz5aceqy6cin/S2-i3-acn4eiknrtz5-ikqy6cik, 1, 1, 157, 13b2o$13bo$13b2o11$3o$obo!, 2^6
10, B3aciq4aejknrz5aekqy6-ak/S2-in3-acn4inrtyz5-iqry6-an8, 1, 1, 191, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4aejknrz5aekqy6-ae8/S2-i3-ackn4iknrtyz5acejn6cik8, 9, 9, 235, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4ajknrz5aeqy6cin/S2-in3-an4-acjkw5acejn6cik, 3, 3, 90, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3aiq4aejknrz5-cijn6-a8/S2-i3-acn4cinqrtz5-iqy6cik, 2, 2, 86, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4ajknz5aeqry6cin/S2-i3-an4inqryz5-iqry6cik, 5, 5, 114, 13b2o$13bo$13b2o11$3o$obo!, 2^6
10, B3aiq4ajknryz5aekq6cin/S2-i3-ackn4inrtz5-ikqy6cik8, 7, 7, 169, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aiq4aejknz5aeq6cin/S2-i3-ackn4einqrz5-ikqy6-an, 2, 2, 95, 13b2o$13bo$13b2o11$3o$obo!, 2^5
10, B3aikq4ajknz5acekq6-a8/S2-i3-akn4iknryz5-ikqy6-an8, 16, 16, 296, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4ajknrz5-ijnr6-ae8/S2-in3-an4-ajkqw5-iqry6cik8, 3, 3, 328, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4ajknyz5aceq6-ae/S2-i3-an4-ajkwy5-iqry6cik8, 2, 2, 106, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4-iqrtw5aekq6cin/S2-in3-an4iknqrz5-ikqy6-an, 1, 1, 249, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4ajknryz5aeqr6cin8/S2-i3-ackn4-aejqw5-ikqy6cik8, 2, 2, 274, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4ajknrz5aeqy6-a/S2-i3-acn4iknryz5-iqy6-an, 5, 5, 259, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4ajknz5aeqr6-a8/S2-i3-an4-acejw5-iqry6-an, 3, 3, 145, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4acjknyz5aceqy6-a/S2-in3-acn4iknrz5-iqy6-an8, 7, 7, 208, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4-iqtwy5-ijny6-a8/S2-in3-acn4-ajkqw5acejn6cik8, 8, 8, 152, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4ajknz5-ijn6-ak/S2-in3-ackn4ciknqrz5-iqy6cik, 6, 6, 263, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4-iqtwy5-ijkn6cin8/S2-i3-akn4einrz5-ikqy6-an8, 4, 4, 264, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4acjknz5aceqy6-a/S2-i3-akn4einrz5-iqy6cik8, 7, 7, 234, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4aejknyz5-ijkn6-ae8/S2-in3-akn4einrtyz5-ikqy6cik, 8, 8, 264, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3acikq4ajknz5aeqr6-ak8/S2-i3-acn4iknqrz5-iqy6cik, 9, 9, 145, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4aejknz5aeqy6-ak/S2-in3-ackn4inqrz5-iqy6cik, 1, 1, 150, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4aejknrz5aekqy6-ae/S2-in3-acn4-ajkwy5-iqy6-an8, 2, 2, 455, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4ajknyz5aceqy6-ak/S2-i3-acn4iknqrz5-iqy6-an, 3, 3, 189, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4aejknz5aeq6-ak/S2-in3-an4iknrz5-iqy6cik, 4, 4, 162, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aiq4aejknz5-cijn6-a8/S2-in3-akn4eiknryz5acejn6cik, 9, 9, 305, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4ajknyz5aeqy6-ae/S2-in3-akn4einqrz5acejn6-an8, 4, 4, 144, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aiq4-iqtwy5-ijnr6-ak8/S2-i3-an4inqryz5acejn6-an, 2, 2, 254, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4acejknz5aceq6-ak/S2-in3-ackn4eiknqrz5-iqy6-an8, 2, 2, 122, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aiq4aejknrz5-cijn6cin8/S2-i3-ackn4inqryz5-ikqy6-an8, 2, 2, 99, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4-ciqtw5-ijnr6-ak/S2-i3-akn4cinrz5acejn6cik, 6, 6, 270, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4-iqtw5-ijnr6-a8/S2-in3-acn4iknrtz5-iqy6cik, 15, 15, 281, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4-eiqtw5acekq6-a8/S2-i3-acn4inqrz5acejn6-an8, 5, 5, 130, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4ajknz5aekqr6cin8/S2-in3-acn4ciknqrz5-iqy6cik, 9, 9, 145, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4ajknrz5acekq6-ae/S2-i3-ackn4einrtyz5-iqry6cik8, 4, 4, 282, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4acejknz5aeq6-a/S2-in3-acn4-acjtw5-iqy6-an, 