Glider circuits: components and contraptions

For discussion of specific patterns or specific families of patterns in Conway's Game of Life, both newly-discovered and well-known.
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PM 2Ring
Posts: 152
Joined: March 26th, 2009, 11:18 am

Re: Glider circuits: components and contraptions

Post by PM 2Ring »

calcyman wrote:
Collatz sequence generator
I am absolutely stunned! You've probably found more uses for that adder circuit than anyone else.
Thanks, calcyman! It's fun building these things, and actually I'm a little surprised that there aren't more patterns floating around that use that adder circuit.
From what I can see, it appears to operate in binary, with a LWSS read-out device at the top of the pattern. I guess that tripling a number is accomplished by shift addition, whereas halving a number is a simple binary shift.
Yes. Binary shifting is easy, and can generally be performed by a simple delay (although some of my circuits have used the inline advancer). The adder circuit is used to add n & 2n+1, the 2n+1 is formed by inserting a copy of the parity bit (which is the LSB of n) in front of n. That was rather tricky to synchronize in space and time.
What are you using the bistable switch for?
It's part of the switchable glider reflector subsystem. If n is odd, the reflector gets turned on before the data arrives, and it needs to be turned off before the next cycle. The reflector gets turned on by one copy of the parity bit, and it's essentially turned off with another copy. A delay circuit of period around 7000 would be too large (although I did build a pretty Herschel based one), so instead I use the bistable switch as a simple 1 bit memory.

A copy of the parity bit sets the switch (from block to boat), so when the reflector reset bit arrives from the p7680 gun in the southeast corner it get's reflected by the switch into the p60 stream that controls the switchable p60 LWSS gun that is the heart of the switchable glider reflector. If the bistable switch is off, the reset bit travels through the switch & hits an eater.

The switchable glider reflector is a toggle switch, so attempting to turn it on when it's already on will turn it off, and vice versa. The former would never happen in this application, since an odd number in the Collatz sequence must always be followed by an even one. But it's nice to make these things work properly. :) I'm sure there are other applications for a mechanism that converts a toggle switch into one with separate on & off inputs.
That's very compact as well; if I attempted to make such a device, it would have been larger than 20000 * 20000.
Your computation-oriented structures do tend to be very large! :) I think I need to upgrade Golly (& my OS) before I can play with your recent constructions. I'd love to see how your efforts at display circuitry are going.

I suppose I could've made my Collatz generator a little bit smaller, but once I realized the period was going to be around 7000, I decided to make it p7680 so I could use that very compact p7680 glider gun. And so I didn't bother optimizing the space that much, and besides, I needed some space for all those Buckaroos that were required to get the glider spacing & timing correct. :)
It's a shame that your device only has finite memory. Since you like p30-oriented technology so much, I recommend that you have a look at Paul Callahan's extensible delay-line memory:
[...]
The data is contained in a loop of MWSSes, which circulate between two eaters. LWSSes can be launched to extend the delay-line memory, in order to accommodate more bits. I'd like to see a pattern exploting this beautiful mechanism; you might be the first to use it in an arithmetic/logic circuit.

Alternatively, you might want to use sliding-block memory, but I think that delay-line memory is more suited to your style of computation.
Thanks for that! I'll certainly play around with it, and see what I can do with it. I've looked at the sliding-block memory, but you're right, it's not my style. It's too bulky, and I prefer to work with bitstrings. OTOH, I do have a soft spot for any reactions that push, pull, or otherwise transform still-lifes, as you may have noticed from my avatar. :)
TLUL
Posts: 15
Joined: January 24th, 2010, 1:16 am

Re: Glider circuits: components and contraptions

Post by TLUL »

calcyman wrote: It's a shame that your device only has finite memory. Since you like p30-oriented technology so much, I recommend that you have a look at Paul Callahan's extensible delay-line memory:

Code: Select all

x = 400, y = 131, rule = S23/B3
129bo$127boo$128boo14$379b4o$378bo3bo12bobbo$382bo16bo$378bobbo13bo3bo
$396b4o$373bo$374bo$372b3o$389bo4boo$386b4o3booboo$368bo16b5o4bobbo$
369bo14bo9bobbo$367b3o15boo8boo$386bo$354b5o$353bo4bo4bo24boo5bobbo$
358bo5bo22b4o8bo$44boo307bo3bo4b3o22booboo3bo3bo$43bo3bo307bo26boo5boo
5b4o$27boo13bo5bo318bo12booboo$20b3o4boo13bo3boboobboo257b4o43bo8bo8bo
3b4o$19b5o6boo10bo5bo3boo256bo3bo12bobbo28bo11boobbobo3boo$18bobo3bo5b
3o10bo3bo266bo16bo25b3obboo6bobboo3bo$18boo3bo6boo12boo264bobbo13bo3bo
39boobbobo3boo$27boo9bobo287b4o35bo8bo3b4o$27boo10boo13boo311bo12boob
oo$39b3o12boo326boo$41boo260bo13boo$42boo260bo7bo4boo$41bo13boo245b3o
6b3o13b3o45boo$53boboo253bo18bo44b4o$15boo29bo6bo256b5o7boo3bobo44boob
oo$16bo30boo4bo244bo20bo7boo47boo15boo$16bobo4bo9boo11boo5bobbo242bo
91booboo$17boo3bobo7b4o18boo230b5o6b3o91b4o$21boboo5b3obbobbobo244bo4b
o29boo5bobbo12bo17boo29boo$20booboo9boobbobbo248bo28b4o8bo12bo12b4oboo
$21boboo6bo9boo242bo3bo3bo25booboo3bo3bo10b3o12b6o3bobo13bo3bo$22bobo
5bo8bo3boo242bo6bo19boo5boo5b4o26b4o5boo13boo5b3o$23bo6bo10boo108bobo
138b3o8bo8booboo50bo9boo9bob3o$38bobbo5boo97bo4bobbo146bobo4bo3b4o60bo
6bo8boo$38bobo6bobo61boo34boo5boo8bo135bobbo5bo3boo60bo3bo3b8obo$49bo
60bo3bo27boo8bo3boo5bobo134bo6bobbo50bobo12bo3bo7b4o$49boo43boo13bo5bo
26boo10boo6boboo134bobbo5bo3boo47boo16bo8bo$87b3o4boo13bo3boboobboo30b
obbo6booboo10boo123bobo4bo3b4o46bo$86b5o6boo10bo5bo3boo30bobo8boboo10b
oo125bo8booboo65bobbo$61bo23bobo3bo5b3o10bo3bo48bobo148boo59boo9bo6boo
$62boo21boo3bo6boo12boo27boo22bo118bo72bo17b4o4bo3bo4booboo$61boo31boo
9bobo32boo142bo69b3obobo13booboo4b4o4b4o$94boo10boo13boo29boo128b3o22b
oo45boo9b3oboo5boo14boo$106b3o12boo29boo152b4o18bo25boboo6boo5bo$108b
oo29boobo163booboo18bo25boo6bo7boo$109boo29bobo165boo17b3o34boo5bo$
108bo13boo17bo37boo184b3oboo5boo$120boboo16boo37bo194booboo$82boo29bo
6bo19boo4bo11b3o9boo5bobo194b4o$83bo30boo4bo19boo4bobo9bo9bobbo5boo
196boo$83bobo4bo9boo11boo5bobbo22boo5bo5bo7bo$84boo3bobo7b4o18boo28b4o
12bo$88boboo5b3obbobbobo42boboboo11bo20bo$87booboo9boobbobbo40bobbob3o
11bobbo16b3o$88boboo6bo9boo39booboboo14boo19bo$89bobo5bo8bo3boo35b3ob
4o35boo76bo$90bo6bo10boo36bobo4bo95b3o17bo39b3o$105bobbo5boo30bo101b5o
14b3o38b5o$36bo68bobo6bobo28boo100boob3o54boob3o$34bobo79bo131boo58boo
$24boo6boo25bobo54boo$23bo3bo4boo12boo10bo$22bo5bo3boo12boo5boobbo4bo
297boo$12boo8bo3boboo4bobo16boobobboboo66boboo58boo145b3o18b4o$12boo8b
o5bo7bo20boo69boboboo54b3oboo143boboo18booboo$23bo3bo101b4o55b5o91b4o
45bo5boo9b3oboo5boo$24boo104boo57b3o91bo3bo44bo16boo5bo$35bo213boo36bo
44bo6bo8bo7boo$31boo3boo10boo199bo33bobbo50boo10boo5bo$30bobooboo9boob
oo199b3o77boobo4bo11b3oboo5boo14boo$32bo13b4o202bo76boboobobo22booboo
4b4o4b4o$31b3o13boo241b4o35bobbo5bo20b4o4bo3bo4booboo$32boo255bo3bo36b
3o6bo20boo9bo6boo$31bobbo16bo233bo7bo37boboo4boo26bobbo$32bo13boobo3bo
boo223b7obbobbo45b3o$46bo9bo222bobb3oboo53bo6bo16boo$23b3o21boo5boo
224b7obbobbo48boo5boo15boo8boo$25bo18b3obb5obb3o211bo14bo7bo47boo4bobo
14bo3bo5bobbo$24bo19bobbo7bobbo203boo6boo17bo3bo12boo57bo3bo4bobboo$
12bo32boo9boo211bobo18b4o3b4o4b4o56bo4bobbobboo$11boo26b3o254bo3bo4boo
boo33b4o6bo13bobo3b4o$oo8boo4boo5bo15bo61boo163boo32bo6boo33b6o5boo$oo
7b3o4boo3bobo16bo9bo50bo161b3oboo6bo20bobbo42b4oboo3bobo$10boo4boobbob
o26bobo39bo7bobo161b5o7boo69boo29boo$11boo6bobbo14bobo8boboo10boo25bob
o7boo163b3o7bobo99b4o$12bo7bobo14bobbo6booboo10boo15boo6boo199b3o13boo
70booboo$21bobo16boo6boboo26bo3bo4boo198b4o13bobo54boo15boo$23bo14bo3b
oo5bobo25bo5bo3boo191bo6bo3bo12boboo51booboo$40boo8bo26bo3boboo4bobo
188boo6b3o14boo52b4o$37bobbo36bo5bo7bo187bobo6b3o3boo9bo54boo$37bobo
29boo7bo3bo23boo186boo$68bobo8boo24bobbo$68bo21bo14bo200boo$67boo22boo
12bo199b4o$90boo3boo8boboo196booboo$96boo9boo181boo15boo$95bo192booboo
$288b4o$106boo181boo$81bo24boo$78b4o3boboo$70boo5b4o4boboboobboo$70boo
5bobbo3booboboobbobo$77b4o3boo8b3o7boo$78b4o3boo8b3o6boo$81bo12b3o$93b
obo$93boo!
The data is contained in a loop of MWSSes, which circulate between two eaters. LWSSes can be launched to extend the delay-line memory, in order to accommodate more bits. I'd like to see a pattern exploting this beautiful mechanism; you might be the first to use it in an arithmetic/logic circuit.
Ooh, that's a pretty mechanism.

I also tend to prefer p30 technology (my last experiment with herschels ended up with three conduits in the hospital), but my best attempt at a memory circuit was far more inefficient than this, was fixed to p30 (whereas this can be adapted to any common period), and had no extensibility. I think I'll use this in a few of my patterns, it's the best I've seen yet.

If anyone's interested in my not-so-great memory loop, here it is, complete with set and unset streams:

Code: Select all

x = 124, y = 92, rule = B3/S23
42b2o$43bo$43bobo8b2o$29b2o13b2o6bo2bo7bo$29b2o20bo7b2o3bo$51bo6bo5bo$
51bo7b5o$52bo2bo$30bo23b2o$29b3o$28bo3bo$27bob3obo$28b5o5$43bo$41b3o$
40bo$40b2o2$27b2o$28bo$25b3o$25bo2$38b2o$31b2o5bobo$30bobo5bo$32bo3$
46b2o8bo$46bo2bo6bobo$41b2o2bo3bo7bobo4b2o38b2o$23b3o14b3o2b2o2bo7bo2b
o3b2o38b2o$25bo4b2o5bob2o16bobo$24bo5b2o5bo2bo8b3o4bobo$37bob2o15bo$
40b3o$41b2o2$16b2o$15bobo86bo$17bo48b2o35b3o$66bo35b5o$64bobo3b2o29b2o
3b2o$64b2o4b2o3$8b3o92b3o$10bo92b3o$9bo$70b3o33bo$60b3o42bobo$54b3o3bo
9bobo31bo3bo$56bo4bo7b5o31b3o$b2o52bo12b2o3b2o23bo4b2o3b2o$obo65b2o3b
2o16b2o5bobo$2bo88b2o5b2o2$68b2o$47b2o17b2obo$46bobo17bo$48bo42bo$67b
3obo18bo$71bo18b3o15b2o$71bo36bo$109b3o$111bo$39b3o$41bo$40bo25b2o3b2o
$68b3o$67bo3bo$68bobo9b2o$69bo9b4o5b2o$32b2o44bo2bobo4bobo$31bobo43bob
o2b2o4bo$33bo42bobo$68b2o5b2o24b2o$68b2o5b3o23bobo$76bobo12bo4b2o4b3o$
77b2o11bobob2o2bo4b3o6b2o$89bo3bob3o4b3o7b2o6b2o$24b3o62bo3bob2o4bobo
16bobo$26bo62bo3b2o6b2o19bo$25bo54b2o8bobo29b2o$79bobo9bo$79bo$78b2o!
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Phantom Hoover
Posts: 21
Joined: May 16th, 2010, 3:54 pm

Re: Glider circuits: components and contraptions

Post by Phantom Hoover »

Apropos of nothing, there is a binary adder in WireWorld that can handle arbitrarily large integers at http://www.quinapalus.com/wires8.html. This should be translatable into Life, though stabilising it might be tricky.
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Extrementhusiast
Posts: 1970
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Re: Glider circuits: components and contraptions

Post by Extrementhusiast »

My triple-vanish reaction (kudos to PM 2Ring? need to confirm):

Code: Select all

x = 13, y = 11, rule = B3/S23
bo$2bo$3o3$8b4o$8bo3bo$8bo$b3o5bo2bo$3bo$2bo!
I Like My Heisenburps! (and others)
Naszvadi
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Re: Glider circuits: components and contraptions

Post by Naszvadi »

So many cool patterns... I wonder if other glider-compatible included nontotalistic rules are supported by any of them. I am working on collecting common circuit components in rules B3[678]/S23[678] in order to prove universality. included my partial results in one of my topics. (And subscribed here)
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gameoflifemaniac
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Re: Glider circuits: components and contraptions

Post by gameoflifemaniac »

PM 2Ring wrote:Binary arithmetic with gliders

This circuit calculates the Fibonacci sequence in binary using p60 and p30 glider
streams. Output is displayed using LWSS bits. A new Fibonacci number is
generated every 2100 generations.

The arithmetic unit at the heart of this construction is the amazing
Binary Adder circuit created by David Buckingham in 1975, with size
optimization by Mark Niemec. This circuit adds two binary numbers
represented by p60 glider streams, with the least significant bits
leading. This allows numbers of any length to be added. Input data
enters the adder circuit at its upper left and the sum begins to emerge
from the circuit at its lower right after 600 steps.

How it works
The Fibonacci numbers are defined as follows:
F(0) = 0, F(1) = 1, and for n>1, F(n+1) = F(n) + F(n-1).

This circuit loops two copies of the output stream back into the adder
input, with one copy delayed so that the last two results get added
together.

The cycle starts with p60 glider streams representing the previous two
Fibonacci numbers entering the left side of the adder.

Step 600: The sum starts to emerge from the right of the adder.

Step 1200: The p60 data hits a p30 stream, which causes each p60 data
bit to create a pair of inverted p30 data bits.

Step 1500: The inverted p30 stream meets a p60 stream, which splits the
data into two streams. One copy of the data collides with the p60
stream, uninverting the data & sending it back up towards the adder
input. The other copy of the data passes through the p60 stream & heads
towards a p30 inverting reflector, which sends it up to a p30 inverting
reflector/duplicator.

Step 2960: Data hits the inverting reflector/duplicator. One copy of the
data (still inverted) continues around the loop, back towards the adder.
The other copy (now uninverted) heads towards the output section. This
data stream allows the output of a p60 gun to reach a glider to LWSS
converter, which creates the output display. The output region at the top
of the pattern show the last two Fibonacci numbers calculated. So this pattern can also be conidered as a calculator for phi, the golden ratio, in binary fraction form.

Meanwhile, at step 1860, data from the previous cycle in the big loop
reaches a p60 gun near the adder, which inverts it, sending it back up
into the adder.

Code: Select all

#C AdderLoopFib by PM 2Ring, April 2009.
#C
#C Calculates the Fibonacci sequence in binary using p60 and p30 glider
#C streams. Output is displayed using LWSS bits. A new Fibonacci number is
#C generated every 2100 generations.
#C
#C The arithmetic unit at the heart of this construction is the amazing
#C Binary Adder circuit created by David Buckingham in 1975, with size
#C optimization by Mark Niemec. This circuit adds two binary numbers
#C represented by p60 glider streams, with the least significant bits
#C leading. This allows numbers of any length to be added. Input data
#C enters the adder circuit at its upper left and the sum begins to emerge
#C from the circuit at its lower right after 600 steps.
#C
#C How it works
#C ------------
#C The Fibonacci numbers are F(0) = 0, F(1) = 1, F(n+1) = F(n) + F(n-1).
#C This circuit loops two copies of the output stream back into the adder
#C input, with one copy delayed so that the last two results get added
#C together.
#C
#C The cycle starts with p60 glider streams representing the previous two
#C Fibonacci numbers entering the left side of the adder.
#C Step 600: The sum starts to emerge from the right of the adder.
#C Step 1200: The p60 data hits a p30 stream, which causes each p60 data
#C bit to create a pair of inverted p30 data bits.
#C Step 1500: The inverted p30 stream meets a p60 stream, which splits the
#C data into two streams. One copy of the data collides with the p60
#C stream, uninverting the data & sending it back up towards the adder
#C input. The other copy of the data passes through the p60 stream & heads
#C towards a p30 inverting reflector, which sends it up to a p30 inverting
#C reflector/duplicator.
#C Step 2960: Data hits the inverting reflector/duplicator. One copy of the
#C data (still inverted) continues around the loop, back towards the adder.
#C The other copy (now uninverted) heads towards the output section. This
#C data stream allows the output of a p60 gun to reach a glider to LWSS
#C converter, which creates the output display.
#C Meanwhile, at step 1860, data from the previous cycle in the big loop
#C reaches a p60 gun near the adder, which inverts it, sending it back up
#C into the adder.

x = 1687, y = 554, rule = B3/S23
141b2o$141b2o3$141bo$140b3o$139bo3bo$141bo$138bo5bo$138bo5bo$139bo3bo$
140b3o7$134b2o$126bo7bo2bo$125bo3b2o7bo$125bo5bo6bo$126b5o7bo$134bo2bo
$134b2o$1683b2o$1683bobo$1685bo$167b2o9b2o28b2o28b2o28b2o28b2o28b2o28b
2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b
2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b
2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b
2o28b2o28b2o5b2o$167b2o9b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b
2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b
2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b
2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o2$
628b2o1048b2o$166b3o459b2o1048b2o$166b3o$628b2o1048b2o$628b2o1048b2o2$
164b2o3b2o$165b5o$166b3o$167bo7$169b2o$169bo$170b3o$172bo8$157b3o$151b
3o3bo$153bo4bo$152bo12$172b3o$136b3o33bo$138bo34bo$137bo2$126b2o$126bo
$117b2o5bobo53b2o9b2o$116b3o5b2o34b2o18bobo7bobo$104bo8bob2o44b2o11bo
5bo8bo6b2o2b2o$104bobo6bo2bo33bo9bo12bobo13bo2bo2bo2bob2o$92b2o11bobo
5bob2o33bobo19bob2o13bo6b2o$92b2o11bo2bo7b3o19b2o11bobo9b2o6b2ob2o14bo
bo$105bobo9b2o19b2o11bo2bo7b3o7bob2o15b2o$104bobo44bobo5bob2o5b2o3bobo
$104bo9bo35bobo6bo2bo4bo2bo3bo$115b2o4b3o26bo8bob2o5b2o$114b2o7bo38b3o
$122bo40b2o6$116b2o$116b2o4$103bo$103b2o24bo$102bobo25b2o$129b2o12$88b
o$88b2o54bo$87bobo55b2o$144b2o12$73bo$73b2o84bo$72bobo85b2o$159b2o12$
58bo$58b2o114bo$57bobo115b2o$174b2o12$43bo$43b2o144bo$42bobo145b2o$
189b2o8$2o$bo$bobo$2b2o$28bo$28b2o174bo$27bobo175b2o$204b2o$2bo$2b3o$
5bo$4b2o$13b2o$13bobo$13bo3$4b2o3b2o$4b2o3b2o10b2o$5b5o3bo7b2o$6bobo4b
2o204bo$12bobo205b2o$6b3o210b2o5$9bo$8bobo$7bo3bo$8b3o$6b2o3b2o14b2o$
26b2o$28bo2$234bo$235b2o$234b2o5$8b2o$8b2o3$42b2o$41b2o$43bo2$249bo$
250b2o$249b2o3$580bo$578b3o$577bo$577b2o2$586bo$57b2o527b3o$56b2o517bo
13bo$58bo515b3o11b2o$574b3o$264bo$265b2o305b2o3b2o$264b2o306b2o3b2o12b
o$590b3o$590b3o$555b2o17b2o$555b3o16bobo11b2o3b2o$541bo15b2obo12bo2b2o
10b2o3b2o$539bobo4b3o8bo2bo14b2o$538bobo16b2obo14b2o$537bo2bo7bo2b2o2b
3o6b2o10bo14b2o$72b2o345b2o117bobo7bo3bo2b2o7bobo23bobo$71b2o348bo112b
2o3bobo6bo2bo14bo3bo5bo12b2o2bo$73bo334b2o12bo110bobo5bo8b2o14b2o2bo5b
o13b2o$408b2o4bo7bo110bo37bo3bo6bo7b2o$279bo125b2o5b2o8bo109b2o38b3o5b
obo7bo$280b2o122b3o5bo2b2o4bo7b2o150b2o$279b2o124b2o6b5ob2o8bobo121b2o
4bo30bo5bo$399b2o7b2o4bo16bo120bobo2bobo30bo5bo$398bobo7b2o21b2o121bo
3b2o25b2o4bo3bo$398bo186b2o5b3o$397b2o23bo104b2o$423bo104bo$421b3o104b
obo5bo8b2o$529b2o3bobo6bo2bo25b2o$416b3o114bobo7bo3bo2b2o20b2o$87b2o
329bo14b2o19b2o76bo2bo7bo2b2o2b3o24bo$86b2o304b2o23bo16bo19bo78bobo16b
2obo20bo13b2o$88bo304bo40bob2o5b2o7bobo79bobo4b3o8bo2bo20b3o12bo$393bo
bo7b2o30bo7bobo6b2o82bo15b2obo32b3o$294bo99b2o7b2o4bo29bo4b3o103b3o7b
2o2b2o22bo$295b2o103b2o6b5ob2o21bo2bo4b3o102b2o8bobo2bo$294b2o103b3o5b
o2b2o4bo21b2o4b3o28bo65b2o19b2o10bo8bo$400b2o5b2o8bo25bobo28bobo19b2o
44bo19bo9bobo6b3o$403b2o4bo7bo8b2o15b2o29bobo19bo45bobo9bo5bobo10b2o5b
o$403b2o12bo8b2o24b2o19b2obobo5bo9bobo46b2o8bobo4b2o18b2o$416bo20bo15b
o19bo3b2o4bobo8b2o56bo3b2o$414b2o22bo14bobo6bo8bobo7b2o3bo65bo3b2o$
436b3o15b2o6b2o7b2o8b2o3bo65bo3b2o19b3o$457b2o4b2o16b2o3bo66bobo21b3o$
457b2o4b3o17bobo68bo21bo3bo$102b2o353b2o4b2o19bo77bo12bo5bo$101b2o359b
2o11b3o83bo14bo3bo$103bo358bo14bo76bo6b3o13b3o$476bo75b2o$309bo243b2o$
310b2o$309b2o$564bo4b2o$562b2o5bobo$563b2o4bo$452bo127b2o$453bo37bobo
86bo$451b3o38b2o87b3o$492bo90bo2$117b2o428bo$116b2o342b3o83bo$118bo
343bo76bo6b3o$461bo75b2o$324bo213b2o$325b2o$324b2o$549bo10bo23b2o$547b
2o11bobo21bobo$431bo116b2o13b2o6b2o11bo21b2o$431b2o34bo95b2o4bo3bo31bo
bo$430bobo35bo37bobo54b2o3bo5bo20b2o7bo13bobo$466b3o38b2o42b2o7bobo4b
2obo3bo20b2o7bo2bo6b2o2bo2bo$507bo42bobo7bo7bo5bo29bo8bobo5b2o$550bo
18bo3bo7b2o22bobo3bo3bo3bo3b2o$532bo16b2o20b2o8bobo22b2o2b2ob3o5b2o$
445b3o83bo29bo21bo29b2o3bo2bo5b2o$447bo76bo6b3o25b2o22b2o33bobo6bobo$
446bo75b2o36b2o67bo$339bo145bo37b2o104b2o$340b2o141b3o118bo$339b2o141b
o54b3o64bobo$482b2o50bo2bo27b2o32b2o3b2o$426bo105b2o4bo25b2o22b2o9bobo
$424b3o101b3o2b2o31bo21bo10bo$423bo63b2o19b2o18bo47b2o8bobo35b2o$423b
2o55bo7bo19bo12bobo5bo44bo3bo7b2o36bo$473bobo2b2ob2o5bobo10bo4bobo13b
2o41bo7bo5bo10b2o21bobo6bobo$441b2o30b2o14b2o9bobo3b2o14b2o41bobo4b2ob
o3bo11bo16b2o3bo2bo5b2o$441b2o31bo2bo5bo15bo3b2o20bo42b2o3bo5bo11bobo
7b2o2b2ob3o5b2o$147b2o271b3o76bo3b2o12bo5b2o29b2o12b2o4bo3bo13b2o6bobo
3bo3bo3bo3b2o$146b2o282b3o44b2obob2o15bo3b2o11bo7b2o20bo7b2o12b2o6b2o
21bo8bobo5b2o$148bo271bobo9bo67bobo6bo6b3o25b2o19bobo31bo2bo6b2o2bo2bo
$419b5o7bo69bo5b2o36b2o18bo33bo13bobo$354bo63b2o3b2o83b2o90bobo$355b2o
61b2o3b2o15b3o90bo36bobo28b2o$354b2o74b3o100b4o15b3o15bo2bo$430bo9bobo
91b4o14bo8b2o10b2o8bo$423b2o6bo7b5o33b2o55bo2bo15bo7b2o8bo3b2o5bobo$
423bob2o11b2o3b2o33bo55b4o28b2o5b2o6bob2o$426bo11b2o3b2o30b3o47b2o6b4o
5b2o21bo4bo2bo6b2ob2o$325b2o148bo48bobo6bo8bobo25bobo8bob2o$325b2o94bo
b3o32bobo63bo19bo37bobo8b2o$421bo16b2o8bo9b2o63b2o19b2o27bo9bo9bobo$
421bo14b2obo8b3o8bo112bo22bo$162b2o272bo14bo50bo69b3o20b2o$161b2o287b
2o49bo14bo$163bo273b3obo59b3o10b3o$441bo52bo18bo$420b2o3b2o14bo71b2o3b
o$422b3o57bo8b2o25b3o$421bo3bo26b3o25b3o9bo17bo10bo45b3o20b2o$422bobo
26b2ob2o23bo9b3o18bo9b2o45bo22bo$323b5o95bo27b2ob2o23b2o8bo4b2o15bo44b
2o10bo9bo9bobo$322bob3obo107b2o3b2o8b5o37bobo61bo19bobo8b2o$323bo3bo
97b2o11b3o9b2o3b2o36bo63bobo5bobo8bob2o$324b3o98bo11bo3bo50b2o14b2o3b
2o43b2o5bo2bo6b2ob2o$325bo100b3o9bobo67bo5bo53b2o6bob2o$428bo10bo82b3o
41bo3b2o5bobo$476b3o30bo3bo7bo3bo42b2o8bo$177b2o173b2o87b2o32bo3bo30b
3o7bo5bo38bo2bo$176b2o145bo29b2o86bo32bo5bo39b2obob2o38bobo$178bo144bo
28bo89b3o5b2o22b2obob2o$322bobo5bo113bo6bo$321b2ob2o2bobo117b3o72bo$
320bo5bo2b2o117bo28bo35b2o7bobo$323bo113b2o37bobo34bo8bobo$320b2o3b2o
108bo2bo7bo7bo21bobo35b3o6b2o$422bobo9bo7b2o3bo6b2o20b2o38bo8bo$422bo
3bo7bo6bo5bo5bobo19bo48b3o$323bo102bo7bo7b5o27b3o46bo3bo$322bobo97bo4b
o7bo2bo34bo3bo44bob3obo$322bobo101bo10b2o33bob3obo39bo4b5o$323bo90b2o
6bo3bo46b5o4bo33b2o$325b3o85bobo6bobo8bobo47b2o32b2o$192b2o131b3o9b2o
74bo20b2o46b2o$191b2o131bo3bo9b2o72b2o20bo$193bo129bo5bo7bo$324bo3bo$
325b3o$509bobo$489bobo17b2o11b2o$330bo86b2o20bo37b2o11b2o18bo12bo$330b
2o86bo20b2o36bo12bo29b3o$329bobo86bobo6bobo8bobo10b2o25b3o39bo$419b2o
6bo3bo19bo28bo$431bo10b2o5bobo$427bo4bo7bo2bo5b2o52bo$431bo7bo57bo3b2o
$427bo3bo7bo58b2o2b2o$207b2o218bobo9bo57b2o$206b2o120bo111bo2bo$208bo
118b3o112b2o$326b5o$325bobobobo$325b2o3b2o3$328bo$327bobo$327bobo$328b
o$328b2o$328b2o$328b2o$222b2o$221b2o$223bo13$237b2o$236b2o$238bo13$
252b2o$251b2o$253bo13$267b2o$266b2o$268bo13$282b2o$281b2o$283bo5$290bo
$289b2o$266bo22bobo$266b2o$265bobo4$297b2o$296b2o$298bo$257b3o$257b3o$
255bob2o$253b2o$256bobo46bo$257b3o44b2o$251bo6bo45bobo$251b2o10b2o$
250bobo10bobo$263bo$238b2o$237bobo$227b2o7bo6b2o4bo62b2o$227b2o7bo2bo
2bo2bo2bobo20b2o8bo29b2o$236bo6b3obob2o20bo2bo6bobo29bo$237bobo6b2ob2o
15b2o2bo3bo7bobo4b2o$238b2o7bob2o14b3o2b2o2bo7bo2bo3b2o$248bobo11bob2o
16bobo$249bo12bo2bo8b3o4bobo$262bob2o15bo38bo$265b3o51b2o$266b2o51bobo
6$327b2o$326b2o$328bo5$335bo$334b2o$334bobo6$342b2o$341b2o$343bo5$350b
o$349b2o$349bobo6$357b2o$356b2o$358bo5$365bo$364b2o$364bobo2$377b2o$
377bobo$367bo4b2o6bo$366bobo2bo2bo2bo2bo7b2o$366b2obob3o6bo7b2o$354b2o
10b2ob2o6bobo$354b2o10b2obo7b2o$366bobo$367bo!
I also have a larger version of this pattern, which I'll upload if anyone's interested. It's only advantage is that it can calculate much larger Fibonacci numbers before the delay loops "overflow". It's quite easy to convert this pattern to calculate Lucas numbers. Just change the initial data from 0 & 1 to 2 & 1.

I usually run this pattern with a step size of 2100^1, and hit TAB to get it to show the next number. But sometimes I'll run it continuously a slower speed, like 30^1 or even 2^2.
Upload it please.
I was so socially awkward in the past and it will haunt me for the rest of my life.

Code: Select all

b4o25bo$o29bo$b3o3b3o2bob2o2bob2o2bo3bobo$4bobo3bob2o2bob2o2bobo3bobo$
4bobo3bobo5bo5bo3bobo$o3bobo3bobo5bo6b4o$b3o3b3o2bo5bo9bobo$24b4o!
User avatar
pcallahan
Posts: 954
Joined: April 26th, 2013, 1:04 pm

Re: Glider circuits: components and contraptions

Post by pcallahan »

calcyman wrote:I'd like to see a pattern exploting [the extensible delay line]; you might be the first to use it in an arithmetic/logic circuit.
I realize this reply is a long time in coming (from 2010!) but I at least wrote a binary counter based on some version of the extensible delay line. It used ripple increment and it would extend the line every time the carry overflowed. I think it missed some values around the overflows. I do not know what I did with that. It is possible I posted it to comp.theory.cell-automata in the 90s.

ADDED: Hmm... after some digging, I see that I made the first version of the delay line in early 1991 (?!) and that wound up in the XLife 3.0 distribution. Unfortunately, it's in #I format, so I can't import it into anything else. But I don't think that did anything with the delay line.

So I am left with a fairly vivid memory of watching some version of it implement a simple binary ripple counter. I.e.: invert 1s to 0s until you reach the first 0 and set that to 1. It would somehow determine overflow, maybe with another loop recirculating a marker, and in that case, it would extend the loop length.

I also remember it was rather buggy. E.g., instead of going from 11111 to 100000, it would somehow skip to something like 100101 (maybe it repeated some values without the leading 1). But all I have is the memory. I do not know if I published that pattern anywhere. It was pretty slow in Xlife on an old Sun workstation, but I'd like to see it run in Golly today.
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dvgrn
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Joined: May 17th, 2009, 11:00 pm
Location: Madison, WI
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Re: Glider circuits: components and contraptions

Post by dvgrn »

pcallahan wrote:... I am left with a fairly vivid memory of watching some version of it implement a simple binary ripple counter. I.e.: invert 1s to 0s until you reach the first 0 and set that to 1. It would somehow determine overflow, maybe with another loop recirculating a marker, and in that case, it would extend the loop length.

I also remember it was rather buggy. E.g., instead of going from 11111 to 100000, it would somehow skip to something like 100101 (maybe it repeated some values without the leading 1). But all I have is the memory. I do not know if I published that pattern anywhere. It was pretty slow in Xlife on an old Sun workstation, but I'd like to see it run in Golly today.
This message from 1994 looks like a good match for your description:
pcallahan wrote:From: Paul Callahan
Date: Sat, 18 Jun 94 01:24:38 EDT
Subject: Self-extending binary integer counter (almost)


Having built a smaller extensible delay line (my last mailing), I decided to construct something that actually does some computation with it. A natural choice was a an integer counter, because you can increment an integer in a delay line in one pass: You just maintain a carry bit. While the carry is 1, you replace every 1 that passes with a 0 until a 0 comes by. In this case you replace it with a 1 and reset the carry to 0. While the carry is 0, you recirculate the data unchanged. If an external clock pulse supplies "restore carry" signals at the appropriate times (just before the least significant bit comes along), you have a k-bit counter, where k is the length of the delay line.

Now the question is how to store the carry bit. I found a way that seemed parsimonious. The only component aside from the p120 delay line of MWSSs is a pair of p60 glider guns that interact with a block-producing collision. This is a standard way of doubling gun period (in a lot of Dean's patterns, anyway). Additionally, if you delete the block at any point, you phase-shift the gun by 60 steps, and this block can thus be used to store a bit. In the first state of the gun (representing a carry of 0), the spaceships narrowly avoid both the glider and the block produced once every 120 steps. In the second state (representing a carry of 1), the negative-logic left-going spaceships will destroy the block (resetting the carry) while the gliders from the gun will destroy the corresponding right-going positive logic spaceships, replacing 1 (negative logic, no spaceship) with 0 (positive logic, no spaceship).

Now, to make the counter self-extending, one must detect overflow. This can be done rather simply as well. The signal to restore the carry consists of a spaceship aimed to destroy a block. But if there is no block to destroy, the spaceship continues through. This can only happen if the entire length of the delay line consists of 1s (or else the carry would have been reset, resulting in a block). Fortunately, this happens to be the overflow condition.

I used a downward MWSS to restore the carry. This has the advantage that if it continues through, it can be converted into a right-going LWSS that deletes an eater, extending the delay line by 1 bit. I used the following reaction (I found it by search, but it's probably old):

Code: Select all

     .**
     .***
     .***
     *.**
     ***
     .*
     .
     .
     ..**
     ...**
     ..*
     ........***
     ........*
     .........*
The two gliders normally annihilate each other, but the collision of all three components produces an LWSS traveling to the right.

So far, so good, except for the clock pulse. This must grow in period as the number of bits grows, and this poses a problem I have yet to solve satisfactorily. I use a second delay line to store the clock pulse, and this is tied to the first in a way that forces it to (eventually) attain the same length. However, the transition between the k-bit and (k+1)-bit counters is rather problematic, and I have yet to characterize the sequence produced (I'll supply the whole construction below; it is big, but not at all bad with Xlife or Alan Hensel's program).

I also want to draw attention to a nice non-destructive reader for the delay line that can reside entirely to one side of the stream (clearly, there are several of these involving gliders that cross the stream). I found this useful for producing the output stream of the constuction. This too was produced by a search, and again may very well be old news.

Code: Select all

     ...*****
     ..*....*
     .......*
     ..*...*
     ....*
     .
     .
     .
     ***...***
     ..*...*..*
     .*....*
     ......*
     .......*.*
The upward spaceship and the glider will normally annihilate. However, this annihilation is converted by the MWSS spark into a glider traveling down and to the right. I found this useful for tapping the value of a p120 MWSS stream, though I haven't checked to see how small the period can be made (it's fairly fast).

Finally, the construction follows. For efficiency in observing, I have not used puffers for the extensible section. Hence, the period is large but finite. There should be no problem making the extensible section (eaters and left-going MWSSs) with p60 gliders, though I haven't worked out the close spacing of the two delay lines.