4, 4, 232, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4acjknyz5-ijny6-ae8/S2-i3-ackn4inrtyz5-iqy6cik, 7, 7, 216, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aiq4ajknyz5aceq6-ak/S2-in3-akn4iknryz5-ikqy6-an, 6, 6, 131, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aciq4aejknz5aceqr6-a8/S2-in3-ackn4einqryz5acejn6-an, 3, 3, 149, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4acjknz5-ijnr6-ak8/S2-in3-acn4ceiknrz5-ikqy6-an8, 5, 5, 165, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3aciq4ajknyz5aceqy6cin/S2-in3-ackn4inryz5-iqy6-an8, 13, 13, 293, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4ajknyz5aeq6-a/S2-in3-an4inqrz5-iqy6-an8, 1, 1, 183, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4-ciqtw5acekq6-ae8/S2-i3-acn4-ajktw5-iqy6-an8, 18, 18, 539, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4aejknyz5-ijkn6-ak/S2-in3-ackn4-acjtw5-iqry6cik, 3, 3, 164, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4aejknrz5-ijny6cin8/S2-i3-acn4iknryz5-ikqy6-an, 1, 1, 189, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4-iqtwy5-ijkn6cin8/S2-i3-ackn4inrz5-iqry6-an8, 5, 5, 221, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4-iqtwy5aceqr6cin/S2-i3-an4ceinrtz5-ikqy6-an8, 2, 2, 305, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4ajknyz5aekq6cin/S2-in3-ackn4inrtyz5-iqry6-an, 2, 2, 182, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4ajknyz5aekqr6cin/S2-i3-an4inrz5-iqry6cik, 5, 5, 112, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3aikq4ajknz5aeq6-a/S2-in3-ackn4eiknrz5-iqy6cik8, 5, 5, 159, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aiq4aejknz5-ijkn6-a8/S2-i3-ackn4inqrtz5-iqy6cik, 6, 6, 228, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4-ciqtw5aceq6-ak8/S2-i3-ackn4-ajktw5acejn6cik8, 3, 3, 297, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4-iqtwy5acekq6-ak/S2-in3-an4eiknrtz5acejn6-an8, 2, 2, 163, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4acjknrz5-ijny6-ae/S2-i3-akn4cinrz5-iqry6cik, 11, 11, 349, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4acjknz5-ijnr6cin/S2-i3-an4ceinrtz5-iqy6cik, 1, 1, 135, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4ajknz5aceq6-ak/S2-in3-acn4-acejw5-ikqy6cik8, 5, 5, 219, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4aejknyz5aceq6-a/S2-in3-akn4inqrz5-iqry6cik8, 3, 3, 228, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4aejknrz5-ijn6-ak/S2-i3-akn4inrtz5-iqry6-an8, 2, 2, 177, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4ajknz5-ijkn6-ae/S2-i3-akn4cinqrtz5-iqry6cik, 3, 3, 222, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4-iqtwy5aceq6cin/S2-in3-acn4inqrz5acejn6cik, 6, 6, 180, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4ajknyz5aceqr6cin/S2-in3-acn4inrz5-iqy6cik8, 5, 5, 112, 13b2o$13bo$13b2o11$3o$obo!, 2^5
10, B3acikq4ajknryz5aeqry6cin/S2-i3-an4-acjw5-ikqy6-an, 4, 4, 163, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4aejknz5-ijn6-a/S2-i3-an4-acjtw5-ikqy6-an8, 2, 2, 98, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4acejknz5aeqr6-ak/S2-in3-ackn4einqrz5acejn6cik, 3, 3, 136, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3acikq4ajknryz5acekq6cin8/S2-i3-ackn4inqrz5-iqry6-an, 10, 10, 216, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aikq4ajknryz5aceqr6cin/S2-in3-an4-acjtw5-iqy6cik8, 18, 18, 479, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4-iqtwy5aekq6-a/S2-in3-akn4iknrtz5-iqy6-an, 24, 24, 478, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4-ciqtw5aeq6-ae/S2-in3-ackn4ciknrtz5-iqry6-an, 5, 5, 151, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aikq4-iqtwy5aeq6cin/S2-i3-akn4cinqryz5-iqry6-an, 1, 1, 214, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4acejknz5aceqy6cin/S2-i3-ackn4iknqrz5-iqy6-an, 8, 8, 220, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4ajknz5aceq6cin8/S2-i3-ackn4inrtz5-iqy6cik, 10, 10, 245, 13b2o$13bo$13b2o11$3o$obo!, 2^6
10, B3acikq4acjknz5-ijny6-ak/S2-in3-an4iknqrz5-iqry6-an, 8, 8, 228, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4aejknrz5aeq6-a/S2-i3-akn4iknqrz5acejn6cik, 4, 4, 239, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aciq4aejknz5aekqr6-ae/S2-in3-akn4einqrz5-iqry6-an, 2, 2, 150, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aikq4aejknz5aeqr6cin/S2-in3-acn4einqryz5-iqry6-an, 5, 5, 239, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4-iqrtw5aceqr6cin8/S2-i3-ackn4-aejtw5-iqy6cik, 1, 1, 150, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4-iqtw5aceqy6-ak/S2-in3-akn4inryz5-iqry6-an, 3, 3, 271, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4aejknz5-ijnr6-a8/S2-i3-an4-aejtw5-iqy6-an8, 9, 9, 204, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4-ciqtw5-ijny6-a/S2-in3-acn4ceinrtz5-ikqy6-an8, 8, 8, 208, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4ajknyz5-ijny6-ak/S2-in3-acn4iknrz5-iqy6-an8, 11, 11, 198, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4aejknyz5-ijny6cin/S2-i3-akn4einqryz5-ikqy6-an8, 11, 11, 408, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4acjknrz5acekq6-a/S2-i3-acn4einqrz5-iqy6-an8, 9, 9, 197, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4-ciqtw5aeqr6-ae/S2-i3-acn4inrtyz5-iqy6cik, 6, 6, 188, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4acjknrz5aekqy6-ae/S2-in3-acn4-aejkw5acejn6-an8, 11, 11, 283, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4aejknrz5aceqr6-ak8/S2-in3-akn4cinrz5-ikqy6-an, 1, 1, 173, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4ajknryz5-ijn6-ae/S2-in3-akn4cinrtz5-ikqy6-an, 2, 2, 345, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4aejknyz5aekq6-a/S2-in3-acn4-ajktw5-iqry6-an8, 7, 7, 283, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4aejknz5-ijn6-a8/S2-in3-ackn4-aejwy5-iqry6cik, 6, 6, 297, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4aejknz5aceqy6cin/S2-in3-ackn4-ajw5acejn6cik, 2, 2, 207, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4aejknyz5acekq6-a/S2-in3-ackn4einqrz5-iqy6cik, 2, 2, 267, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4-iqrtw5-ijkn6-ak/S2-in3-ackn4eiknqrz5-iqy6-an, 7, 7, 218, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aciq4aejknrz5-ijnr6-a/S2-i3-an4-acejw5-iqry6cik8, 6, 6, 362, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4-iqtw5aekqy6-ak/S2-i3-ackn4iknqryz5-iqry6-an, 9, 9, 187, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4aejknz5-ijnr6cin/S2-i3-akn4iknryz5acejn6cik8, 2, 2, 190, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4aejknz5acekq6cin8/S2-in3-akn4einryz5-iqy6cik, 5, 5, 249, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3acikq4aejknyz5acekq6-a/S2-i3-acn4inqrz5-iqy6cik8, 5, 5, 304, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4ajknrz5aeq6-ae8/S2-i3-an4-ajkw5-iqy6cik, 3, 3, 151, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4-iqrtw5aeq6-ae/S2-in3-acn4-ajwy5-iqry6-an8, 3, 3, 132, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4-ciqtw5-ijn6-a/S2-i3-acn4iknqryz5-ikqy6cik8, 3, 3, 194, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4-eiqtw5aeqy6cin/S2-i3-an4inrz5-iqy6-an, 6, 6, 203, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4aejknz5acekq6-ak8/S2-i3-ackn4inryz5-iqry6cik, 6, 6, 154, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aiq4aejknyz5-ijkn6-a8/S2-in3-ackn4inqrz5-iqy6cik, 4, 4, 358, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4ajknryz5-ijnr6-ae/S2-in3-ackn4inrz5-ikqy6-an8, 1, 1, 204, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4aejknrz5aekqr6-ak/S2-i3-acn4-ajqtw5-iqry6cik, 6, 6, 220, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4ajknz5aekq6cin/S2-i3-akn4ceinrtz5-iqy6-an8, 4, 4, 156, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4aejknz5aceqr6-ae8/S2-i3-an4ceiknrz5-iqy6-an8, 9, 9, 432, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4aejknrz5aekq6-ak8/S2-in3-ackn4inryz5-iqy6-an, 5, 5, 296, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aciq4ajknrz5aceq6-ak8/S2-i3-ackn4eiknqrz5acejn6-an8, 8, 8, 238, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aikq4aejknrz5-cijn6-ak/S2-i3-akn4eiknrz5-iqy6-an8, 8, 8, 184, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3acikq4aejknz5aeqr6-a8/S2-i3-ackn4inqryz5acejn6cik, 4, 4, 140, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aikq4aejknz5aeq6-a/S2-i3-ackn4-acjw5acejn6cik8, 2, 2, 98, 13b2o$13bo$13b2o11$3o$obo!, 2^5