Code: Select all

x = 616, y = 283, rule = B3/S23
137bo$137b3o$140bo$128b2o9b2o$128b2o3$128bo12b3o$127bobo$126bo3bo10bob
o$126b5o9b5o$125b2o3b2o7b2o3b2o$126b5o8b2o3b2o$127b3o$128bo$142b2o$
140b2ob2o$140bo2bo$127bo15bo$129b2o9bo$128b3o10b2o$128b2o$129bo$128bob
o10b2o3b2o$129b2o11b5o$136bo6b3o$144bo$123b2obob2o3b2o2$123bo5bo2$124b
2ob2o$126bo19b2o$146bo$147b3o$149bo2$126b2o15bobo$126b2o4bo2b2o7b2o$
131bo3b2o2b2o3bo14b4o$131bo7b2o17b6o$132b4o21b8o$156b2o6b2o$157b8o$
158b6o$159b4o6$115bo$115b3o$118bo44b2o$106b2o9b2o45bo$106b2o56bobo7b2o
$159b2o4b2o7b2o$158b2o11b2o10bo4bo$160bo9b3o10bo4bobo$171b2o10bo7b2o$
117b2o3b2o50b2o2b2o11b2o$117b2o3b2o50b2o2bo2b2o8b2o355bo$118b5o35b2o
19b4o5bobo4b2o350bobo$119bobo35bo2bo19bo7bo6bobo332b2o14bo3b2o$106bo
53bo36bo332bobo13bo3b2o3b2o$105b3o11b3o38bo36b2o326b2o4b3o12bo3b2o3b2o
$104b5o48b2obo360b4o2bo4b3o12bobo$69bobo31b2o3b2o47b2o362b3ob2o4b3o7bo
6bo$68bo2bo32b5o421bobo9b2o$67b2o10bo6bo17bo3bo421b2o9b2o14b2o$59b2o4b
2o3bo8bo5bobo17bobo50b2o104b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o
51bo2bo$59b2o6b2o9bo6b2obo17bo10bo40b2o14b2o9b2o77bo29bo29bo29bo29bo
29bo29bo29bo29bo39bo$68bo2bo2b2o9b2ob2o3b2o21bo56b2o9bobo75bobo27bobo
27bobo27bobo27bobo27bobo27bobo27bobo27bobo39b2o11bo2bo$69bobo2bo2b3o5b
2obo4b2o21b3o49bo6bo7b3o4b2ob3o66b2o28b2o28b2o28b2o28b2o28b2o28b2o28b
2o28b2o39bobo10bo2bo$74b4o7bobo16bo17bo44bobo12b3o4bo2b4o360bobo$57b2o
16b2o9bo15b2ob2o14b3o36b2o3b2o3bo12b3o4b2o326b2o28bobo6bo$56bo2bo51bo
8b5o35b2o3b2o3bo13bobo332bo29b2o$56bo44bo5bo4bo6b2o3b2o39b2o3bo14b2o
332bobo6bo7bo12bo7b2o13b3o$56bo53b3o54bobo350b2o4bobo5b4o19b2o13b3o$
56bob2o8bo3b2o27b2obob2o60bo355b2o8b2o2bo2b2o30bo$58b2o6b2o3b2o48bo
402b2o11b2o2b2o30bo$67b2o4bo22b2o23bo402b2o7bo10b2o27bo$96bo85b2o86b2o
28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o14bobo4bo10b3o25bobo$57b2o26b
2o7bobo27b2o56bo87bo29bo29bo29bo29bo29bo29bo29bo29bo17bo4bo10b2o$41b3o
13b2o26bo2bo5b2o28bo45bo9bobo85bobo27bobo27bobo27bobo27bobo27bobo27bob
o27bobo27bobo30b2o7b2o$40bo3bo30bo3b3o7bo35b3o40bobo9b2o86b2o28b2o28b
2o28b2o28b2o28b2o28b2o28b2o28b2o31b2o7bobo19bobo$40bo3bo29b5o3bo6bo37b
o33b2o4bobo382bo20bo$41b3o29b2ob2o3bo7bo71b2o3bo2bo29bo352b2o19bo$72b
3ob2o3bo3bo2bo15b2o45bobo13bobo29b3o371bo$73b2ob4o5b2o17b2o8bo35bo17bo
bo6bo24bo369b3o$64b2o8b4o31b3ob2o2b2o31bo3bo15bo6bobo21b2o10bo119bo59b
o59bo59bo49bobo6b3o$63bobo9bo33b4o4b2o7bo23bo26b2o32bo3bo115bo3bo55bo
3bo55bo3bo55bo3bo48b2o$41b3o19bo49b2o12bo22bo2bo56bo119bo59bo59bo59bo
53bo$40bo3bo17b2o61b3o22b3o57bo4bo114bo4bo54bo4bo54bo4bo54bo4bo55b2o$
40bo3bo165b5o115b5o55b5o55b5o55b5o55b2o$41b3o528bo7b2o$581bo$581bobo7b
o$68b5o55b5o55b5o389b2o7bobo$67bo4bo54bo4bo54bo4bo401b2o6b2o$72bo59bo
59bo401b2o4bo3bo$34b2o31bo3bo55bo3bo55bo3bo402b2o3bo5bo$34bo34bo59bo
59bo70b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o89bobo4b2obo3bo$25b2o
5bobo225bo29bo29bo29bo29bo29bo29bo29bo29bo90bo7bo5bo$23bo2bo5b2o152bo
74b3o27b3o27b3o27b3o27b3o27b3o27b3o27b3o27b3o71b2o23bo3bo7b2o$10bobo9b
o161b4o75bo29bo29bo29bo29bo29bo29bo29bo29bo71b2o25b2o8bobo$10bo3bo7bo
160bobob2o403bo21bo$14bo7bo155b2o2bo2bob3o400b2o22b2o$10bo4bo7bo2bo
151b2o3bobob2o387b2o8b2o3b2o$14bo10b2o157b4o9b2o375bob2o7b2o$2b2o6bo3b
o24b2o145bo10bobo374bo12bo$bobo6bobo8bobo13bo2bo158bo374bo$bo20b2o175b
2o373bo2bo$2o20bo14bo2bo534b2o24bo$38bo2bo552b2obo3b4o$27bo11bobo92bo
33bo351b2o66b2o2b2obobo4b4o5b2o$27b2o11bo91bobo33b2o350bobo64bobo2b2ob
ob2o3bo2bo5b2o$26bobo94bo7bobo16b2o11b2o4b2o13b2o5bo315bobo13bo53b2o7b
3o8b2o3b4o$39b2o81b2o6bo2bo16b2o7b2o2b2o4b3o11b3o3bo3bo312bo2bo2b2o6bo
2bo7b2o44b2o6b3o8b2o3b4o$14b2o23b2o80b2o4b2o2bobo25b2o2b2o4b2o9bob2o5b
o315b2o5bobo8bo7b2o53b3o12bo$13bobo95b2o7b3o4b2o3bobo8b2o23b2o10bo2bo
4bo5bo302b2o4b2o3bo3bo3bo3bobo64bobo$3b2o7bo6b2o4bo54b2o29b2o8b2o4b2o
5bo8bobo22bo11bob2o9b2o302b2o6b2o5b3ob2o2b2o66b2o$3b2o7bo2bo2bo2bo2bob
o52b3o40b2o21bo26bo10b3o320bo2bo3b2o$12bo6b3obob2o10b2o37bob2o15bo27bo
21b2o25bobo9b2o321bobo23b2o$13bobo6b2ob2o10b2o30b2o5bo2bo8b3o4bobo37bo
36b2o359b2o$14b2o7bob2o42b2o5bob2o16bobo37bo22b2o360b2o$24bobo52b3o2b
2o2bo7bo2bo3b2o29b3o22bobo359b2o$25bo54b2o2bo3bo7bobo4b2o56bo371b3o$
85bo2bo6bobo63b2o354b2o15b2o$67b2o16b2o8bo12b2o86b2o296b2o20bobo12b2o$
67b2o40bo19b3o64bo298bo22bo12b3o$67b2o40bobo6bo12bo45bo2bo8bo4bobo298b
obo9bo24bobo$67bo42b2o6b4o8bo46bo10bobo3b2o300b2o8b4o23b2o$66bobo8bo4b
2o35b4o10b2o38bo2bo3b2o5bo3b2o312b2obobo6bobo$66bob2o7bobo2bobo34bo2bo
9bobo35b4o3b2obobo4bo3b2o311b3obo2bo3bo3bo28b3o$77b2o3bo23b2o11b4o8b3o
35b4o14bo3b2o312b2obobo4bo32bobo$106bo11b4o8b3o36bo2bo8b2o5bobo315b4o
4bo4bo28b3o$67b2o26b2o7bobo11bo12b3o23bo11b4o16bo317bo7bo32b3o$52bo14b
2o26bobo6b2o26bobo5b2o15bobo4b2o4b4o341bo3bo6b2o20b3o$51b3o31bo4b2o4b
3o34b2o5bobo7bo6b2o4bobo7bo343bobo6bobo19b3o$50b5o29bobob2o2bo4b3o42bo
8bo11bo364bo19bobo$83bo3bob3o4b3o28bo14b2o5b3o10b2o364b2o18b3o$83bo3bo
b2o4bobo29b3o$83bo3b2o6b2o33bo21b2o$74b2o8bobo42b2o21b2o$73bobo9bo92b
3o57b3o57b3o57b3o57b3o57b3o57b3o$73bo103b5o55b5o55b5o55b5o55b5o55b5o
55b5o$50b5o17b2o102b2ob3o54b2ob3o54b2ob3o54b2ob3o54b2ob3o54b2ob3o54b2o
b3o$51b3o123b2o58b2o58b2o58b2o58b2o58b2o58b2o$52bo503b2o$557bo$557bobo
4bo$80b2o476b3ob4o$77b3ob2o477b2obob2o14b2o$77b5o478bo2bob3o11bo2bo$
44b2o32b3o47bo432bobob2o11bo$44bo81b2o24b3o33b2o28b2o28b2o28b2o28b2o
28b2o28b2o28b2o28b2o132b4o12bo$35b2o5bobo82b2o25bo33bo29bo29bo29bo29bo
29bo29bo29bo29bo128b2o5bo5bo7bo$34bobo5b2o109bo5bo29b3o27b3o27b3o27b3o
27b3o27b3o27b3o27b3o27b3o119b2o4bobo9bo9bo2bo5b2o$20bo12b3o87b2o11b2o
20b2o31bo29bo29bo29bo29bo29bo29bo29bo29bo119b2o4bo11b3o9b2o5bobo$20b4o
8b3o87bobo12bo20bobo250b2o138b2o37bo$21b4o8b3o86bo11b3o274bobo138bo37b
2o$21bo2bo9bobo84b2o11bo278bo137bobo$21b4o10b2o376b2o135b2obo$12b2o6b
4o8bo16b2o512b2o$11bobo6bo12bo14bobo512b2o$11bo19b3o13b3o501b2o$10b2o
35b2o69bo432b2o22bo$50b2o66b3o453bobo$49b3o69bo440bobo8bob2o10b2o$36b
3o81b2o440bo2bo6b2ob2o10b2o$38bo184bo329b2o10b2o6bob2o$37bo11b2o96b2o
71b4o329b2o8bo3b2o5bobo$25bo23b2o97b2o69b4o16bo318b2o5b2o8bo$24b2o121b
o64b2o5bo2bo8b2o5bobo316bo4bo2bo$13b2o8b2o4b2o5bo175b2o5b4o14bo3b2o
319bobo$13b2o7b3o4b2o3bobo183b4o3b2obobo4bo3b2o3b2o$23b2o4b2o2bobo11b
2o74bo99bo2bo3b2o5bo3b2o3b2o$24b2o6bo2bo11b2o73b3o34b2o66bo10bobo$25bo
7bobo85b5o33b2o49b2o15bo2bo8bo$34bobo83b2o3b2o82bobo$36bo84b5o82b3o$
121bo3bo32b2o14b2o32b2o$122bobo33b2obo12bobo34b2o7bo3b3o$123bo37bo4bo
4b2obobo33b3o6bo4bo$161bo3b3o3bobobo43b3o3bo23b2o$120b2o36bo2bo3bob2o
4bo75bo$121bo5b2o30b2o5b3o3bo2bo34b2o26b2o7bobo$118b3o5b2o38b2o4bo16bo
20b2o21bo4b2o7b2o$118bo9bo43bo3bo11b2o37b2ob5o6b2o$172bo15bobo35bo4b2o
2bo5b3o$172bo2bo49bo8b2o5b2o$173bo51bo7bo4b2o$119b2o50bobobo49bo12b2o$
119bo51b2obobo40b2o7bo$111bo5bobo54bobo39bobo8b2o$111bobo3b2o28b2o25b
2o40bo$94bo17bobo28b2obo2bob2o62b2o$94b2o16bo2bo27bo4bo2b2o$90b2o3b2o
15bobo32bo8b2o8bo$95b3o13bobo30bobo9b2o7b3o$95b2o7bobo4bo52b2obo29bo$
87b2o5b2o9b2o10b2o5b2o8bo7b2o20b3o29bobo$86bobo5bo10bo12b2o3bo2bo7b3o
4b2o22b2o28bo3b2o$86bo30bo5bo13bo5bo40b2o9bo3b2o$85b2o36bo12b2o46b2o9b
o3b2o$123bob2o69bobo4b2o$125b2o70bo5bobo$112b2o91bo$112b2o35b2o54b2o$
124b2o23b2o3b2o3b2o$98bobo23b2o10b2obob2o$98bo3bo33bo5bo12bo3bo$88b2o
12bo10b2o22bo3bo14b3o$88b2o8bo4bo7bo2bo7bo15b3o3bo11b3o7bo$102bo7bo7b
2o3bo20b2o19b3o$98bo3bo7bo6bo5bo19bobo19bob2o$98bobo9bo7b5o32bo10b3o$
111bo2bo39b3o9b2o$113b2o38bo3bo23b2o$155bo25b2o$152bo5bo$141bo10bo5bo$
141bo11bo3bo$140bobo11b3o$139b2ob2o$138bo5bo$141bo40bo$138b2o3b2o36b3o
$166bo13b5o$165b3o11bobobobo$157b2o5b2obo11b2o3b2o$157bo6b3o$158b3o4b
2o$143b2o15bo21bo$143bo9bo27bobo$144b3o6b3o25bob2o$146bo9bo25b3o$155b
2o25bo2bo$183b3o$182bo3bo$181bo5bo$176bo5bo3bo$175bo7b3o$158bo7bo8b3o$
157b3o5b3o$156b5o4bob2o$155b2o3b2o4b3o$166b2o2$160b2o$162bo$159bo$159b
o2bo$158b2ob2o$159b2o$171b3o6b3o$171bo7bo3bo$157b2o3b2o8bo5bo5bo$157b
2o3b2o14b2obob2o$158b5o$159bobo$178bo$159b3o16b2o2$177b2obo$177b2o2bo$
178b4o2$160b2o$160b2o14b2o3b2o$179bo$176bo5bo$177b2ob2o$178bobo$179bo$
179bo5$178b2o$178b2o!
--Paul
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pcallahan
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Re: Glider circuits: components and contraptions

Post by pcallahan »

dvrgn wrote:This message from 1994 looks like a good match for your description:
OMG, thank you! It lives! I must have the original email on an archive of an archive somewhere but I haven't looked at any of that in a long time. I am also surprised that I was working on a delay line as early as Jan. 1991. I was still very naive about CGOL at the time, but I must have been plugging away. By 1994, I had done a lot more, and I guess I had already been invited to the email list.
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dvgrn
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Re: Glider circuits: components and contraptions

Post by dvgrn »

pcallahan wrote:
dvrgn wrote:This message from 1994 looks like a good match for your description:
OMG, thank you! It lives!
It's looking pretty good for quarter-century-old technology!

With today's mechanisms we could theoretically build a delay-line memory that extended itself on every overflow, and allowed storage of an unlimited number of bits without needing a linear-growth puffer to build Way Too Many Extension Units.

Anything like that would still be a painfully big and ugly pattern, though -- a universal regulator attached to huge memory loop containing single-channel recipe for a boojum reflector, or two p8 bouncers or two Snarks or whatever.

Maybe a more interesting memory-management project would be a modern rebuild of calcyman's O(sqrt(log(t))) pattern, which does its binary counting by storing bits as stable objects a growing triangle out in plain old empty space, no superstructure needed. Retrieving those bits and working with them isn't particularly easy, of course. But I wonder what a simplest-possible O(log(t)) binary counter would look like these days.
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pcallahan
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Re: Glider circuits: components and contraptions

Post by pcallahan »

I'm in the process of revisiting the delay line approach. Below is a modernized version of the delay line I posted on my web page a long time ago. A smaller, more direct design using two queenbee shuttles is used to make the LWSS to extend the line, and the MWSS source is simplified. I haven't taken't a look at the puffers.

One thing about this design is that it automatically recirculates the contents of memory. In practice, that will probably not allow for easy stream-based computation. You can set or reset a bit by deleting an MWSS on either the forward or backward stream, but by the time you have processed the bits, it is too late to do much with the backward stream, so it is probably better to convert the MWSSs into a glider stream for processing and forgo the elegance of automatic recirculation.

Note: when lengthening the line, it is important to know where the insertion occurs. In this case it should occur just before the MWSS (or empty space) that follows the LWSS. (Update: I slimmed this down further using a dvgrn's p120 MWSS based on Michael Simkin's small p120 in "unsure discoveries" thread)

Code: Select all

x = 255, y = 122, rule = B3/S23
163bobo$163b2o$164bo15$235b2o$233b2ob2o13b2o$233b4o13b4o$234b2o14b2ob
2o$252b2o3$233bo4b2o$224bo7b3o3b2o9b2o$225b2o4b2ob2o12bo2bo$224b2o4b3o
b3o11bo2b2o$230b3ob2o11bo2b2o$232bobo12b4o$133bobo83bo$133b2o76b2o7b2o
$134bo73b3ob2o5b2o30b2o$208b5o29b4o4b4o$209b3o22bo2bo3bo3bo4b2ob2o$
214bo23bo6bo6b2o$215b2o9bo7bo3bo2bo2bo$167b2o45b2o8b3o3bo4b4o$165b2ob
2o13b2o39b2o5b2o$165b4o13b4o37bo6b3o$166b2o14b2ob2o37b2o5b2o$161bo22b
2o38b3o3bo4b4o$160bo65bo7bo3bo$160b2o76bo$159b2o73bo2bo$181b2o$175b3o
3bobo$154bo17b3o6bob2o44b4o$155b2o15bo9b2o44bo3bo12bo2bo$154b2o16b3o7b
o49bo16bo$199bo13b2o13bo2bo13bo3bo$143b2o55b2o9bo4bo29b4o$140b3ob2o3bo
33b2o14b2o16bo7b3o$140b5o5b2o22b4o4b4o25bo5bo$141b3o5b2o15bo2bo3bo3bo
4b2ob2o25b6o6bo2bo14b2o$5b2o163bo6bo6b2o38bobo18bo$5b2o159bo3bo2bo2bo
42bo20b2o4b2o$156b2o9b4o49bo18b2o6bo$41bo113b2o5b3o53b3o17b2o7bo$39b3o
109b3o6b2ob2o74bo3bo2bo$38bo64bobo49b2o5b3o79bo$38b2o63b2o51b2o9b4o43b
o$104bo34bo26bo3bo44bo22b2o5bo2bo$140b2o28bo30bo11b3o21b4o8bo$5b3o131b
2o25bo2bo30bo28b4o4b2ob2o3bo3bo$4bo3bo175bo15bo17bo9bo3bo6b2o5b4o$3bo
5bo32b2o5b2o134b2o32b2o11bo$3b2obob2o32b2o5b2o110b4o19b2o30b3o5b2o2bo
2bo$160bo3bo50b3o6b3o$45b2o117bo51b3o5b2o2bo2bo$6bo38b2o113bo2bo34bobo
18b2o11bo$5bobo189b2ob3o15bo9bo3bo$5bobo188b3ob2o27b4o$5b2o190b5o$4bo
17b2o174bobo$3b3o16b2o11b2o2bo159bo$2bo3bo27b3o2b2o6bo$bob3obo10b2o5b
2o8b2o2b3o5b3o74bo$2b5o4bo6b2o5b2o8b2o2b2o9bo74b2o$12b2o35b2o73b2o$11b
2o156bo4bo$51b5o55b5o54b2obo$51bo4bo54bo4bo52b2o2b2o3bo$51bo59bo66bo$
52bo3bo55bo3bo59bo$44bo9bo49bo9bo62bo$18bobo21bo3bo55bo3bo89b2o$19b2o
26bo59bo88b3o15b4o$19bo22bo4bo54bo4bo84b2o5bo3bo9bo3bo$3b2o38b5o55b5o
32b2o49b8o5b2o11bo$3b2o133b2ob2o48bo2bob2o3b3o5b2o2bo2bo$10bobo95b2o
28b4o53b2o3b3o6b3o$10bo3bo93bo30b2o54b2o4b3o5b2o2bo2bo$2o12bo94b3o83b
2obo5b2o11bo$2o8bo4bo4b3o88bo77bo4bo4bo3bo9bo3bo6b2o5b4o$14bo5b3o123b
2o42b10o14b4o4b2ob2o3bo3bo$10bo3bo4bo3bo111bo8b2ob2o42b5o3bo22b4o8bo$
10bobo5bo5bo32bo75bobo4bo3b4o51b3o21b2o5bo2bo$19bo3bo32bobo73bo2bo5bo
3b2o53b2o$20b3o32bob2o73bo6bo2bo56b2o27b2o$49b2o3b2ob2o6b2o56bo8bo2bo
5bo3b2o65bob2o11b5o$49b2o4bob2o63b2o9bobo4bo3b4o62bo5bo10bo4bo$56bobo
76bo8b2ob2o55b3o9bo10b3o2bo$57bo61bo26b2o5b2o5b4o42bo3bo5bo11bo2b2o$
63bo53bo3bo4b3o22b2ob2o3bo3bo41bo5bo3bo2b2o9b2o$64bo57bo5bo22b4o8bo33b
6o9b3o3b2o$64bo52bo4bo4bo24b2o5bo2bo33bo5bo$118b5o79bo$150bo45bo4bo29b
4o$21b2o39b2o3b2o62b3o15b2o8b2o37b2o13bo2bo13bo3bo$21b2o42bo67bo14bo9b
o2bo55bo16bo$62bo5bo63bo16b5o4bo2bo51bo3bo12bo2bo$63b2ob2o82b4o3b2ob2o
52b4o$64bobo86bo4b2o$65bo70b3o$65bo72bo$137bo$160b4o$142bo2bo13bo3bo$
146bo16bo$65b2o75bo3bo12bo2bo$65b2o76b4o!
This shows three gliders entering to trigger three lenghtening LWSSs. The second illustrates the fact that they do not collide with either forward or backward MWSSs.
dvgrn wrote:storage of an unlimited number of bits without needing a linear-growth puffer to build Way Too Many Extension Units.
I'd like to think we're getting these for free, since it is a periodic structure and we have a nice way to make it. But I could be persuaded of a different esthetic depending on my mood.

There is also the "pollution" issue of gliders emitted at different points as the loop extends. I am not sure what to think about that. Of course we could add another puffer to build eaters for them, but I'm not sure what we're trying to optimize in that case. They can also be thought of as a computation trail or log. I guess it depends on the design.

ADDED: Is there any reason this could not be made to work at p60? I would need different puffers of course to produce the backward MWSS stream. Eater spacing could be the same as long as you don't mind inserting two spaces each time.
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pcallahan
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Re: Glider circuits: components and contraptions

Post by pcallahan »

I used this implementing rule110 on a p120 MWSS stream (other thread) but I think this is a pretty nice stream gadget. Maybe it's been used before and I just didn't notice. It is based on the fact that an MWSS can delete an LWSS passing in the the opposite direction without itself being deleted.

So this means that if your bitstream contains consecutive bits represented as MWSSs, you can easily check if there is a gap of k consecutive MWSSs in the stream. If a missing MWSS represents 1 (inverted logic) this is the AND of k consecutive bits. If it represents 0 (positive logic) you can think of it as NOR.

This illustrates a device for detecting gaps of 3 missing MWSSs in a p120 MWSS stream (including overlapping gaps; e.g. a gap of 4 is two overlapping gaps of 3) without affecting the MWSS stream. The output is a glider steam, also negative logic. I guess in positive logic, you could say the output stream consists of the OR of three consecutive bits.

Code: Select all

x = 643, y = 80, rule = B3/S23
514bo$514b3o$517bo$516b2o2$625b2o$625b2o2$505b2o5b2o$505b2o5b2o112bo$
625bobo$509b2o113bo3bo$509b2o113b5o$623b2o3b2o$624b5o$625b3o$532b2o92b
o$517b4o11b2o$516bo$515bo4bo8b2o5b2o$516bob2o9b2o5b2o$517bo2$632b2o$
631bobo$630b3o4b2ob3o$629b3o4bo2b4o$630b3o4b2o$631bobo$632b2o4$618b3o$
3b2o238b2o178b2o118b2o58b2o15bo$3ob2o234b3ob2o174b3ob2o114b3ob2o54b3ob
2o13bo$5o235b5o175b5o115b5o55b5o$b3o237b3o177b3o117b3o57b3o21$591bobo$
587bo3bobo8b2o5b2o$593b2o7b2o5b2o$593bo$587bobobo13b2o$587b3obo2bo10b
2o$588bo3bo3$582b2o$582b2o2$578b2o5b2o$578b2o5b2o5$589b2o$590bo$587b3o
$587bo!
Note that this is useful in rule110 because the one non-monotonic case is when all three bits in the 3-cell neighborhood are 1. Then the result is 0. I had avoided implementing it this way until realizing how easy it is to implement on the inverted logic stream.

Maybe this would be useful in implementing some other 1D CA of interest. The nice part is that you can accumulate the results of k bits without increasing the cell count of the device.
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pzq_alex
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Re: Glider circuits: components and contraptions

Post by pzq_alex »

calcyman wrote: June 10th, 2009, 11:49 am
Such circuits are a bit more advanced than glider circuits, and tend to frighten the newbies.
Stable circuits (e.g. Herschel tracks) don't need phase synchronisation, so they're easier to build (you only have to contend with space, and not time). For example, I've made a universal computer-constructor with stable reflectors, but I wouldn't even attempt to mirror that feat using periodic circuitry.
I totally agree. Period duplicators that doesn't rely on Herschel technology is pretty clunky, especially when you need the gliders' color/parity to sync up.
Here's a ticker I built purely using stable duplicators:

Code: Select all

x = 1675, y = 356, rule = B3/S23
bo26bo11b2o$b3o23bobo10b2o$4bo10bo3bo3b2o2bobo$3b2o8b3o2bobo2bo2b2ob2o
$12bo5bobo3bobo$12b2o5bob4o2bob2o$21bo3bobob2o$20bo3bobo$19bo3bobo$19b
2o3bo4$32b2o$32b2o$47b2o$46bo2bo$47b2obo$2o48bo$2o48b2o$35b2o$36bo$33b
3o$21b2o10bo11b3o$21bobo21bo$23bo22bo$23b2o15$17bo$18b2o$17b2o2$461bo
26bo11b2o$68b3o390b3o23bobo10b2o$68bo395bo10bo3bo3b2o2bobo$69bo393b2o
8b3o2bobo2bo2b2ob2o$472bo5bobo3bobo$472b2o5bob4o2bob2o$468b2o11bo3bobo
b2o$468bobo9bo3bobo$470b2o7bo3bobo$470b2o7b2o3bo$467bo2b3o3$492b2o$
470b2o20b2o$470b2o35b2o$506bo2bo$507b2obo$460b2o9b2o37bo$40bo419b2o5b
2o2b2o37b2o$41b2o423b3o2b2o22b2o$40b2o423bo30bo$464bo6b3o19b3o$465bo
15b2o10bo$91b3o211bobobo3bobobo3bobobo4bobobo3bobobo3bobobo130bobo$91b
o379b3o9bo$92bo212bo3bo7bo3bo8bo3bo7bo3bo122b2ob2o9b2o$468bo3b2o$305bo
bobo3bobobo3bobobo4bobobo3bobobo3bobobo117bo2bo$468bobo$309bo3bo7bo3bo
8bo3bo7bo3bo117b3o2$305bobobo3bobobo3bobobo4bobobo3bobobo3bobobo10$63b
o$64b2o$63b2o$577bo26bo11b2o$577b3o23bobo10b2o$580bo10bo3bo3b2o2bobo$
579b2o8b3o2bobo2bo2b2ob2o$588bo5bobo3bobo$588b2o5bob4o2bob2o$597bo3bob
ob2o$596bo3bobo$595bo3bobo$595b2o3bo4$608b2o$608b2o$623b2o$622bo2bo$
623b2obo$576b2o48bo$576b2o48b2o$611b2o$612bo$609b3o9b2o$597b2o10bo11bo
bo$597bobo21bo$137b3o459bo$137bo461b2o$138bo4$141b3o367bobo$140bobob2o
366b2o$139bo2bo3bo365bo$139b2obo$141b2o420b2o$126b2o15b2o418bobo$127bo
16bo418bo$127bobo15bo$117bo10b2o13b2obo$115b3o25bobo$114bo$114b2o477bo
bo$99b2o8bo32b3o4b2o443b2o$100bo9b2o29bob2o4b2o443bo190bo26bo11b2o$
100bob2o5b2o29b3o501b2o139b3o23bobo10b2o$101bo2bo16bo3b2o517bobo141bo
10bo3bo3b2o2bobo$102b2o14bo3bob2obo516bo142b2o8b3o2bobo2bo2b2ob2o$117b
o2bobo4b2o667bo5bobo3bobo$117b2o2b3o2b2o668b2o5bob4o2bob2o$122b2o681bo
3bobob2o$172b2o630bo3bobo$172b2o629bo3bobo$126bo3b2o671b2o3bo$125bobo
3bo$124bobo3bo690b2o$120b2obobo3bo691bob2o$120b2obo2b4obo5b2o684b2o$
124bobo3bobo5bo8bo673bob2o$120b2ob2o2bo2bobo2b3o7bobo673b2o8b2o$121bob
o2b2o3bo3bo10b2o682bo2bo$109b2o10bobo41b3o3b3o657b2obo$109b2o11bo42bo
2bobo2bo610b2o48bo$165bo7bo610b2o48b2o$819b2o$166bo5bo443bobo201bo$
167b2ob2o445b2o198b3o$617bo187b2o10bo$667b2o136bobo$667bobo137bo$667bo
139b2o$166bo$4b2o44b2o44b2o67bobo$3b2ob2o41b2ob2o41b2ob2o65bobo$4b4o
42b4o42b4o64bo3bo$5b2o44b2o44b2o65b2ob2o$164bo3bo$165b3o$165b3o4b2o$
172b2o2$586b2o$587bo$587bobo$577bo10b2o$575b3o$574bo227bo$574b2o19b2o
3b2o201b2o$559b2o34bobo2bobo6b2o28bobo160b2o$560bo36b2o3b2o5b2o29b2o$
560bob2o34b2o2bo37bo$561bo2bo34b3o$562b2o36bo$577b2o922bo26bo11b2o$
577b2o922b3o23bobo10b2o$1504bo10bo3bo3b2o2bobo$632b2o869b2o8b3o2bobo2b
o2b2ob2o$632b2o878bo5bobo3bobo$587b2ob2o920b2o5bob4o2bob2o$585bobo3bo
929bo3bobob2o$584bobo3bo929bo3bobo$580b2obobo3bo929bo3bobo$580b2obo2b
4obo5b2o920b2o3bo$584bobo3bobo5bo$580b2ob2o2bo2bobo2b3o$581bobo2b2o3bo
3bo$569b2o10bobo41b3o3b3o898b2o$569b2o11bo42bo2bobo2bo887b3o8b2o$625bo
7bo889bo23b2o$1515b4o3bo23bo2bo$626bo5bo881b2o31b2obo$627b2ob2o868b2o
11b2obo2bo30bo$1500b2o12bobob2o30b2o$1515b2obo16b2o$713b2o801b2o18bo$
713bobo817b3o$580b2o44bo86bo807b2o10bo$4b2o90b2o182b2o90b2o205b4o42bob
o893bobo$3b2ob2o87b2ob2o179b2ob2o87b2ob2o202b2ob2o42bobo895bo$4b4o88b
4o180b4o88b4o203b2o43bo3bo894b2o$5b2o90b2o182b2o90b2o249b2ob2o88b2o$
624bo3bo88b2ob2o$625b3o88bo4bo$625b3o4b2o81bo2bo2bo$632b2o81bo3bo$715b
2o3bo833b3o$702b2o17bo832bo$703bo17bo833bo$703bobo12b2ob2o$693bo10b2o
12b2ob2o$691b3o26bo$690bo29bo$690b2o27bo$675b2o43bo4b2o$676bo8bobo28bo
3bo4b2o$676bob2o6b2o13bo14bob2o$677bo2bo5bo15b2o12b2o$678b2o23b2o814bo
bo$693bo11bo814b2o$693b2o5b5o815bo$703bo$748b2o$748b2o$702bo3b2o$701bo
bo3bo$700bobo3bo$696b2obobo3bo203b2o$696b2obo2b4obo5b2o194bobo$700bobo
3bobo5bo8bo185bo667b3o$696b2ob2o2bo2bobo2b3o10bo852bo$697bobo2b2o3bo3b
o10b3o16b3o3b3o828bo$685b2o10bobo40bo2bo3bo2bo$685b2o11bo41b2obo3bob2o
8$1542bobo$580b2o44b2o44b2o68bo800b2o$4b2o44b2o44b2o90b2o44b2o44b2o90b
2o44b2o44b2o113b4o42b4o42b4o65b2ob2o798bo$3b2ob2o41b2ob2o41b2ob2o87b2o
b2o41b2ob2o41b2ob2o87b2ob2o41b2ob2o41b2ob2o110b2ob2o41b2ob2o41b2ob2o
65b2ob2o$4b4o42b4o42b4o88b4o42b4o42b4o88b4o42b4o42b4o111b2o44b2o44b2o$
5b2o44b2o44b2o90b2o44b2o44b2o90b2o44b2o44b2o272bobobobo2$740b2ob2o$
741b3o4b2o$742bo5b2o$910b2o$911bo688b3o$911bobo686bo$901bo10b2o687bo$
899b3o$898bo$898b2o$883b2o48b2o$884bo48b2o$884bob2o$885bo2bo$886b2o$
892b2o$894bo2b2o$890bo5bo$889bo2bo2b2o3bo55b2o$895bo5bo54b2o$890bo10bo
8bo3b2o$891bo7b2o8bobo3bo$898b2o8bobo3bo$893bo10b2obobo3bo$892b2ob2o7b
2obo2b4obo5b2o$892b2ob2o11bobo3bobo5bo$894bo9b2ob2o2bo2bobo2b3o27b3o3b
3o$893b2o10bobo2b2o3bo3bo29bo2bobo2bo$893b2o10bobo40bo3bobo3bo$893b2o
11bo41b4o3b4o$949bo7bo7$943bo6bo$672b2o90b2o178bo4b3o$96b2o90b2o182b2o
90b2o205b4o88b4o175b3o3bo3bo635bobo$95b2ob2o87b2ob2o179b2ob2o87b2ob2o
202b2ob2o87b2ob2o181b2ob2o636b2o$96b4o88b4o180b4o88b4o203b2o90b2o183b
2ob2o636bo$97b2o90b2o182b2o90b2o$948b2ob2o$948b2ob2o$948bo3bo3b2o$949b
3o4b2o$950bo5$1626b2o$1627bo$1627bobo$1617bo10b2o$1615b3o$1614bo$1614b
2o$1599b2o48b2o$1600bo48b2o$1600bob2o$1601bo2bo6bobo14b2o$1602b2o8b2o
13b2ob2o$1612bo4b2o8b2ob2o$1617b2o10b3o2$1672b2o$1672b2o$1626bo3b2o$
1625bobo3bo$1624bobo3bo$1620b2obobo3bo35b3o3b3o$1620b2obo2b4obo5b2o25b
o2bo3bo2bo$1624bobo3bobo5bo29bobo$1620b2ob2o2bo2bobo2b3o26b2o7b2o$
1621bobo2b2o3bo3bo28b2o7b2o$1609b2o10bobo43bo3bo$1609b2o11bo44b2ob2o$
1665b3o3b3o$1665b2o5b2o$1665bo7bo3$1666bo$1666bo2$580b2o44b2o44b2o90b
2o44b2o44b2o90b2o44b2o44b2o$4b2o44b2o44b2o90b2o44b2o44b2o90b2o44b2o44b
2o113b4o42b4o42b4o88b4o42b4o42b4o88b4o42b4o42b4o111b2o44b2o44b2o90b2o
44b2o44b2o90b2o44b2o44b2o47b2o3b2o$3b2ob2o41b2ob2o41b2ob2o87b2ob2o41b
2ob2o41b2ob2o87b2ob2o41b2ob2o41b2ob2o110b2ob2o41b2ob2o41b2ob2o87b2ob2o
41b2ob2o41b2ob2o87b2ob2o41b2ob2o41b2ob2o110b2ob2o41b2ob2o41b2ob2o87b2o
b2o41b2ob2o41b2ob2o87b2ob2o41b2ob2o41b2ob2o$4b4o42b4o42b4o88b4o42b4o
42b4o88b4o42b4o42b4o111b2o44b2o44b2o90b2o44b2o44b2o90b2o44b2o44b2o113b
4o42b4o42b4o88b4o42b4o42b4o88b4o42b4o42b4o$5b2o44b2o44b2o90b2o44b2o44b
2o90b2o44b2o44b2o688b2o44b2o44b2o90b2o44b2o44b2o90b2o44b2o44b2o3$1663b
2o3b2o2b2o$1672b2o2$1666bo$1666bo!
\sum_{n=1}^\infty H_n/n^2 = \zeta(3)

How much of current CA technology can I redevelop "on a desert island"?
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Entity Valkyrie 2
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Re: Glider circuits: components and contraptions

Post by Entity Valkyrie 2 »

pzq_alex wrote: June 8th, 2021, 9:35 am Here's a ticker I built purely using stable duplicators:

Code: Select all

RLE
Why not use a stable G-to-LWSS too? As long as the gap between the gliders is 78 or over, this can be used on any period. I chose a G-to-LWSS that has fairly high clearance.

Code: Select all

x = 201, y = 326, rule = B3/S23
18b2o$2o16b2o$bo$bobo$2b2o8$4b2o$3bobo$3bo$2b2o3$3b2o$2bo2bo2b2o$3b2o
2bobo3b3o$5b2o7bo8b2o$5bo8b3o6bo$2b2obo2bo15b3o$2bob2obobo16bo$6bobo$
3b2o2bo$b3ob2o45bo$o52b2o$b3ob2o45b2o$3bob2o2$13b2o$13b2o7b2o$22bo$20b
obo$20b2o4$2o$2o5$16bo$15bobo$15bobo$16bo$17b3o$19bo7$36b2o$36bobo$36b
o18$55b3o$55bo$56bo8$114bo$112bobo$113b2o27$141bobo$142b2o$142bo8$105b
2o$104b2o$106bo6$169bo$169b3o$172bo$171bobo$171bobo$172bo5$187b2o$187b
2o4$167b2o$166bobo$166bo$165b2o7b2o$174b2o2$182b2obo$182b2ob3o$188bo$
182b2ob3o$181bo2b2o$180bobo$179bobob2obo$162b2o16bo2bob2o$163bo19bo$
163bobo16b2o$164b2o13bobo2b2o$179b2o2bo2bo$184b2o4$151bo$150b2o$150bob
o4$165b2o15b2o$165b2o15bobo$184bo$184b2o6$166b3o$166b3o8b2o$164b2o11bo
$164bo2b3o5bobo$175b2o$164bo$164bo3b2o$165bo2bo10bo$165bobo10bobo$178b
obo$177b2ob3o$183bo$177b2ob3o$177b2obo2$184b2o$164b2o18bo$163bobo16bob
o$163bo12b4ob3o$162b2o12b2ob3o$174bo2bo2b2o$174b3o3bo$173bo2bo2bo$173b
obo$174b2o$165bo$163b2o$164b2o7bo$172bobo$172bobo$173bo$177b2o$177bobo
$148bo30bo$146b3o30b2o$145bo$144bobo$144bobo$145bo4$191bo$129b2o58b3o$
129b2o57bo$188b2o3$149b2o45b2o$149bobo45bo$151bo45bob2o$142b2o7b2o36b
2o4b3o2bo$142b2o45b2o3bo3b2o$194b4o$132bob2o39b2o3b2o15bo$130b3ob2o39b
obobobo12b3o$129bo47bobo13bo$130b3ob2o40bo2bo14b5o$132b2o2bo39bobo19bo
$135bobo39bo18bo$131bob2obobo3bobo10bo40b2o$131b2obo2bo4bo10b3o$134bo
9bobo5bo$134b2o10bo5b2o$132b2o2bobo6bobo13b2o$131bo2bo2b2o7b2o13b2o$
132b2o14bo$146b2o$146bo27bobo$174b2o5b2o$157b2o16bo5bobo$157bo25bo$
155bobo16b2o7b2o$155b2o17b2o2$164bob2o$141b2o19b3ob2o$140bobo18bo$140b
o21b3ob2o$139b2o23b2o2bo$159b2o6bobo$160bo2bob2obobo16bo$157b3o3b2obo
2bo15b3o$157bo8bo17bo$166b2o16b2o$150b2o12b2o2bobo$150b2o11bo2bo2b2o$
164b2o4$189b2o$189bo$140b2o45bobo$141bo45b2o$141bobo$142b2o$173b2o$
172bobo$172bo$161bo9b2o$159b3o29b2o$158bo33bo$158b2o19b2o8b3o$178bo2bo
7bo$178bo2bo$178bo$178b2o3bo$166b2o11bo2b2obo$137b2o28bo12b3o2bo$138bo
28bob2obo$138bobo25b2obob2o$139b2o$166b3o$166bo2bo2b2o$168b2o3bo5b3o$
173bobo3bo2b2o$162bobo9b2o4b3o$163b2o16bo$163bo$157b2o$157bo35bo$158b
3o30b3o$160bo29bo$190b2o13$185b2o$185b2o!
Bx222 IS MY WORST ENEMY.