10, B3aciq4ajknyz5-ijn6cin/S2-i3-ackn4inrtyz5-iqy6-an, 4, 4, 134, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4-iqtw5-ijnr6cin8/S2-in3-an4cinryz5-iqry6cik, 14, 14, 356, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4aejknrz5-ijnr6-a8/S2-i3-akn4-ajkqw5acejn6cik, 3, 3, 526, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4aejknz5aeqy6-ak/S2-i3-an4inrtyz5acejn6-an8, 3, 3, 264, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4ajknrz5aeqr6-a8/S2-in3-ackn4inqrz5-iqry6-an8, 2, 2, 149, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3aikq4aejknyz5acekq6-ae/S2-in3-acn4cinqrz5acejn6cik, 4, 4, 280, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4aejknyz5-ijkn6-ak8/S2-i3-acn4einqryz5-ikqy6-an8, 8, 8, 173, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4aejknz5-cijn6-ak/S2-in3-acn4iknryz5-iqry6cik, 5, 5, 178, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aciq4-iqrtw5-ijnr6-ae8/S2-in3-acn4-ajkwy5-ikqy6cik8, 1, 1, 130, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4ajknyz5aceqr6-a8/S2-in3-akn4einrz5-ikqy6-an, 6, 6, 206, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3aciq4ajknryz5-ijny6cin/S2-in3-ackn4-ajtwy5-iqy6cik8, 12, 12, 341, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3acikq4-iqrtw5aekq6-ak8/S2-in3-acn4cinqryz5-iqy6-an8, 16, 16, 257, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4acejknz5-ijn6-ak8/S2-i3-acn4ciknqrz5acejn6-an, 2, 2, 160, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4ajknz5aeqr6cin/S2-i3-ackn4iknqrz5-iqy6cik8, 6, 6, 196, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4-iqtwy5aceqr6-a/S2-i3-akn4ciknryz5acejn6-an, 8, 8, 216, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4aejknrz5aekqy6cin8/S2-i3-akn4eiknrz5-iqy6cik8, 3, 3, 202, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4aejknz5aeq6-ak8/S2-i3-acn4ceinrz5-ikqy6cik, 6, 6, 155, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3acikq4acjknz5aceqr6-ak/S2-i3-ackn4ciknrz5-iqry6-an, 5, 5, 166, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4aejknrz5aekq6-ak8/S2-i3-akn4iknrz5-iqry6cik, 4, 4, 293, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4ajknz5-ijny6cin/S2-in3-akn4inqrtyz5-iqy6cik8, 6, 6, 344, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4-iqtwy5aceqy6cin/S2-i3-akn4inryz5-iqy6cik8, 1, 1, 166, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4-ciqtw5aceqr6-a/S2-in3-acn4eiknrz5-ikqy6-an8, 4, 4, 218, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4ajknz5aekqr6-ae8/S2-i3-ackn4iknqrz5-iqry6cik8, 3, 3, 176, 13b2o$13bo$13b2o11$3o$obo!, 2^5
10, B3aikq4-ciqtw5aekq6-ak/S2-in3-an4inqryz5acejn6-an, 10, 10, 174, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4ajknrz5aeqy6cin8/S2-i3-an4ciknrtz5-iqry6-an8, 5, 5, 170, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4-iqrtw5-ijn6-a/S2-in3-acn4iknqrz5-ikqy6-an, 6, 6, 162, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4aejknz5aeq6-ae8/S2-i3-an4iknrtyz5-iqry6cik, 6, 6, 249, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aiq4acejknz5aeqy6cin/S2-i3-ackn4cinqrtz5acejn6cik, 3, 3, 149, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aikq4ajknz5-cijn6-ak8/S2-in3-an4inqrtz5acejn6-an8, 4, 4, 137, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4acjknrz5-cijn6-a8/S2-i3-an4inqrtyz5-ikqy6-an, 7, 7, 244, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4aejknz5aeqr6-ak/S2-in3-ackn4inryz5-iqry6-an8, 3, 3, 146, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aciq4ajknryz5aeqy6-ae8/S2-i3-ackn4iknrtyz5-iqy6-an, 5, 5, 353, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aiq4ajknyz5aekq6-a/S2-i3-ackn4iknrtyz5-iqry6cik, 3, 3, 187, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aiq4aejknyz5aekq6cin8/S2-in3-ackn4iknqrtz5-iqy6-an, 2, 2, 178, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3aciq4aejknz5aekq6cin/S2-i3-acn4einqrtz5-iqy6cik8, 1, 1, 122, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4aejknrz5aceqr6-ae8/S2-i3-an4iknrtyz5-iqy6-an8, 2, 2, 489, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4ajknz5aeqy6cin8/S2-in3-acn4ciknqrz5-ikqy6cik8, 2, 2, 137, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aikq4aejknyz5aceq6-ak8/S2-in3-akn4iknqrz5-iqry6cik, 1, 1, 290, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3acikq4-iqtwy5aeq6cin/S2-in3-ackn4inqrtz5-iqry6-an8, 9, 9, 282, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4-eiqtw5-ijn6cin8/S2-in3-akn4cinrz5-ikqy6cik, 19, 19, 271, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4acjknrz5aeq6-a8/S2-i3-ackn4inqrz5acejn6cik8, 8, 8, 351, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4ajknyz5aceq6cin/S2-in3-acn4inrz5-iqy6cik, 5, 5, 112, 13b2o$13bo$13b2o11$3o$obo!, 2^5
10, B3aikq4aejknyz5acekq6-a/S2-i3-acn4iknqrz5-iqry6-an, 5, 5, 131, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3aikq4ajknyz5aeqy6-ak/S2-in3-an4ciknqrz5acejn6cik, 10, 10, 231, 13b2o$13bo$13b2o11$3o$obo!, 2^3
10, B3acikq4aejknrz5-ijn6-ak8/S2-i3-ackn4ceinrtz5-iqy6-an, 4, 4, 213, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4ajknz5-ijn6-a8/S2-in3-an4-ajkw5-ikqy6-an, 1, 1, 141, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3acikq4acjknz5aceq6-ae/S2-in3-an4ciknrz5-iqry6-an, 9, 9, 421, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4aejknrz5aceq6-ak/S2-in3-ackn4cinqryz5-iqy6cik, 3, 3, 310, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4ajknrz5aeqy6-ak/S2-i3-ackn4ciknqrz5-iqy6cik, 7, 7, 209, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4-iqrtw5aceqr6-ak8/S2-in3-acn4inqryz5-iqry6cik8, 8, 8, 154, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4ajknyz5aceq6cin/S2-in3-acn4inrtz5-iqy6-an, 5, 5, 112, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3aciq4acjknz5aceq6cin/S2-in3-an4-ajqw5-iqy6cik8, 2, 2, 219, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aciq4acjknrz5-ijny6-a/S2-i3-acn4eiknryz5-ikqy6-an8, 1, 1, 396, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4ajknrz5aeqr6cin8/S2-i3-akn4iknrz5acejn6-an8, 1, 1, 205, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3aiq4-iqtwy5aekqr6cin8/S2-in3-acn4iknqryz5-ikqy6cik, 2, 2, 177, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4acjknrz5aeqr6-a/S2-i3-acn4ceinryz5-ikqy6-an8, 3, 3, 223, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4acejknz5aekq6-a/S2-in3-acn4eiknqrz5-ikqy6cik8, 4, 4, 414, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aiq4ajknz5aeqy6-a/S2-in3-an4iknryz5-iqry6-an8, 7, 7, 205, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3acikq4-iqtw5aeq6cin/S2-in3-akn4inryz5-iqy6cik, 10, 10, 365, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aiq4ajknryz5aeqr6cin/S2-i3-an4inryz5-iqry6-an8, 3, 3, 168, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3acikq4acjknyz5aceq6-ae/S2-in3-an4-acjtw5-iqry6cik, 5, 5, 221, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4ajknz5-ijnr6cin8/S2-i3-an4einrtyz5-iqy6cik, 3, 3, 147, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aikq4-ciqtw5aekqy6cin8/S2-in3-ackn4cinrz5-iqy6-an, 2, 2, 325, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aikq4aejknyz5aeq6-ae8/S2-in3-ackn4inqrtyz5-iqry6-an, 1, 1, 175, 13b2o$13bo$13b2o11$3o$obo!, 2^2
10, B3aiq4ajknryz5-ijn6-a/S2-in3-an4-ajkw5-ikqy6cik8, 19, 19, 410, 13b2o$13bo$13b2o11$3o$obo!, 2^0
10, B3aciq4aejknz5aekqr6-ak/S2-i3-ackn4ceiknrz5-ikqy6cik, 4, 4, 158, 13b2o$13bo$13b2o11$3o$obo!, 2^4
10, B3aciq4ajknryz5-ijny6cin8/S2-in3-ackn4cinqrtz5acejn6-an8, 5, 5, 210, 13b2o$13bo$13b2o11$3o$obo!, 2^1
10, B3acikq4ajknyz5-ijkn6-ae8/S2-i3-an4cinqrz5acejn6cik, 8, 8, 182, 13b2o$13bo$13b2o11$3o$obo!, 2^0