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Jormungant
Posts: 859
Joined: May 27th, 2016, 1:01 am

Re: Glider circuits: components and contraptions

Post by Jormungant »

Well well, feels like it has been a while since I posted some contraption, here is one I had in mind: a 2D array of flip flops.

Code: Select all

x = 767, y = 775, rule = LifeHistory
52$431.D$432.D$348.6D2.2D6.6D4.2D4.6D44.3D$348.6D2.2D6.6D4.2D4.6D$
348.2D6.2D6.2D7.4D3.2D2.2D$348.2D6.2D6.2D7.D2.D3.2D2.2D47.D2.D$348.2D
6.2D6.4D5.D2.D3.2D2.2D48.D2.D$348.2D6.2D6.4D4.6D2.4D51.D2.D$348.2D6.
2D6.2D6.6D2.4D52.D2.D54.C$348.2D6.2D6.2D6.2D2.2D2.2D2.2D51.D2.D54.C$
348.6D2.6D2.6D2.2D2.2D2.2D2.2D52.D2.D51.3C$348.6D2.6D2.6D2.2D2.2D2.2D
2.2D53.D2.D$440.D2.D35.D$441.D2.D35.2D$442.D2.D33.2D$443.D2.D$444.D2.
D60.2A$445.D2.D59.2A$446.D2.D$447.D2.D$448.D2.D$449.D2.D$450.D2.D$
451.D2.D$452.D2.D$453.D2.D42.2A$454.D2.D36.D4.2A$455.D2.D36.D$456.D2.
D33.3D$457.D2.D$458.D2.D$459.D2.D$460.D2.D54.D.D2.D31.2A$461.D2.D32.
3D19.D.D2.D31.A$462.D2.D33.D20.D.D2.D27.3A$463.D2.D31.D4.D.D2.D9.D2.D
.D2.D26.A56.2A$464.D2.D36.D.D2.D9.D2.D.D2.D21.2A59.A$465.D2.D36.D.D2.
D9.D2.D.D2.D21.A57.A.A$466.D2.D33.D2.D.D2.D9.D2.D.D2.D20.A.A2.A52.2A$
467.D2.D33.D2.D.D2.D9.D2.D.D2.D18.2A.4A$468.D2.D33.D2.D.D2.D9.D2.D.D
2.D$469.D2.D33.D2.D.D2.D9.D2.D.D2.D16.2A.2A$470.D2.D33.D2.D.D2.D9.D2.
D.D2.D15.2A.A.A$471.D2.D33.D2.D.D2.D9.D2.D.D2.D19.A$472.D2.D33.D2.D.D
2.D9.D2.D.D2.D17.2A.2A.A$473.D2.D33.D2.D.D2.D9.D2.D.D2.D19.A.2A$474.D
2.D33.D2.D.D2.D9.D2.D.D2.D18.A$475.D2.D28.A4.D2.D.D2.D9.D2.D.D2.D16.
2A$476.D2.D25.3A5.D2.D.D2.D9.D2.D.D2.D$477.D2.D8.A14.A9.D2.D.D2.D9.D
2.D.D2.D$478.D2.D7.3A12.2A9.D2.D.D2.D9.D2.D.D2.D$479.D2.D9.A23.D2.D.D
2.D9.D2.D.D2.D$480.D2.D7.2A24.D2.D.D2.D9.D2.D.D2.D$481.D2.D33.D2.D.D
2.D9.D2.D.D2.D10.2A$482.D2.D33.D2.D.D2.D4.2A3.D2.D.D2.D9.2A$483.D2.D
5.2A26.D2.D.D2.D3.2A4.D2.D.D2.D$484.D2.D4.2A17.2A8.D2.D.D2.D9.D2.D.D
2.D$485.D2.D22.2A9.D2.D.D2.D9.D2.D.D2.D$486.D2.D33.D2.D.D2.D9.D2.D.D
2.D11.A$487.D2.D33.D2.D.D2.D9.D2.D.D2.D8.3A$488.D2.D33.D2.D.D2.D9.D2.
D.D2.D6.A$489.D2.D33.D2.D.D2.D9.D2.D.D2.D5.2A$490.D2.D33.D2.D.D2.D9.D
2.D.D2.D$491.D2.D13.2A18.D2.D.D2.D9.D2.D.D2.D$367.D124.D2.D12.A20.D2.
D.D2.D9.D2.D.D2.D$368.D124.D2.D13.A13.2A4.D2.D.D2.D9.D2.D.D2.D$366.3D
125.D2.D11.2A12.A.A5.D2.D.D2.D9.D2.D.D2.D2.4D$495.D2.D6.2A16.A8.D2.D.
D2.D9.D2.D.D2.2D4.D$496.D2.D5.A14.2A.2A8.D2.D.D2.D9.D2.D.D4.2C.D$372.
D124.D2.D5.3A12.A.A10.D2.D.D2.D4.3D2.D2.D.D3.2C.D$370.D2.D124.D2.D6.A
11.A2.A.A9.D2.D.D2.4D3.D2.D2.D.2D4.D$371.D2.D124.D2.D17.2A2.A.A9.D2.D
.D6.D2.D2.D2.D2.4D$372.D2.D54.C69.D2.D21.2A10.D2.D.D4.D.D.D3.D2.D$
373.D2.D54.C45.2A5.2A15.D2.D33.D2.D.D4.2D.D4.D2.D$374.D2.D51.3C46.A5.
2A16.D2.D33.D2.D.3D4.D5.D2.D$375.D2.D99.A.A22.D2.D33.D2.D3.4D7.D2.D$
376.D2.D35.D63.2A23.D2.D33.D2.D14.D2.D$377.D2.D35.2D65.2A20.D2.D33.D
2.D14.D2.D10.2A$378.D2.D33.2D65.A.A10.2A9.D2.D33.D2.D14.D2.D9.2A$379.
D2.D100.A11.2A10.D2.D33.D2.D14.D2.D$380.D2.D60.2A33.A28.D2.D33.D2.D
14.D2.D$381.D2.D59.2A32.3A28.D2.D33.D2.D14.D2.D8.A$382.D2.D91.A.3A28.
D2.D33.D2.D14.D2.D6.A.A$383.D2.D89.A3.A30.D2.D33.D2.D14.D2.D6.A$384.D
2.D87.A3.A32.D2.D26.2A5.D2.D14.D2.D6.3A$385.D2.D85.3A.A27.2A5.D2.D25.
2A6.D2.D14.D2.D7.A$386.D2.D85.3A7.2A19.A7.D2.D33.D2.D3.2D9.D2.D$387.D
2.D85.A9.A17.A.A8.D2.D33.D2.D2.D.D9.D2.D$388.D2.D94.A.A15.2A10.D2.D
33.D2.D3.D10.D2.D5.2A$389.D2.D42.2A50.2A4.A23.D2.D33.D2.D2.2D10.D2.D
4.2A$390.D2.D36.D4.2A55.A.A23.D2.D33.D2.D5.2A7.D2.D$391.D2.D36.D60.A.
A24.D2.D33.D2.D4.2A3.A4.D2.6D$392.D2.D33.3D61.A10.2A14.D2.D33.D2.D7.A
.A4.D7.D$393.D2.D107.A.A14.D2.D33.D2.D7.A.A4.D7.D$394.D2.D108.A15.D2.
D4.2A27.D2.D8.A5.D3.2D2.D$395.D2.D107.2A15.D2.D3.2A28.D2.D7.2A5.D2.D.
D2.D$396.D2.D54.D.D2.D31.2A31.D2.D33.D2.D14.D2.D.D2.D$397.D2.D32.3D
19.D.D2.D31.A32.D2.D33.D2.D5.2A7.D2.D.D2.D$398.D2.D33.D20.D.D2.D27.3A
20.A13.D2.D33.D2.D4.2A8.D2.D.D2.D$399.D2.D31.D4.D.D2.D9.D2.D.D2.D26.A
22.3A12.D2.D33.D2.D14.D2.D.D2.D$400.D2.D36.D.D2.D9.D2.D.D2.D21.2A28.A
12.D2.D33.D2.6D9.D2.D.D2.D$401.D2.D36.D.D2.D9.D2.D.D2.D21.A27.2A13.D
2.D33.D7.D9.D2.D.D2.D$402.D2.D33.D2.D.D2.D9.D2.D.D2.D20.A.A2.A38.D2.D
33.D7.D9.D2.D.D2.D$403.D2.D33.D2.D.D2.D9.D2.D.D2.D18.2A.4A39.D2.D33.D
3.2D2.D9.D2.D.D2.D$404.D2.D33.D2.D.D2.D9.D2.D.D2.D64.D2.D33.D2.D.D2.D
9.D2.D.D2.D31.2A$405.D2.D33.D2.D.D2.D9.D2.D.D2.D16.2A.2A43.D2.D33.D2.
D.D2.D9.D2.D.D2.D31.A$406.D2.D33.D2.D.D2.D9.D2.D.D2.D15.2A.A.A43.D2.D
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2.D.D4.C.C.D3.D2.D69.D2.D34.2A$167.2A4.A23.D2.D33.D2.D2.2D10.D2.D4.2A
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D2.D33.A$172.A.A23.D2.D33.D2.D5.2A7.D2.D36.A.3A28.D2.D33.D2.D14.D2.D
6.A.A36.A5.2A16.D2.D33.D2.D.3D4.D5.D2.D69.D2.D33.3A$172.A.A24.D2.D33.
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2.D26.2A5.D2.D14.D2.D6.3A35.2A23.D2.D33.D2.D14.D2.D69.D2.D$184.A.A14.
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33.D2.DC13.D2.D4.2A32.3A28.D2.D33.D2.D14.D2.D8.A60.D2.D$169.3A20.A13.
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A24.D2.D33.D2.D4.2A3.A4.D2.6D29.A3.A30.D2.D33.D2.D14.D2.D6.A62.D2.D$
195.A12.D2.D33.D2.6D9.D2.D.D2.D37.A10.2A14.D2.D33.D2.D7.A.A4.D7.D27.A
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2D2.D25.3A7.2A19.A7.D2.D33.D2.D14.D2.D69.D2.D$211.D2.D33.D3.2D2.D9.D
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14.D2.D.D2.D34.A.A15.2A10.D2.D33.D2.D14.D2.D69.D2.D$105.3D105.D2.D33.
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106.D108.D2.D33.D2.D.D2.D9.D2.D.D2.D26.A22.3A12.D2.D33.D2.D14.D2.D.D
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2.D4.2A27.D2.D8.A78.D2.D$206.2A11.D2.D33.D2.D.D2.D9.D2.D.D2.D18.2A.4A
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33.D2.D87.D2.D$193.A27.D2.D16.3C14.D2.D.D2.D9.D2.D.D2.D16.2A.2A43.D2.
D33.D2.D.D2.D9.D2.D.D2.D31.A32.D2.D33.D2.D87.D2.D$192.A.A.2A24.D2.D
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3A20.A13.D2.D33.D2.D87.D2.D$192.A.A.A.A24.D2.D15.C17.D2.D.D2.D9.D2.D.
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2A13.D2.D33.D$191.2A4.A28.D2.D33.D2.D.D2.D9.D2.D.D2.D18.A24.2A7.A11.D
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.D2.D34.A.A.2A24.D2.D33.D2.D.D2.D9.D2.D.D2.D15.2A.A.A43.D2.D$231.D2.D
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33.D2.D.D2.D9.D2.D.D2.D18.A24.2A7.A11.D2.D$235.D2.D5.2A26.D2.D.D2.D3.
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2.D29.2A.A.A.A.A2.A22.D2.D$241.D2.D33.D2.D.D2.D9.D2.D.D2.D5.2A57.D2.D
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243.D2.D13.2A18.D2.D.D2.D9.D2.D.D2.D64.D2.D5.2A26.D2.D.D2.D3.2A4.D2.D
.D2.D34.A.A27.D2.D$244.D2.D12.A20.D2.D.D2.D9.D2.D.D2.D64.D2.D4.2A17.
2A8.D2.D.D2.D9.D2.D.D2.D34.2A28.D2.D$245.D2.D13.A13.2A4.D2.D.D2.D9.D
2.D.D2.D64.D2.D22.2A9.D2.D.D2.D9.D2.D.D2.D64.D2.D$246.D2.D11.2A12.A.A
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247.D2.D6.2A16.A8.D2.D.D2.D9.D2.D.D2.2D4.D58.D2.D33.D2.D.D2.D9.D2.D.D
2.D8.3A53.D2.D$248.D2.D5.A14.2A.2A8.D2.D.D2.D9.D2.D.D4.2D.D59.D2.D33.
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2.D.D3.2D.D60.D2.D33.D2.D.D2.D9.D2.D.D2.D5.2A57.D2.D$250.D2.D6.A11.A
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D2.D.D2.D64.D2.D$252.D2.D21.2A10.D2.D.D4.C.C.D3.D2.D69.D2.D12.A20.D2.
D.D2.D9.D2.D.D2.D64.D2.D$229.2A5.2A15.D2.D33.D2.D.D4.2C.D4.D2.D69.D2.
D13.A13.2A4.D2.D.D2.D9.D2.D.D2.D64.D2.D$230.A5.2A16.D2.D33.D2.D.3D4.D
5.D2.D69.D2.D11.2A12.A.A5.D2.D.D2.D9.D2.D.D2.D2.4D58.D2.D$230.A.A22.D
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231.2A23.D2.D33.D2.D14.D2.D69.D2.D5.A14.2A.2A8.D2.D.D2.D9.D2.D.D4.2D.
D59.D2.D$235.2A20.D2.D33.D2.D14.D2.D10.2A57.D2.D5.3A12.A.A10.D2.D.D2.
D4.3D2.D2.D.D3.2D.D60.D2.D$234.A.A10.2A9.D2.D33.D2.D14.D2.D9.2A58.D2.
D6.A11.A2.A.A9.D2.D.D2.4D3.D2.D2.D.2D4.D61.D2.D$235.A11.2A10.D2.D33.D
2.D14.D2.D69.D2.D17.2A2.A.A9.D2.D.D6.C2.D2.D2.D2.4D63.D2.D$231.A28.D
2.D33.D2.D14.D2.D69.D2.D21.2A10.D2.D.D4.C.C.D3.D2.D69.D2.D34.2A$230.
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5.D2.D69.D2.D33.3A$228.A3.A30.D2.D33.D2.D14.D2.D6.A37.A.A22.D2.D33.D
2.D3.4D7.D2.D69.D2.D34.A$227.A3.A32.D2.D26.2A5.D2.D14.D2.D6.3A35.2A
23.D2.D33.D2.D14.D2.D69.D2.D$226.3A.A27.2A5.D2.D25.2A6.D2.D14.D2.D7.A
39.2A20.D2.D33.D2.D14.D2.D10.2A57.D2.D$227.3A7.2A19.A7.D2.D33.D2.D14.
D2.D45.A.A10.2A9.D2.D33.D2.D14.D2.D9.2A58.D2.D$228.A9.A17.A.A8.D2.D
33.D2.D.2C11.D2.D45.A11.2A10.D2.D33.D2.D14.D2.D69.D2.D$238.A.A15.2A
10.D2.D33.D2.C.C12.D2.D5.2A33.A28.D2.D33.D2.D14.D2.D69.D2.D$239.2A4.A
23.D2.D33.D2.DC13.D2.D4.2A32.3A28.D2.D33.D2.D14.D2.D8.A60.D2.D$244.A.
A23.D2.D33.D2.D5.2A7.D2.D36.A.3A28.D2.D33.D2.D14.D2.D6.A.A60.D2.D$
244.A.A24.D2.D33.D2.D4.2A3.A4.D2.6D29.A3.A30.D2.D33.D2.D14.D2.D6.A62.
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253.2D$252.D.D$254.D!
I am sure this was done before, but no clue if this design is more compact or not. Also... I am sure I should claim bonus points for that glider lane hershell track unlikely-to-work overlap.

I nearly made it a stable circuit, but some snark would not fit easily. But I am sure that could be changed as this section could use more space, but I liked that a p256 gun picked the row, which probably will not be possible anymore.
GilGil
Posts: 95
Joined: April 5th, 2019, 6:46 pm

Re: Glider circuits: components and contraptions

Post by GilGil »

Here some P60 devices :

32-line P60 ticker with extansible memory block (encrypt).mc
(integrated XOR logic function)
(70.19 KiB) Downloaded 111 times
32-line P60 ticker with extansible memory block (decrypt).mc
(integrated XOR logic function)
(109.32 KiB) Downloaded 1202 times
GilGil
Posts: 95
Joined: April 5th, 2019, 6:46 pm

Re: Glider circuits: components and contraptions

Post by GilGil »

GilGil
Posts: 95
Joined: April 5th, 2019, 6:46 pm

Re: Glider circuits: components and contraptions

Post by GilGil »

These ones run faster than the model with the incorporated memory block
User avatar
otismo
Posts: 1637
Joined: August 18th, 2010, 1:41 pm
Location: Florida
Contact:

Re: Glider circuits: components and contraptions

Post by otismo »

@ GilGil

I finally discovered your goodies - Thank You for Sharing !

I made a practice pattern :
64-line P60 pictures projector ALL Home Improvement Guys.mc
next I will figure out how to display them inline...
(378.72 KiB) Downloaded 73 times
Please do not forget about c/10 !

Cheers !
"One picture is worth 1000 words; but one thousand words, carefully crafted, can paint an infinite number of pictures."
- autonomic writing
forFUN : http://gol.jct.onl
ArtGallery : http://cgolart.onfav.net
VideoWS : http://conway.life
User avatar
Hippo.69
Posts: 698
Joined: July 14th, 2020, 7:35 pm
Contact:

Re: Glider circuits: components and contraptions

Post by Hippo.69 »

PM 2Ring wrote: April 2nd, 2010, 2:33 am Collatz sequence generator

Here's my most ambitious arithmetic-oriented pattern to date.

This pattern calculates the Collatz sequence in binary, using p60 / p30
technology. Input and output is done using LWSS bits. The next number in
the Collatz sequence is generated after 7680 (= 128 * 60) steps.

The arithmetic unit at the heart of this construction is the amazing
Binary Adder circuit created by David Buckingham in 1975, with size
optimization by Mark Niemec. This circuit adds two binary numbers
represented by p60 glider streams, with the least significant bits
leading. This allows numbers of any length to be added. Input data
enters the adder circuit at its upper left and the sum begins to emerge
from the circuit at its lower right after 600 steps.

This pattern uses a couple of p7680 guns, which utilize a period
multiplier based on a sequence of glider reactions that create a base 4
counter using (nothing) - boat - blinker - block as the base 4 digits.
This pattern also uses the bistable switch found by Paul Callahan.

The Collatz Sequence
--------------------

The Collatz sequence for a positive integer n is defined as follows:

Let C(0) = n
If C(i) is even, C(i+1) = C(i) / 2
Else C(i) is odd, C(i+1) = 3*C(i) + 1

The Collatz Conjecture is that all sequences eventually reach the cycle
1, 4, 2, 1, ...

For example, the Collatz sequence for 7 is:
7, 22, 11, 34, 17, 52, 26, 13, 40, 20, 10, 5, 16, 8, 4, 2, 1.

The pattern is currently set to calculate the Collatz sequence of 27.
For more details on the Collatz Conjecture, see Wikipedia.

How it works
------------

The data starts out at the top of the pattern, in the Input / Output
Display section, as a sequence of LWSSs. It is converted into p60
glider data by a pair of p60 guns, using the "zap" reaction to
delete gliders without harming the LWSSs. This enables the output
section to be expanded to display more bits, if desired.

The data then passes through a duplicator. One copy of the data enters
a small delay loop, the other (inverted) copy passes through the Parity
Detector, which determines if the number is odd. A p7680 gun generates a
parity detection bit which will only pass through the Parity Detector if
the LSB of the current number is 1.

The parity bit is duplicated several times. Two copies of the parity bit
go to the Switchable p60 Glider Reflector: one copy turns it on, the
second copy sets a bistable switch to enable the gate to be turned off
by the parity reset bit, which is generated by the p7680 gun in the
lower right of the pattern.

The Switchable p60 Glider Reflector consists of a switchable p60 glider
gun which feeds a glider to LWSS converter. When the data stream emerges
from the delay loop, if it's an odd number the Switchable Glider
Reflector will be on and the LWSSs reflect the data stream upwards,
otherwise, it's an even number and the data passes straight through.

Even number data continues downwards, passing through a few Buckaroos
to delay it, until it hits the p60 Output Collector stream.

Odd number data follows an upwards path into the Data Duplicator, where
it meets the third copy of the parity bit. Two copies of the number are
created, and the parity bit is prepended to one of these copies. If the
original number is n, then the Data Duplicator outputs n & 2n+1. These
outputs travel through a few Buckaroos, etc, to synchronize them, and
then they enter the Binary Adder, which outputs 3n+1, sending the data
to the p60 Output Collector stream.

The data from the Output Collector travels up through a few more
Buckaroos to delay it. It then passes through a glider to LWSS converter
into the Input / Output Display section, and the cycle is complete.

Collatz2cA.rle

Code: Select all

#C Collatz by PM 2Ring, March 2010.
#C 
#C This pattern calculates the Collatz sequence in binary, using p60 / p30
#C technology. Input and output is done using LWSS bits. The next number in
#C the Collatz sequence is generated after 7680 (= 128 * 60) steps.
#C  
#C The arithmetic unit at the heart of this construction is the amazing
#C Binary Adder circuit created by David Buckingham in 1975, with size
#C optimization by Mark Niemec. This circuit adds two binary numbers
#C represented by p60 glider streams, with the least significant bits
#C leading. This allows numbers of any length to be added. Input data
#C enters the adder circuit at its upper left and the sum begins to emerge
#C from the circuit at its lower right after 600 steps. 
#C 
#C This pattern uses a couple of p7680 guns, which utilize a period
#C multiplier based on a sequence of glider reactions that create a base 4
#C counter using (nothing) - boat - blinker - block as the base 4 digits.
#C This pattern also uses the bistable switch found by Paul Callahan.
#C 
#C The Collatz Sequence
#C --------------------
#C 
#C The Collatz sequence for a positive integer n is defined as follows:
#C     
#C Let C(0) = n
#C If C(i) is even,  C(i+1) = C(i) / 2      
#C Else C(i) is odd, C(i+1) = 3*C(i) + 1
#C 
#C The Collatz Conjecture is that all sequences eventually reach the cycle
#C 1, 4, 2, 1, ...
#C 
#C For example, the Collatz sequence for 7 is:    
#C 7, 22, 11, 34, 17, 52, 26, 13, 40, 20, 10, 5, 16, 8, 4, 2, 1.
#C 
#C The pattern is currently set to calculate the Collatz sequence of 27.
#C For more details on the Collatz Conjecture, see Wikipedia.
#C 
#C How it works
#C ------------
#C 
#C The data starts out at the top of the pattern, in the Input / Output
#C Display section, as a sequence of LWSSs. It is converted into p60 
#C glider data by a pair of p60 guns, using the "zap" reaction to
#C delete gliders without harming the LWSSs. This enables the output
#C section to be expanded to display more bits, if desired.
#C 
#C The data then passes through a duplicator. One copy of the data enters
#C a small delay loop, the other (inverted) copy passes through the Parity
#C Detector, which determines if the number is odd. A p7680 gun generates a
#C parity detection bit which will only pass through the Parity Detector if
#C the LSB of the current number is 1. 
#C 
#C The parity bit is duplicated several times. Two copies of the parity bit
#C go to the Switchable p60 Glider Reflector: one copy turns it on, the
#C second copy sets a bistable switch to enable the gate to be turned off
#C by the parity reset bit, which is generated by the p7680 gun in the
#C lower right of the pattern.
#C 
#C The Switchable p60 Glider Reflector consists of a switchable p60 glider
#C gun which feeds a glider to LWSS converter. When the data stream emerges
#C from the delay loop, if it's an odd number the Switchable Glider
#C Reflector will be on and the LWSSs reflect the data stream upwards,
#C otherwise, it's an even number and the data passes straight through.
#C 
#C Even number data continues downwards, passing through a few Buckaroos
#C to delay it, until it hits the p60 Output Collector stream.
#C 
#C Odd number data follows an upwards path into the Data Duplicator, where
#C it meets the third copy of the parity bit. Two copies of the number are
#C created, and the parity bit is prepended to one of these copies. If the
#C original number is n, then the Data Duplicator outputs n & 2n+1. These
#C outputs travel through a few Buckaroos, etc, to synchronize them, and
#C then they enter the Binary Adder, which outputs 3n+1, sending the data
#C to the p60 Output Collector stream.
#C 
#C The data from the Output Collector travels up through a few more
#C Buckaroos to delay it. It then passes through a glider to LWSS converter
#C into the Input / Output Display section, and the cycle is complete.
#C 
x = 929, y = 524, rule = B3/S23
794bo$793bobo$776b2o14bo3b2o$776bobo13bo3b2o3b2o$771b2o4b3o12bo3b2o3b
2o$767b4o2bo4b3o12bobo$767b3ob2o4b3o7bo6bo$776bobo9b2o$776b2o9b2o2$
790bo$790b2o$789bobo2$794bobo$795b2o$16b2o756bo7bo12bo$16b2o754bobo5b
4o$764b2o4b2o8b2o2bo2b2o$764b2o4b2o11b2o2b2o$770b2o7bo10b2o$772bobo4bo
10b3o$774bo4bo10b2o$787b2o7b2o$787b2o7bobo$798bo$798b2o2$14b5o$13bob3o
bo789bobo$14bo3bo791b2o$15b3o792bo$16bo2$12bo$11b2o$2o8b2o4b2o$2o7b3o
4b2o$10b2o4b2o672b2o28b2o58b2o28b2o$11b2o675b2ob2o25b2ob2o55b2ob2o25b
2ob2o$12bo675b4o26b4o56b4o26b4o$689b2o28b2o58b2o28b2o93b2o$904bobo$
906bo$29b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b
2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b
2o13bobo12b2o28b2o28b2o5b2o$29b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o
28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o28b2o
28b2o28b2o28b2o28b2o28b2o14b2o12b2o28b2o28b2o$825bo$127bo681b2o$127b3o
679b2o$130bo$129b2o678b2o$809b2o$121bo$119b3o$118bo13bo$118b2o11b3o$
131b3o2$129b2o3b2o$116bo12b2o3b2o703bobo$115b3o722b2o$115b3o722bo$132b
2o17b2o$113b2o3b2o11bobo16b3o$113b2o3b2o10b2o2bo12bob2o15bo$131b2o14bo
2bo8b3o4bobo$131b2o14bob2o16bobo$115b2o14bo10b2o6b3o2b2o2bo7bo2bo$115b
obo23bobo7b2o2bo3bo7bobo117b2o$114bo2b2o12bo5bo3bo14bo2bo6bobo3b2o112b
o$116b2o13bo5bo2b2o14b2o8bo5bobo110bo12b2o$116b2o7bo6bo3bo37bo110bo7bo
4b2o$117bo7bobo5b3o38b2o109bo8b2o5b2o$125b2o150b2o7bo4b2o2bo5b3o$111bo
5bo30bo4b2o121bobo8b2ob5o6b2o551bobo$111bo5bo30bobo2bobo120bo16bo4b2o
7b2o546b2o$112bo3bo4b2o25b2o3bo121b2o21b2o7bobo545bo$113b3o5b2o186bo$
179b2o104bo23b2o$179bo104bo$161b2o8bo5bobo104b3o$134b2o25bo2bo6bobo3b
2o$134b2o20b2o2bo3bo7bobo114b3o$81b2o47bo24b3o2b2o2bo7bo2bo76b2o19b2o
14bo$81b2o33b2o13bo20bob2o16bobo78bo19bo16bo23b2o$116bo12b3o20bo2bo8b
3o4bobo79bobo7b2o5b2obo40bo$117b3o32bob2o15bo82b2o6bobo7bo30b2o7bobo$
119bo22b2o2b2o7b3o103b3o4bo29bo4b2o7b2o$142bo2bobo8b2o102b3o4bo2bo21b
2ob5o6b2o591bo$124bo8bo10b2o19b2o65bo28b3o4b2o21bo4b2o2bo5b3o560bobo
27b2o$124b3o6bobo9bo19bo44b2o19bobo28bobo25bo8b2o5b2o562b2o22b2o4b2o
13b2o5bo$80b3o44bo5b2o10bobo5bo9bobo45bo19bobo29b2o15b2o8bo7bo4b2o565b
o19b2o2b2o4b3o11b3o3bo3bo$79bo3bo42b2o18b2o4bobo8b2o46bobo9bo5bobob2o
19b2o24b2o8bo12b2o585b2o2b2o4b2o9bob2o5bo$150b2o3bo56b2o8bobo4b2o3bo
19bo15bo20bo607b2o10bo2bo4bo5bo$78bo5bo65b2o3bo65bo3b2o7bobo8bo6bobo
14bo22b2o605bo11bob2o9b2o$78b2o3b2o43b3o19b2o3bo65bo3b2o8b2o7b2o6b2o
15b3o631bo10b3o$24b2o102b3o21bobo66bo3b2o16b2o4b2o654bo9b2o$25bo101bo
3bo21bo68bobo17b3o4b2o650bo2bo$25bobo8b2o43bo44bo5bo12bo77bo19b2o4b2o
649bo$26b2o8b2o42bo46bo3bo14bo83b3o11b2o654bo$33b2o6bo3b2o33bo47b3o13b
3o6bo76bo14bo395b2o258bo$32b3o5bo3bobo107b2o75bo410bo$33b2o6b5o37b2o
68b2o487bobo6bobo242bo$7b2o27b2o4b3o38bo559b2o5bo2bo241bo$7b2o27b2o46b
3o562b2o10bo6bo215bobo8b3o10bo2bo8bo$86bo50b2o4bo503b2o3bo8bo5bobo215b
2o21bo10bobo$136bobo5b2o503b2o9bo6b2obo4b2o208bo18bo2bo3b2o5bo3b2o3b2o
$138bo4b2o482b2o12b2o7bo2bo2b2o9b2ob2o3b2o224b4o3b2obobo4bo3b2o3b2o$
126b2o127bo371b2o13bo8bobo2bo2b3o5b2obo229b4o14bo3b2o$127bo86bobo37bo
61b2o324bobo11b4o7bobo230bo2bo8b2o5bobo$124b3o87b2o38b3o59bo326b2o12b
2o9bo231b4o16bo$124bo90bo98bobo311bo266b2o4b4o$314b2o311bobo264bobo7bo
$8bo151bo465bo3bo263bo$7b3o151bo83b3o378b5o18b2o2b2o238b2o$6b5o148b3o
6bo76bo379b2o3b2o17bobo3bo$5b2o3b2o157b2o75bo70bo308b5o18bo4bo$6b5o
157b2o146b3o308b3o$6bo3bo304b5o308bo24bo$7bobo640bo2bo$8bo113b2o23bo
10bo492b2o8bo$121bobo21bobo11b2o499b2o$5b2o93b2o21bo11b2o6b2o13b2o248b
2o217bo32bobo$6bo93bobo31bo3bo4b2o95bo167bo220b2o$3b3o81bobo13bo7b2o
20bo5bo3b2o54bobo37bo158bo7bobo219b3o$3bo82bo2bo2b2o6bo2bo7b2o20bo3bob
2o4bobo7b2o42b2o38b3o73b5o78bobo5b2o220b2o$62b2o21b2o5bobo8bo29bo5bo7b
o7bobo42bo115b3o15b2o51b2o12b2o226bo$61bo3bo17b2o3bo3bo3bo3bobo22b2o7b
o3bo18bo159bo16bo52b2o12b2o46b2o177bobo$36b2o22bo5bo18b2o5b3ob2o2b2o
22bobo8b2o20b2o16bo147bobo6bobo66b2o46bo179b2o37b2o$36b2o22bo3bob2o2b
2o7b2o5bo2bo3b2o29bo21bo29bo83b3o60bo2bo5b2o64bobo39bo6bobo217b2o$60bo
5bo3b2o6bobo6bobo33b2o22b2o25b3o6bo76bo65b2o70bo40b2o6b2o220bo$51b2o8b
o3bo12bo67b2o36b2o75bo62bo3b2o98b2o8b2o4b2o177b2obob2o10b2o$50bobo9b2o
13b2o104b2o37bo96bo6b2o100b2o7b3o4b2o194b2o$50bo52bo118b3o94bo3bo2bo
111b2o4b2o177bo5bo6bo$49b2o50bobo64b3o54bo97bobo9bo103b2o196b2o$102b2o
3b2o32b2o27bo2bo50b2o108b3o103bo183b2ob2o7b2o38bo$106bobo9b2o22b2o25bo
4b2o105bo51b2ob2o84b2o202bo48b2o$108bo10bo21bo31b2o2b3o101b3o48b3ob3o
76bob2o3b3o250bobo$82b2o35bobo8b2o47bo18b2o19b2o63bo47b3ob3o72bo2bo3bo
5b2obo5b2o$83bo36b2o7bo3bo44bo5bobo12bo19bo7bo55b2o47b3ob3o71b2o2bo4bo
4bo2bo5b2o188b2o5b2o$83bobo6bobo21b2o10bo5bo7bo41b2o13bobo4bo10bobo5b
2ob2o2bobo97b3ob3o70b2o5b4o4b2obo196bo6bo$84b2o5bo2bo3b2o16bo11bo3bob
2o4bobo41b2o14b2o3bobo9b2o14b2o30b2o66b2ob2o61b2o7b3o7bo3b3o196b3o4b3o
12bobo$90b2o5b3ob2o2b2o7bobo11bo5bo3b2o42bo20b2o3bo15bo5bo2bo31b2o67b
3o62b2o8b2o11b2o197bo6bo15b2o$88b2o3bo3bo3bo3bobo6b2o13bo3bo4b2o12b2o
29b2o5bo12b2o3bo76b3o47bo16b2o56b2o4b2o226bo38b2o$90b2o5bobo8bo21b2o6b
2o12b2o7bo20b2o7bo11b2o3bo15b2obob2o44b3o74bo58bo3b2o265b2o$91bo2bo2b
2o6bo2bo31bobo19b2o25b3o6bo6bobo67bo9bobo55b2o5bobo62b2o267bo$92bobo
13bo33bo18b2o36b2o5bo69bo7b5o54b2o5b2o65bo471b2o$105bobo90b2o83b2o3b2o
50b2o547b2o$105b2o28bobo36bo90b3o15b2o3b2o49b3o309bo$134bo2bo15b3o15b
4o100b3o62b2o310b2o248b2o$124bo8b2o10b2o8bo14b4o91bobo9bo65b2o306b2o
38bo210b2o$123bobo5b2o3bo8b2o7bo15bo2bo55b2o33b5o7bo6b2o58b2o79bo265b
2o$123b2obo6b2o5b2o28b4o55bo33b2o3b2o11b2obo138b2o46b2o217bobo$123b2ob
2o6bo2bo4bo21b2o5b4o6b2o47b3o30b2o3b2o11bo141bobo46bo$62b2o59b2obo8bob
o25bobo8bo6bobo48bo239bobo4bo408b3o12bo$62b2o49b2o8bobo37bo19bo63bobo
32b3obo186b2o3bobo406bo3bo10b3o$62b2o48bobo9bo9bo27b2o19b2o63b2o9bo8b
2o16bo190bob2o15b2o160bobo240bo3bo$62bo49bo22bo112bo8b3o8bob2o14bo189b
2ob2o14bobo161b2o225bo5bo7bob3obo$61bobo47b2o20b3o69bo50bo14bo205bob2o
13bo6b2o2b2o152bo38b2o186b2o3b2o8b5o$61bobo127bo14bo49b2o173b2o45bobo
13bo2bo2bo2bob2o190b2o$62bo128b3o10b3o59bob3o159b2o47bo5bo8bo6b2o196bo
$194bo18bo52bo165bo52bobo7bobo391bo$189bo3b2o71bo14b2o3b2o14bo139b2o
41b2o9b2o389b2obo$59b2o3b2o121b3o25b2o8bo57b3o14bobo137bo3bo221bo223bo
$59bobobobo50b2o20b3o45bo10bo17bo9b3o25b3o26bo3bo5b2o4b2o131bo7bo5bo
221b2o217bo3bo11bo2b2o$60b5o52bo22bo45b2o9bo18b3o9bo23b2ob2o26bobo6b2o
4b2o131bobo4b2obo3bo8b2o210b2o38bo179bo2bo12bobo$61b3o53bobo9bo9bo10b
2o44bo15b2o4bo8b2o23b2ob2o27bo13b2o134b2o3bo5bo8b2o249b2o178b5o11b2o$
62bo55b2o8bobo19bo61bobo37b5o8b2o3b2o28bobo131b2o4bo3bo33bo226bobo177b
5o10b2o$128b2obo8bobo5bobo63bo36b2o3b2o9b3o11b2o19bo131b2o6b2o33bo406b
2o3b2o9b2obo$128b2ob2o6bo2bo5b2o43b2o3b2o14b2o50bo3bo11bo139b2o7bobo
43b3o395b2o8b5o11b3o$128b2obo6b2o53bo5bo67bobo9b3o139bobo7bo443b2o9b3o
5bobo$128bobo5b2o3bo41b3o82bo10bo141bo59b2o190bobo211bo7b2o$129bo8b2o
42bo3bo7bo3bo30b3o78b2o3b2o103b2o59b2o191b2o219b3o4b2o3b2o$64b2o73bo2b
o38bo5bo7b3o30bo3bo32b2o407bo38b2o182b2o6bo$64bo75bobo38b2obob2o39bo5b
o32bo44bo3bo33bobo360b2o183b2o3bo5bo$65b3o159b2obob2o22b2o5b3o46b3o29b
o4bo2bo117bo243bo161bo26b2ob2o$67bo188bo6bo48b3o30b2o5b2o116bobo403bo
27bobo$184bo72b3o80b2o8bo3b2o114b2o403bobo27bo$183bobo7b2o35bo28bo80b
2o10b2o327bo192b2ob2o5b2o19bo$33b2o148bobo8bo34bobo37b2o78bo2bo6b2o
321b2o189bo5bo5bo$33b2o148b2o6b3o35bobo21bo7bo7bo2bo76bobo7bobo319b2o
38bo154bo5b3o10bobo$182bo8bo38b2o20b2o6bo3b2o7bo9bobo26b2o47bo358b2o
66b2o83b2o3b2o2bo15bo8b2o$181b3o48bo19bobo5bo5bo6bo7bo3bo26b2o47b2o
100bo256bobo65b2o104bo4bo2b2o3bo$180bo3bo46b3o27b5o7bo7bo44b2o134bo
431b2obo2bob2o4b3o$35b2o45b2o95bob3obo44bo3bo34bo2bo7bo4bo40b2o4b4o
126b3o411bo21b2o10bo$82bo97b5o4bo39bob3obo33b2o10bo33b2o6b2o6b6o540b2o
$71bobo6bobo107b2o33bo4b5o46bo3bo6b2o21b2o5b3o5bo3b2obo281b2o67bobo$
70bo2bo6b2o107b2o32b2o47bobo8bobo6bobo28b2o6bo5bo281bo69b2o179b2o7bo$
61b2o6b2o153b2o46b2o20bo31b2o8bo273bo6bobo69bo38b2o139bobo4bobo12b2o$
31b2o3b2o23b2o4b2o3bo200bo20b2o30b2o85b2o195bobo4b2o108b2o139b3o5bo14b
2o$32b5o32b2o342bo41bo142b2o11bobo115bo59bo69b2o6b3o$32b2ob2o33bo2bo
259b2o3b2o60bo10bobo41bobo140b2o11bo2bo173b3o68b2o7b3o10b2o$32b2ob2o
34bobo259b2o3b2o59bobo9b2o42b2o154bobo173b5o59b2o16bobo9b2o7b3o$33b3o
160bobo193b2o3b2o3bo207bobo83bo89b2o3b2o59bo17b2o18b3o$184b2o11b2o17bo
bo116b3o54b2o3b2o3bo207bo86b2o153bobo7bo$184bo12bo18b2o11b2o37bo20b2o
44b3o59b2o3bo293b2o38bo116b2o4b4o$185b3o29bo12bo36b2o20bo46bo62bobo
333b2o121b4o9b2o$187bo39b3o25b2o10bobo8bobo6bobo110bo42bo291bobo50b3o
56b2o9bo2bo9b2o15b2o3b2o$31b2o194bo28bo19bo3bo6b2o152bobo6b2o336b3o56b
o2bo7b4o5bo21b5o$32bo74b2o147bobo5b2o10bo156b2o4b2o18b2o398b4o4bo22b3o
$29b3o75b2o95bo52b2o5bo2bo7bo4bo152b2o4b2o17bo3bo324bo63bo10bo28bo$29b
o77b2o96b2o3bo57bo7bo162b2o16bo5bo239bobo27b2o51bobo$107bo96b2o2b2o58b
o7bo3bo54b2o104bobo2bob2o7bo3bob2o2b2o235b2o27b2o50bo3bo59b2o$106bobo
100b2o57bo9bobo54b2o90bobo13bo2bobo8bo5bo3b2o235bo38b2o41b3o59bo$106bo
bo155bo2bo157bo3bo17bo10bo3bo279b2o40b2o3b2o4bo$107bo156b2o147b2o10bo
12b2o19b2o272bo10bo48bobo5b2o$413bo2bo7bo4bo8b2o292bobo59b2o5b2o42b2o
3b2o17bo23b2o$405b5o7bo7bo305bo3bo109b2o3b2o17bo23bo$104b2o3b2o293bo5b
o6bo7bo3bo281bo19b5o110b5o18bo24b3o$104bobobobo293bo3b2o7bo9bobo282b2o
16b2o3b2o110bobo33bo12bo$105b5o295bo7bo2bo294b2o18b5o15bo130b4o$106b3o
304b2o317b3o15b2o50bo44b3o31b2obobo$107bo625bo16bobo50bo76b3obo2bo2b2o
$784b2o15b3o77b2obobo3b2o$47b2o179bo195b2o359bo96b4o$46bobo177b3o194b
2o357b3o55b2o41bo$45bo6b2o171bo199bo55b2o235bobo13bo47bo57bobo20b2o$
36b2o7bo2bo2bo2bo171bo255bo236b2o10b2o102b2o6bo19b2o$36b2o7bo6b3o54b2o
112bo2bo252b3o4bo2bo4bo2bo221bo11b3o24b2o71b2obo2bo2bo2bo$46bobo5b3o
52bo112bo256bo4b3o2b6o2b3o232b2o23b2o51bo20b2o2b2o6bo9b2o12b2o3b2o$47b
2o6bobo52b3o109bobo261bo2bo4bo2bo234bo26bo48bobo29bobo10b2o$57bo54bo
110bo208bo68bo229bobo75b2o29b2o26bo3bo$57b2o372b2o67bobo228b2o99bobo
34b3o$372bobo56bobo65bo3bo195b2o24b2o105bo2bo33b3o$78b2o140b2o3b2o140b
o4bo2bo66bo57b3o196b2o122b2o10b2o6b2o$78b2o140bobobobo141b2o5b2o64bobo
54b2o3b2o215bo11b2obob2o27bo4b2o50b2o8bo3b2o4b2o$221b5o137b2o8bo3b2o
51bo8b2o3bo275b2o43b2o4b2o44bo10b2o5b2o25b3o$222b3o138b2o10b2o53b4o5b
2o3bo9b2o270bo5bo5bo26bobo50bo8bo4bo2bo25bo3bo$223bo148bo2bo6b2o47b4o
4b2o3bo9b2o268bobo89b3o13bobo25bo5bo2b2o$80b2o45b2o243bobo7bobo46bo2bo
6bobo281b2o6b2ob2o122bo5bo2b2o$127bo256bo46b4o7bo292bo127bo$116bobo6bo
bo256b2o36b2o6b4o427bo3bo$115bo2bo6b2o294bobo6bo268b3o160bo$106b2o6b2o
305bo276bo3bo27b2o5b2o34b2o88bo2bo$76b2o3b2o23b2o4b2o3bo302b2o76b2o
197bo5bo26bo6bo34b2o51bo40bo$77b5o32b2o107b2o274bo197b2obob2o27b3o4b3o
22b2o9bo9bo38bobo39bo$77b2ob2o33bo2bo104b2o271b3o234bo6bo21bobo17bobo
39b2o40b3o$77b2ob2o34bobo377bo265bo7b2o9bobo84bo$78b3o619bo60b2o7b3o7b
o2bo11b2o$699bobo70b2obo5bobo11b2o$699bobo70bo2bo6bobo$699b2o71b2obo8b
o47bo$698bo64b2o5b3o60bo$76b2o619b3o62bobo5b2o59b3o$77bo480bo87b2o48bo
3bo61bo$74b3o480b4o85b2o47bob3obo59b2o$74bo481b2obobo134b5o4bo$545b2o
8b3obo2bo143b2o4b2o$156b2o387b2o9b2obobo143b2o5b2o85b2o37b2o$156b2o
399b4o3b2o233b2o37bobo$558bo5bobo273bo$566bo273b2o$566b2o232bo$559b2o
150b2o86b3o$559b2o84b3o63bo86bo3bo$644bo3bo46b2o15b3o85bo$155b3o485bo
5bo46bo17bo82bo5bo$154bo3bo484bo5bo43b3o101bo5bo$646bo46bo104bo3bo$92b
2o59bo5bo484bo3bo150b3o$91bobo59b2o3b2o485b3o$90bo6b2o547bo$81b2o7bo2b
o2bo2bo541b2o$81b2o7bo6b3o56bo399b2obob2o76bo2bo177b2o$91bobo5b3o53bo
474b2o6bo7b2o154bo17b2o$92b2o6bobo52bo400bo5bo67b2o6bo6bo2bo$102bo535b
o7b2o$102b2o54b2o397b2ob2o77bo2bo159bo17bo$158bo400bo81b2o157bobo16b3o
$159b3o532b2o105b2o15bo3bo$161bo532bobo17b2o104bo$696bo18bo101bo5bo$
561b2o133b2o17bobo9bo84b2o3bo5bo$561bo154b2o8b4o49b2o14b2o3b2o10b2o4bo
3bo$534b2o26b3o160b2ob4o5b2o40bobo27bo9b3o$534b2o28bo159b3ob2o3bo3bo2b
o39b3o13bo3bo9bo$725b2ob2o3bo7bo39b2o14b3o8b3o$715b2o9b5o3bo6bo6b2o31b
2o14b3o$714bo2bo9bo3b3o7bo6b2o29bobo$534b3o177bo22bo2bo39bo$534b3o177b
o22b2o56b2o19bo$533bo3bo176bob2o78bo19bo$532bo5bo177b2o7bo51b2o3b2o9b
3o24bo$533bo3bo185b2o52b2o3b2o9bo26b2o$534b3o187b2o96bo$715b2o62b3o38b
2o$715b2o12b2o48b3o$728b2o50bo$730bo9bo59b2o13b2o3b2o$621b2o115bobo58b
obo$621bo104b2o9bobo11b2o45b3o15bo3bo$613bo5bobo104b3o7bo2bo11b2o45b2o
17b3o$612b4o3b2o79bob2ob2o21b2obo5bobo58b2o17b3o$532b2o66b2o9b2obobo
83b2obobobo20bo2bo6bobo41bo16bobo$533bo66b2o8b3obo2bo88bo21b2obo8bo42b
2o15bo$530b3o78b2obobo102b2o5b3o53b2o$530bo81b4o102bobo5b2o$613bo96bo
7bo58b3o12b2o3b2o3b2o13b2o$708b2o7b2o57bo3bo11b2o3b2o3b2o13b2o$709b2o
64bo5bo$775bo5bo17b3o$118b3o657bo10bobo7b3o$118bo657bo3bo9b2o8bo$119bo
659bo10bo$115b2o658bo2bo$114bobo658bo$116bo602b2o55bo23bo$719bobo51b3o
23bobo$719bo53bo25bobo4$90b2o705b3o$90b2o704bo3bo16bo$795bo5bo13b3o$
113bo681bo5bo12bo$111b3o19b3o662bo15b2o$110bo22bo581b2o79bo3bo$110b2o
22bo580b2o80b3o$89b3o8b2o696bo$88b2ob2o6bobo591bo$88b2ob2o8bo591b3o38b
2o$88b5o603bo37bobo60b2o$87b2o3b2o601b2o37bo62b2o$99b2o708b2obob2o$99b
obo5b3o589bo$93bo5bo6bo3bo588bo109bo5bo$92bob2o9bo5bo601b2obob2o$92bo
12bo5bo596b3o99b2ob2o$695b2o3b2o6bo4bo5bo92bo$92b2obo9bo590b5o8bo$90bo
2bo11b2o41b3o186b2o358b3o14b2ob2o$90bobo12b2o41bo188bo360bo17bo$104b2o
2bo40bo178bo6bobo236bo127b3o$105bobo219b2o6b2o236bobo128bo107b2o$106b
2o208b2o8b2o4b2o238bo3b2o125bo10bo97b2o$316b2o7b3o4b2o227b2o9bo3b2o
135bobo33b2o$91b3o232b2o4b2o227b2o9bo3b2o134bo3bo32bobo$90bo3bo8b2o3b
2o217b2o244bobo4b2o130b5o32bo$89bo5bo7b2o3b2o218bo245bo5bobo128b2o3b2o
$90bo3bo487bo129b5o$91b3o11b3o474b2o115b3o11b3o$91b3o11b3o606bo$106bo
592bobo$698b5o$697b2o3b2o$92b2o69b3o531b2o3b2o$92b2o69bo$164bo$105b2o
593bo$105b2o591b2o$713b2o49b2o$697bo15b2o49bobo$764bo$698bo2bo$700b2o
6$178b3o$178bo$179bo$913bo$911b3o$779b2o129bo$779bobo128b2o$779bo$908b
o$907b3o$906bo3bo$908bo$905bo5bo$905bo5bo$906bo3bo$193b3o711b3o$193bo$
194bo335b2o$530bo$521bo6bobo$520b2o6b2o264b2o$509b2o8b2o4b2o267bobo$
509b2o7b3o4b2o267bo$519b2o4b2o$520b2o386b2o$521bo386b2o5$208b3o$208bo$
209bo$824b2o$824b2o$505bo303b2o$505b3o294bo6bobo$508bo293b3o4bo$507b2o
296bo$804b2o$511bo206b2o$511bo205bobo$510bo205bo6b2o$707b2o7bo2bo2bo2b
o91b2o$707b2o7bo6b3o91b2o5b3o$223b3o281b2o3b2o31bo171bobo5b3o76b2o3b2o
12bo3bo$223bo283bo5bo30bobo171b2o6bobo75b2o3b2o11bo5bo$224bo318bo3b2o
179bo94bo3bo$508bo3bo19b2o9bo3b2o179b2o76b3o3b3o9b3o$509b3o20b2o9bo3b
2o257b3o5bo8bo2bo$544bobo4b2o254bo5bo9b3o$545bo5bobo268bob2o$553bo268b
obo$553b2o179bo88bo$734b3o$737bo$509b2o225b2o70b3o9b2o3b2o$509b2o297b
3o9bobobobo$807bo3bo9b5o$822b3o$238b3o565b2o3b2o10bo$238bo$239bo516b2o
$726bo7bo21b2o$726b3o5b3o$729bo7bo$497b2o229b2o6b2o$497bo324b2o$254b2o
232bo6bobo324b2o$255bo231b2o6b2o$255bobo5b2o211b2o8b2o4b2o315b2o$256b
2o5b2o211b2o7b3o4b2o286bo28b2o$266b2o10bo207b2o4b2o284b3o$266b3o7bobo
208b2o288bo$266b2o6b2o212bo288b2o$253b3o7b2o9b2o12b2o584b2o$253bo9b2o
9b2o12b2o585bo$254bo21bobo596bobo7b2o$266bo11bo458b2o137b2o6bobo$266bo
bo468b2o144bo13bobo$266b2o502b2o111bo2bo6b2o2bo2bo$564bo204bo2bo110bo
8bobo5b2o$562b3o205b2o103b2o7bobo3bo3bo3bo3b2o4b2o$261b2o298bo220b2o
91b2o8b2o2b2ob3o5b2o6b2o$261b2o298b2o219bobo90b2o15b2o3bo2bo$784bo90bo
21bobo$274b2o464b2o42b2o88bobo$274bobo281b2o181bo132bob2o$264bo4b2o4b
3o7b2o451b3o36b2o104bo$263bobob2o2bo4b3o6b2o451bo38bo71b2o32bobo$251b
2o9bo3bob3o4b3o500b3o69bo24b2o6b2o3b2o$251b2o9bo3bob2o4bobo279b2o3b2o
217bo69bobo8bo13b2o11bobo$262bo3b2o6b2o280b2o3b2o288b2o8bobo24bo$263bo
bo596bobo4b2o28bo$264bo293b3o284b2o15bo2bo3b2o26b4o$558b3o284b2o15bobo
22bobo6bobob2o9b2o$559bo301bobo23bo3bo3bo2bob3o8b2o$861bo29bo4bobob2o$
887bo4bo4b4o$891bo7bo$846bo32b2o6bo3bo$844b2ob2o29bobo6bobo$559b2o317b
o$457bo101b2o282bo5bo17b2o8b2o$456bobo407bobo$455bo3b2o382b2obob2o17bo
$444b2o9bo3b2o416b2o$444b2o9bo3b2o416bobo$456bobo4b2o407b2o6bo$457bo5b
obo61bo343bo2bo2bo2bo7b2o$465bo60bobo318b2o18b3o2b2o6bo7b2o$465b2o58bo
3b2o336b3o7bobo$514b2o9bo3b2o309b2o24bo3bo6b2o$514b2o9bo3b2o309b2o19b
2o2bo5bo$526bobo4b2o302b2o22b2o3bo3bo$527bo5bobo293b2o5b3o22b2o4b3o$
535bo293b2o6b2o12b2o8bo$535b2o284b2o17b2o9b2o7bobo$822bo17b2o18bobo$
822bobo6bo29bo$823b2o4bobo$827b2o12b2o$827b2o12b2o15b2o3b2o$827b2o29bo
bobobo$779bo49bobo27b5o$777bobo51bo28b3o4b2o$776bobo82bo5b2o$770b2o3bo
2bo$770b2o4bobo$777bobo9b2o$779bo9bobo$791bo46b2o23b2o$791b2o45b2o23bo
$864b3o$852bo13bo$851b2o$850b2o4b2o$849b3o4b2o2b2o$850b2o4b2o2b2o$851b
2o$852bo$817bo15b2o$816b2o15b2o$815b2o4b2o$805b2o7b3o4b2o$805b2o8b2o4b
2o15b5o$816b2o6b2o11bob3obo$817bo6bobo11bo3bo$826bo12b3o$826b2o12bo$
832b3o$831bo3bo$830bo5bo$830b2obob2o2b2o$839b2o2$833bo$832bobo$832bobo
$833bo2$833b2o$833b2o!
Image
I wonder how this technology could be used to create some sort of universal 32-bit programming language.
Polish notation with a reasonable set of arithmetic operations requires 32 bit constants, another variant with a limited set of registers... In all cases, the challenge would be a conditional jump in the program.
Compared to a Turing machine, this could have relatively small multiplicative constants.
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otismo
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Re: Glider circuits: components and contraptions