Posted: **August 22nd, 2025, 7:04 am**

A SMOS' recipe is the multiset of spaceships that make it up in its MOS phase, strictly defined as a phase with suitably separated spaceships and no other debris. Two recipes are different if they have different quantities (4 vs 7 gliders) or different types of spaceship.

A two-recipe SMOS has two different phases, P and Q, both MOS and P having a different recipe from Q.

1) Does a two-recipe SMOS exist?

2) Do n-recipe SMOSes exist for n > 2?

bonus: Is there a two-recipe SMOS where no spaceship in the first recipe appears in the second?

Posted: **August 22nd, 2025, 7:12 am**

andrewthelifer wrote: August 22nd, 2025, 7:04 am 1) Does a two-recipe SMOS exist?

Is "two-recipe SMOS" means a spaceship made of two different ship?

Posted: **August 22nd, 2025, 7:19 am**

pifricted wrote: August 22nd, 2025, 7:12 am
andrewthelifer wrote: August 22nd, 2025, 7:04 am 1) Does a two-recipe SMOS exist?
Is "two-recipe SMOS" means a spaceship made of two different ship?

A spaceship which has two different phases at which there are two recipes. For example if you can find a SMOS with 3-glider and 5-glider phases in its evolution, or a glider+glider -> glider+tship SMOS, that counts.

Posted: **August 22nd, 2025, 8:36 am**

andrewthelifer wrote: August 22nd, 2025, 7:04 am 1) Does a two-recipe SMOS exist?

2) Do n-recipe SMOSes exist for n > 2?

bonus: Is there a two-recipe SMOS where no spaceship in the first recipe appears in the second?

In which types of CA?

Posted: **August 22nd, 2025, 8:37 am**

Resu wrote: August 22nd, 2025, 8:36 am
andrewthelifer wrote: August 22nd, 2025, 7:04 am 1) Does a two-recipe SMOS exist?

2) Do n-recipe SMOSes exist for n > 2?

bonus: Is there a two-recipe SMOS where no spaceship in the first recipe appears in the second?
In which types of CA?

Two state INT.
Example of the bonus; a two-glider collision for which the crash creates a two-tship collision that creates the original two glider collision in a different spot

Posted: **August 23rd, 2025, 5:16 am**

andrewthelifer wrote: August 22nd, 2025, 7:04 am 1) Does a two-recipe SMOS exist?

2) Do n-recipe SMOSes exist for n > 2?

NimbleRogue has exhibited an isotropic rule with a 79c/13756 pi-only SMOS evolving into at least four recipes: arrangements of two, four, seven, four pis respectively, both "four" arrangements different in their interactions.

Code: Select all

x = 5, y = 6, rule = B2in3-ekny4ckqtz5ekry6in7c/S2aek3-ace4ceiyz5n6n7
2bo$b3o$bobo$bob2o$2bo$obo!