Post by otismo »

I could not resist making a small DEMO of EV2's Stable MWSS to HWSS Hammer RT2419

P2424 Glider Gun leaves five ticks to spare-but the interesting Hammer Reaction is a

Still Life "Hammer Reaction" (Pond and Boat) instead of the usual Glider Hammering

Code: Select all

x = 738, y = 422, rule = B3/S23
144b2o$127bo16b2o5b2o$127b3o21b2o$115b2o13bo$116bo12b2o$115bo33b2o$
115b2o32b2o$107bo47b2o$107b3o45b2o$110bo$109b2o2$118b2o$118b2o7$128b2o
$129bo28b2o$126b3o29bo$126bo29bobo$124bobo29b2o$124b2o3$100b2o$100bobo
b2o18b2o$102bob2o18bobo$101bo24bo$101b2ob2o20b2o$102bobo$102bobo$103b
2ob2o$105bobo47b2o$105bo33b2o14b2o$104b2o34bo22b2o$137b3o23bo$137bo23b
obo$161b2o$136bo$134b3o$133bo$133b2o8bo$143b3o$146bo$109bo35b2o$109b3o
$112bo$111b2o$133b2o2b2o$133bobo2bo$135b2o$135bo4b2o$110b2o18b2obobo5b
o$109bobo18b2ob2o6bobo$109bo32b2o$108b2o20b2ob2o$131bobo$131bobo22b2o$
128b2ob2o23bobo$128bobo27bo$130bo27b2o$130b2o2$138bob2o152b2o$138b2obo
142bo9bobob2o$284b3o9bobo$147b2o138bo7b2obo32bo290b2o$147b2o137b2o10bo
b2o28bobo290bo$281b2o7bo4b4o2bo26b3obo142bo11b2o133bo$280bobo6bobo3bo
3b2o5b2o19bo4bob2o138bobo10b2o133b2o11bo$106b2o170b3obobo4bo2bo3b3o7b
2o19bobobobobo130bo3b2o2bobo143b2o11b3o$105bobo169bo5b2o5b2o6bo23b2o4b
2obobo131bobo2bo2b2ob2o141bo2b2o8bo$105bo53b2o116b2o19bobo3b4o15bo8bob
o5b2o59b2o48b2o12bobo3bobo146bobo9b2o$104b2o53bo139b2o2bo3bo15bobo7bo
6b2o60bo25bo23bo13bob4o2bob2o141b2obobo4bo7b2o$157bobo94bo48bobo4b2o
12b2o76bobo21b3o23bobo13bo3bobob2o145b2o3bobo6bobo$157b2o95b3o47b3o3b
2o3b2o86b2o20bo27b2o12bo3bobo153bo2bo4bobob3o$257bo57bobob2obo102b2o
39bo3bobo155b2o5b2o5bo$247b2o7b2o23b2o21b3o10bobob2o12b2o129b2o3bo169b
2o$116b2o130bo32b2o20bo2bo10b2o15bo2bo107bo$116b2o130bobo52b2o30b2o51b
2o53b3o219bo$249b2o136bobo52bo123b2o95b3o$123bob2o252b2o7bo40b2o11b2o
35b2o85bobo93bo$123b2obo162bo90bo48b2o48b2o87bo4b2o62b2o23b2o7b2o$288b
obo84b2o3bobo111b2o68b4ob2o2bo2bo60b2o32bo$133b2o147b2o4bobo4b2o78bobo
3b2o110bo2bo67bo2bobobobob2o92bobo$105b2o27bo147bo2bo3bo3bo2bo15b2o13b
2o48bo116b2obo69bobobobo95b2o$106bo27bobo146b3o7b3o15bo2bo12bobo10b2o
29b2o4b2o118bo70b2obobo$106bobo23b2ob2o108bo23b2o41b2o14b2o10bobo27bob
o2b2o2bo117b2o73bo57bo$107b2o22bobo110bobo22bo11b7o3b7o40bobob3o17bo7b
obobo2b2o103b2o145bobo$131bobo111bo14b2o8b3o8bo6bobo6bo28b4o3b2o3b2o5b
o14b5o2b2obo2bobo107bo74b2o63b2o4bobo4b2o$130b2ob2o20b2o103bo11bo9bobo
b2o3b2obobo4b2o22bo2bo4b2o9b2o13bo5bo2bobo4b4o25b2o48b2o24b3o76bo7b2o
54bo2bo3bo3bo2bo$121b2o32bo105b3o19b2obo5bob2o4bobo7bo6b2o6b2o3bo11bo
2bobo12b3o2b2obob2o2bo3bo25b2o11b2o35b2o11b2o11bo78bobo5b2o55b3o7b3o$
121bobo6b2ob2o18bobo107bo24bobo9bo8bobo5b2o10b2o11b2o2b2o15bobo2bo5bob
2o39bo49bo92b2o35b2o50b2o23bo$123bo5bobob2o18b2o132b2ob2o7b2o4b2obobo
49b4o3b2o4b2obo41b3o47b3o126bo3b2o19b7o3b7o11bo22bobo$123b2o4bo117b2o
55bobobobobo42b2o3bo3bo11bo43bo49bo41bo80b2o4bo2bo19bo6bobo6bo8b3o8b2o
14bo$101b2o25b2o116bobo55bo4bob2o42b2o4b3obo7b3o134b3o38bo36b2o3b2o3b
4o21bobob2o3b2obobo9bo11bo$101b2o23bo2bobo114bo46b2o10b3obo53bob3o5bo
14b2o10b2o48b2o57bo41b3o28bob2obobo34b2obo5bob2o19b3o$126b2o2b2o113b2o
46bobo11bobo53bo4bo19bo11bo27b2o20bo58b2o11bo31bo27b2obobo10b2o29bobo
24bo$101bo50b2o107b2o32bo4b2o6bo53b2o3b2o20b3o3b2o4b3o23bobo21b3o67bob
o7b2o20b2o31b2o10bobo27b2ob2o$100bobo32bo16bo108bobo27b4ob2o2bo2bo87bo
2bob3o4bo23bo25bo67bobo7b2o8b2o27b2o27b2o70b2o$100bo2bo29b2o18b3o107bo
27bo2bobobobob2o28b2o60bo4bo26b2o91bobob2o17bo27bo100bobo$101bo2bo13b
2o14b2o19bo98b2o7b2o29bobobobo32bo20b2o3b2o28b5ob2o2bo56bo62b2o3bo17bo
bo26b3o99bo$118bo135b2o39b2obobo30bo22bo4bo27bo2bo2bobobob2o54bobo39b
2o25bobo3b2o11b2o28bo99b2o$101bo2bo14b3o17bo159bo31b5o14b2o3b3obo27b2o
4bobobobo40b2o13bob3o37b2o26b2o2bo2bo32b2o90b2o$101b2o18bo8b2o6b4o194b
o13bobo4bob3o4b2o26b2obobo41bo10b2obo4bo69bobo2b2o28b2o51b2o36bobo$
131bo6bob2o143b2o46b3o12bobobo5bo3bo3b2o30bo42bobo8bobobobobo70bo3b2o
54b2o24bobo36bo$128b3o9bob2o142bo7b2o36bo15b2o2bob2o3b4o79b2o10bobob2o
4b2o124bo2bo17b2o4bo37b2o7b2o$128bo12b3o142bobo5b2o36b4o16bobo2bobo15b
2o7b2o60b2o5bobo8bo126b2o16bo2bo2b2ob4o42b2o$139bo3b2o142b2o41b2o3bo3b
2o10b2obob2o2b3o12bobo7bo7b2o51b2o6bo7bobo144b2obobobobo2bo$127bo10b2o
104b2o83bo2b3o4b2o13bo2bo5bo13bo7bobo5b2o67b2o36b2o110bobobobo$125b3o
11b4o102bo83b2obo21b2o2b5o14b2o7b2o25bo87bo60b2o38b2o8bobob2o$124bo15b
2o17b2o84bobo84bo27bo50b3o84b3o61bo23b2o6bo7bobo8bo$108b2o14b2o15bo17b
o86b2o84b2o76bo40b2o45bo64b3o20b2o5bobo8bo$108b2o47bobo225bo24b2o38bo
2bo53b2o56bo28bobob2o4b2o20b2o$157b2ob2o189bo31b3o65b2o50b2o2b2o46b2o
35bobobobobo16b2o7bo47b2o$160bobo134b2o41b2o8b2o30bo119bobo50b2o2b2o
31b2obo4bo16b2o5bobo47bo$160bobo134bo43bo8bobo29b2o34b2o82bo56bobo33bo
b3o24b2o46bobo$137b2o20b2ob2o100b2o32b3o37b3o55b2o21bo81b2o58bo33bobo
74b2o$138bo24bo100bo9b2o24bo37bo57bo22bob2o138b2o33bo$138bobo18b2obo
99bobo10bo121b3o11b2o4b3o2bo59bo52bo9b2o$139b2o18b2obobo97b2o9bo125bo
11b2o3bo3b2o37b2o19b3o32b2o17b3o3b2o2bo2bo$163b2o108b5o14b2o122b4o26b
2o10bobo18bo35bobo15b5o2bobo2b2o$278bo13bo109b2o15bo22b2obobo10b2o19b
2o36bo7b2o5b3ob2o5b2o109b2o$275b3o12bobo79b2o27bobo12b3o23bob2obobo67b
2o7bo5b2ob2o7bo69b2o39bo$139b2o133bo15b2o79bobo5b2o13bo6bo13bo32b2o3b
2o3b4o61b3o8bo6bo2bob2o67bo39bobo$107b2o29bobo133b4o93bo7b2o13b3o3b2o
14b5o32b2o4bo2bo24b2o34bo16bobob2obo64b3o41b2o$106bobo29bo133b2o3bo3b
2o87b2o25bo22bo36bo3b2o25bo52bobo68bo$106bo29b3o132bo2b3o4b2o106b2o5b
2o20bo38b2o29bob2o50bo2b2o$105b2o28bo135b2obo71b2o36bo5bo27b2o60b2o4b
3o2bo51b2ob3o$135b2o108b2o27bo71bobo2b2o27b2obobo2bo91b2o3bo3b2o58bo$
245b2o27b2o67bo4bo3bo26bobobobo2b2o56bo38b4o54b2ob3o$343b5ob3o24bo2bob
obob2obo56bobo23b2o15bo54b2obo95b2o$261b2o84bobo26b4ob2o2bo2bo54b3obo
22bobo12b3o154bo$261b2o19b2o52bo6b3obobo30bo4bo2b3o4b2o45bo4bob2o19bo
13bo50b2o66b2o39bo$269b2o8bo3bo50b3o5bo2bob2o29bobo5b2o3bo3b2o45bobobo
bobo18b2o14b5o36b2o7b2o66bo20b2o14b5o28b2o$246b2ob2o18bo9b4o30b2o18bo
8b2o34b2o8b4o45b2o4b2obobo40bo37bo72b2obo21bo13bo33b2o$145b2o100bob2o
16bobo39b2o2bobo17b2o53bo15b2o32bo8bobo5b2o30bo39bobo21b2o46bobob2o15b
2o3bobo12b3o$145b2o98bo21b2o10b2o28bobobo2bo2bo69b3o12bobo2b2o27bobo7b
o6b2o30b2o39b2o21bo12b2o33bo20b2o4b2o15bo13b2o$245b5obo26bobo2b2o4b2o
20bobob2o2b3o70bo13bo2bo29b2o20bo87bobo7b2o2bobo32b2o2b3o35b4o13b2o$
154b2o94b2o25bo2bobobo5bo19b2obo8bo64b5o14b3o2bo49b3o85b2o8bo3bo4bo30b
obo2bo30b2o3bo3b2o3b2o$154bo92b2o28b2obobo4b3o23bob6o2bo63bo21b3o52bo
95b3ob5o29bo2b2o32b2o4b3o2bo3bo18b2ob2o$108b2o45b3o89bo32bob2o3bo25bob
o5b2o66bo18bo41b2o11b2o97bobo33b2o43bob2o3bobo16b2obo$108b2o47bo90b3o
26b2obo27b2o4bo3b2o16b2o26b2o22b2o18b2o39bo2bo109bobob3o6bo67bo7b2o21b
o$114b2o32b2o100bo24bo2bobo26bo2bo7bo17b2o21b2o3bo85b2o111b2obo2bo5b3o
64b2o24bob5o$114b2o33bo100bobo22b2o2bo4b2o4b2o16b2o4bo5bo38bobo3b3o
200b2o8bo89b2o$134b2o12bo102b2o30bo2bo2bo2bo20bobo3b2o36bobob4o2bo209b
2o92b2o$134bo13b2o125b2o2bo4b2o4b2o21bob3o39b2o5bo227b2o40b2o36bo$112b
2o21b3o137bo2bobo29b2obo4b3o24bo3b2o12bo169bo58bo41bo34b3o$112b2o5b2o
16bo139b2obo30bobob2obo2bo22bobo3bo12b2o55bo52b2o57bobo54b2obo42b3o31b
o$119b2o159bob2o3bo21bobobo2bobobo22bobo3bo48b2o20b3o19b2o22b2o5bobo
56bobo53bo2bo33b2o10bo29bobo$277b2obobo3bobo20b2o2bobo3bo19b2obobo3bo
48bobo5b2o16bo18bobo10b2o9b2o7bo57bo55b2o34bo41b2o$44b2o201b2o28bo2bob
obo2bo25b2o24b2obo2b4obo46bo7b2o9bo5b2o19b2o10bobob2o14b2o53b3o13b2o
26b2o50b3o$44bobo2b2o197bo29bobo2bob2o56bobo3bobo44b2o17bobo35bobob2ob
o69bo16bo3b2o21b2o52bo$41bo4bo3bo197bobo28bobobo42b2o11b2ob2obob2o2bo
63bobo23b4o3b2o3b2obo3bobo81b3o3bobo52b2o$41b5ob3o199b2o30bobo19b2o22b
o12bobo2bobo3b2o57bo2b2obo23bo2bo4b2o6bob2obobob2o77bo2b4obobo51bo$45b
obo17b2o214b2o20bobo18b3o13bobob2o2bo51b2o4b2obobo2bo25b2o3bo10bo2bobo
bobobo79bo5b2o48b3o$41b3obobo13b2o2bobo237bo18bo2b3o11bobo2bobo50bo2bo
2bobobob2obo29b2o11bobobobobobo2bo77bo12b2o3bo35bo$40bo2bob2o14bobobo
2bo193b2o41b2o19bo3bo12bobo2b2o2b2o46b2o3bobobobo2b3o4b2o35bo2bo2b2ob
4o76b2o12bo3bobo35b3o23b2o$40b2o21bobob2o193bobo42bo17b2o2b2o11b2ob2ob
o2bo2bo47b4ob2o2bobo3bo3b2o36b3o4bo6bo88bo3bobo36b3o21bo31b2o$62b2obo
198bo14b2o23bobo39bobo3bobo12b2o33bo3bo4bo2b4o38b3o7bobo4b3o87bo3bobob
2o35bo18bobo31bo2bo$47bo17bob2o195b2o14bo21b3ob2o34b2obo2b4obo13bo35bo
2bob3obobo15b2o24bo2bo7b2o7bo84bob4o2bob2o34b2o18b2o10bo22b2obo$46bobo
16bobo2bo209bobo18bo40b2obobo3bo13bobo36bobobo3bo2b3o12bobo26b3o13b2o
83bobo3bobo70b3o23bo$45bo2bo11b2o4bo2b2o199bo10b2o18b2o43bobo3bo12b2o
38bo6bo5bo13bo29bo98bo2bobob2ob2o69bo13b2o2bo4bob2o$46b2o11bo2bo39b2o
146b2o16b3o76bobo3bo20b2o37b5o14b2o15b2o10b2o8b2o5b2o82b3obo2bobo36bo
32b2o12bob4o3b2ob2o$60b2o4bo2b2o31bobo146bo15bo80bo3b2o20bobo2b2o34bo
34bo20b2o4bobo79b3o3bobobobo35bobo45bo$43b2o20bobo2bo33bo4b2o137b3o16b
2o32bo69bo4bo3bo69bobo24b2o80bo2b2obobo2bo32b2o2bo2bo45b3o$42bobo20bob
2o31b4ob2o2bo2bo135bo4bo46bobo68b5ob3o60bo10b2o102b2o3bobo2bobo35b2o3b
2o43b3o2bo$42bo19b2obo34bo2bobobobob2o140b3o43bo2bo2b2o68bobo60b3o115b
o2b2obob2ob2o83bo2bo$41b2o4b2o14bobob2o34bobobobo146bo43b2o3b2o32b2o
30b3obobo59bo104b2o12bobo3bobo88b2o$48bo12bobobo2bo35b2obobo143b2o2bo
81b2o29bo2bob2o60b2o104bo13bob4o2bob2o40b2o27b2o$45b3o6b2o5b2o2bobo40b
o143bo2b2o67b2o44b2o50b2o119bobo13bo3bobob2o40b2o27b2o$45bo8b2o9b2o
185b2o16b2o27b2o22bo2bo96bo120b2o12bo3bobo$94b2o174b2o27b2o21bob2o97bo
b2o108b2o20bo3bobo$95bo7b2o217bo101bo2bo53bo48b2o2bobo20b2o3bo$95bobo
5b2o17bo198b2o102b2o53bobo47bo3bo4bo85b2o3bo$96b2o22b3o213b2o102b2o39b
o49b3ob5o64bo20bo3bobo$46bo72bo159bo3b2o51bo103b2o22b2o67bobo68b3o19bo
3bobo$46b3o70b2o157bobo3bo20bo31b3o24b2o26b2o70b2o67bobob3o30b2o35bo
19bo3bobob2o$49bo227bobo3bo19b3o33bo11b2o11b2o21b2o3bo67b2o72b2obo2bo
29b2o34b2o17bob4o2bob2o$48bobo222b2obobo3bo19bo49bo34bobo3b3o65bo77b2o
44b2o37bobo3bobo$49bo16b2o59b2o144b2obo2b4obo17b2o45b3o33bobob4o2bo53b
o3b2o3b3o17b2o104bo2bo36bobo2bo2b2ob2o$66bo61bo148bobo3bobo63bo35b2o5b
o55bobo3bo3bo19bobo104b2obo36bo3b2o2bobo$47bo16bobo39b2o20bob2o141b2ob
2o2bo2bobo105bo55bobo3bo26bo107bo44bobo10b2o$46bobobo13b2o40bo13b2o4b
3o2bo142bobo2b2o3bo83b2o21b2o50b2obobo3bo27b2o106b2o44bo11b2o$46bo2b2o
56b3o10b2o3bo3b2o131b2o10bobo92bo73b2obo2b4obo9b2o107b2o52b2o$45b2o62b
o15b4o133b2o11bo90b3o78bobo3bobo7bobo108bo52bo$109bob2o15bo152b2o83bo
76b2ob2o2bo2bobo7bo53b2o26b2o24b3o51bobo$107b2obobo12b3o154bo161bobo2b
2o3bo7b2o7b2o45bo3b2o21b2o11b2o11bo53b2o$107bo2bo13bo157bobo147b2o10bo
bo24b2o42b3o3bobo34bo$67b2o40b2o14b5o153b2o147b2o11bo69bo2b4obobo33b3o
$67bo61bo388bo5b2o35bo$48bo16bobo59bo391bo83bo$48b3o14b2o60b2o389b2o
21b2o59bobo34bo$51bo489bo61b2o32b3o$50b2o490b3o91bo$54bo489bo91b2o$53b
obo548b2o$53bo2bo210bo336b2o$20bo33b2o19bo191b3o215b2o157b2o$20b3o5b2o
43b3o16bo177bo214bo159bo$23bo4bo43bo19b3o174b2o26b2o184bobo159bob2o$7b
o9bo4bo3bobo43b2o21bo201b2o183bobo152b2o4b3o2bo$7b3o5b3o3bo3bobo66b2o
382b2o3bo153b2o3bo3b2o$10bo3bo6b2o3bo234b2o215b2o162b4o$9b2o3b2o245bo
366b2o15bo$86b2o170b2obo365bobo12b3o$86bo171bo2b3o4b2o357bo13bo$83b2ob
o172b2o3bo3b2o356b2o14b5o$62b2o19bo2b3o4b2o166b4o208b2o171bo$2o38b2o
19bobo5b2o13b2o3bo3b2o166bo15b2o194b2o169bo$bo38b2o19bo7b2o15b4o172b3o
12bobo2b2o360b2o$bobo56b2o24bo15b2o161bo13bo2bo$2b2o83b3o12bobo155b5o
14b3o2bo332bo$52bo21bo15bo13bo155bo21b3o332b3o$5bo45bobo16b2obobo9b5o
14b2o156bo18bo338bo$4bobo45b2o15bobobobo9bo175b2o18b2o336b2o$5b2o36b2o
21bo2bobobobob2o8bo401bo$23b2o19bo21b4ob2o2bo2bo7b2o399b3o$23bobo15b3o
26bo4b2o39bo369bo$25bo15bo26bobo43b3o369b2o$25b2o20b2o19b2o43bo$9b2o
32b2obobo9bo54b2o$8bobo33bobo9b3o212b2o356b2o$8b2o34bob2o7bo214bobo5b
2o342b2o5bobo$41b2obo10b2o31bo32b2ob2o144bo7b2o342b2o7bo$11b2o28bo2b4o
4bo7b2o13bo10b3o33bob2o143b2o360b2o$11bo30b2o3bo3bobo6bo5b2o5b3o9bo36b
o366b2o$12b3o29b3o3bo2bo4bobo6bo4bo12b2o27b2o4b3o160bo205bobo126bo$14b
o29bo6b2o5b2o7bobo3bo40b2o3bo3b2o154b2obobo206bo125bobob2o$42bobo23bob
o3bo44b4o2bo152bobobobo206b2o124bobobobo$42b2o25bo3b2o30b2o15bob2o149b
o2bobobobob2o326b2obobobobo2bo$104bobo12b3o2bo150b4ob2o2bo2bo326bo2bo
2b2ob4o$40b4o60bo13bo5bo154bo4b2o193b2o3b2o130b2o4bo$39bo3bo52b2o5b2o
14b5o153bobo199b2o3b2o136bobo$39b2o19b2o34bobo22bo155b2o344b2o$60b2o
36bo$98b2o351b3ob3o2$735b2o$53bo649b6o25bo2bo$52bobo647bo5bo25bo2bo$
29b2o15b2o4bobo4b2o647bo26b2o$28bobo5b2o8bo2bo3bo3bo2bo641bo4bo$28bo7b
2o9b3o7b3o25b2o617b2o$27b2o43b2o11b2o365b3ob3o275b2o$45b7o3b7o11bo660b
2o$41bo3bo6bobo6bo8b3o205b2o344b2o$37b2obobo3bobob2o3b2obobo9bo207bobo
199b2o3b2o136bobo$36bobobobo4b2obo5bob2o220bo4b2o193b2o3b2o130b2o4bo$
33bo2bobobob2o8bobo221b4ob2o2bo2bo326bo2bo2b2ob4o$33b4ob2o2bo8b2ob2o
220bo2bobobobob2o326b2obobobobo2bo$37bo4bobo234bobobobo206b2o124bobobo
bo$35bobo5b2o235b2obobo206bo125bobob2o$35b2o247bo205bobo126bo$490b2o$
270b2o360b2o$271bo7b2o342b2o7bo$271bobo5b2o342b2o5bobo$272b2o356b2o3$
487b2o$487bo$488b3o$490bo$262b2o18b2o336b2o$263bo18bo338bo$261bo21b3o
332b3o$261b5o14b3o2bo332bo$266bo13bo2bo$263b3o12bobo2b2o360b2o$262bo
15b2o194b2o169bo$262b4o208b2o171bo$260b2o3bo3b2o356b2o14b5o$259bo2b3o
4b2o357bo13bo$259b2obo365bobo12b3o$262bo366b2o15bo$262b2o215b2o162b4o$
479b2o3bo153b2o3bo3b2o$298b2o183bobo152b2o4b3o2bo$270b2o26b2o184bobo
159bob2o$271bo214bo159bo$268b3o215b2o157b2o$268bo336b2o$605b2o$545bo
91b2o$543b3o91bo$542bo61b2o32b3o$519b2o21b2o59bobo34bo$520bo83bo$519bo
5b2o35bo$284b2o147b2o11bo69bo2b4obobo33b3o$283bobo147b2o10bobo24b2o42b
3o3bobo34bo$283bo161bobo2b2o3bo7b2o7b2o45bo3b2o21b2o11b2o11bo53b2o$
282b2o83bo76b2ob2o2bo2bobo7bo53b2o26b2o24b3o51bobo$263b2o11bo90b3o78bo
bo3bobo7bobo108bo52bo$263b2o10bobo92bo73b2obo2b4obo9b2o107b2o52b2o$
275bobo2b2o3bo83b2o21b2o50b2obobo3bo27b2o106b2o44bo11b2o$274b2ob2o2bo
2bobo105bo55bobo3bo26bo107bo44bobo10b2o$278bobo3bobo63bo35b2o5bo55bobo
3bo3bo19bobo104b2obo36bo3b2o2bobo$274b2obo2b4obo17b2o45b3o33bobob4o2bo
53bo3b2o3b3o17b2o104bo2bo36bobo2bo2b2ob2o$274b2obobo3bo19bo49bo34bobo
3b3o65bo77b2o44b2o37bobo3bobo$278bobo3bo19b3o33bo11b2o11b2o21b2o3bo67b
2o72b2obo2bo29b2o34b2o17bob4o2bob2o$279bobo3bo20bo31b3o24b2o26b2o70b2o
67bobob3o30b2o35bo19bo3bobob2o$280bo3b2o51bo103b2o22b2o67bobo68b3o19bo
3bobo$337b2o102b2o39bo49b3ob5o64bo20bo3bobo$322b2o102b2o53bobo47bo3bo
4bo85b2o3bo$323bo101bo2bo53bo48b2o2bobo20b2o3bo$271b2o27b2o21bob2o97bo
b2o108b2o20bo3bobo$253b2o16b2o27b2o22bo2bo96bo120b2o12bo3bobo$253bo2b
2o67b2o44b2o50b2o119bobo13bo3bobob2o40b2o27b2o$254b2o2bo81b2o29bo2bob
2o60b2o104bo13bob4o2bob2o40b2o27b2o$257bo43b2o3b2o32b2o30b3obobo59bo
104b2o12bobo3bobo88b2o$254b3o43bo2bo2b2o68bobo60b3o115bo2b2obob2ob2o
83bo2bo$249bo4bo46bobo68b5ob3o60bo10b2o102b2o3bobo2bobo35b2o3b2o43b3o
2bo$249b3o16b2o32bo69bo4bo3bo69bobo24b2o80bo2b2obobo2bo32b2o2bo2bo45b
3o$252bo15bo80bo3b2o20bobo2b2o34bo34bo20b2o4bobo79b3o3bobobobo35bobo
45bo$251b2o16b3o76bobo3bo20b2o37b5o14b2o15b2o10b2o8b2o5b2o82b3obo2bobo
36bo32b2o12bob4o3b2ob2o$271bo10b2o18b2o43bobo3bo12b2o38bo6bo5bo13bo29b
o98bo2bobob2ob2o69bo13b2o2bo4bob2o$281bobo18bo40b2obobo3bo13bobo36bobo
bo3bo2b3o12bobo26b3o13b2o83bobo3bobo70b3o23bo$265b2o14bo21b3ob2o34b2ob
o2b4obo13bo35bo2bob3obobo15b2o24bo2bo7b2o7bo84bob4o2bob2o34b2o18b2o10b
o22b2obo$265bo14b2o23bobo39bobo3bobo12b2o33bo3bo4bo2b4o38b3o7bobo4b3o
87bo3bobob2o35bo18bobo31bo2bo$263bobo42bo17b2o2b2o11b2ob2obo2bo2bo47b
4ob2o2bobo3bo3b2o36b3o4bo6bo88bo3bobo36b3o21bo31b2o$263b2o41b2o19bo3bo
12bobo2b2o2b2o46b2o3bobobobo2b3o4b2o35bo2bo2b2ob4o76b2o12bo3bobo35b3o
23b2o$306bo18bo2b3o11bobo2bobo50bo2bo2bobobob2obo43b2obobobobo2bo77bo
12b2o3bo35bo$282b2o20bobo18b3o13bobob2o2bo51b2o4b2obobo2bo46bobobobo
79bo5b2o48b3o$250b2o30bobo19b2o22bo12bobo2bobo3b2o57bo2b2obo44bobob2o
77bo2b4obobo51bo$249bobo28bobobo42b2o11b2ob2obob2o2bo63bobo44bo81b3o3b
obo52b2o$249bo29bobo2bob2o56bobo3bobo44b2o17bobo112bo16bo3b2o21b2o52bo
$248b2o28bo2bobobo2bo25b2o24b2obo2b4obo46bo7b2o9bo5b2o51b2o53b3o13b2o
26b2o50b3o$278b2obobo3bobo20b2o2bobo3bo19b2obobo3bo48bobo5b2o16bo42b2o
7bo57bo55b2o34bo41b2o$281bob2o3bo21bobobo2bobobo22bobo3bo48b2o20b3o43b
2o5bobo56bobo53bo2bo33b2o10bo29bobo$278b2obo30bobob2obo2bo22bobo3bo12b
2o55bo52b2o57bobo54b2obo42b3o31bo$276bo2bobo29b2obo4b3o24bo3b2o12bo
169bo58bo41bo34b3o$276b2o2bo4b2o4b2o21bob3o39b2o5bo227b2o40b2o36bo$
252b2o30bo2bo2bo2bo20bobo3b2o36bobob4o2bo79bo129b2o92b2o$251bobo22b2o
2bo4b2o4b2o16b2o4bo5bo38bobo3b3o79b3o118b2o8bo89b2o$251bo24bo2bobo26bo
2bo7bo17b2o21b2o3bo85bo112b2obo2bo5b3o64b2o24bob5o$249b3o26b2obo27b2o
4bo3b2o16b2o26b2o22b2o18b2o39b2o111bobob3o6bo67bo7b2o21bo$248bo32bob2o
3bo25bobo5b2o66bo18bo54b2o18b2o77bobo33b2o43bob2o3bobo16b2obo$248b2o
28b2obobo4b3o23bob6o2bo63bo21b3o52bo18bo76b3ob5o29bo2b2o32b2o4b3o2bo3b
o18b2ob2o$251b2o25bo2bobobo5bo19b2obo8bo64b5o14b3o2bo49b3o21bo63b2o8bo
3bo4bo30bobo2bo30b2o3bo3b2o3b2o$246b5obo26bobo2b2o4b2o20bobob2o2b3o70b
o13bo2bo51bo2b3o14b5o63bobo7b2o2bobo32b2o2b3o35b4o13b2o$246bo21b2o10b
2o28bobobo2bo2bo69b3o12bobo2b2o52bo2bo13bo47b2o21bo12b2o33bo20b2o4b2o
15bo13b2o$248bob2o16bobo39b2o2bobo17b2o53bo15b2o58bobobo12b3o43bobo21b
2o46bobob2o15b2o3bobo12b3o$247b2ob2o18bo9b4o30b2o18bo8b2o34b2o8b4o67b
2o2b2o2b2o15bo42bo72b2obo21bo13bo33b2o$270b2o8bo3bo50b3o5bo2bob2o29bob
o5b2o3bo3b2o55b2o5bobo2bo16b4o41b2o7b2o66bo20b2o14b5o28b2o$262b2o19b2o
52bo6b3obobo30bo4bo2b3o4b2o55b2o7bobo12b2o3bo3b2o48b2o66b2o39bo$262b2o
84bobo26b4ob2o2bo2bo72b2o13b2o4b3o2bo154bo$344b5ob3o24bo2bobobob2obo
95bob2o55b2obo95b2o$246b2o27b2o67bo4bo3bo26bobobobo2b2o58bo35bo58b2ob
3o$246b2o27bo71bobo2b2o27b2obobo2bo58bobob2o30b2o64bo$272b2obo71b2o36b
o5bo27b2o27bobobobo89b2ob3o$272bo2b3o4b2o106b2o5b2o20bo25b2obobobobo2b
o85bo2b2o$273b2o3bo3b2o87b2o25bo22bo23bo2bo2b2ob4o18b2o64bobo68bo$275b
4o93bo7b2o13b3o3b2o14b5o25b2o4bo22bo47bo16bobob2obo64b3o41b2o$275bo15b
2o79bobo5b2o13bo6bo13bo36bobo21b3o44b3o8b2o5bo2bob2o67bo39bobo$276b3o
12bobo79b2o27bobo12b3o34b2o23bo38b2o7bo6b3o8bo69b2o39bo$279bo13bo109b
2o15bo97bo7b2o6bo2bo6b2o109b2o$274b5o14b2o122b4o95bobo16b3o3bobo2b2o$
263b2o9bo125bo11b2o3bo3b2o29bo63b2o17b3o3b2o2bo2bo$263bobo10bo121b3o
11b2o4b3o2bo26b3o93b2o$265bo9b2o24bo37bo57bo22bob2o25bo112b2o33bo$265b
2o32b3o37b3o11bo43b2o21bo28b2o51b2o58bo33bobo74b2o$298bo43bo8b2o30b2o
34b2o82bo56bobo33bob3o24b2o46bobo$298b2o41b2o9b2o29bo119bobo50b2o2b2o
31b2obo4bo16b2o5bobo47bo$384b3o117b2o2b2o46b2o35bobobobobo16b2o7bo47b
2o$386bo24b2o95b2o56bo28bobob2o4b2o20b2o$247b2o84b2o76bo87bo64b3o20b2o
5bobo8bo$246bobo84bo27bo50b3o84b3o61bo23b2o6bo7bobo8bo$246bo83b2obo21b
2o2b5o14b2o7b2o25bo24b2o61bo60b2o38b2o8bobob2o$245b2o83bo2b3o4b2o13bo
2bo5bo13bo7bobo5b2o42bobo5b2o53b2o110bobobobo$288b2o41b2o3bo3b2o10b2ob
ob2o2b3o12bobo7bo7b2o42bo7b2o162b2obobobobo2bo$287bobo5b2o36b4o16bobo
2bobo15b2o7b2o50b2o153b2o16bo2bo2b2ob4o42b2o$287bo7b2o36bo15b2o2bob2o
3b4o227bo2bo17b2o4bo37b2o7b2o$286b2o46b3o12bobobo5bo3bo3b2o30bo51bo80b
o3b2o54b2o24bobo36bo$337bo13bobo4bob3o4b2o26b2obobo46b2obobo78bobo2b2o
28b2o51b2o36bobo$300bo31b5o14b2o3b3obo27b2o4bobobobo45bobobobo45b2o26b
2o2bo2bo32b2o90b2o$255b2o39b2obobo30bo22bo4bo27bo2bo2bobobob2o41bo2bob
obobob2o42b2o25bobo3b2o11b2o28bo99b2o$255b2o7b2o29bobobobo32bo20b2o3b
2o28b5ob2o2bo42b4ob2o2bo2bo64b2o3bo17bobo26b3o99bo$264bo27bo2bobobobob
2o28b2o60bo4bo26b2o18bo4b2o66bobob2o17bo27bo100bobo$262bobo27b4ob2o2bo
2bo87bo2bob3o4bo23bo16bobo74bobo7b2o8b2o27b2o27b2o70b2o$262b2o32bo4b2o
6bo53b2o3b2o20b3o3b2o4b3o23bobo14b2o5b4o66bobo7b2o20b2o31b2o10bobo27b
2ob2o$246b2o46bobo11bobo53bo4bo19bo11bo27b2o20bo3bo54b2o11bo31bo27b2ob
obo10b2o29bobo24bo$247bo46b2o10b3obo53bob3o5bo14b2o10b2o48b2o57bo41b3o
28bob2obobo34b2obo5bob2o19b3o$247bobo55bo4bob2o42b2o4b3obo7b3o134b3o
38bo36b2o3b2o3b4o21bobob2o3b2obobo9bo11bo$248b2o55bobobobobo42b2o3bo3b
o11bo43bo49bo41bo80b2o4bo2bo19bo6bobo6bo8b3o8b2o14bo$288b2ob2o7b2o4b2o
bobo49b4o3b2o4b2obo41b3o47b3o126bo3b2o19b7o3b7o11bo22bobo$264bo24bobo
9bo8bobo5b2o10b2o11b2o2b2o15bobo2bo5bob2o39bo49bo92b2o35b2o50b2o23bo$
262b3o19b2obo5bob2o4bobo7bo6b2o6b2o3bo11bo2bobo12b3o2b2obob2o2bo3bo25b
2o11b2o35b2o11b2o11bo78bobo5b2o55b3o7b3o$261bo11bo9bobob2o3b2obobo4b2o
22bo2bo4b2o9b2o13bo5bo2bobo4b4o25b2o48b2o24b3o76bo7b2o54bo2bo3bo3bo2bo
$246bo14b2o8b3o8bo6bobo6bo28b4o3b2o3b2o5bo14b5o2b2obo2bobo107bo74b2o
63b2o4bobo4b2o$245bobo22bo11b7o3b7o40bobob3o17bo7bobobo2b2o103b2o145bo
bo$246bo23b2o41b2o14b2o10bobo27bobo2b2o2bo117b2o73bo57bo$284b3o7b3o15b
o2bo12bobo10b2o29b2o4b2o118bo70b2obobo$283bo2bo3bo3bo2bo15b2o13b2o48bo
116b2obo69bobobobo95b2o$283b2o4bobo4b2o78bobo3b2o110bo2bo67bo2bobobobo
b2o92bobo$289bobo84b2o3bobo111b2o68b4ob2o2bo2bo60b2o32bo$290bo90bo48b
2o48b2o87bo4b2o62b2o23b2o7b2o$380b2o7bo40b2o11b2o35b2o85bobo93bo$250b
2o136bobo52bo123b2o95b3o$249bobo52b2o30b2o51b2o53b3o219bo$249bo32b2o
20bo2bo10b2o15bo2bo107bo$248b2o7b2o23b2o21b3o10bobob2o12b2o129b2o3bo
169b2o$258bo57bobob2obo102b2o39bo3bobo155b2o5b2o5bo$255b3o47b3o3b2o3b
2o86b2o20bo27b2o12bo3bobo153bo2bo4bobob3o$255bo48bobo4b2o12b2o76bobo
21b3o23bobo13bo3bobob2o145b2o3bobo6bobo$300b2o2bo3bo15bobo7bo6b2o60bo
25bo23bo13bob4o2bob2o141b2obobo4bo7b2o$278b2o19bobo3b4o15bo8bobo5b2o
59b2o48b2o12bobo3bobo146bobo9b2o$278bo5b2o5b2o6bo23b2o4b2obobo131bobo
2bo2b2ob2o141bo2b2o8bo$279b3obobo4bo2bo3b3o7b2o19bobobobobo130bo3b2o2b
obo143b2o11b3o$281bobo6bobo3bo3b2o5b2o19bo4bob2o138bobo10b2o133b2o11bo
$282b2o7bo4b4o2bo26b3obo142bo11b2o133bo$287b2o10bob2o28bobo290bo$288bo
7b2obo32bo290b2o$285b3o9bobo$285bo9bobob2o$295b2o!
"One picture is worth 1000 words; but one thousand words, carefully crafted, can paint an infinite number of pictures."
- autonomic writing
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GilGil
Posts: 95
Joined: April 5th, 2019, 6:46 pm