It's still unknown whether a SMOS exists with two spaceship-disjoint recipes.

Posted: **August 23rd, 2025, 10:35 am**

andrewthelifer wrote: August 23rd, 2025, 5:16 am [...]
NimbleRogue has exhibited an isotropic rule with a 79c/13756 pi-only SMOS evolving into at least four recipes: arrangements of two, four, seven, four pis respectively, both "four" arrangements different in their interactions.
[...]

Correction: it's 79c/13756d (the 'd' is appended to represent that it's a diagonal spaceship; it could also be represented as (79,79)c/13756.)

Posted: **September 4th, 2025, 3:36 pm**

I've been working on a script to search through rules that are close to life, and I found a SMOS that is 4 transitions from life.

4c/39d

Code: Select all

x = 6, y = 6, rule = B34w/S2-ik35k
o$2o$o2$4bo$3b3o!

Posted: **September 17th, 2025, 8:44 pm**

I think I found the first SMOS in a B0 INT rule.

5c/50d

Code: Select all

x = 8, y = 8, rule = B012k3-qr4cqrtz5ij6-ei7c/S23-n4acijkry5ry6i
o$bo$bo$o3$5b2o$4bo2bo!

2c/194d

Code: Select all

x = 7, y = 7, rule = B012ik3-q4cjknqyz5ijqry67c/S23-nqr4ac
o$bo$bo$o2$4b2o$3bo2bo!

p416 OMOS

Code: Select all

x = 21, y = 21, rule = B012k3-r4ry5kr6-n7c/S02-ei3-kqr4aikryz
o$bo$bo$o16$18b2o$17bo2bo!

2c/92d with minpop 4 that is not a SMOS

Code: Select all

x = 4, y = 4, rule = B012i3-q4cnry5i6-i7c/S2-ei3-knqr4acerwz5ky6i
2bo$3bo$bo$o!

I'll keep searching for more interesting spaceships including hopefully a SMOS with minpop 3. I'm also searching for a SMOS that switches between two different spaceships.

Posted: **September 18th, 2025, 12:26 am**

andrewthelifer wrote: August 22nd, 2025, 7:04 am A SMOS' recipe is the multiset of spaceships that make it up in its MOS phase, strictly defined as a phase with suitably separated spaceships and no other debris. Two recipes are different if they have different quantities (4 vs 7 gliders) or different types of spaceship.

A two-recipe SMOS has two different phases, P and Q, both MOS and P having a different recipe from Q.

1) Does a two-recipe SMOS exist?

2) Do n-recipe SMOSes exist for n > 2?

bonus: Is there a two-recipe SMOS where no spaceship in the first recipe appears in the second?

I think I solved the bonus.

2c/127d which has both a u-pentomino ship and the t-ship from traveling ts.

Code: Select all

x = 7, y = 7, rule = B2ei3-ckry4enqr6aei8/S2-n3eiry4nwyz5acin6akn7c
2o$bo$2o3$4b3o$4bobo!

Code: Select all

x = 8, y = 8, rule = B2ei3-ckry4enqr6aei8/S2-n3eiry4nwyz5acin6akn7c
bo$2o$bo4$5b3o$6bo!

Posted: **September 18th, 2025, 4:17 pm**

B0 SMOSMOS in 2^22 rules:

Code: Select all

x = 10, y = 10, rule = B012kn3aijry4ijtw5ejq6ak8/S02-i3ajkry4r5q6ei
bo2bo$2o2b2o3$8bo$8b2o3$8b2o$8bo!

Posted: **September 19th, 2025, 5:17 am**

yaochen2 wrote: September 18th, 2025, 12:26 am I think I solved the bonus.

2c/127d which has both a u-pentomino ship and the t-ship from traveling ts.
Code: Select all
x = 7, y = 7, rule = B2ei3-ckry4enqr6aei8/S2-n3eiry4nwyz5acin6akn7c
2o$bo$2o3$4b3o$4bobo!
Code: Select all
x = 8, y = 8, rule = B2ei3-ckry4enqr6aei8/S2-n3eiry4nwyz5acin6akn7c
bo$2o$bo4$5b3o$6bo!

This is indeed a valid solution. Congratulations!

ConwayLife.com

Spaceships made up of other spaceships (SMOS)

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Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)

Re: Spaceships made up of other spaceships (SMOS)