Re: Glider circuits: components and contraptions

Post by GilGil »

A Self-Evolving Glider Loop

I have built a system incorporating an ON/OFF device operating on a loop with 29 glider positions.

Starting with a single glider, the system evolves autonomously through a remarkably long sequence of states.

After just under 373,996 complete loop circuits, the system reaches a configuration from which the same sequence of states unfolds again, but with the gliders occupying different positions around the loop. This behaviour repeats, and the system returns to its initial configuration after 29 such sequences, for a total of 10,845,877 loop circuits.

What I find most remarkable is not merely the length of this evolution, but the fact that such complex behaviour emerges from a minimal initial configuration. No elaborate input signal is required: the ON/OFF device itself generates this evolution.

Code: Select all

x = 280, y = 301, rule = B3/S23
62$113bo$112b4o$95b2o14b2obobo$95bo2bo11b3obo2bo2b2o$87b5o7bo11b2obobo
3b2o$86bo5bo6bo12b4o$86bo3b2o7bo7bo5bo$87bo7bo2bo9bo$95b2o9b3o4$107b3o
$109bo$108bo5$100b2o$99bobo$101bo6$92b3o$94bo$93bo36bo$128bobo$129b2o
3$85b2o$84bobo$86bo6$77b3o$66bo12bo$66b4o8bo$56b2o9b4o10b2o$56b2o9bo2b
o9bobo$61bo5b4o8b3o4b2ob3o$61bo4b4o8b3o4bo2b4o$66bo12b3o4b2o$80bobo$
81b2o21$98bo$97bobo$95b2o3bo14b2o$87b2o6b2o3bo13bobo87b2o$86bobo6b2o3b
o12b3o21b2o65b2o$71bobo11bo6b2o3bobo12b3o23bo$66bo4bo2bo10bo2bo2bo2bo
3bo6bo7b3o22bobo7b2o$67b2o5b2o9bo6b2o9b2o9bobo5b2o15b2o6b3o$62b2o8bo3b
2o8bobo15b2o9b2o5bobo19bob2o15bo$62b2o10b2o11b2o35bo19bo2bo8b3o4bobo$
71bo2bo8bo40b2o18bob2o16bobo$71bobo10b2o61b3o2b2o2bo7bo2bo$83b2o63b2o
2bo3bo7bobo37b3o$153bo2bo6bobo3b2o32bo3bo$96bobo54b2o8bo5bobo30bo5bo$
96b2o73bo30b2obob2o$97bo73b2o2$90bobo112bo$91b2o25bo2bo82bobo$91bo12b
4o14bo11b4o7bo58bobo$103bo3bo10bo3bo10bo3bo8b2o57b2o$107bo11b4o14bo69b
o$95b2o6bo2bo26bo2bo19b2o48b3o$83b2o9bobo60bo47bo3bo$83b3o10bo60bobo9b
o34bob3obo$74b2o9b2obo11bo57b2o8b4o28bo4b5o$74bo5bo4bo2bo10b2o66b2ob4o
5b2o17b2o$79bo5b2obo9b2o4b2o2b2o56b3ob2o3bo3bo2bo16b2o$75bo3bo3b3o11b
3o4b2o2b2o57b2ob2o3bo7bo6b2o$77bo5b2o13b2o4b2o62b5o3bo6bo6b2o$99b2o68b
o3b3o7bo$100bo78bo2bo$179b2o$144b2o45bobo$144b2o21bo23b2o$165b2o25bo$
166b2o38b2o$206b2o3$185bo$144b3o19b2o15b2o$143bo3bo10bobo5b2o16b2o$
158b2o$142bo5bo10bo$142b2o3b2o3$145bo44b2o$144bob2o4bo37bobo$144bo5b2o
28bo4b2o6bo7b2o$144bo3bo2b2o26bobo2bo2bo2bo2bo7b2o$145bo2bo18b2o10b2ob
ob3o6bo$145b5o17b2o10b2ob2o6bobo$145b5o29b2obo7b2o$144b2o3b2o28bobo$
145b5o30bo$146b3o$147bo9$146b2o$146b2o76$51b2o$50bobo$50bo$49b2o!
EDIT :

Here is an improved configuration :

Code: Select all

x = 295, y = 235, rule = B3/S23
12$243bo$242bobo$241bob2o15b2o$235b2o3b2ob2o14bobo$235b2o4bob2o13bo6b
2o$242bobo13bo2bo2bo2bob2o$243bo5bo8bo6b2o2b2o$249bobo7bobo$249b2o9b2o
4$269b2o$242bo26b2o$241bo$241b3o4$183b2o45bo38b3o$183b2o4b3o38b2o36b2o
b2o$169bo10b2o6b5o32b2o4b2o13b2o5bo14b2ob2o$169bobo7b3o5bo3bobo27b2o2b
2o4b3o11b3o3bo3bo12b5o$172b2o6b2o6bo3b2o27b2o2b2o4b2o4bo4bob2o5bo15b2o
3b2o$158b2o12b2o9b2o45b2o6bo3bo2bo4bo5bo$158b2o12b2o9b2o45bo6bo4bob2o
9b2o$169bobo73b3o$169bo11bo64b2o$179bobo7bo2bo26bo2bo$180b2o11bo11b4o
14bo$176bo12bo3bo10bo3bo10bo3bo$176b2o12b4o14bo11b4o48b2o$175bobo26bo
2bo64bo$273b3o$180bo94bo$179b2o74b2o$179bobo73bo$247b2o3b2obo$168b2o
65b3o2bo5bo3bo3bo$169b2o60bo3bo9bo$158bo9bo60bobo4bo8bo3bo2bo$158bobo
47b2o17b2o16bo5bo$146b2o11bobo9b2o14b2o19bo18b2o17bo3bo$146b2o11bo2bo
7b3o13b2o10bobo5bobo18b2o18b2o$159bobo5bob2o5bo11bo8bo2bo5b2o15b2o4bob
o$158bobo6bo2bo5bo6b2o11b2o24bobo6bo$158bo8bob2o12bobo8b2o3bo22bo$170b
3o13bo9b2o23b2o$171b2o10bo2bo10bo2bo$186bo11bobo$183bobo$183b2o32$137b
2o$137bo$129bo5bobo$128bobo4b2o13b2o$128b2obo16bo2bo$116b2o10b2ob2o$
116b2o10b2obo15bo$128bobo$129bo18b2o$150bo3$147b2o3b2o$147b2o3b2o$134b
o13b5o47b2o$134b3o12bobo47bobo$137bo63bo$136b2o11b3o5$153bo$152bobo$
146b3o3bobo$138b3o7bo4bo$137bo3bo5bo$136bo5bo$137bo3bo8b2o3b2o$138b3o
9b2o3b2o$138bo2bo$139b3o10b3o$139b2obo9b3o$140bobo10bo$141bo3$138b2o3b
2o$138bobobobo$139b5o9b2o$140b3o10b2o27b2o$141bo39b3o$178bob2o9b2o$
178bo2bo4bo5bo$178bob2o5bo$172b2o7b3o3bo3bo$171bobo8b2o5bo$171bo$140b
2o28b2o$140b2o72$18b2o$17bobo$17bo$16b2o!
And a little sister :

Code: Select all

x = 257, y = 214, rule = B3/S23
18$219bo$218b4o$217b2ob4o5b2o$206b2o8b3ob2o3bo3bo2bo$206b2o9b2ob2o3bo
7bo$218b5o3bo6bo6b2o$219bo3b3o7bo6b2o$229bo2bo$229b2o2$217bo$215b2o$
216b2o6$208bobo$208b2o$209bo32b2o$242b2o3$149b2o44bo$148bobo43bobo47b
2o$133bobo11bo6b2o36b2o3bo14b2o$128bo4bo2bo10bo2bo2bo2bob2o27b2o3b2o3b
o13bobo$129b2o5b2o9bo6b2o2b2o27b2o3b2o3bo4bo7b3o4b2o$124b2o8bo3b2o8bob
o43bobo5b2o5b3o4bo2b4o$124b2o10b2o11b2o44bo7bo6b3o4b2ob3o17b2o3b2o$
133bo2bo8bo56bo8bobo27b5o$133bobo10b2o64b2o27b2ob2o$145b2o23b2o69b2ob
2o$156b2o11b4o13b2o54b3o$154b2ob2o10b2ob2o10b2ob2o7bo$141b2o11b4o13b2o
11b4o8bo$140bobo12b2o28b2o$142bo$245b2o$146b2o73b2o22bo$146bobo72bo24b
3o$146bo56b2o9bo4bobo26bo$202b4o7bobo3b2o$133b3o61bobo2bo2b3o5b2obo$
122bo12bo60bo2bo2b2o9b2ob2o$122b4o8bo39b2o19b2o9bo6b2obo$112b2o9b4o10b
2o35bo18b2o3bo8bo5bobo$112b2o9bo2bo9bobo14b3o9b2o5bobo20b2o10bo6bo$
117bo5b4o8b3o4b2o9bo9bo2bo5b2o15b2o5bo2bo$117bo4b4o8b3o4bo2bo3bo5bo7bo
25bobo6bobo$122bo12b3o4b8o12bo25bo$136bobo5b2obob2o11bo24b2o$137b2o5bo
2bob3o11bo2bo$145bobob2o14b2o$146b4o$135b2o11bo$135bo$125b2o6bobo$124b
obo5b3o13b2o$123bo6b3o15b2o$114b2o7bo2bo2bo2bo$114b2o7bo6b2o$124bobo$
125b2o6$132bo$132b3o10b2o3b2o$135bo11b3o$134b2o10bo3bo$147bobo$148bo3$
137bo8bo4bo$136b3o7b2o2bobo46b2o$135b5o5bobo2bobo47b2o$134bobobobo10bo
47bo$134b2o3b2o3$139b2o$139b2o7b2o3b2o$141bo$139b3o7bo3bo$137bo12b3o$
137b5o8b3o$138b2o3$136b2o3b2o$137b5o9b2o$137b2ob2o9b2o$137b2ob2o$138b
3o3$183b2o$183b3o$185b2obo5b2o$138b2o45bo2bo5b2o$138b2o45b2obo$175b2o
6b3o$174bobo6b2o$174bo$173b2o68$16b2o$15bobo$15bo$14b2o!
To get a visual impression of the structure of the generated sequence, see the attached file :
Attachments
ON-OFF device - A16c.mc
(374.62 KiB) Downloaded 3 times
User avatar
otismo
Posts: 1637
Joined: August 18th, 2010, 1:41 pm
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Re: Glider circuits: components and contraptions

Post by otismo »

Please. Development. Progression. Morphology. But not Not NOT Evolution. Not while Noam Chomsky is still alive.

Too bad there is not much to be done with the Dart. Here it is anyway - the Dart Converter DEMO

Code: Select all

x = 2426, y = 1064, rule = B3/S23
618b2o$617bobo$611b2o4bo$609bo2bo2b2ob4o$609b2obobobobo2bo$612bobobobo
$612bobob2o$613bo2$626b2o$617b2o7bo$617b2o5bobo$624b2o7$614b2o$615bo$
612b3o$612bo2$476b2o$475bobo$469b2o4bo$467bo2bo2b2ob4o$467b2obobobobo
2bo$470bobobobo$470bobob2o$471bo2$380bo103b2o$380b3o92b2o7bo$383bo91b
2o5bobo$382b2o98b2o$399b2o$399bo15bo$397bobo15b3o$397b2o19bo11bo$417b
2o9b3o$427bo$427b2o10b2o31b2o$439bo33bo$437bobo30b3o$437b2o10bo20bo$
414b2o33b3o$414b2o36bo$451b2o$466b2o210bo$466bo210bobo$463b2obo208bo2b
obo$383b2o5b2o70bo2bo208bob2o2b3o$384bo5bo72b2o123b2o80b2o2bo3b2o3bo$
381b3o7b3o54b2o138bobo79b2o3b3o2b3o$381bo11bo29b2o23b2o140bo4b2o81bobo
$424bo161b4ob2o2bo2bo78bobo$421b3o162bo2bobobobob2o79bo14bo523b2o$421b
o167bobobobo95b3o523bobo$590b2obobo94bo527b2o$436b2o3bo152bo95b2o$436b
o3bobo$437bo3bobob2o133b2o642bo$438bo4bob2o134bo7b2o632bobo$436bob5o
138bobo5b2o141b2o489bobo$435bobo4bob2obob2o131b2o129b2obob2o12b2o490bo
$436bo2b2obo2bob2obo12b2o247bo2b2obo2bob2obo$437b2obob2o12b2o5bobo231b
o13bobo4bob2obob2o$456b2o7bo4b2o225b3o12bob5o$461b4ob2o2bo2bo226bo13bo
4bob2o$461bo2bo3bobob2o225b2o12bo3bobob2o$465b4obo241bo3bobo$466bobobo
101b2o18b2o118b2o3bo$469bo88b2o13bo18bo$465bo92bobo10bo21b3o94b2o$455b
2o6bo96bo4b2o4b5o14b3o2bo94bo512bo$456bo6bobo90b4ob2o2bo2bo7bo13bo2bo
94bobo511bobo$456bobo5b2o90bo2bobobobob2o4b3o12bobo2b2o69bob2ob2o17b2o
34b2o476bobo$457b2o100bobobobo6bo15b2o74b2obob2o53b2o477bo$471bo73bo
14b2obobo6b4o163b2o$469bobo71b2o19bo5b2o3bo3b2o157bo2bo490b2o$470b2o
72b2o23bo2b3o4b2o158b2obo489bo$550b2o17b2obo169bo490b3o$529bo21bo7b2o
11bo169b2o491bo$529b3o19bobo5b2o11b2o153b2o$467b2o63bo19b2o113b2o59bo
7b2o$467bo57bo5b2o83bo50b2o30b2o24b3o8bobo$450bo17b3o53b2o54b2o32bobo
82b2o11b2o11bo10bo$426b2o20b3o19bo53bobo54bo33b2o95bo$425bobo19bo130b
3o132b3o415b2o$419b2o4bo21b2o129bo136bo414bobo104bo$417bo2bo2b2ob4o
635bo58b2o4bo104b3o$417b2obobobobo2bo132b2o501b3o5b2o47bo2bo2b2ob4o99b
o$420bobobobo114b2o19bo111b2o392bo4bo48b2obobobobo2bo71bo27b2o$420bobo
b2o108b2o5bobo19b3o109bo391bo3bobo36b2ob2o10bobobobo73bobo4b2o$421bo
112b2o7bo21bo106b3o391bo3bobo38bobo11bobob2o73bo2bo3bo2bo$433b2o108b2o
127bo393b2o3bo34b2obo5bob2o7bo77bobo5b2o$434bo2b2o613bo42bo9bobob2o3b
2obobo79bob2ob2o29bo$425b2o7bobobo5b2o84bo521b3o38b3o8bo6bobo6bo18b2o
58b2obo31bobo$425b2o5bobobo7b2o45bo37bobob2o520bo36bo11b7o3b7o9b2o7bo
62bo4b2o18b2o5b2o$432b2o2bo55bo36bobobobo502b2o14b2o23b2o11b2o36b2o5bo
bo62b2o3bo18bobo18bo$436b2o52b3o33b2obobobobo2bo499b2o7b2o30b2o25b3o7b
3o18b2o69b3o16bo17b3o$425b2o22bo76bo2bo2b2ob4o508b2o56bo2bo3bo3bo2bo
90bo33bo$425bobo17b2obobo77b2o4bo84b2o484b2o4bobo4b2o121b2o2bo$425bo
18bobobobo83bobo82bo491bobo126bo2b3o$441bo2bobobobob2o81b2o84bo417bo
72bo126bobo4b2o$441b4ob2o2bo2bo58b2o87b2o14b5o134b3o279bobo188b2o8bobo
b2obo$314bobo105b2o21bo4b2o55b2o2bobo85bo2bo13bo139bo281bobo189bo6b3ob
obo2bo$314b2o107bo19bobo11b2o48bo3bo4bo82b2obobo12b3o137bo281bo87b2o
98b3o6bo3bobo2bo$315bo104b3o19bobo11bobo49b3ob5o84bob2o15bo483b2o22bo
19b2o77bo8b2o2bo2b2o$420bo21b2o6b2o4bo34b2o17bobo88bo15b4o447b2o34b2o
19b3o20bo90b2o$446bobo2bo2b2ob4o29bobo2b2o13bobob3o53b2o27b3o10b2o3bo
3b2o445bobo54bo24bo$426b2o14b5ob2obobobobo2bo28bo2bobobo14b2obo2bo52bo
bo25bo13b2o4b3o2bo446bo59b2o14b5o$427bo13bo9bobobobo31b2obobo21b2o54bo
4b2o19b2o20bob2o434b2o10b2o59bo13bo$427bobo12b3o6bobob2o35bob2o72b4ob
2o2bo2bo39bo437bo32b2o3bo25b2o7bobo12b3o$428b2o15bo6bo36b2obo17bo57bo
2bobobobob2o38b2o438b3o29bo3bobo23bobo8b2o15bo$442b4o41bo2bobo16bobo
59bobobobo483bo30bo3bobo7b2o5b2o6bo24b4o$437b2o3bo3b2o17b2o20b2o2bo4b
2o11bo2bo59b2obobo501b2o12bo4bo6bobo4bo2bo3b3o19b2o3bo3b2o$437b2o4b3o
2bo7b2o7bo29bo2bo11b2o64bo7b2ob2o22b2o467bo9b3o5b2o5bo6bobo3bo3b2o17b
2o4b3o2bo$445bob2o7b2o5bobo21b2o2bo4b2o84bo2bob2o22bo318bo120b2o24b3o
10bo13b2o7bo4b4o2bo24bob2o$445bo17b2o22bo2bobo20b2o47b2o18b2o28b3o315b
3o118bo25bo31b2o10bob2o24bo$444b2o43b2obo20bobo47bo7b2o22b2o17bo318bo
115bobo58bo7b2obo26b2o$492bob2o19bo47bobo5b2o14bo2bo4b2o335b2o10b2ob2o
100b2o56b3o9bobo$489b2obobo14b2o4b2o47b2o21b4o354bob2o104b2o52bo9bobob
2o$436b2o51bo2bobobo12bo74bo360bo107bo63b2o21b2o$436bo53bobo2b2o5b2o6b
3o71b5o11bo342bobo105bobo86bo$437b3o51b2o9b2o8bo75bo7b2obobo341b2o106b
2o88b3o$295bo143bo13b2o55b2o74bo8bobobobo333b2o206bo$293b2o159bo55bo
75b2o4bo2bobobobob2o329bo2bo110b2o$294b2o155b3o54bobo81b4ob2o2bo2bo
330b2o111b2o$449b3o5b2o49b2o44b2o18b2o20bo4b2o$448bo7bobo81b2o13bo18bo
19bobo$449b3o4bo83bobo10bo21b3o16b2o$451bo2b2ob4o81bo4b2o4b5o14b3o2bo$
451bobobobo2bo77b4ob2o2bo2bo7bo13bo2bo356b2o173b2o$448b2obobobobo32b2o
46bo2bobobobob2o4b3o12bobo2b2o356bo115b2o57bo$448b2obobob2o34bo49bobob
obo6bo15b2o358b3o116bobo54bo$452bo38bobo48b2obobo6b4o372bo5b2o3b2o108b
o54b5o14b2o$394b2o8bo87b2o52bo5b2o3bo3b2o113bo228bo32bobo110b2o58bo13b
o$394b2o6b3o60b2o84bo2b3o4b2o113b3o226b3o27bo7bo74b2o20b2o66b3o12bobo$
401bo54b2o7bo66b2o17b2obo124bo228bo27b2o3b2o76bo21bo65bo15b2o$386b2o
13b2o53b2o5bobo67bo7b2o11bo123bobo226b2o108bo17b2ob3o66b4o$387bo75b2o
68bobo5b2o11b2o122bobo336b5o14bobo29b2o35b2o3bo3b2o43b2ob2o$387bobo
144b2o143bo342bo13bo30bobo34bo2b3o4b2o44bobo$388b2o509b2o118b3o12bobo
24b2o4bo36b2obo27bo19b2obo5bob2o$393b2o115b2o50b2o335bo118bo15b2o23bo
2bo2b2ob4o35bo25b3o8bo9bobob2o3b2obobo$393b2o114bo2bo50bo332b2obo118b
4o37b2obobobobo2bo35b2o23bo9b3o8bo6bobo6bo$509bo2bo47b3o333bo2b3o4b2o
108b2o3bo3b2o35bobobobo63b2o7bo11b7o3b7o$510b2o48bo133b2o201b2o3bo3b2o
107bo2b3o4b2o35bobob2o60bo12b2o$411bo41b2o18b2o219b2o203b4o112b2obo44b
o51b2o11bo26b3o7b3o$390bo20b3o40bo18bo19b2o49b2o353bo15b2o101bo97bo11b
obo23bo2bo3bo3bo2bo$389bobo22bo36b3o21bo17b2o49bo355b3o12bobo100b2o56b
2o35b3o15b2o21b2o4bobo4b2o$389b2o22b2o36bo2b3o14b5o69b3o355bo13bo149b
2o7bo36bo14b4o28bobo$453bo2bo13bo76bo126b2o222b5o14b2o148b2o5bobo47b2o
b4o30bo$452b2o2bobo12b3o35b2o162bobo222bo127b2o46b2o47bo3bo$398b2o57b
2o15bo34b2o162bo18b2o206bo126bo94bo5bo3b2o$398b2o71b4o197b2o7b2o9bo
206b2o123b3o95bo5bo3b2o$466b2o3bo3b2o204b2o10bo330bo23bo73bo5bo24b2o$
466b2o4b3o2bo214b2o354b3o72bo3bo25b2o$423b2o49bob2o110bo100b2o224bobo
133bo57b2o13b3o$416b2o5bobo48bo30b2o80b2o100b2ob2o222b2o132b2o57bobo$
416b2o7bo47b2o30bo81bobo102bo223bo147b2o44bo19b2o$425b2o58b2o16bobo
166bo16b2o3bo370bo64bobo7b2o3bo25b2o$486bo16b2o167b3o13bo2b4o367b3o67b
o7bo3bobo23bobo$412bo52b2o19bobo186bo11bobobo370bo69b2o7bo3bobo7b2o5b
2o6bo$411bobob2o48bo21b2o185b2o12bo2bob2o447bo4bo6bobo4bo2bo3b3o$411bo
bobobo48b3o222bobo445b3o5b2o5bo6bobo3bo3b2o$408b2obobobobo2bo47bo221b
2o2bo365b2o77bo13b2o7bo4b4o2bo$408bo2bo2b2ob4o266bobo2bobo5b2o43b2o
306b2o5bobo42bob2o49b2o10bob2o$410b2o4bo270b2o2b2ob2o4b2o43b2o306b2o7b
o42b2obo50bo7b2obo$416bobo66b2o575b2o92b3o9bobo$417b2o65bo2bo626b2o40b
o9bobob2o$484bo2bo561bo64b2o50b2o$485b2o44b2o515bobob2o$463b2o66bobo
514bobobobo$462bobo37b2o29bo4b2o505b2obobobobo2bo$456b2o4bo39b2o25b4ob
2o2bo2bo96bo28b2o376bo2bo2b2ob4o$454bo2bo2b2ob4o62bo2bobobobob2o96b3o
26b2o378b2o4bo$454b2obobobobo2bo65bobobobo102bo118b2o291bobo$457bobobo
bo22b2o45b2obobo101bobo117b2o292b2o$457bobob2o23b2o49bo102bobo$458bo
182bo30b2o1191b2o$523b2o147b2o1191bobo$471b2o51bo7b2o134b2o40b2o413bo
741bo4b2o$462b2o7bo52bobo5b2o134b2o40b2o48bo19b2o341b3o737b4ob2o2bo2bo
$462b2o5bobo18b2o33b2o98b2o133b3obob2o12b2o340bo740bo2bobobobob2o$469b
2o20bo133bo30b2o105b2obo2bob2obo329bo16bobo742bobobobo$491bobo133bo28b
2o16b2o84b2o4bob2obob2o329b3o15bo744b2obobo$324bo167b2o113b2o14b5o46b
2o13b2o69bob5o340bo763bo$322b3o280bo2bo13bo65bobo49b2o20bo4bob2o335b2o
16bo$321bo283b2obobo12b3o62bo52bo19bo3bobob2o350bobobo731b2o$320bobo
284bob2o15bo9b2o49b2o49b3o19bo3bobo354b2o2bo732bo7b2o$320bobo192b2o18b
2o70bo15b4o8bobo100bo21b2o3bo359b2o731bobo5b2o$321bo137b2o55bo18bo69b
3o10b2o3bo3b2o6bo18b2o1203b2o$424b2o34bo53bo21b3o65bo13b2o4b3o2bo4b2o
7b2o9bo$425b2o30b3o54b5o14b3o2bo65b2o20bob2o13b2o10bo466b2o$424bo32bo
61bo13bo2bo89bo27b2o466bo$509b2o5b3o12bobo2b2o87b2o24b2o119b2o346bobo
693b2o$305b2o202b2o4bo15b2o118b2ob2o116b2o322b2o22b2o694b2o12b2obob2o$
305b2o208b4o135bo132b2o308bo725bob2obo2bob2o2bo$493b2o18b2o3bo3b2o66b
2ob2o22b2o15bo16b2o3bo129bo2bo307bobo723b2obob2obo4bobo7b2o21b2o$493b
2o17bo2b3o4b2o64bo2bob2o22bo16b3o13bo2b4o130b2obo307b2o731b5obo8b2o21b
o$485b2o24bobobo72b2o28b3o16bo11bobobo136bo311b2o16b2o705b2obo4bo34b3o
$325b2o159bo18b2obo3bo2bo85b2o17bo15b2o12bo2bob2o133b2o309bobo16bobo
704b2obobo3bo35bo$325bobo158bobo16b2ob4o3b2o76bo2bo4b2o50bobo85b2o21b
2o9b2o324b2o19bo708bobo3bo$307b2o18bo159b2o104b4o55b2o2bo84b2o21bobo9b
o345b2o708bo3b2o$308bo9b2o7b2o176b2ob2o80bo58bobo2bobo5b2o48b2o33b2o
17bo6b3o332b2o$307bo10b2o186bobo14b2o65b5o11bo42b2o2b2ob2o4b2o48b2o33b
2o17b2o5bo334bobo$307b2o197bo2bo3b2o9bo69bo7b2obobo501bo$310b2o192b2ob
2o4bobo5b3o68bo8bobobobo504b2o$307b2ob2o193bo9bo4bo71b2o4bo2bobobobob
2o134b2o365bo711b2o$308bo65bo130bob2o2b4ob2o2bob2o74b4ob2o2bo2bo134b2o
5b2o359b3o708b2o$306bo3b2o60b3o128bobob2o2bo2bobobobob2o78bo4b2o143b2o
361bo693b2o$306b4o2bo58bo79b2o50b2o9bobobobo79bobo1205bo2bo44bo$309bob
obo56bobo77bobo62b2obobo79b2o27b2o349bo826bob2o44bobo$306b2obo2bo57bob
o18b2o51b2o4bo68bo109b2o349b3o824bo48bo$307bobo20b2o39bo20bo49bo2bo2b
2ob4o272b2o254bo822b2o$306bo2b2o19bo59bo51b2obobobobo2bo50b2o220b2o
253bobo836b2o$306bobo2bobo14bobo59b5o14b2o34bobobobo54bo7b2o466bobo
836bo$305b2ob2o2b2o14b2o65bo13bo2bo32bobob2o55bobo5b2o118b2o347bo838b
3o$284b2o106b3o12bobob2o33bo38b2o20b2o125b2o1188bo10b2o$284b2o69b2o34b
o15b2obo73bo2bo142b2o40b2o1160bobo$184b2o146bo22b2o34b4o15bo48b2o23bo
2bo142b2o40b2o53bo19b2o1085bo24bo$184bo146bobo55b2o3bo3b2o10b3o37b2o7b
o25b2o135b2o103b3obob2o12b2o1084b2o22b3o$179b2o5bo144bobo54bo2b3o4b2o
13bo36b2o5bobo158bobo2bo106b2obo2bob2obo256b2o856bo$179bo5b2o143b2ob3o
52b2obo20b2o43b2o43b2o112b3ob2o14b2o89b2o4bob2obob2o256b2o857bo$176b2o
bo156bo38b2o14bo110b2o111bo20b2o13b2o74bob5o1122b2o$176bo2bob2o2b2o
143b2ob3o39bobo13b2o124b2o97b3ob2o28bobo54b2o20bo4bob2o1117bo$178b2obo
3b2o143b2obo23b2o18bo139bo100bob2o12b4o12bo57bo19bo3bobob2o68b3o1047b
2o$181bo176bo9b2o7b2o107b2o30b3o113bo2bo11b2o54b3o19bo3bobo72bo171b2o
877bo$181b2o86b2o66b2o18bo10b2o29b2o22b2ob2o58b2o32bo111bobo70bo21b2o
3bo74bo169bobo853bo23bobo$187bo81b2o46b2o18bo19b2o41bo22b2obo2bo202b2o
343bo855b3o22b2o$175b2o9bobo127bobo16bobo22b2o35b3o28b2o17b2o97bo49bo
379b2o7b2o849bo$175bo11bo128bo18b2o20b2ob2o35bo17b2o31bo33b2o60b3o47b
3o388b2o848b2o$172b2obo139b2o41bo56b2o4bo2bo20b3o21b2o10bobo59bo27b2o
2b2o16bo244bo1022b2o$172bo2b3o4b2o172bo3b2o16bo42b4o20bo23bo5b2o4bo8b
2o51b2o6b2ob2o15bo2bobo16b2o144b2o98b2o104b2o46b2obo864bobo$173b2o3bo
3b2o65b2o19bo85b4o2bo13b3o48bo43bobo2bo2b2ob4o5bo59b2ob2o16b3obob2o
159b2o97b2o105bo47b2ob3o828b2o34bo4b2o$175b4o70b2o12b2obob3o88bobobo
11bo35bo11b5o23b2o14b5ob2obobobobo2bo5bobo16b2o64bo2bo174b2o187bobo53b
o827bo31b4ob2o2bo2bo$175bo15b2o63bob2obo2bob2o88b2obo2bo12b2o33bobob2o
7bo28bo13bo9bobobobo9b2o16bo40b2ob4o14b5o2bob2o170bo2bo186b2o48b2ob3o
825b2obo31bo2bobobobob2o$176b3o12bobo62b2obob2obo4b2o86bobo50bobobobo
8bo26bobo12b3o6bobob2o26bobo41bobo2bo13bo8bo2bo170b2obo234bo2b2o827bo
2b3o4b2o26bobobobo$179bo13bo70b5obo85bo2b2o48b2obobobo2bo4b2o27b2o15bo
6bo30b2o42bo4bobo12b3o6b2o174bo233bobo831b2o3bo3b2o27b2obobo$174b5o14b
2o65b2obo4bo20b2o58b2o5bobo2bobo46bo2b2ob4o47b4o73b2o4b3o5b2o15bo20b2o
13b2o144b2o214bo16bobob2obo829b4o36bo$174bo85b2obobo3bo19bo36bo22b2o4b
2ob2o2b2o46bo4bo46b2o3bo3b2o17b2o52b2o3bo3b2o17b4o20b2o13b2o95b2o21b2o
9b2o203b2obo22b3o15bo2bob2o829bo15b2o$176bo87bobo3bo19b3o32bobo83b3obo
2b2o42b2o4b3o2bo7b2o7bo58b4o2bo11b2o3bo3b2o130b2o21bobo9bo203bob2o25bo
17bo833b3o12bobo7b2o$175b2o88bo3b2o21bo32bobo85b2o3b2o50bob2o7b2o5bobo
44b2o15bob2o11b2o4b3o2bo62b2o71b2o17bo6b3o211b2o19b2o16b2o836bo13bo8bo
7b2o$326bo143bo17b2o20b2o22bobo12b3o2bo20bob2o63bo71b2o17b2o5bo213bo
15bo19bobo2b2o829b5o14b2o7bobo5b2o$330b2o84bo52b2o38bo2bo21bo13bo5bo
20bo66bobo33bo19b2o231bob2o17bobo15b3o17b2o2bo2bo828bo28b2o$330bobo81b
3o92bo2bo20b2o14b5o20b2o59b2o6b2o33b3obob2o12b2o231b2obo17b2o19bo21b2o
831bo$332bo80bo96b2o39bo50b2ob2o28b2o44b2obo2bob2obo19b2o258b2o853b2o$
257b2o73b2o48b2o28bobo46b2o136b2o2bobo2bo69b2o4bob2obob2o19b2o5b2o
1133bo$257b2o48b2o73b2o28bobo46bo31b2o71b2o31b2obo2bob2o69bob5o34b2o
1131b3o$242b2o62bobo104bo42bo5b3o28b2o71bo35bob2o74bo4bob2o1162bo$241b
o2bo61bo149b3o5bo13b2o87b3o32bo2bo11b2o60bo3bobob2o1162b2o$240bob2o61b
2o152bo19bo89bo33b2o12b2o59bo3bobo1180b2o$240bo136b2o79b2o16b3o30b2o
77b2o88b2o3bo285b2o894bo$239b2o136b2o97bo32b2o39bo37b2o23b2o243bobo
108b2o17b2o876b3o$234b2o18b2o9b2o21b2o49b2o40b2o14b2o151b2o62bo13bo34b
o94bo100b2o72b2o53b2o878bo$235bo18bo9bobo21b2o49b2o40b2o14b2o51b2o97bo
bo59b3o13bobo33b3o90b3o100bo74bo$233bo21b3o6bo17b2o166bo64bo95bo15bobo
36bo88bo178bobo957bo$233b5o14b3o2bo5b2o17b2o163b2obo64b3o110bo36b2o23b
2o55b2o6b2o178b2o8bo43b2o850b2o49b3o$238bo13bo2bo119b2o70bo2b3o4b2o59b
o104b2o65b2o55bobo191bo2bobo42bo850bobo5b2o41bo$235b3o12bobo2b2o103b2o
13b2o40b2o29b2o3bo3b2o58b2o103bobo80b2o41bo190b3o3bo30b2o12b3o847bo7b
2o41b2o$234bo15b2o32b2o74bobo54bobo30b4o168bo81bo2bo230bo38bo14bo846b
2o$234b4o39b2o5b2o76bo36b2o18bo30bo15b2o153b2o82b2obo227b3ob4o30b3o$
232b2o3bo3b2o34b2o83b2o36bo9b2o7b2o5bo24b3o12bobo33b2o5b2o197bo51b2o
173bo4bo2bo30bo834b2o42bo45b2o$219bo11bo2b3o4b2o156bo10b2o12b5o14b2o9b
o13bo33b2o5bo198b2o42b2o6b2o174b3o869bobo38b2obobo45bo$219b3o9b2obo
164b2o22bo5bo13bo5b5o14b2o36b2obo143b2o38b2o57b2o184b2o862b2o4bo39bobo
bobo45bob2o$222bo11bo167b2o19bo2b3o12bobo5bo56bo2b3o4b2o134bo2bo38bo
1105bo2bo2b2ob4o32bo2bobobobob2o34b2o4b3o2bo$221bobo10b2o163b2ob2o15b
2ob2obo15b2o8bo55b2o3bo3b2o135b2o36b3o49b2o1055b2obobobobo2bo32b4ob2o
2bo2bo34b2o3bo3b2o$221bobo176bo19bobo2b4o21b2o57b4o165b2o11bo51b2o
1058bobobobo39bo4b2o41b4o$222bo175bo3b2o16bo2b2o3bo3b2o61b2o12bo15b2o
151bo1124bobob2o38bobo33b2o15bo47bo$242b2o154b4o2bo13b3o4b3o4b2o62bo
13b3o12bobo122b2o17b2obo6b3o76b2o999b3o42bo42b2o33bobo12b3o49b2o$243bo
157bobobo11bo7bo67b3o17bo13bo123bo17b2ob3o6bo76bobo1000bo120bo13bo51b
2o$240b3o155b2obo2bo12b2o3b2obo67bo14b5o14b2o119b3o24bo84bo999bo56b2o
62b2o14b5o$240bo158bobo20b2ob2o81bo139bo20b2ob3o85b2o1046b2o7bo83bo$
237b2obo157bo2b2o107bo159bobo1135b2o5bobo54bo26bo$237b2ob2o149b2o5bobo
2bobo103b2o153b2o4bobo310bo831b2o55b3o24b2o$391b2o4b2ob2o2b2o27b2o229b
o6bo311b3o889bo$434bo101b2o127b3o63b2o253bo887b2o$431b3o102bo130bo64bo
106b2o144bobo$217b2o55b2o133b3o19bo102bobo193bo108bobo143bobo$216bobo
55bo115b3o18bo122b2o194b5o14b2o90bo4b2o138bo879b2o$216bo18b2o39bo113bo
2bo16bo324bo13bo87b4ob2o2bo2bo1016bo$215b2o7b2o9bo20b2o14b5o63b2o47bo
129b2o123b2o86b3o12bobo87bo2bobobobob2o955b2o18b2o36b2obo$224b2o10bo
20bo13bo68b2o50b2o30b2o93b2o123b2o85bo15b2o91bobobobo959bo18bo13b2o22b
o2b3o4b2o$235b2o20bobo12b3o113bo3b2o30b2o305b4o106b2obobo956b3o21bo10b
obo23b2o3bo3b2o$232b2o24b2o15bo112bo139b2o199b2o3bo3b2o105bo155b2o800b
o2b3o14b5o4b2o4bo27b4o$232b2ob2o35b4o113b3o136b2o6b2o165b2o23bo2b3o4b
2o261b2o802bo2bo13bo7bo2bo2b2ob4o23bo15b2o3b2o$235bo31b2o3bo3b2o258b2o
165bobo22b2obo99b2o971b2o2bobo12b3o4b2obobobobo2bo24b3o12bobobobo$232b
2o3bo29b2o4b3o2bo112b2o26b2o284bo4b2o19bo100bo7b2o967b2o15bo6bobobobo
30bo13bobo$231bo2b4o37bob2o112b2o26b2o280b4ob2o2bo2bo17b2o99bobo5b2o
981b4o6bobob2o26b5o14bo2bo$230bobobo40bo105b2o7bo2bo29b2o99bo176bo2bob
obobob2o119b2o146b2o756b2o77b2o3bo3b2o5bo30bo19bobo80bobo$212bo18bo2bo
b2o36b2o105b2o6b3o31b2o98bobo178bobobobo269bobo336b2o417bobo77b2o4b3o
2bo37bo18bo82b2o$212b3o19bobo88b2o61bob2obo129b2o6b2o126b2o44b2obobo
28b2o239bo18b2o319bo21b2o396bo85bob2o17b2o17b2o101bo$215bo17b2o2bo87b
2o60b3o141bo127b2o48bo30bo238b2o7b2o9bo318bo22b3o482bo11b2o7bo$214b2o
14bobo2bobo28b2o118bo30b2o72bo40b3o202b3o248b2o10bo317b2o18bob2o15bo
467b2o11b2o5bobo$230b2o2bobo29bo120bo14b2o13b2o73bo41bo160b2o40bo261b
2o330b2o5bo2bo8b3o4bobo485b2o$235bo31b3o117b2o13bobo85b3o109bo93bo7b2o
124b2o164b2o320b2o11b2o5bob2o16bobo540b2o$269bo118bo2b2o11bo196bo94bob
o5b2o123bobo11b2o151b2ob2o317bobo20b3o2b2o2bo7bo2bo455b2o82b2o$305b2o
19bo62b3o12b2o195b3o55bo19b2o16b2o130bo13bo155bo319bo22b2o2bo3bo7bobo
456bo140b2o$305b2o12b2obob3o63bo268b3obob2o12b2o143bob2ob2o13b3o149b2o
3bo345bo2bo6bobo458b3o137bobo$312bob2obo2bob2o55bo282b2obo2bob2obo150b
2obo18bo148bo2b4o345b2o8bo462bo67bo71bo4b2o$209b2o101b2obob2obo4b2o50b
obo217bobo59b2o4bob2obob2o153bo18bob2o144bobobo882b2o6b2o65b4ob2o2bo2b
o$210bo109b5obo51b2o128b2o87b2o60bob5o161b2o15b2o2bo146bo2bob2o833b2o
43bobo4bo2bo65bo2bobobobob2o$210bobo103b2obo4bo20b2o161b2o88bo40b2o20b
o4bob2o167bo6bo3bobo125b2o20bobo360bo474bo43bo6bo2bo69bobo2bo$211b2o
103b2obobo3bo19bo294bo19bo3bobob2o24b2o140bobo3bobo4b2o126bo19b2o2bo
336b2o21bo471b3o43b2o6bo2bo72bobo$320bobo3bo19b3o240bo15bo31b3o19bo3bo
bo27bobo11b2o127b2o4b2o133bobo14bobo2bobo321b3o10bob3o19bobo470bo54b2o
70bo3bo$321bo3b2o21bo29bo138b2o69bo16bobo29bo21b2o3bo28bo13bo270b2o14b
2o2bobo321bo2b3o13bo17b2ob2o596bo$225b2o152b2o135bobo69b3o14b2o81bob2o
b2o13b3o188b2o98bo325b2o3bo3b3o2b2o17bo5bo531b2obo50b2o6b2o$225bobo
150b2o137bo170b2obo18bo188bo422b2o7bo2b2o2bo22bo479b2o53b2ob3o49bo7b2o
$227bo463bo18bob2o114b2o9b2o60bo59b2o371bo2bo20b2o3b2o475bobo59bo48bob
o6bo$227b2o145bobo314b2o15b2o2bo114bobo9b2o40b2o14b5o59bobo363bo2bo3bo
2bo496b2o4bo55b2ob3o50b2o$313b2o60b2o8bo125b2o95bobo60b2o28bo6bo3bobo
112bo51bo2bo13bo64bo358bo7b2o7bo494bo2bo2b2ob4o50bo2b2o64bobo$313b2o
60bo10bo124bo96b2o61b2o27bobo3bobo4b2o106b2o3b2o51b2obobo12b3o418b3o
41bo469b2obobobobo2bo49bobo68b2o$209b2o87b2o84b3o102bo119bo76b2o2b2o8b
2o4b2o112b2o11bo47bob2o15bo416bo16bo27bo472bobobobo51bobob2obo64bo$
208bobo86bo2bo188b3o26b2o72bo92bo2bo2bo130bo9bobob2o43bo15b4o415bobo
16bo27bo413b2o56bobob2o35b2o16bo2bob2o$208bo87bob2o192bo18bo6bobo69b2o
94b2ob2o142b2obo2bo39b3o10b2o3bo3b2o413bobo459bo57bo40bo8b3o8bo$207b2o
7b2o78bo194b2o27bo70b2o96bo145bo2b2o38bo13b2o4b3o2bo413bo458bo100bobo
8bo7b2o$216b2o77b2o208b2o13b2o167bo2b2o9b2o127bobo43b2o20bob2o456b2o
414b5o14b2o52b2o27b2o7b3o3bobo2b2o42b2o18b2o$310b2o9b2o21b2o160bo133b
2o21b2o9b2o12b2obobo9b2o127b2o66bo78b2o15b2o344bo2bo8bo5b2o419bo13bo2b
o41b2o7bo43b2o2bo2bo27b2o13bo18bo$310bo9bobo21b2o26b2o129b3o6b2o96b2o
28b2o21bobo9bo12bo2bo146bo60b2o78b2o15bobo343bo10bobo422b3o12bobob2o
41b2o5bobo48b2o28bobo10bo21b3o$311b3o6bo17b2o32b2o129bo8b2o73bo22bobo
33b2o17bo6b3o15b2o128b2o14b5o99bo57bo339bo2bo3b2o5bo3b2o419bo15b2obo
50b2o81bo4b2o4b5o14b3o2bo$313bo5b2o17b2o247bobo22bo4b2o27b2o17b2o5bo
24bo123bo13bo5bo96b3o57b2o301b2o32b4o3b2obobo4bo3b2o419b4o15bo129b4ob
2o2bo2bo7bo13bo2bo$587b2o19b4ob2o2bo2bo75bobob2o119bobo12b3o2bo49b2o
44bo363b2o24b2o5b4o14bo3b2o417b2o3bo3b2o10b3o127bo2bobobobob2o4b3o12bo
bo2b2o$501b2o105bo2bobobobob2o76b2obo2bo118b2o15bob2o48bo45b2o388b2o5b
o2bo8b2o5bobo3b2o413bo2b3o4b2o13bo129bobobobo6bo15b2o$340b2o152b2o5bob
o107bobobobo26b2o23b2o28bo2b2o132b4o2bo25b2o22b3o439b4o16bo4bobo412b2o
bo20b2o130b2obobo6b4o$333b2o5b2o152b2o7bo108b2obobo26b2o5b2o16bobo24bo
bo132b2o3bo3b2o25bobo5b2o17bo440b4o22bo415bo156bo5b2o3bo3b2o$333b2o
168b2o111bo34b2o18bo4b2o18b2o120bo12b2o4b3o27bo7b2o68b2o374b2o15bo22b
2o414b2o160bo2b3o4b2o$667b4ob2o2bo2bo136b3o20bo26b2o78bo45bo320bo7bobo
513b2o18b2o61b2o17b2obo$490bo111b2o63bo2bobobobob2o135bo23bob2o103bob
2o32bo7b3o330bo426bo87bo18bo63bo7b2o11bo$279b2o76b2o130bobob2o108bo7b
2o57bobobobo138b2o21b2ob2o37bo57b2o4b3o2bo31bobo5bo333b2o424bo35b2o22b
2ob2obo19b3o9b2o10bo19b2o15b2o23bobo5b2o11b2o$280bo76b2o130bobobobo
107bobo5b2o58b2obobo199b2obobo56b2o3bo3b2o40b2o758b3o34bo22b2obob2o19b
o2b3o6bobo5b5o19b2o15bobo23b2o$216b2o60bo207b2obobobobo2bo105b2o69bo
199bobobobo61b4o20bo13b2o800b3o51bo2bo6bo6bo43bo$206b2o11bo58b5o14b2o
13b2o172bo2bo2b2ob4o331b2o40bo2bobobobob2o44b2o15bo20b3o13b2o319bob2o
5b3o467bo17b2o33b2o2bobo8bo2bob2o40b2o50b2o$207bo8bo2bo63bo13bo15bo57b
3o114b2o4bo124bo41b2o167bo41b4ob2o2bo2bo43bobo12b3o24bo14b2o315b3ob2o
5bo2b2o483b2o4bo2bo30b2o15bo92bo$207bobo7b2o61b3o12bobo13bo59bo2bo119b
obo120bobo42bo7b2o159b3o42bo4b2o45bo13bo26b2o12bob2o314bo12b3o490b4o
37b2o3bo3b2o89b3o$208b2o7b2o60bo15b2o14b5o21b2o19bo11bo3bo120b2o121b2o
42bobo5b2o161bo40bobo50b2o14b5o35b2o317b3ob2o7bo497bo37bo7b2o87bo$216b
o2bo59b4o32bo21b2o12b2obob3o11b3o2bo287b2o140b2o67b2o71bo356b2o2bo488b
o11b5o37b3ob2obo2bo$216bo17bo42b2o3bo3b2o21b4o31bob2obo2bob2o15b4o226b
2o201bobo5b2o65b2o64bo361bobo37bo18bo429bobob2o7bo48bob2o70b2o$217b3o
13bobo40bo2b3o4b2o21bo2bo31b2obob2obo4b2o241bobo11b2o188bo7b2o65bo65b
2o356bob2obobo36b3o6b2o6b3o429bobobobo8bo46bo73bo$233bobo40b2obo72b5ob
o241bo13bo188b2o76bo421b2obo2bo16b2o22bo5b2o5bo429b2obobobobo2bo4b2o
45b2o32b2o40b3o$232b2ob2o42bo68b2obo4bo11bobo6b2o216bob2ob2o13b3o243b
2o14b5o424bo19bo22b2o12b2o428bo2bo2b2ob4o85bo43bo$236bo42b2o67b2obobo
3bo10b2o7bo217b2obo18bo199bo44bo13bo429b2o16bobo468b2o4bo69b2o16bobo$
232b2obo90b2o24bobo3bo10bo8b3o217bo18bob2o192b2obobo43bobo12b3o84bo
339b2o2bobo13b2o475bobo45b2o21bo16b2o$206bo25b2obobo88bo26bo3b2o21bo
217b2o15b2o2bo53b2o137bobobobo44b2o15bo82bo29b2o308bo2bo2b2o39b2o450b
2o45bo22bobo$206b3o27b2o46bo2b2o35bobo281bo6bo3bobo51bo135bo2bobobobob
2o55b4o82b3o25bo2bo309b2o44b2o3b2o493b3o20b2o$209bo72b3o3bo35b2o281bob
o3bobo4b2o52b3o132b4ob2o2bo2bo50b2o3bo3b2o108b3o361b2o368bo126bo$208bo
60bo11bo3b3o319b2o4b2o61bo136bo4b2o52b2o4b3o2bo90b2o747b3o$208b2o59b3o
9b2o2bo525bobo66bob2o90b2o15b2obo727bo$272bo72b2o447b2o3bo11b2o5b2o60b
o111bob3o143b2o186b2o391bobo130b2o$259b2o10b2o72b2o331b2o114b2o2bobo
17bo60b2o111bo4bo123bo18bo187bo8bo7bo375bobo129bobo15b2o$260bo69b2o
267b2o9b2o65bobo118bobo19bo172b4o123bobo19bo183bobo8b3o5b3o374bo124b2o
4bo16bo2bo$214b2o44bobo66bo2bo265bobo9b2o59b2o4bo49b2o49b2o14b5ob2o14b
5o282b2o14bo3b2o16b2o183b2o12bo7bo496bo2bo2b2ob4o12bo2bo$214b2o34bo10b
2o65bob2o266bo50bo19bo2bo2b2ob4o45bo48bo2bo13bo7bo13bo55b2o122b2o106bo
bo13bo3b2o3b2o209b2o6b2o496b2obobobobo2bo13b2o$248b3o33b2o42bo268b2o
48b3o19b2obobobobo2bo47bo46b2obobo12b3o4bobo12b3o52bo123b2o101b2o4b3o
12bo3b2o3b2o718bobobobo$247bo36b2o41b2o275bo41bo25bobobobo30b2o14b5o
48bob2o15bo4b2o15bo52b3o222bo2bo4b3o12bobo190b2o533bobob2o34b2o$223b2o
7b2o13b2o93b2o9b2o21b2o225bobob2o37b2o24bobob2o29bo2bo13bo53bo15b4o18b
4o54bo223b2o4b3o7bo6bo190bobo391b2o141bo38b2o$224bo7bo87bo21bo9bobo21b
2o226b2obo2bo62bo33b2obobo12b3o48b3o10b2o3bo3b2o11b2o3bo3b2o281bobo9b
2o195bo40bo352b2o188b2o$221b3o9b3o83bobo21b3o6bo17b2o234bo2b2o98bob2o
15bo46bo13b2o4b3o2bo10b2o4b3o2bo32b2o246b2o9b2o104b3o88b2o39b2o508b2o
32bo$221bo14bo83bo24bo5b2o17b2o231bobo80b2o21bo15b4o46b2o20bob2o18bob
2o33b2o241bo119bo2bo129bobo498b2o7bo9b2o20bobo$233b2o2bo365b2o72b2o7bo
20b3o10b2o3bo3b2o26b2o38bo21bo35bo242bobo121bo106b2o522b2o5bobo9b2o20b
2o51b2o$232bo2b2o440b2o5bobo19bo13b2o4b3o2bo25bo38b2o20b2o277bo3bo116b
o3bo106b2o395b2o132b2o85bobo$232b2o16b2o120b2o310b2o20b2o20bob2o27bo
13bo323b5o116bo3bo503bobo220bo4b2o$250b2o23b2o39b2o47b2o5b2o262b2o90bo
10b2o14b5o14bo321b2o3b2o119bo88b2o395b2o18bo216b4ob2o2bo2bo24b2o$275bo
3bo36bobo46b2o268bobo5b2o82b2o11bo13bo17b3o13b2o20b2o285b5o117bobo89bo
bob2o3b2o387bo9b2o7b2o215bo2bobobobob2o24bo2bo18b2o$276b4o38bo316bo7b
2o95bobo12b3o30bo21bo287b3o212bob2o3b2o386bo10b2o155b2o70bobobobo28b3o
18bo$318b2o314b2o105b2o15bo6b2o22b3o19b3o285bo212bo45bo349b2o167bo71b
2obobo51bo$259bo3b2o9b4o441b2o34b4o5bobo5b2o17bo21bo498b2ob2o8b2obo28b
2o352b2o164bobo73bo31b3o14b5o$258bobo3bo9bo3bo369bo70bo30b2o3bo3b2o3bo
7b2o352b2o185bobo8bo2b2o27bo3bo347b2ob2o137b2o26b2o104bo2bo13bo$257bob
o3bo13b2o365b2obobo24b2o20b2o22b3o27b2o4b3o2bob2o362b2o11bo172bobo8b2o
31bo3bo347bo141bo87b2o41b3o2bobo12b3o$253b2obobo3bo380bobobobo25bo19bo
bo5b2o17bo35bob2obo362bo13b3o171bo46b2o344bo3b2o16bo118b3o89bo7b2o31bo
6b2o15bo$253b2obo2b4obo375bo2bobobobob2o19b3o20bo7b2o53bo6bo11bo356bo
8bo216b3o344b4o2bo13b3o118bo91bobo5b2o31b2o19b4o$257bobo3bobo3b2o369b
4ob2o2bo2bo19bo21b2o61b2o5b2o7b2obobo353bobo7bobo565bobobo11bo214b2o
54b2o3bo3b2o$253b2ob2obobobobo3bo374bo4b2o47bo73bobobobo354b2o7bobo
562b2obo2bo12b2o269b2o4b3o2bo$254bobo3bobobob2obo372bobo33b2o14b5o9bo
60bo2bobobobob2o361bo564bobo259b2o33bob2o$242b2o10bobo4bo2bobo2b3o4b2o
364b2o35bo13bo10b2obobo39b2o18b4ob2o2bo2bo317b2o18bo587bo2b2o184b2o72b
o11bo22bo$242b2o11bo6b2o3b2o3bo3b2o401bobo12b3o6bobobobo39bo23bo4b2o
319b2o6b2o10b2o579b2o5bobo2bobo180bo2bo73bo8bobo20b2o$269b4o407b2o15bo
2bo2bobobobob2o37b3o18bobo333b2o9bobo579b2o4b2ob2o2b2o77b2o101bo2bo72b
2o8b2o$269bo15b2o358bo48b4o2b4ob2o2bo2bo39bo18b2o62bo274b2o12b2o667bo
102b2o72bo$270b3o12bobo357b3o41b2o3bo3b2o4bo4b2o124b2o273b3o10bo3bo30b
2o631bo139b2o18b2o16bob2o23b2o$273bo13bo360bo40b2o4b3o2b3obo129bobo
273b2o10bo5bo3b2o24b2o608bo22b5o14b2o67b2o36b2o13bo18bo16bo2bobo22bo$
268b5o14b2o358b2o48bobo2bob3o393b2o5b2o13bo3bob2o2b2o632b3o27bo13bo68b
2o36bobo10bo21b3o13b2o2bo24b3o$268bo428bo2b2o5bo53b2o48b2o286bobo5b2o
13bo5bo636bo27b3o12bobo108bo4b2o4b5o14b3o2bo34b2o8bo$270bo425b2o8bo53b
o2bo7bo38bo2bo7bo277bo23bo3bo636bobo25bo15b2o105b4ob2o2bo2bo7bo13bo2bo
34bo2bo$269b2o434bo4b2o41b2o5bo2bo5b3o31b2o5bo2bo5b3o276b2o24b2o12b2o
593b2o29bobo25b4o99b2o18bo2bobobobob2o4b3o12bobo2b2o22b2o9b3o$700bobob
o5b2o41b2o6b2o5bo34b2o6b2o5bo44b2ob2o269bobo593b2o30bo24b2o3bo3b2o94b
2o21bobobobo6bo15b2o28bo6bo$297bo390b2o9bob2ob2o62b2o48b2o44bobo270bo
651bo2b3o4b2o118b2obobo6b4o39b3o7b4o$295b3o364b2o24bo5b2o3bo159b2obo5b
ob2o264b2o7b2o642b2obo130bo5b2o3bo3b2o34bo12bo$294bo362b2o4bo25b3o2bob
o3b3ob2o42bo49bo49bo9bobob2o3b2obobo272b2o645bo135bo2b3o4b2o46bo$294b
2o354b2o5bobobo29bo4b4o2bob2o40b3o47b3o47b3o8bo6bobo6bo854b2o62b2o115b
2o17b2obo54b2o$650b2o7bob2o32bo3bo45bo49bo49bo11b7o3b7o279b2obo571b2o
19b2o140b2o17bo7b2o11bo$659bobo20b2o11b2o35b2o11b2o21b2o2b2o8b2o11b2o
35b2o11b2o306b2ob3o531b2o40b2o15b2o140bo18bobo5b2o11b2o$658b2obo20b2o
48b2o33b3o2b2o8b2o48b2o25b3o7b3o287bo530b2o40b2o66b2o87bobo19b2o$646bo
12bobobo104b2o2b3o83bo2bo3bo3bo2bo27bo252b2ob3o642bo87b2o$645bobob2o6b
o4b2o105bo2b2o84b2o4bobo4b2o27b3o249bo2b2o641b3o3b2o23b2o3b2o103b2o$
645bobobobo5b2o205bobo36bo190bo18bo37bobo187bo384b2o41b2o27bo6bo21b3ob
o2b2o104bo$284b2o356b2obobobobo2bo210bo36b2o190b3o6b2o6b3o36bobob2obo
182bo370b2o13b2o41bobo33bobo18bo4bo105b3o$283bobo5b2o349bo2bo2b2ob4o
442bo5b2o5bo22b2o16bo2bob2o182b3o368bobo37b2o18bo34b2o18bo2b2ob4o101bo
$283bo7b2o351b2o4bo145bo299b2o12b2o22bo19bo558bo38bo9b2o7b2o52b2obobob
o2bo$282b2o339b2o25bobo142bob2o95b2o238bobo16b2o527b2o29b2o36bo10b2o
57b2o3bobobobo88b2o$622bobo26b2o15b2o37b2o48b2o35b2obo9b2o48b2o35bo
240b2o13bobo2b2o525b2o67b2o68b2o3bobob2o89bo$296bo319b2o4bo45b2o37b2o
11b2o35b2o11b2o23bo11b2o11b2o35b2o32b2obo214b2o39b2o2bo2bo596b2o71bo
94b3o$292b2obobo316bo2bo2b2ob4o93bo49bo49bo70bo2b3o4b2o201b2o3b2o44b2o
594b2ob2o116b2o50bo$291bobobobo316b2obobobobo2bo4b2o83bo4b3o47b3o47b3o
68b2o3bo3b2o201b2o268b2o376bo51b2o34b2o30b2o$288bo2bobobobob2o316bobob
obo8bo81b3o6bo49bo49bo70b4o476bo375bo3b2o16bo31b2o5b2o18b2o7bo$288b4ob
2o2bo2bo316bobob2o7bo82bo161b2o17bo15b2o460bobo30bo344b4o2bo13b3o38b2o
18b2o5bobo47b2o$292bo4b2o319bo11b5o58b2o18b2o38b2o38b2o58b2o19bobo18b
3o12bobo218b2o239b2o28b4o347bobobo11bo68b2o48b2o$290bobo341bo43b2o6b2o
5bo34b2o6b2o15bo24b2o6b2o5bo34b2o6b2o15bo5b2o5b2o6bo23bo13bo202bo7bo8b
o205b2o6b2obo36bo14b4o345b2obo2bo12b2o46bo78b2o$290b2o336b4o46b2o5bo2b
o5b3o31b2o5bo2bo15b3o21b2o5bo2bo5b3o31b2o5bo2bo15b3obobo4bo2bo3b3o18b
5o14b2o199b3o5b3o8bobo201bo3bo5bo2b2o35b3o5b2o5bo2bo346bobo62bobo52bo
2bob2o18bo$622b2o4bo2bo53bo2bo7bo24b2o12bo2bo17bo28bo2bo7bo38bo2bo17bo
bo6bobo3bo3b2o16bo218bo7bo12b2o200bo5bo4bo5bo7bo28bo4b2o5b4o5bo256b2o
81bo2b2o54b2o6b2o52b4ob2o16bobo$604bo17b2o62b2o34bo13b2o48b2o48b2o19b
2o7bo4b4o2bo17bo216b2o6b2o213bo4bo7b3o8b2o27b2o12b4o4bo256b2o74b2o5bob
o2bobo52bo83b2o$39bo299bo264b3o28b2o85bob2o136b2o10bob2o16b2o439bo2bo
10b2o3bo3b2o45bo337b2o4b2ob2o2b2o49b3o63b2ob2o$38bobo297bobo266bo22b2o
bo2bo77b2o4b3o2bo137bo7b2obo271b2o188bobo13bobo4bo4b2o7b2o432bo66bobo$
37b2o298b2o267b2o22b2ob2o79b2o3bo3b2o87bo47b3o9bobo271bobo188bo12bo9bo
b2o9b2o453b2o18b2o23bo2bo$40bo299bo378b4o87bobo47bo9bobob2o239b2o31bo
201bo11bobo464bo18bo25b2ob2o$36bo3bo295bo3bo364b2o15bo88b2o57b2o242bob
o31b2o195b2o3bo62b5o229b2o19bo157b3o21bo26bo199bo$33bo2bo296bo2bo261b
2o104bobo12b3o76b2o316bo295bob3obo228b2o12b2obob3o157bo2b3o14b5o23b2ob
o199b3o$32bobo2b4o291bobo2b4o257bo105bo13bo79bobo304bo24b2o259bo21bo3b
o236bob2obo2bob2o162bo2bo13bo16b2o10b2obobo200bo$31bo2bo296bo2bo260b2o
bo20b2o82b2o14b5o76bo4b2o297b3o23b2o236b2o20b3o21b3o237b2obob2obo4b2o
107b2o28bo20b2o2bobo12b3o5b2o5bobo14b2o49b2o148bobo$32bobo2b4o291bobo
2b4o254bo2b3o4b2o13bo102bo72b4ob2o2bo2bo294bobobob2o257b2o2b2o15b5o21b
o246b5obo107b2o26b3o25b2o15bo4bobo4bo67bobo147bobo$2b2o29bo2bo296bo2bo
259b2o3bo3b2o10b3o101bo74bo2bobobobob2o293b2o3bob2o37b2o196b2o24bobo
13b2o3b2o263b2obo4bo20b2o114bo42b4o6bo2b2ob4o65bo4b2o142bo$bobo32bo3bo
295bo3bo257b4o15bo103b2o51bo24bobobobo297b2obo2bo29b2o3b2obobo196b2o
12b2o12bo14b5o264b2obobo3bo19bo114bobo36b2o3bo3b2o3b2obobobo2bo61b4ob
2o2bo2bo37b2o$bo38bo299bo257bo15b2obo98b2o54b3o25b2obobo299b2ob2obo27b
2o3b2obo212bobo11b2o13bo3bo268bobo3bo19b3o111bobo36b2o4b3o2bo3bobobobo
64bo2bobobobob2o37bobo$2o35b2o298b2o260b3o12bobob2o96bobo52bo32bo300b
4ob2o36bo213bo27bobo24bo245bo3b2o21bo80b2o30bo45bob2o3bobob2o68bobobob
o40bo$38bobo297bobo261bo13bo2bo98bo4b2o46b2o334b4o21bob2o8b2ob2o213b2o
27bo25bo353b2o76bo7bo73b2obobo$39bo299bo257b5o14b2o96b4ob2o2bo2bo63b2o
70bobo267b2o2bo8bobo262bo5bobo314b2o40b2o71b2o46b2o37bo159b2o$597bo
116bo2bobobobob2o64bo7b2o62b2o270b2o8bobo262bobo2b2ob2o313b2o40b2o93b
2o23bo2bo196b2o$599bo117bobobobo55b2o10bobo5b2o17bo21bo22bo282bo242bo
20b2o2bo5bo440b2o7bo24bo2bo22b2o$598b2o118b2obobo56bo11b2o22b3o19b3o
546b2ob2o25bo237b2o130b2o51b2o3b2o14b2o5bobo25b2o24bo7b2o64b2o$722bo
57bob2o31bo21bo522b2o34bo17b2o3b2o234b2o112b2o16b2o51bo3bobo21b2o52bob
o5b2o64bo$772b2o4b3o2bo31b2o20b2o521bobo23bo5bo4bo242b2o112b2o13b2o70b
4o34b2o42b2o73bo76b2o$708b2o62b2o3bo3b2o579bo32b3o241bo2bo111bobo53b2o
27bobo3bo33b2o97b2o14b5o75bobo$709bo7b2o58b4o581b2o22b2obob2o10bo14bo
219bob2o114bo53bo4b2o16b2o4b2o3b2o25b2o103bo2bo13bo80bo18b2o$709bobo5b
2o17bo26b2o15bo34bo7b2o20b2o555bo15bo219bo117b2o49b2obo4b2o16bobo36bo
103b2obobo12b3o76b2o7b2o9bo$710b2o22b3o25bobo12b3o34b2o8bo21bo572bo
217b2o168bobob2o22bo36bobo20b2o81bob2o15bo84b2o10bo$733bo28bo13bo25b2o
7b4ob2o6bob2o18bob2o553b2o247b2o9b2o21b2o101b2o18bo2b5o14b4ob2o35b2o
20b2o81bo15b4o95b2o$733b2o26b2o14b5o20bo8b2o2b2o2bob4o2bo10b2o4b3o2bo
554bo247bo9bobo21b2o102bo9b2o7b2o6bo13bo2bobo21b2o116b3o10b2o3bo3b2o
90b2o$781bo21b3o4b2obo2b2o7b2o11b2o3bo3b2o555bo11b2o235b3o6bo17b2o107b
o10b2o12b3o12bobo4bo22bo53b2o18b2o40bo13b2o4b3o2bo89b2ob2o$779bo25bo5b
o2bobo2bo2b3o18b4o214b2o339bobo11b2o237bo5b2o17b2o107b2o22bo15b2o5b3o
4b2o11b3o40b2o13bo18bo41b2o20bob2o92bo$741b2o36b2o24bob2o2bo4b2o6bo4b
2o15bo215bo289b2o49b2o387b2o19b4o17b2o3bo3b2o11bo42bobo10bo21b3o60bo
75bo16b2o3bo$276b2o464bo60b2obobo12b3o4bobo12b3o183bo32bobo287b2o10bo
424b2ob2o17b2o3bo3b2o11bo2b4o51b2o8bo4b2o4b5o14b3o2bo59b2o75b3o13bo2b
4o$276bobo441b2o20bob2o57bo2bo8bo4bo7bo13bo178bo6bobo32b2o280b2o15b3o
24b2o291b2o106bo19bo2b3o4b2o11b2obo15b2o37bo5b4ob2o2bo2bo7bo13bo2bo34b
o106bo11bobobo$278bo4b2o435bo13b2o4b3o2bo59b2o5bo2bo5b5ob2o14b5o172bob
o3b2o3bo18bo294bo15bo11bo15b2o284b2o5b2o104bo3b2o17bobo20bo2b3o12bobo
34bobo5bo2bobobobob2o4b3o12bobo2b2o32bobo104b2o12bo2bob2o$274b4ob2o2bo
2bo434b3o10b2o3bo3b2o67bobo10bobo19bo172bobo3b2o3bo9b2o5b3o295bo14b2o
8b3o301b2o111b4o2bo13b3o2bo20bo5bo13bo34b2o9bobobobo6bo15b2o30b2ob2o3b
o18b2o102bobo$274bo2bobobobob2o436bo15b4o78b2o2bobo17bo175bo4b2o3bo9b
2o4bo296bobo23bo40bo379bobobo11bo5b2o20b5o14b2o45b2obobo6b4o42bo2bob2o
22bo102b2o2bo$277bobobobo439bob2o15bo78b2o3bo18b2o36bo144bobo16b2o295b
2o24b2o11bo28bo375b2obo2bo12b2o28bo67bo5b2o3bo3b2o37b2o28b3o96bobo2bob
o5b2o$278b2obobo437b2obobo12b3o142b2o143bo353b3o24b3o376bobo118bo2b3o
4b2o50b2o17bo96b2o2b2ob2o4b2o$282bo438bo2bo13bo103b2o39b2o15bo117b2obo
b2o37b2o21b3o298bo401bo2b2o28b2o68b2o17b2obo50bo2bo4b2o$723b2o14b5o98b
obo53b3o117bo5bo37b2o4b2o14bo2bo260b2o35b2o394b2o5bobo2bobo26bo69bo7b
2o11bo50b4o$268b2o473bo100bo4b2o46bo121bo3bo44b2o14b2o2b2o258b2o50b2o
18b2o268b2o19bo69b2o4b2ob2o2b2o23b3o70bobo5b2o11b2o46bo$269bo7b2o388bo
73bo98b4ob2o2bo2bo44b2o121b3o61bo5bo309bo17bo2bo268b2o12b2obob3o107bo
51b2o20b2o66b5o11bo$269bobo5b2o388b3o71b2o97bo2bobobobob2o189b2o3b2o
36b3o301bo7b2obo17b2o277bob2obo2bob2o161bo2bo91bo7b2obobo$270b2o398bo
172bobobobo192bo5bo40b2o296b2o7bo2bo297b2obob2obo4b2o158bo2bo47b2o40bo
8bobobobo$669b2o173b2obobo55b2o160b2o16b3o2bo255bob2o38b2o7b2o306b5obo
159b2o49bo40b2o4bo2bobobobob2o86b2o$848bo57bo136bo3bo15b2o2b2o17bo2bo
254b3ob2o32b2o317b2obo4bo6bo9bo192b3o47b4ob2o2bo2bo86b2o$906bob2o134b
3o15bobo23b2o253bo13b2o23b2o317b2obobo3bo5b3o5b3o161b2o29bo53bo4b2o$
834b2o62b2o4b3o2bo152bo12b2o267b3ob2o8bo346bobo3bo7bo3bo90b2o72b2o81bo
bo$642bo192bo7b2o53b2o3bo3b2o114bo37b2o11bobo269b2o2bo4b3o348bo3b2o6b
2o3b2o89b2o87b2o66b2o$640bobo192bobo5b2o17bo40b4o117bo49bo7bo266b2o4bo
547bo169b2o$280b2o359b2o193b2o22b3o26b2o15bo115b3o48b2o5b2o287b2o3bo
497b2o30b3o166b2o$280bo398b2o178bo28bobo12b3o175b2o286bo3bobo360b2o
134b2o32bo162b2o40b2o$281b3o388b2o5bobo177b2o27bo13bo467bo3bobo359b2o
71b2o258b2o40b2o$283bo388b2o7bo205b2o14b5o134bo328bo3bobob2o317b2o109b
2o$681b2o224bo134bobo324bob4o2bob2o317b2o71b2o40b2o$867b2o36bo111b5o
20b2o31b2o291bobo3bobo306b2o86b2o40b2o239bo20b2o$668bo199bo36b2o109bob
3obo51bobo291bobo2bo2b2ob2o301bo2bo368b3o18b2o13b2o$253b2o412bobob2o
173b2o20bob2o28b2o115bo3bo25bo26bo294bo3b2o2bobo301bob2o372bo31bobo$
254bo412bobobobo172bo13b2o4b3o2bo28bobo76bo38b3o25b3o24b2o302bobo10b2o
289bo125b2o247bobo30bo$252bo411b2obobobobo2bo170b3o10b2o3bo3b2o31bo4b
2o68b3o39bo25b5o328bo11b2o288b2o110b2o13b2o247bobo29b2o$252b5o14b2o
391bo2bo2b2ob4o172bo15b4o29b4ob2o2bo2bo65bo58bo8b2o3b2o644b2o95bobo84b
2o176bo$257bo13bo394b2o4bo176bob2o15bo29bo2bobobobob2o65b2o56bo10b5o
216bo428bo98bo84b2o$254b3o12bobo400bobo172b2obobo12b3o33bobobobo126b3o
8bo3bo215bo430b3o95b2o$253bo15b2o402b2o42b2o128bo2bo13bo37b2obobo111b
2o25bobo216b3o430bo10b2o$253b4o460bo131b2o14b5o36bo77b2o33b2o26bo660bo
bo11b2o6bo$251b2o3bo3b2o450b2o5bo149bo115bo97b2o623bo13b2o6b3o339b2o$
250bo2b3o4b2o409bo40bo5b2o147bo24b2o91bob2o83bo10b2o622b2o24bo11bobobo
bo134b2o184b2o$250b2obo415b3o37b2obo154b2o24bo7b2o74b2o4b3o2bo48bo8b2o
24b3o15b2o640b2o10bob2ob2obo133bo$253bo414bo40bo2bob2o2b2o173bobo5b2o
17bo56b2o3bo3b2o50b2o6b2o15bo11bo15bo510b2o140bo3bo3bo134b3o$253b2o
413b2o41b2obo3b2o174b2o22b3o61b4o51b2o24b3o8b2o14bo512b2o138b2o3bob2o
137bo$714bo202bo50b2o15bo80bo23bobo509bo146bo302b2o$714b2o201b2o48bobo
12b3o68bo11b2o24b2o654bobo301bobo$261b2o704bo13bo69b3o693b2o302bo18b2o
$262bo445b2o256b2o14b5o63bo901bo97b2o7b2o9bo$259b3o446bo216b2o59bo63b
2o35b2o171bo689b3o106b2o10bo$259bo25bo419b2obo217bo57bo30b2o18b2o50b2o
170bo689bo48bo71b2o$266b2o15b3o372b2o45bo2b3o4b2o187b2o20bob2o54b2o29b
o2bo17bo222b3o687b2o47b3o66b2o$267bo14bo374bobo5b2o39b2o3bo3b2o187bo
13b2o4b3o2bo87b2o17bob2o864bo96bo65b2ob2o$267bobo12b2o373bo7b2o41b4o
193b3o10b2o3bo3b2o108bo2bo861b3o95bobo67bo28b2o$268b2o386b2o50bo15b2o
127b2o52bo15b4o111b2o47b2obo810bo55b2o41bobo64b2o3bo26b2o$709b3o12bobo
2b2o122bo53bob2o15bo126b2o32b2ob3o632b2o19bo154b2o55bo42bo64bo2b4o109b
2o$670bo41bo13bo2bo118b2o5bo49b2obobo12b3o127b2o23b2o13bo631b2o12b2obo
b3o211bob2o103bobobo113bo$666b2obobo35b5o14b3o2bo116bo5b2o49bo2bo13bo
155bo8b2ob3o75bo563bob2obo2bob2o206b2o4b3o2bo104bo2bob2o108bo5b2o$665b
obobobo35bo21b3o113b2obo58b2o14b5o151b3o4bo2b2o77b3o561b2obob2obo4b2o
152bo9b2o39b2o3bo3b2o86b2o20bobo109b2o5bo$662bo2bobobobob2o34bo18bo
116bo2bob2o2b2o71bo153bo4b2o83bo568b5obo151b3o9bo44b4o26b2o61bo19b2o2b
o115bob2o$262b2o398b4ob2o2bo2bo33b2o18b2o117b2obo3b2o69bo136bo3b2o102b
2o564b2obo4bo6bo9bo135b5o8bob2o27b2o15bo26bo30b2o30bobo14bobo2bobo108b
2o2b2obo2bo$263bo107bo294bo4b2o98b2o77bo74b2o134bobo3bo668b2obobo3bo5b
3o5b3o134b2o3b2o5b3o2bo26bobo12b3o29bo28b2o31b2o14b2o2b2ob2o99bo7b2o3b
ob2o$263bobo105b3o290bobo104b2o77b2o208bobo3bo467b3o203bobo3bo7bo3bo
136b3o3b3o3bo3b2o27bo13bo12b2o14b5o186b2o10bo$249b2o13b2o101bo6bo269b
2o18b2o390b2obobo3bo470bo204bo3b2o6b2o3b2o135b3o3b2o4b4o28b2o14b5o8bo
13bo131b2o57b2o10b2o$249b2o115bobo4b2o262b2o5b2o198b2o210b2obo2b4obo
467bo357b3ob5o8bo48bo8bobo12b3o60bo67b2o$366bobo268b2o123b2o80bo215bob
o3bobo96bo726bobo3b3o6b3o47bo11b2o15bo9b2o47bobo143b2o$364b3ob2o20bo
371bobo76b2obo211b2ob2o2bo2bobo97b2o603b2o119bo6bo6bo50b2o24b4o8bobo
47bobo144bo$243b2o118bo24b3o327b2o43bo77bo2b3o4b2o204bobo2b2o3bo97b2o
604b2o118b2o14b5o66b2o3bo3b2o6bo18b2o27b3ob2o143bob2o$243b2o112bo6b3ob
2o17bo251b2o17b2o5bo51bobo5b2o115b2o3bo3b2o192b2o10bobo673b2o153bo22bo
66b2o4b3o2bo4b2o7b2o9bo27bo141b2o4b3o2bo$247b2o108b3o6bob2o17b2o250b2o
17bo6b3o49bo7b2o117b4o197b2o11bo674b2o152b2o20bo76bob2o13b2o10bo27b3ob
2o65bo19b2o48b2o3bo3b2o$247b2o111bo272b2o21bobo9bo47b2o50b2o74bo15b2o
856b2o167bobo19b2o75bo27b2o29bob2o65b3obob2o12b2o53b4o$347bo11b2o272b
2o21b2o9b2o99b2o75b3o12bobo2b2o850bo2bo264b2o24b2o104b2obo2bob2obo46b
2o15bo$302bo42b3o334b2o46bo60bo56bo13bo2bo850bob2o162b2o127b2ob2o24b2o
72b2o4bob2obob2o45bobo12b3o$300b3o41bo40b2o295bo43b2obobo29b2o26b3o51b
5o14b3o2bo848bo166bo130bo26bo18b2o52bob5o53bo13bo$242b2o55bo44b2o38b2o
bo291b2obo42bobobobo28bobo25bo54bo21b3o298bo548b2o166bobo91b2o15bo16b
2o3bo24bobo16bobo31b2o20bo4bob2o48b2o14b5o$242b2o55b2o28b2o54b5o288bo
2bo40bo2bobobobob2o25bo27b2o55bo18bo302bo562b2o152b2o91bo16b3o13bo2b4o
25b2o18bo32bo19bo3bobob2o68bo$330bo54b2o2b2o288b2o41b4ob2o2bo2bo24b2o
13b2o68b2o18b2o299b3o562bo247b3o16bo11bobobo48b2o28b3o19bo3bobo70bo$
330bob2o51b6o194b2o11b3o63b2o60bo4b2o41bo43bo912b3o156b3o2b2o2b2o79bo
15b2o12bo2bob2o75bo21b2o3bo71b2o$307b2o22bo2bo49b2o2bobo193b2o12bo65b
2o58bobo40b2o6b3o39bo915bo10b2o153b2o16bo95bobo$308bo23b2o50b2o2b2o99b
2o95bo12bo124b2o41b2o8bo39b3o923bobo11b2o6bo120bo2bobo25b3o10bobo79b2o
2bo143b2o$267b2o39bob2o35b2o35b3obo101bo1252bo13b2o6b3o115b2o3bo2bo28b
o9b2o77bobo2bobo5b2o136bobo2b2o$267b2o19b2o10b2o4b3o2bo35b2o23b2o115bo
12bo1239b2o24bo11bobobobo95bo8bo27b2o10bo63b2o12b2o2b2ob2o4b2o133bo4bo
3bo$289bo10b2o3bo3b2o61bo116b4o7b3o275b2o734b2o251b2o10bob2ob2obo94bo
5b5o102b2o129b2o29b5ob3o$282b2o2b3o16b4o64b3o116bo6bo130bo21b2o3bo119b
obo5b2o67b2o657bobo263bo3bo3bo95bob2o2b3o234b2o33bobo17b2o$282bo3bo4b
2o15bo66bo111b3o9b2o129b3o19bo3bobo118bo7b2o66bobo5b2o652bo262b2o3bob
2o106b2o16b2o83bo55bo88b2o14b3obobo13b2o2bobo$283b3o4bobo12b3o178bo2bo
113bo29bo19bo3bobob2o113b2o75bo7b2o921bo37bo70bobo15bo83b2o54bobo86bo
2bo12bo2bob2o14bobobo2bo$290bo13bo50bo3b2o23b3o99b2o114b2o28b2o20bo4bo
b2o189b2o928bobo4b2o32bo70bobo11b2obo82b3o54bobo87b2obo11b2o21bobob2o$
247b2o34b3o3b2o14b5o44bobo3bo25bo117bo2b2o93bobo8bo38bob5o131bo991b2o
5b2o30b3o63b2o6b2o11bo2b3o4b2o73b2o57bo12b2o77bo33b2obo$246bobo30b2obo
3bo22bo40b2obobo3bo25bo117bobo2bo103b2o38b2o4bob2obob2o119b2obobo74bo
930bo90bo20b2o3bo3b2o69b2ob2o53b2o16bobo76b2o17bo17bob2o$246bo32bob2o
2b2o20bo42b2obo4bo138b2o5b2obo104bobo40b2obo2bob2obo118bobobobo70b2obo
bo929bo87b3o23b4o74b2o2b2o10b2obo37bobo18bo27b2o21b2o9b2o18b2o11bobo
16bobo2bo$245b2o15b2o43b2o45b5obo56b2o78bobo6bo145b3obob2o12b2o108bo2b
obobobob2o66bobobobo957bobo57bo25bo15b2o71b3o2b2o2bo36bo20b2o26b2o21bo
bo9bo18bo11bo2bo11b2o4bo2b2o$262bobo81b2obob2obo4b2o30b2o24bo79bobo4b
2o146bo19b2o108b4ob2o2bo2bo63bo2bobobobob2o955b2o84b3o12bobo71b2o6bo
35b2o7bo46b2o17bo6b3o21bo10b2o11bo2bo$264bo12b2o67bob2obo2bob2o33bo23b
obo76bo3bo5bo281bo4b2o65b4ob2o2bo2bo955bo88bo13bo72b2o4b2o44bobo44b2o
17b2o5bo2b3o14b5o24b2o4bo2b2o$264b2o11bo61b2o12b2obob3o31b3o20b2o13b2o
62bo11bo277bobo75bo4b2o932bo108b5o14b2o4bo61b2o8bo42bo3b2o73bo2bo13bo
12b2o20bobo2bo$245b2o9b2o8bo7b2obo61b2o19bo33bo35b2o73b2o98b2o177b2o
74bobo938bo17bo90bo22b3o59b2obo5b2o43bo78b2o2bobo12b3o8bobo20bob2o$
244bobo2b2o5b2o6b3o7bo2b3o4b2o93b3o223bobo252b2o955bobo92bo19bo57b2o3b
o36b2o15b3o47b2o32b2o15bo7bo19b2obo$243bo2bobobo12bo11b2o3bo3b2o34b2o
59bo223bo46b2o557bo562b2o42b2o91b2o19b2o56b2o3b3o34b2o65b2o5b2o39b4o6b
2o4b2o14bobob2o$243b2obobo14b2o4b2o6b4o39b2o5b2o46b2o3bo13b2o40b2o56b
2o19b2o135b2o556bobo6bo554b2o330b2o34b2o3bo3b2o11bo12bobobo2bo$246bob
2o19bo7bo15b2o32b2o45bobo17b2o40b2o57bo19bo82bo611bobo5bobo345b2o359bo
214b2o4b3o2bo7b3o6b2o5b2o2bobo$243b2obo20bobo8b3o12bobo2b2o76bo55b2o
58b3o22bo79b2o612bo6bobo344bobo74b2o277b2o5b2o66b2o35bo33bo19b2o61bob
2o7bo8b2o9b2o$241bo2bobo20b2o12bo13bo2bo116bo16b2o58bo4b2o14b5o79bobo
619bo339b2o4bo75bobo277bo5b2o4bo62b2o13b2o20b3o31b3obob2o12b2o61bo11b
2o$241b2o2bo4b2o24b5o14b3o2bo5b2o17b2o87bob2o80bo13bo1044bo2bo2b2ob4o
65b2o4bo168bobo110bo8bobo75bobo23bo33b2obo2bob2obo67b2o12bo$249bo2bo
11b2o10bo21b3o6bo17b2o54b2o30b2obo81bobo12b3o1041b2obobobobo2bo63bo2bo
2b2ob4o108b2o19bo35b2o109b2o8b2o76bo24b2o8bo21b2o4bob2obob2o81bobo$
241b2o2bo4b2o11bo2bo11bo18bo9bobo21b2o26b2o20bo32bo84b2o15bo25bo58b3o
956bobobobo66b2obobobobo2bo108b2o12b2obob3o35bo8bobo98bo87b2o33bo22bob
5o45b2o43b2o15b2o$241bo2bobo16bobo11b2o18b2o9b2o21b2o27bo18bobo55b2o
74b4o23b3o58bo958bobob2o70bobobobo118bob2obo2bob2o48b2o97bob2o120b3o
22bo4bob2o42bo20b2o2b2obo32bo$243b2obo17bo17b2o76bobo16b2o56b2o69b2o3b
o3b2o20bo62bo958bo74bobob2o119b2obob2obo4b2o45bo97bo2bobo114b2o27bo3bo
bob2o40bo22bo3bob2o30bobo$246bob2o33bo77b2o12bo132b2o4b3o2bo11b2o6b2o
96b2o5b2o991bo131b5obo143b2o2bo115bobo25bo3bobo44b5o14b2o3b3o34b2o$
243b2obobo21b2o11bob2o87bobo139bob2o11bobo103b2o4bobo928b2o189b2obo4bo
20b2o144b2o97bo27b2o3bo50bo13bo$243bo2bobobo14b2obo2bo12bo2bo86bobo
139bo15bo110bo921b2o7bo75b2o113b2obobo3bo19bo143bo2bo178b3o12bobo4b3o$
244bobo2b2o13bobob3o14b2o88bo123bo15b2o19b4o101b2obo3b2o915b2o5bobo66b
2o7bo118bobo3bo19b3o129b2o9b3o111bo66bo15b2o4bo3bo$245b2o17bobo33b2o
197b2o35b3obo99bo3bo3bo923b2o67b2o5bobo119bo3b2o21bo130bo6bo116b3o64b
4o16b3o2b2o$262b3ob5o29b2o196bobo36b2o5b2o94bob2ob2obo10b2o987b2o175bo
12bo86b3o7b4o116bo61b2o3bo3b2o10bo$261bo3bo4bo133b2o4b2ob2o2b2o88b2o
35b2o95bobobobo11bo24b2o223bo916bo12b2o84bo12bo115b2o23b2o35bo2b3o4b2o
10b2o19b2o$261b2o2bobo136b2o5bobo2bobo88bo152b3o6b2o13bo224bobo912b3o
11b2o97bo141b2o35b2obo39b2o$266b2o143bo2b2o92b3o151bo6b2o11bobo224b2o
739bo8b2o41b2o233b2o155b2o23bo$412bobo95bo16b2o153b2o10bo955b3o6b2o40b
obo58b2o277bo51bo2bo22b2o$235b2o71bo3b2o21bo75b2obo2bo12b2o15bo79b2o
165b3o956bo41b2o4bo60b2o276b3o51b2obo$236bo70bobo3bo19b3o28b2o48bobobo
11bo16b3o247bo864b2o18b2o21b3o44b2o13b2o24bo2bo2b2ob4o41b2o290b2o2bo
53bo$234bo68b2obobo3bo19bo32bo18b2o25b4o2bo13b3o16bo91b2o152b2o865bo
18bo24bo30b2o27bo25b2obobobobo2bo40bo2bo289b2o2b2o52b2o28b2o55b2o$234b
5o14b2o48b2obo4bo20b2o31bobo16bobo24bo3b2o16bo15b2o91bobo166b2o847b3o
21bo21bo32bo25bobo28bobobobo42bob2o294b2o37b2o44bo55b2o$239bo13bo53b5o
bo52b2o18bo26bo130bo166bo551b3o294bo2b3o14b5o51b3o26b2o29bobob2o43bo
337bo41b3o$236b3o12bobo45b2obob2obo4b2o72b2o24b2ob2o127b2o162b2obo551b
o298bo2bo13bo56bo60bo46b2o296b2o36b3o42bo$235bo15b2o46bob2obo2bob2o
104b2o24b2o264bo2bo553bo296b2o2bobo12b3o75b2o99b2o9b2o21b2o260b2o10b2o
11bo$235b4o53b2o12b2obob3o65b2obo29b2o27bo75b2o189b2o856b2o15bo74b2o
50b2o47bo9bobo21b2o260b3o9bo111b2o$233b2o3bo3b2o48b2o19bo65b2ob3o27bo
10b2o13b2obo76bo9bo164b2o885b4o117b2o7bo49b3o6bo17b2o250b2o16b3obo6b3o
108b2o$232bo2b3o4b2o141bo27bo9b2o7b2o4bo2b3o4b2o66bo11b2o163b2o880b2o
3bo3b2o115b2o5bobo51bo5b2o17b2o251bo17b2ob3o6bo112b2o$232b2obo143b2ob
3o27b2o18bo6b2o3bo3b2o66b5o6bobo5b2o4bobo111b2o918b2o4b3o2bo77bo43b2o
327b3o24bo118b2o$235bo14b2o128bobo47bobo8b4o24b2o50bo13bo6b2o111b2o
715bo11b2o197bob2o76bobo371bo20b2ob3o$235b2o12b2o129bobo47b2o9bo15b2o
11bo47b3o12bobo6bo828bobo10b2o197bo80b2o123b2o268bobo$251bo60b2o67bo
60b3o12bobo8bo48bo15b2o729b2o97bo3b2o2bobo208b2o198b2o5b2o262b2o4bobo
115b2o$241b2o69b2o131bo13bo8b5o14b2o28bob2o147b2o3b2o6b2o3bo576b2o97bo
bo2bo2b2ob2o387b2o18b2o269bo6bo101b2o13b2o$241bo198b5o14b2o12bo13bo27b
2o2b2o3b2o143bo3bo7bo3bobo577bo96bobo3bobo205b2o77b2o104bobo290b3o105b
obo$238b2obo3b2o107b2ob2o2b2o14b2o31b2o28bo29b3o12bobo26bo2b2o6bo140b
3o5b3o5bo3bobob2o197bo473bob4o2bob2o126b2o74bo77b2o98b2o4bo294bo107bo$
236bo2bob2o2b2o108bobo2bobo14bobo30b2o30bo26bo15b2o27b2obo6bo141bo9bo
6bo4bob2o196bo476bo3bobob2o127bo69b2o3bob2o117b2o18b2o33bo2bo2b2ob4o
398b2o$236b2obo115bo2b2o19bo61b2o26b4o44bo163bob5o200b3o473bo3bobo129b
o71b2o2b2obo2bo116bo18bo34b2obobobobo2bo$239bo5b2o109bobo20b2o86b2o3bo
3b2o39b2o162b2o4bob2obob2o667bo3bobo130b5o14b2o58bob2o113b3o21bo35bobo
bobo$239b2o5bo108b2obo2bo104bo2b3o4b2o206b2obo2bob2obo563b2o102b2o3bo
136bo13bo2bo49b2o5bo116bo2b3o14b5o35bobob2o$244bo113bobobo103b2obo211b
3obob2o12b2o556bo83b2o4bo152b3o12bobob2o49bo5b2o118bo2bo13bo41bo$244b
2o109b4o2bo64bo42bo55b2o154bo19b2o557b3o77b2o2bo4b3o149bo15b2obo53bo
122b2o2bobo12b3o$327b2o26bo3b2o64bobo41b2o55bo735bo75b3ob2o8bo148b4o
15bo52b2o127b2o15bo50b2o386b2o$327b2o28bo67bobo95b3o811bo13b2o23b2o
121b2o3bo3b2o10b3o193b4o41b2o7bo373b2o12bobo$356b2ob2o65bo96bo814b3ob
2o32b2o120bo2b3o4b2o13bo187b2o3bo3b2o39b2o5bobo374bo14bo$359b2o66b3o
47b2o861bob2o47b2o49b2o54b2obo20b2o187b2o4b3o2bo45b2o372b3o15b2o$356b
2o71bo48bo911bo2bo49bo57bo217bob2o419bo25bo$356bo10b2o106b3o913b2obo
17b2o27bo59b2o216bo446b3o$357bo9b2o7b2o97bo693b3o222bo17bo2bo25b5o14b
2o256b2o445bo$356b2o18bo302b2o490bo170b2o50b2o18b2o30bo13bo704b2o$374b
obo301bobo489bo171b2o35b2o62b3o12bobo48b2o201b2o$374b2o302bo701bo61bo
15b2o50bo202bo$538bo137b2obo3b2o692b3o62b4o61b3o22b2o174b2o3bob2o41b2o
413b2o$538b3o134bo3bo3bo654b2o24b2o11bo62b2o3bo3b2o56bo17b2o5bobo173b
2o2b2obo2bo40bo414bo$541bo133bob2ob2obo10b2o126bo515bobo23bo74bo2b3o4b
2o74b2o7bo24b2o154bob2o37b3o415bob2o$354b2o184b2o134bobobobo11bo24b2o
99b2o518bo14b2o8b3o24b2o45b2obo91b2o24bo147b2o5bo40bo409b2o4b3o2bo$
354b2o339b3o6b2o13bo101b2o516bo15bo11bo15b2o6b2o49bo115bo149bo5b2o450b
2o3bo3b2o$697bo6b2o11bobo619b2o15b3o24b2o8bo48b2o77bo36b5o14b2o131bo
460b4o$717b2o10bo616b2o10bo161bobob2o37bo13bo2bo128b2o42b2o402b2o15bo$
632b2o95b3o614b2o172bobobobo33b3o12bobob2o172bobo400bobo12b3o$547b2o
84bo98bo650bo26b2o38b2o65b2obobobobo2bo29bo15b2obo176bo4b2o394bo13bo$
370bo176b2o84bobo95b2o430b3o216bobo25b2o39bo65bo2bo2b2ob4o29b4o15bo
172b4ob2o2bo2bo391b2o14b5o$338b2o29bobo247b2o13b2o110b2o417bo215bo3bo
8b3o51b3o68b2o4bo31b2o3bo3b2o10b3o170bo2bobobobob2o411bo$338bo30bobo
247b2o125bo417bo216b5o10bo51bo76bobo28bo2b3o4b2o13bo172bobobobo412bo$
336bobo31bo372b2obo633b2o3b2o8bo130b2o28b2obo20b2o173b2obobo412b2o$
336b2o13b2o18b3o368bo2bo293b2o11bo328b5o25bo109b2o36bo199bo$351b2o20bo
239b2o40b2o86b2o294b2o10bobo302b2o24b3o25b3o109bo36b2o$613b2o40b2o71b
2o321bobo2b2o3bo294bo26bo25bo3bo106bo224b2o$617b2o109b2o320b2ob2o2bo2b
obo291bobo51bob3obo105b5o14b2o205bo7b2o388bo$315b2o40b2o258b2o71b2o
362bobo3bobo291b2o31b2o20b5o111bo13bo27b2o177bobo5b2o388b3o$315b2o40b
2o162bo32b2o134b2o358b2obo2b4obo324bobo133b3o12bobo28bo178b2o398bo$
353b2o166b3o30b2o494b2obobo3bo328bo132bo15b2o26b3o22b2o554b2o$353b2o
169bo529bobo3bo460b4o40bo17b2o5bobo$455b2o66b2o87b2o89b2o3b2o6b2o3bo
333bobo3bo286b2o169b2o3bo3b2o53b2o7bo$454bobo81b2o72b2o90bo3bo7bo3bobo
333bo3b2o287b2o5b2o48b3o109bo2b3o4b2o62b2o194b2o$448b2o4bo53bo29b2o
161b3o5b3o5bo3bobob2o348bo4b2o266bo7bo49bo111b2obo266bobo$358b2o86bo2b
o2b2ob4o47b3o192bo9bo6bo4bob2o346b3o4bo2b2o269bobo11b2o37bo113bo57bo
208bo$358b2o86b2obobobobo2bo4b2o40bo49b2o159bob5o349bo8b2ob3o267b2o12b
o152b2o55bobob2o173b2o$449bobobobo8bo40b2o47bo2bo158b2o4bob2obob2o316b
2o23b2o13bo253b2o23bobo15b3o191bobobobo172bo398b2o$449bobob2o7bo91bo2b
o161b2obo2bob2obo316b2o32b2ob3o254bo2bo17b2o2b2o15bo3bo187b2obobobobo
2bo97b2o71b3o388b2o5bobo$450bo11b5o66b2o20b2o51bo107b3obob2o12b2o294b
2o7b2o38b2obo255bo2b3o16b2o165b2o44bo2bo2b2ob4o98bo73bo388b2o7bo$466bo
46b2o11b2o5bobo70b3o23b2o2b2ob2o4b2o69bo19b2o293bo2bo7b2o296b2o40bo5bo
141bo46b2o4bo100bo473b2o$460b4o50bo11b2o7bo69bo26bobo2bobo5b2o364b2o
17bob2o7bo301b3o36b2o3b2o138b3o53bobo98b5o14b2o$454b2o4bo2bo50bob2o17b
2o68b2o28b2o2bo369bo2bo17bo309bo5bo61b3o116bo56b2o103bo13bo2bo438bo$
325b2o4b2ob2o2b2o96bo17b2o50b2o4b3o2bo118bobo370b2o18b2o50b2o258b2o2b
2o14b2o44bo3bo274b3o12bobob2o437bobob2o$325b2o5bobo2bobo96b3o28b2o37b
2o3bo3b2o5bo67bo28b2o12bo2bob2o404b2o35b2o260bo2bo14b2o4b2o37bo5bo168b
2o18bo3b2o78bo15b2obo439bobobobo$332bo2b2o102bo22b2obo2bo42b4o6bobob2o
45b2o14b5o20b2o5bo11bobobo407bo298b3o21b2o37b2obob2o133b2o34bo17bobo2b
2o78b4o15bo436b2obobobobo2bo$333bobo102b2o18bo3b2ob2o30b2o15bo6bobobob
o9b2o34bo13bo5bo20bo2b3o13bo2b4o111b2o265b3o24b3o353bo143b2o33bo19bobo
80b2o3bo3b2o10b3o434bo2bo2b2ob4o$332b2obo2bo12b2o104bobo32b2o2bobo12b
3o4b2obobobobo2bo5bobo34bobo12b3o2bo20bobo17b2o3bo104b2o5b2o265bo28bo
11b2o24b2o295b2o16bobo144bo32b5o14b2ob5o14b2o59bo2b3o4b2o13bo435b2o4bo
$335bobobo11bo106bo34bo2bo13bo7bo2bo2b2ob4o5bo37b2o15bob2o11b2o4b3o2bo
19bo106b2o273bo40bo23bobo296bo4b2o9bo3b2o4bo175bo13bo7bo13bo2bo57b2obo
20b2o441bobo$332b4o2bo13b3o75b2o59bo2b3o14b5o4b2o4bo8b2o51b4o2bo11b2o
3bo3b2o17b2ob2o418b3o8b2o14bo295b3o5b2o9bo3b2o3bobo171b3o12bobo4b3o12b
obob2o60bo464b2o$332bo3b2o16bo75bo60b3o21bo10bobo42bo11b2o3bo3b2o17b4o
19b2o404b2o15bo11bo15bo294bo18bo3b2o3bobo170bo15b2o4bo11bo3b2obo24b2o
36b2o$334bo92b2obo20b2o41bo18bo13b2o40b3o11b2o4b3o5b2o15bo22b2o107b2o
17b2o5bo267b2o24b3o15b2o280b2o32bobo6bo171b4o18b4o6b2obo5bo25bo$333b2o
b2o89bo2b3o4b2o13bo40b2o18b2o53bo22bo4bobo12b3o12b2o10bo107b2o17bo6b3o
291bo10b2o287bobo32bo177b2o3bo3b2o11b2o3bo6bo2bo5b3o21bo$336b2o90b2o3b
o3b2o10b3o116b2o21bobo2bo13bo6b2o7b2o9bo102b2o21bobo9bo250b2o49b2o289b
o209bo2b3o4b2o10bo2b3o7b3o9bo20b5o14b2o26b2o$333b2o95b4o15bo81b2o20b2o
35b2ob4o14b5o2bo18b2o101b2o21b2o9b2o237b2o11bobo339b2o208b2obo18b2obo
20b2o25bo13bo28bo$333bo10b2o84bo15b2obo81b2o20bobo36bo22b2obobo168b2o
222b2o11bo554bo21bo44b3o12bobo25b3o22b2o$334bo9b2o7b2o76b3o12bobob2o
103bo36bobo16b2o4bob2o49b2o117bo236bo554b2o20b2o42bo15b2o26bo17b2o5bob
o$333b2o18bo80bo13bo2bo103b2o25b2o3b2o4b2o16b2o4bo53bo114b2obo236b2o
619b4o58b2o7bo$351bobo75b5o14b2o97b2o33bo3bobo27b2o53bobo111bo2bo222bo
633b2o3bo3b2o62b2o$351b2o76bo73b2o42b2o34b4o70b2o13b2o112b2o224bo15bo
560b2o20b2o31bo2b3o4b2o$431bo64b2o5bobo52b2o21bobo3bo51b2o16b2o112b2o
239bo14bo10b2obob2o22b2o521bo21bo31b2obo57bo$430b2o64b2o7bo24b2o25bobo
5b2o14b2o3b2o51b2o130b2o260b3o32bo518b3o19b3o22b2o11bo56bobob2o118b2o$
505b2o22bo2bo24bo7b2o466bo4bo5bo23bobo516bo21bo17b2o5bobo10b2o55bobobo
bo117bo$331b2o196bo2bo23b2o93b2o40b2o315b2o3b2o17bo34b2o556b2o7bo64b2o
bobobobo2bo116bo$331b2o159bo37b2o46b2o71b2o40b2o318bo25b2ob2o592b2o63b
o2bo2b2ob4o96b2o14b5o253bo299bo$491bobob2o73bo7bo76b2o353bo5bo2b2o20bo
242bo282bo87b2o46b2o4bo98bo2bo13bo257bobo297bobo$491bobobobo68b2obobo
3b2obo45bo30b2o80bo21b2o3bo246b2ob2o2bobo262bobo8b2o270b2o55bo32bo52bo
bo96b2obobo12b3o256b2o298b2o$488b2obobobobo2bo64bobobobo3bo2b3o4b2o36b
obo111b3o19bo3bobo246bobo5bo262bobo8bo2b2o267bobo53bobob2o25b3o54b2o
98bob2o15bo253bo299bo$488bo2bo2b2ob4o61bo2bobobob2o3b2o3bo3b2o36bobo
114bo19bo3bobob2o243bo25bo27b2o213b2ob2o8b2obo21b4o298bobobobo24bo51b
2o103bo15b4o253bo3bo295bo3bo$347bo105bo36b2o4bo65b4ob2o2bo6b4o42bo114b
2o20bo4bob2o243bo24bobo27bo213bo36b2ob4o293b2obobobobo2bo74bo101b3o10b
2o3bo3b2o255bo2bo296bo2bo$346bobo102bobo42bobo67bo4bobo4bo15b2o25b3o
26b2o107bob5o271bo3bo13b2o11bobo212bob2o3b2o27bob2ob2o293bo2bo2b2ob4o
72bo102bo13b2o4b3o2bo250b4o2bobo291b4o2bobo$346bobo103b2o43b2o49b2o14b
obo5b2o5b3o12bobo2b2o20bo28b2o107b2o4bob2obob2o263b5o14bo12b2o12b2o
196bobob2o3b2o29bo2bob2o293b2o4bo76b5o14b2o82b2o20bob2o256bo2bo296bo2b
o$347bo200bobob2o10b2o16bo13bo2bo162b2obo2bob2obo262b2o3b2o13bobo24b2o
196b2o37b2obo3b2o298bobo79bo13bo105bo253b4o2bobo291b4o2bobo$348b3o199b
ob2o23b5o14b3o2bo157b3obob2o12b2o234bo21b5o15b2o2b2o257b2obobobo300b2o
76b3o12bobo104b2o257bo2bo296bo2bo31b2o$350bo199bo26bo21b3o157bo19b2o
233b3o21b3o20b2o236b2o23b3o229b2o147bo15b2o360bo3bo295bo3bo34bobo$549b
2ob2o25bo18bo414bo3bo21bo259b2o24bo226b2obobo9bo137b4o374bo299bo40bo$
551bo2bo23b2o18b2o412bob3obo295bo238bobo9b3o135b2o3bo3b2o79b2ob2o22b2o
263b2o298b2o37b2o$551bobo66bo392b5o62bo3b2o195b2o31bobo236bob2o7bo53b
2o82bo2b3o4b2o77bo2bob2o22bo262bobo297bobo$550b2ob2o63b3o49b2o2b2ob2o
4b2o381bobo11bo201bo31b2o216b2o16b2obo10b2o52bobo81b2obo85b2o28b3o260b
o299bo$532b2o83bo52bobo2bobo5b2o74b2o295b2o9b2obo9bo12bo188bobo247bo
17bo2b4o4bo7b2o19b2o26bo21b2o48b2o13bo34b2o62b2o17bo$531bobo16b2ob4o
52b2o6b2o54b2o2bo81b2o295b2o7b2o4bo4bobo13bobo188b2o249bo16b2o3bo3bobo
6bobo17bo2bo38bo7bo2bo28bo17bo2bo12b2o24bo7bo2bo53bo2bo4b2o$531bo18b2o
bo2bo52bobo62bobo348bo45b2o3bo3b2o10bo2bo418b2o14b5o18b3o3bo2bo4bobob
3o15bo2bo5b2o31b3o5bo2bo5b2o21b3o15bo2bo5b2o31b3o5bo2bo5b2o46b4o336b2o
$530b2o78bo46b2o12bo2bob2o342bo4b4o12b2o27b2o8b3o7bo4bo213b2o6b2o196bo
13bo23bo6b2o5b2o5bo15b2o6b2o34bo5b2o6b2o24bo15b2o6b2o34bo5b2o6b2o43bo
341bobo$538b2o48b2o68bo11bobobo345bo5b4o5b2o4bo28bo7bo5bo4bo5bo200b2o
12bo7bo196bobo12b3o18bobo19b2o58b2o38b2o38b2o18b2o58b5o11bo319b2o4bo$
538b2o47bobo5b2o18b2o38b3o13bo2b4o348bo2bo5b2o5b3o35b2o2bo5bo3bo201bob
o8b3o5b3o198b2o15bo17b2o161bo82bo7b2obobo316bo2bo2b2ob4o$587bo7b2o18b
2o5b2o31bo16b2o3bo348b4o14bo36bob2o6b2o205bo8bo7bo214b4o70bo49bo49bo6b
3o81bo8bobobobo316b2obobobobo2bo$554b2o30b2o34b2o51bo349b4o28b2o239b2o
225b2o3bo3b2o68b3o47b3o47b3o4bo83b2o4bo2bobobobob2o316bobobobo$503bo
50b2o116b2ob2o348bo30bobo466b2o4b3o2bo70bo16b2obo29bo49bo93b4ob2o2bo2b
o316bobob2o$503b3o94bo71b2o382bo476bob2o32b2o35b2o11b3o2b2o2bo27b2o11b
2o35b2o11b2o37b2o45bo4b2o319bo$506bo89b2obobo3b2o68b2o67b2o309b2o268b
2o206bo35b2o49b2o6bo40b2o48b2o37b2o15b2o26bobo$505b2o88bobobobo3b2o57b
2o10bo36b2o29b2o528b2o44b2o3b2o205b2o87b2o4b2o146bobo25b2o339b2o$592bo
2bobobob2o52b2o7b2o9bo38bo558bo2bo2b2o39b2o304bo150bo4b2o351b2o7bo$
490bo101b4ob2o2bo18b2o34bo18b2o37bobo557b2o2bobo13b2o327b2o148b4ob2o2b
o2bo349b2o5bobo$488b3o105bo4bo18bobo33bobo41b2o13b2o559b2o16bobo227b2o
36bo210bo2bobobobob2o356b2o$487bo104b2o2bob3o21bo6bo27b2o41b2o574bo19b
o22b2o12b2o189bo36bobo88bo116b2o5bobobobo$487b2o103b2o3b2o23b2o3b3o
458b3o182b2obo2bo16b2o22bo5b2o5bo191b3o27b2o4bobo4b2o83b2o109b2o4bo6b
2obobo$537b2o87bo463bo182bob2obobo36b3o6b2o6b3o190bo27bo2bo3bo3bo2bo
84b2o108bobobo12bo$515b2o19bobo87b2o66b2o40b2o351bo187bobo37bo18bo219b
3o7b3o25b2o48bo11bo37b2o48b2o20bob2o$495b2o11b2o5bobo18bo140b2o15b2o
40b2o536b2o2bo302b2o11b2o35b2o11b2o5b5o25b2o11b2o35b2o11b2o20bobo$496b
o11b2o7bo17b2o140b2o19b2o572b3ob2o276b7o3b7o11bo28bo20bo21bo27bo45bo3b
o32b2obo7b2o$440b2o54bob2o17b2o115b2o62b2o571bo282bo6bobo6bo8b3o28bo
18b3o47b3o40b2obo2b4o4bo29bobobo5b2o354b2o$441bo46b2o4b3o2bo135bo636b
3ob2o277bobob2o3b2obobo9bo30b3o16bo49bo42b2ob3o3bobo2b3o25bo4b2o362bo$
440bo12bo34b2o3bo3b2o5bo130bob2o635bob2o278b2obo5bob2o159bo3b2o5bo24b
2o364b3o$440b4o7b3o39b4o6bobob2o118b2o4b3o2bo922bobo44b2o48b2o62b2ob2o
bo9b2o390bo$443bo6bo28b2o15bo6bobobobo21b2o94b2o3bo3b2o24bo30b2o589b2o
274b2ob2o44bo5b2o6b2o34bo5b2o6b2o41b2o5bobobo$438b3o9b2o22b2o2bobo12b
3o4b2obobobobo2bo18b2o99b4o25bobo29b2o589b2o7b2o311b3o5bo2bo5b2o31b3o
5bo2bo5b2o41b2o4bo434b2o$437bo2bo34bo2bo13bo7bo2bo2b2ob4o105b2o15bo25b
obo629bo300bobo9bo7bo2bo38bo7bo2bo53bo8b2o425bo$428bo8b2o34bo2b3o14b5o
4b2o4bo108bobo12b3o27bo628bobo300b2o19b2o48b2o53bo5b2o2bo428bo$428b3o
24bo2b2o13b3o21bo10bobo36b2o68bo13bo27b3o629b2o12b2o24b2o262bo125b3obo
2bobo48b2o358b2o14b5o$431bo22bobo2bo16bo18bo13b2o36b2o67b2o14b5o22bo
643bo3bo23bo391bob3o2b3o4b2o40bo360bo13bo$430b2o23b2obo16b2o18b2o139bo
665bo5bo13b2o5bobo385b2o4bo4b2o3bo3b2o41b3o357bobo12b3o$457bo72b2o102b
o662b2o2b2obo3bo13b2o5b2o324b2o18bo39bo2bo2b2ob4o2b4o48bo358b2o15bo$
445b2o8b2o72bo2bo101b2o77b2o2b2ob2o4b2o543b2o24b2o3bo5bo10b2o333bobo
18b3o37b2obobobobo2bo2bo15b2o407b4o$422b2o20bobo8bo73bo2bo180bobo2bobo
5b2o543b2o30bo3bo10b3o327b2o4bo23bo39bobobobo6b3o12bobo401b2o3bo3b2o3b
2o6bo11b2o$422bo22bo11bo72b2o184b2o2bo584b2o12b2o325bo2bo2b2ob4o18b2o
39bobob2o10bo13bo35b2o364b2o4b3o2bobo2bo4bobo10b2o$419b2obo33b2o259bob
o590bobo9b2o322b2obobobobo2bo60bo9b5o14b2o33bobo372bob2obobobo3bobo$
419bo2b3o4b2o269b2o12bo2bob2o589b2o10b2o6b2o317bobobobo73bo47b2o4bo
374bo3bobobobob2ob2o$420b2o3bo3b2o54b2o214bo11bobobo593bo18b2o317bobob
2o7b2o5b2o61b2o21bo19bo2bo2b2ob4o369b2o3bobo3bobo$422b4o19b2o31b2o5bob
o91bo118b3o13bo2b4o566bo362bo11bo6bo53b2o7bo20b3o19b2obobobobo2bo375bo
b4o2bob2o$422bo15b2o6bo31b2o7bo89b3o118bo16b2o3bo565bobo7b2o366bob2obo
35bo17b2o5bobo19bo25bobobobo380bo3bobob2o$423b3o12bobo2b3o41b2o87bo
141bo567bobo7bobo364b2obo2b3o4b2o27b3o22b2o20b2o24bobob2o365b2o13bo3bo
bo$426bo13bo2bo104b2o26b2o137b2ob2o348b3o216bo8bo357b2o7bo3b2o3bo3b2o
30bo70bo369bo3bo9bo3bobo$421b5o14b3o31bo73bobo164b2o351b2o46bo171b3o
13bo309bo21bo17b2o5bobo5b4o34b2o441b4o9b2o3bo$421bo51bobob2o71bo167b2o
349bo3bo31b2o8bobo172bo11b2o310b3o19b3o22b2o6bo15b2o105b2o314b2o$423bo
18b3o28bobobobo70b2o155b2o10bo350bo3bo27b2o2bo8bobo185b2o312bo21bo30b
3o12bobo95b2o7bo316bo38b4o$422b2o18bo2bo24b2obobobobo2bo215b2o7b2o9bo
353b2o28bob2o8b2ob2o497b2o20b2o33bo13bo11b2o82b2o5bobo268b2o46bobo36bo
3bo$444b2o24bo2bo2b2ob4o216bo18b2o352bo45bo212bo243bo92b5o14b2o10bo90b
2o262b2o5b2o47b2o39b2o23b2o$472b2o4bo220bobo407b2o3b2obo212b3o240b2o
93bo27b2obo20b2o20b2o310b2o120b2o16b2o$478bobo85b2o132b2o407b2o3b2obob
o89bobo117b5o240b2o32b2o20b2o24b3o11bo25bo2b3o4b2o13bo19bobo5b2o440b2o
2bo$479b2o51b2o20b2o9bobo5b2o543b2o88bo119b2o3b2o273bo21bo25bo12b2o26b
2o3bo3b2o10b3o20bo7b2o72b2o365bo2b2o$531bobo20b2o9bo7b2o633bo3bo116b5o
271b2obo18b2obo20b2o4bo41b4o15bo21b2o80bobo231b2o17b2o5bo24bo83bo14bo$
531bo32b2o534b2o106bo3bo116bo3bo271bo2b3o4b2o10bo2b3o4b2o13bo46bo15b2o
bo98b2o2bo234b2o17bo6b3o21bobo83b3o9b3o$530b2o188b2o378b2o106bo121bobo
273b2o3bo3b2o11b2o3bo3b2o10b3o48b3o12bobob2o33bo62bo2bob2o226b2o21bobo
9bo21bo87bo7bo$538b2o38bo141b2o354bobo129bo2bo119bo221bo54b4o18b4o15bo
53bo13bo2bo29b2obobo24b2o37b2obobo225b2o21b2o9b2o93b2o13b2o7b2o$538b2o
34b2obobo497b2o39b2o88b3o104b2o9b2o225b3o52bo15b2o4bo15b2obo48b5o14b2o
30bobobobo25bo41bo275b2o41b2o36bo$573bobobobo497bo40bo195b2o9bobo103b
2o123bo52b3o12bobo4b3o12bobob2o46bo47bo2bobobobob2o19b3o48b2o268bo42b
2o33b3o$555b2o13bo2bobobobob2o533bobo190bo6bo7b3o4b2o98b2o122b2o55bo
13bo7bo13bo2bo48bo45b4ob2o2bo2bo19bo50bo266b2obo65b2o10bo34b2o$554bo2b
o12b4ob2o2bo2bo533b2o190bobo12b3o4bo2bo273b5o14b2ob5o14b2o49b2o49bo4b
2o59b2o9bobo265bo2bo66bobo44b2o$554bo2bo16bo4b2o124bo595b2o3b2o3bo12b
3o4b2o98b4o172bo19bobo118bobo65b2o9b2o267b2o69bo$555b2o15bobo129bobo
375b2o6b2o209b2o3b2o3bo13bobo102bo4bo111b2o60bo17bobo2b2o114b2o331b2o
72b2o10b2o$572b2o130bobo375bo7bo12b2o183b2o16b2o3bo14b2o103b3obo111bo
60b2o5b2o11bo3b2o447b2o72bo$705bo377b3o5b3o8bobo183bo19bobo122bob2o15b
2o90b2obo66bobo525bo2b2o9b3o59b2o$702b3o380bo7bo8bo187bo18bo142b2o90bo
2b3o4b2o52b2o4bo136bo61b2o4b2o319b3o3bo11bo60bo$575bo126bo398b2o186b2o
143b3o108b2o3bo3b2o50bo2bo2b2ob4o132b3o52b2o4bobo3bobo281b2o35bo3b3o
72bo$553b2o20b3o855bo2bo110b4o55b2obobobobo2bo135bo51bobo3bo6bo238bo
42bobo35b2o2bo46b2o27b3o$553bobo22bo45b2o807b2o112bo15b2o44bobobobo
137b2o53bo2b2o15b2o217bo9bo11b2o3bo26bo88bobob2o25bo$537b2o16bo21b2o
45bobo447b2o472b3o12bobo43bobob2o192b2obo18bo217b3o6b3obo8bo3bobo24b2o
90bob2o$536bobo16b2o69bo4b2o441b2o3b2o44b2o332b3o89bo13bo44bo199bo18bo
b2o217bo5b2o2b2o8bo3bobob2o67b2o42bo$492bo43bo85b4ob2o2bo2bo444b2o39b
2o2bo2bo333bo84b5o14b2o243b3o13b2ob2obo216b2o5b2o2b2o9bo4bob2o68bo42b
2ob2o$492b3o40b2o32b2o45b2o4bo2bobobobob2o470b2o13bobo2b2o333bo85bo76b
2o188bo13bo241bob5o72bob2o40bobo$495bo73bo46bo8bobobobo472bobo16b2o
356b2o65bo65b2o7bo188b2o11bobo228b2o11b2o4bob2obob2o31bo2bo21b2o4b3o2b
o40bobo$494b2o70b2obo48bo7b2obobo434b2o12b2o22bo19bo357bo64b2o65b2o5bo
bo201b2o229bo4bo10b2obo2bob2obo31b4o21b2o3bo3b2o42bo$566bo2b3o4b2o36b
5o11bo436bo5b2o5bo22b2o16bo2bob2o352bo71b2o67b2o140b2o291bo4bo7b3obob
2o12b2o21bo32b4o$479bo87b2o3bo3b2o36bo449b3o6b2o6b3o36bobob2obo352b5o
14b2o50bobo40bo161b2o5bobo51b3o111b2o124bobo9bo19b2o21b5o14b2o15bo69b
2o$477b3o89b4o44b4o443bo18bo37bobo322b3o8b2o26bo13bo45b2o4bo42b3o159b
2o7bo44bob2obo4bo110bobo182bo13bobo12b3o61bo8bobo$476bo92bo15b2o30bo2b
o4b2o52b3o440bo2b2o318bo11bo24b3o12bobo43bo2bo2b2ob4o41bo167b2o43bo3bo
bo3bo112bo4b2o174bo15bo13bo62b2ob2o8bo$476b2o50b2o40b3o12bobo2b2o33b2o
17bo36bo433bo7b2ob3o316bo2bo9b3o20bo15b2o44b2obobobobo2bo40b2o212bo4bo
4bo108b4ob2o2bo2bo172b2o13b2o14b5o57b2ob2o8b2o$529bo43bo13bo2bo51b3o
35bo433b3o12bo316b2o12bo20b4o61bobobobo199bo58b2o5b2o2b2o105bo2bobobob
ob2o207bo58bob3o$504b2o23bobo15b2o19b5o14b3o2bo19b2obob2o22bo471b2o2bo
5b2ob3o308b2o7b2o31b2o3bo3b2o56bobob2o199bobob2o56bo3bo4bobo107bobobob
o130b2o76bo59b3o$484b2o11b2o5bobo23b2o15b2o19bo21b3o19bob2ob2o22b2o
472b3o5b2obo311bo6bo2bo29bo2b3o4b2o57bo37b2ob2o21b2o138bobobobo55bo3bo
6bo108b2obobo130b2o76b2o$485bo11b2o7bo63bo12bo5bo845b3o10bo29b2obo103b
2obo23bo135b2obobobobo2bo53b3o7b2o111bo$485bob2o17b2o61b2o10bobo5b2o
844bo9b2o34bo78b2o26bo20b3o136bo2bo2b2ob4o$477b2o4b3o2bo93b2o65b2o455b
2o373b2o68b2o7bo27b3o4b2o12bo120b2o18b2o4bo18b2o34bo111b2o168b2o$477b
2o3bo3b2o5bo156bo456bo425bo17b2o5bobo25b2o3bo3b2o132bobo24bobo16b2o5b
2o26bobob2o108bo7b2o152b2o5b2o$482b4o6bobob2o130b2o20bob2o453bobo7bo
415b3o22b2o25bo2b4o132b2o2bo28b2o23b2o26bobobobo107bobo5b2o152b2o$468b
2o15bo6bobobobo129bo13b2o4b3o2bo414b2o22bo15b2o379b2o45bo48b2obo15b2o
118bo2bob2o76b2obobobobo2bo105b2o$463b2o2bobo12b3o4b2obobobobo2bo127b
3o10b2o3bo3b2o416bo22b4o394bo44b2o49bo2b3o12bobo119b2obobo75bo2bo2b2ob
4o$464bo2bo13bo7bo2bo2b2ob4o37bobo89bo15b4o418bobo4bo16b4o331b2o57b3o
96bo5bo13bo123bo24bo5b2o17b2o27b2o4bo272b2o17b2o5bo$462bo2b3o14b5o4b2o
4bo39bo4bo36b2o50bob2o15bo419b2o3bobo5b2o8bo2bo5b2o325bo57bo99b5o14b2o
128b2o15b3o6bo17b2o33bobo96b2o8bo129b2o32b2o17bo6b3o$462b3o21bo10bobo
28b2o7bo4bo35bobo5b2o41b2obobo12b3o423b2o3bo14b4o5b2o24b2o299bobo15b2o
78b2o60bo146bo2bo12bo9bobo21b2o28b2o18b2o76b2o6b3o129b2o26b2o21bobo9bo
$465bo18bo13b2o27bo2bo2b2o6b2o35bo7b2o41bo2bo13bo426b2o3bo4bobob2o3b4o
32b2o300b2o15b2o78bo66b2o127b2o9bobob2o12b2o9b2o21b2o47bobo83bo160b2o
21b2o9b2o$464b2o18b2o42b2o2bobo13b2o27b2o52b2o14b5o421b2o3bo5b2o3bo2bo
431b2obo20b2o43bobo6bo120b2o9b2o2bo98bo68b2o13b2o208b2o77b2o$459bo70b
2o5b2o2b2o5bobo100bo423bobo10bo435bo2b3o4b2o13bo38b2o2bo10b2o133bo168b
o27b2o194bo78b2o7b2o$458b2o70bo6b2o2b2o7bo40bo57bo419b2o5bo8bo2bo436b
2o3bo3b2o10b3o39bo2bob2o7b2o133b2ob2o165bobo25bo192b2obo87bo$458bobo
66b2obo2bo4bob3o7b2o35b2obobo56b2o418b2o392bo63b4o15bo43b2obobo140bo2b
o2bo165b2o8b2o16b3o188bo2bo86bobo$527bob2obobo6bo44bobobobo520bo347bob
o63bo15b2obo47bo125b2o4b2o8b2o2b2o90b2o79b2o3bobo17bo189b2o87b2o$531bo
bo6bo42bo2bobobobob2o516bobo347b2o64b3o12bobob2o51b2o111b2o4bobo3bobo
27b2o76b2o78b2o3bo194b2o$528b2o2bo50b4ob2o2bo2bo471bo27bo16bobo416bo
13bo2bo51bo112bobo3bo6bo28b2o75bo280b2o$474b2o50b3ob2o55bo4b2o474bo27b
o16bo412b5o14b2o40b2o9bobo114bo2b2o15b2o78bo228b3o152b2o$467b2o5bobo
48bo59bobo480bo41b3o413bo60b2o9b2o114b2obo18bo78b2o227bo10bo144bo$467b
2o7bo49b3ob2o53b2o506bo7b2o7bo417bo188bo18bob2o74bobo93bo134bo8b2o144b
obo$476b2o50bob2o561bo2bo3bo2bo324bo98b2o188b3o13b2ob2obo169bobo142bob
o144b2o$1066b2o3b2o20bo2bo330bobo2b2o14b2o270bo13bo28bo3b2o21bo118b2o
168bo21b2o3bo$463bo130bo474bo22bo2b2o2bo7b2o317bobo2bobo14bobo133b2o4b
2o127b2o11bobo27bobo3bo19b3o260b2o26b3o19bo3bobo$462bobob2o79b2o43b3o
471bo5bo17b2o2b3o3bo3b2o320bo2b2o19bo126b2o4bobo3bobo140b2o24b2obobo3b
o19bo30b2o14b3o213b2o30bo19bo3bobob2o103b2o$462bobobobo78bo43bo475b2ob
2o17bo13b3o2bo318bobo20b2o125bobo3bo6bo167b2obo4bo20b2o28bobo16bo81b2o
132bo28b2o20bo4bob2o103bobo$459b2obobobobo2bo73bobo43b2o475bobo19b3obo
10b3o318b2obo2bo146bo2b2o15b2o161b5obo50bo15bo82b2o181bob5o109bo$459bo
2bo2b2ob4o73b2o522bo21b2o336bobobo144b2obo18bo153b2obob2obo4b2o332b2o
4bob2obob2o101b2o$461b2o4bo67b3ob3o65bo461bo356b4o2bo148bo18bob2o150bo
b2obo2bob2o60bo277b2obo2bob2obo$467bobo65bo5bo65b3o816bo3b2o149b3o13b
2ob2obo143b2o12b2obob3o57b2o223b2o48b3obob2o12b2o$468b2o65bo5bo68bo
817bo155bo13bo130b2o16b2o19bo56bobo194b2o27bobo47bo19b2o$525b2o9bo3bo
68b2o462bo8b2o343b2ob2o151b2o11bobo123b2o5bobo291bo27bo106bo$525b2o10b
3o531bobo6bo2bo346b2o164b2o124b2o7bo291bobo132b3o31bo$455bo125b2o487bo
bo7bo3bo2b2o22bo315b2o261bo40b2o88b3o69bo115b2o13b2o135bo29bobo2b2o$
454b2o124bobo5b2o11b2o466bo2bo7bo2b2o2b3o20bobo314bo10b2o248b3o132bo
69b3o113b2o149b2o28bobo2bobo14b2o$454bobo123bo7b2o11bo468bobo16b2obo5b
2o11b2o315bo9b2o7b2o238bo30bo48b2o53bo73bo41b3o91b2o3bo63b2o87bo2b2o
17bo$560b2o17b2o17b2obo469bobo4b3o8bo2bo5b2o327b2o18bo239b2o28bobob2o
44b2o126b2o6b2o33bo92b4ob3o62b2o88bobo19b3o$541bo18bo37bo2b3o4b2o463bo
15b2obo18b2o332bobo269bobobobo178bobo34bo63b2o26bo6b2o5b2o105b2o36b2ob
o2bo18bo$540bobo19bo30bo5b2o3bo3b2o477b3o22bo332b2o146b2o119b2obobobob
o2bo176bo99b2o27bo5b3o4b2o105bo40bobobo$540bo2bo14b5o26b2obobo6b4o79bo
402b2o21bo475b2o5bobo99b2o17bo2bo2b2ob4o280b2o24bo4bo110b2obo37b4o2bo$
541bobo13bo30bobobobo6bo15b2o65bobo423b2o474b2o7bo100bo19b2o4bo284b2o
28bo111bo2b3o4b2o29bo3b2o$539bobobobo12b3o24bo2bobobobob2o4b3o12bobo2b
2o60b2o909b2o99bob2o22bobo165b2o142bo2bo112b2o3bo3b2o31bo$539b2o3b2o
15bo23b4ob2o2bo2bo7bo13bo2bo802b2o261b2o4b3o2bo23b2o165b2o6b2o135b3o
114b4o35b2ob2o$558b4o27bo4b2o4b5o14b3o2bo800b2o155bo105b2o3bo3b2o199b
2o252bo15b2o24b2o$553b2o3bo3b2o23bobo10bo21b3o956bobob2o106b4o305b2o
16bo132b3o12bobo20b2o$553b2o4b3o2bo22b2o13bo18bo959bobobobo91b2o15bo
85b2o123b2o93b2o15bo66b2o68bo13bo20bo10b2o$561bob2o36b2o18b2o955b2obob
obobo2bo87bobo12b3o86b2o123b2o110b3o64b2o63b5o14b2o20bo9b2o7b2o$561bo
1016bo2bo2b2ob4o87bo13bo458bo39b2o18bo$560b2o879bo138b2o4bo90b2o14b5o
194b2o259bo55bobo$1440bobo143bobo108bo193bobo102bo155b2o55b2o$1440bobo
144b2o106bo64bo130bo102b3o$552b2o887bo253b2o63b3o127b2o101bo$552bo889b
3o311bo6bo229b2o27b2o2b2ob2o4b2o$527b2o24b3o55b2o831bo310bobo4b2o153b
2o103bobo2bobo5b2o149b2ob2o$475b2o51bo26bo54bobo5b2o1135bobo159bo107b
2o2bo157bob2o$474b2o50bo83bo7b2o1046b2o85b3ob2o20bo139bo81b2ob2o20bobo
158bo$476bo49b5o14b2o62b2o1056bo84bo24b3o119b2o14b5o14bo67bob2o3b2o12b
o2bob2o155b3o$531bo13bo1121bobo76bo6b3ob2o17bo123bo13bo17b3o67bo7bo11b
obobo157bo$528b3o12bobo33b2o42bo1044b2o76b3o6bob2o17b2o122bobo12b3o13b
o62b2o4b3o4b3o13bo2b4o154b2o$527bo15b2o33bobo38b2obobo39bo1084bo151b2o
15bo12b2o61b2o3bo3b2o2bo16b2o3bo175bo$527b4o41b2o4bo39bobobobo38bo
1019b2o51bo11b2o165b4o57b2o21b4o2bobo19bo176bobo$525b2o3bo3b2o34bo2bo
2b2ob4o32bo2bobobobob2o35b3o1017b2o49b3o36b2o135b2o3bo3b2o55bo8b2o15bo
b2ob2o15b2ob2o163b2o10bobo$524bo2b3o4b2o34b2obobobobo2bo32b4ob2o2bo2bo
1105bo38bo2bo134b2o4b3o2bo56bo5bobo12b3o2bo19b2o167bo11bo$524b2obo45bo
bobobo39bo4b2o862b2o184b2o57b2o38b2o143bob2o36b2o14b5o5bo13bo5bo22b2o
164bob2o9b3o$527bo45bobob2o38bobo869b3o174b2o6b2o42b2o198bo5b2o33bo13b
o9b2o14b5o12b2o10bo156b2o4b3o2bo11bo$527b2o45bo42b2o834bo30bo2bo4bo
173b2o51bo197b2o5b2o33bobo12b3o24bo5b2o7b2o9bo36b2o83b2o34b2o3bo3b2o$
1451b3o30b4ob3o227bob2o82b2o153b2o15bo30bo18b2o36bo76b2o5b2o39b4o$587b
2o846bo14bo38bo230bo2bo81bo168b4o30bobo54bobo74b2o32b2o15bo$535b2o41b
2o7bo847b3o12b2o30bo3b3o190bo41b2o80bobo103b2o58b2o3bo3b2o29b2o40b2o
13b2o103b2o2bobo12b3o$536bo41b2o5bobo850bo42bobo2bo191bobo55b2o65b2o
74bobo27bo59b2o4b3o2bo70b2o119bo2bo13bo$533b3o49b2o850b2o43bo8b2o178b
2o6b2o55b2o23b2o36bo79b2o29b3o64bob2o163b2o17b2o5bo2b3o14b5o$533bo957b
obo178bo88bo36bobo15bo63bo31bo64bo166b2o17bo6b3o21bo$1493bo175b3o90b3o
33bobo13b3o159b2o51b2o14b2o40b2o49b2o21bobo9bo18bo$559bo878b2o53b2o
174bo94bo34bo13bo215b2o14b2o40b2o49b2o21b2o9b2o18b2o$559b3o876b2o17b2o
354b2o23b2o77b2o32bo97b2o136b2o$562bo894b2o112bo172bo3b2o88b2o77b2o30b
3o16b2o79b2o136bo$561b2o1007b2o171bobo3bo59b2o12b2o33bo89bo19bo152b2o
61b2obo$575b2o993bobo166b2obobo3bo60b2o11bo2bo32b3o87b2o13bo5b3o149bo
61bo2bo$576bo1162b2obo4bo74b2obo35bo71b2o28b3o5bo42bo104bobo62b2o$573b
3o1131b2o34b5obo69b2obo2bob2o31b2o71b2o31bo46bobo28b2o73b2o48b2o$573bo
1133b2o5b2o19b2obob2obo4b2o69bo2bobo2b2o136b2o46bobo28b2o48b2o73b2o$
599b2o853b2o258b2o19bob2obo2bob2o44b2o28b2ob2o50bo39b2o96bo80bo$599bo
831b2o21bo19b2o17bob2o231b2o12b2obob3o33b2o6b2o59b2o20b5o14b2o20bo2bo
92b3o81bobo$571b2o28bo828bo2bo2b2o17b3o15bobo17b2obo231b2o19bo33bobo
66bo20bo5bo13bo21bo2bo38b2o52bo84b2o$564b2o5bobo7b2o14b5o829b2o2bobo
19bo15bo213bo5b2o17b2o71bo63b2obo20bo2b3o12bobo22b2o20b2o17bo143bo$
564b2o7bo8bo13bo836b2o16b2o19b2o211b3o6bo17b2o71b2o62bo2b3o4b2o11b2obo
15b2o44bobo5b2o7b2obo50b2o3b2o85bobo32bo21b2o3bo88b2o$573b2o7bobo12b3o
833bo17bo25b2obo203bo9bobo21b2o130b2o3bo3b2o11bo2b4o58bo7b2o7bo2b3o4b
2o42b2o2bob3o83bobo32b3o19bo3bobo87bo$583b2o15bo829b2obo2bo15b3o22bob
2o203b2o9b2o21b2o95b2o13b2o20b4o17b2o3bo3b2o52b2o17b2o3bo3b2o46bo4bo
46b2o2b2ob2o4b2o22bo36bo19bo3bobob2o85bo$560bo36b4o829bob2obobo16bo
214b2o144b2o13b2o20bo15b2o5b3o4b2o73b4o47b4ob2o2bo46bobo2bobo5b2o58b2o
20bo4bob2o65b2o14b5o$559bobob2o27b2o3bo3b2o831bobo233bo174b2o6b3o12bob
o4bo42b2o30bo6bo15b2o27b2o4bo2bobobob2o48b2o2bo85bob5o70bo13bo$559bobo
bobo26b2o4b3o2bo827b2o2bo234bob2o170bo2bo8bo13bo2bobo41bobo26b2obobo6b
3o12bobo26bo8bobobobo50bobo86b2o4bob2obob2o62bobo12b3o$556b2obobobobo
2bo31bob2o825b3ob2o48b2o186bo2bo170b2obo2b5o14b4ob2o40bo16b2o9bobobobo
9bo13bo28bo7b2obobo33b2o12bo2bob2o88b2obo2bob2obo63b2o15bo$556bo2bo2b
2ob4o31bo827bo53bobo187b2o174bo2bo64b2o16bobo5bo2bobobobob2ob5o14b2o
23b5o11bo35bo11bobobo88b3obob2o12b2o70b4o$558b2o4bo34b2o828b3ob2o47bo
204b2o159b2obob3o16b2ob2o59bo5b4ob2o2bo2bobo43bo48b3o13bo2b4o85bo19b2o
65b2o3bo3b2o$564bobo864bob2o46b2o204b2o144b2o16bobo2bo15b2ob2o6b2o51b
2o8bo4b2o5bo23bo20b4o42bo16b2o3bo172b2o4b3o2bo$565b2o1267bo16b2o2b2o
27bo59bobo10b2o21b3o20bo2bo4b2o56bo41b2o139bob2o$591b2o848b2o148b2o24b
o213b3o47b3o60b2o33bo31b2o17bo35b2ob2o20b2o18bo128bo11bo$591bo849b2o7b
2o138b2o26bo212bo49bo97b2o17b2o28b3o35b2o22bobo16bobo127bobo9b2o$568b
2o22b3o855bo141bo23b3o175b2o202bo2bob2o22bo41b2o19bo18b2o46b2o81bo$
568bobo23bo853bobo244bo3b2o21bo70bobo111bo32b2o58b2ob2o22b2o29b2o10bo
18b2o66b2o86b2o$570bo877b2o244bobo3bo19b3o54b2o11bo2bo113b3o30b2o107b
2o7b2o9bo176bo$570b2o1118b2obobo3bo19bo57bo12b4o12b2obo100bo139bo18b2o
23bob2o143b2o3bob2o$572bo1117b2obo4bo20b2o54bobo28b2ob3o97b2o124b2o13b
obo39b3ob2o143b2o2b2obo2bo$570b2o1122b5obo74b2o13b2o20bo111b2o110bo14b
2o38bo156bob2o$570bo857b2o256b2obob2obo4b2o89b2o14b2ob3o112b2o43b2o43b
2o20bob2o52b3ob2o143b2o5bo$571bo856b2o256bob2obo2bob2o106bo2bobo158bob
o5b2o36bo13b2o4b3o2bo54bobo144bo5b2o$568b3o22b2o1084b2o12b2obob3o103b
2o135b2o25bo7b2o37b3o10b2o3bo3b2o55bobo146bo$568bo24bo1085b2o19bo53b2o
40b2o142bo2bo23b2o48bo15b4o34b2o22bo146b2o$591bobo1160b2o40b2o142bo2bo
73bob2o15bo34b2o69b2o$591b2o10bo1188b2o125b2o20b2o38bo33b2obobo12b3o
106b2o$603b3o838bo347b2o118b2o5bobo55b2obobo32bo2bo13bo65b2o14b2o2b2ob
2o$606bo836bobo466b2o7bo54bobobobo34b2o14b5o59bobo14bobo2bobo$605b2o
836bobo253b2o220b2o50bo2bobobobob2o51bo59bo19b2o2bo$620b2o822bo254b2o
272b4ob2o2bo2bo49bo20bo39b2o20bobo$571bo48bo824b3o349b2o109bo68bo4b2o
51b2o18bobo57bo2bob2o$570bobo44b2obo826bo349b2o27b2o79bobob2o62bobo77b
obo56bobobo$571bo44bo2bo1205bobo79bobobobo9b2o50b2o79bo58bo2b4o$617b2o
1055b2o143b2o4bo78b2obobobobo2bo2b2obobo128b3o60b2o3bo$602b2o1070b2o5b
2o134bo2bo2b2ob4o74b2obo2b2ob4o2b2obo130bo65bo$602b2o1077b2o134b2obobo
bobo2bo4b2o71bo4bo9bo193b2ob2o$1315bo504bobobobo8bo68b3o5bobo4b2ob2o
192b2o$1315b3o502bobob2o7bo69bo9b2o3bo2bo197b2o$1318bo335bo5b2o17b2o
33b2o48b2o4b2ob2o2b2o42bo11b5o65b2o14bobo186b2o10bo$1317b2o333b3o6bo
17b2o33b2o48b2o5bobo2bobo58bo80b2ob2o176b2o7b2o9bo$590b2o3bo725bo329bo
9bobo21b2o84bo2b2o55b4o104b2o159bo18b2o$590bo3bobo723bobo328b2o9b2o21b
2o85bobo50b2o4bo2bo76b2o3b4ob2o16bobo158bobo$555bo35bo3bobob2o720b2o
313b2o133b2obo2bo12b2o15bo17b2o85bo2bo3bob2o18bo159b2o$555b3o34bo4bob
2o706b2o328bo136bobobo11bo16b3o28b2o72bobobo24b2o$558bo21b2o8bob5o711b
o19b2o307bob2o130b4o2bo13b3o16bo22b2obo2bo64b2o4b3o2bo17b2o$557b2o21b
2o7bobo4bob2obob2o703bobo16bobo308bo2bo129bo3b2o16bo15b2o22b2ob2o66b2o
3bo3b2o18b2o$590bo2b2obo2bob2obo704b2o16b2o310b2o132bo135b4o93bo114b2o
$591b2obob2o12b2o719b2o321b2o116b2ob2o118b2o15bo4b2o85b2o115b2o$610b2o
719bobo320b2o119b2o24b2o87b2o2bobo12b3o5b2o86b2o$1333bo438b2o27bo89bo
2bo13bo61bo$1309b2o22b2o437bo10b2o13b2obo20b2o65bo2b3o14b5o54b3o$1308b
obo462bo9b2o7b2o4bo2b3o4b2o13bo65b3o21bo53bo$567b2o739bo463b2o18bo6b2o
3bo3b2o10b3o69bo18bo55b2o137bo$560b2o5bobo737b2o353bo3b2o21bo100bobo8b
4o15bo70b2o18b2o192bobo$560b2o7bo1091bobo3bo19b3o49b2o49b2o9bo15b2obo
284bobo$569b2o1086b2obobo3bo19bo52bo62b3o12bobob2o283bo$1304b2o351b2ob
o4bo20b2o49bobo65bo13bo2bo280b3o$556bo748bo2b2o351b5obo69b2o13b2o46b5o
14b2o113b2o167bo$555bobob2o744bobobo343b2obob2obo4b2o84b2o16b2o28bo
133bobo$555bobobobo744bo16b2o328bob2obo2bob2o105b2o30bo133bo20b2o$552b
2obobobobo2bo758bo322b2o12b2obob3o133b2o98b2o33b2o18bobo5b2o$552bo2bo
2b2ob4o743bo15b3o319b2o19bo48b2o40b2o134b2o5bobo52bo7b2o$554b2o4bo746b
obo16bo389b2o40b2o134b2o7bo51b2o$560bobo745bo445b2o147b2o$561b2o742b3o
446b2o30bo182bo$1305bo479bobo102bo49b2o23b2obobo$1666b2o117bobo101bobo
b2o45b2o22bobobobo$1666b2o118bo102bobobobo65bo2bobobobob2o$1759b2o26b
3o96b2obobobobo2bo62b4ob2o2bo2bo$1375b2o382b2o28bo96bo2bo2b2ob4o25b2o
39bo4b2o$1375bobo510b2o4bo29b2o37bobo$1377bo4b2o510bobo66b2o$1373b4ob
2o2bo2bo509b2o44b2o$1373bo2bobobobob2o554bo2bo$1376bobobobo557bo2bo65b
2o$1377b2obobo558b2o66bobo$1263b2o50b2o64bo299b2o43b2o4b2ob2o2b2o270bo
4b2o$1259b2obobo9bo40b2o364b2o43b2o5bobo2bobo266b4ob2o2bo2bo$1260bobo
9b3o92b2o364bo2b2o221bo47bo2bobobobob2o$1260bob2o7bo50bob2o42bo7b2o
356bobo222b3o48bobobobo$1257b2obo10b2o49b2obo42bobo5b2o355b2obo2bo12b
2o185b2o21bo48b2obobo$1257bo2b4o4bo7b2o13bo77b2o365bobobo11bo82bobo
101bobo19b2o52bo$1258b2o3bo3bobo6bo5b2o5b3o441b4o2bo13b3o80b2o85b2o16b
o$1260b3o3bo2bo4bobo6bo4bo444bo3b2o16bo80bo85bobo16b2o58b2o$1260bo6b2o
5b2o7bobo3bo7b2o69bo366bo186bo30b2o47bo7b2o$1258bobo23bobo3bo7bo67b3o
365b2ob2o182b2o30bo48bobo5b2o$1258b2o25bo3b2o7bobo64bo371b2o211b2obo
49b2o$1299b2o19bo44b2o147bo219b2o214bo2b3o4b2o$1319bobo57b2o132b2o219b
o10b2o204b2o3bo3b2o$1304b3o13b2o57bo133bobo219bo9b2o7b2o197b4o71b2o$
1276b2o25bo3bo72b3o351b2o18bo162b2o34bo15b2o57b2o$1276b2o24bo5bo73bo
23bo345bobo162b2o35b3o12bobo2b2o$1297b2o3bo5bo95b3o123b2o220b2o126bo
76bo13bo2bo$1297b2o3bo5bo94bo126bo349b3o69b5o14b3o2bo36b2o22b2o$1303bo
3bo47b2o46b2o127bo350bo49b2o17bo21b3o36bo22bobo$1269bo30b4ob2o47bobo5b
2o148b2o14b5o349b2o49b2o19bo18bo40b3o20bo$1268bobo28b4o14bo36bo7b2o
149bo13bo204b2o219b2o18b2o41bo$1262b2o4bobo4b2o21b2o15b3o35b2o56b2o
100bobo12b3o201b2o133bo48b2o$1262bo2bo3bo3bo2bo23bobo11bo97bo101b2o15b
o333b3o47bo2bo$1263b3o7b3o26bo11b2o51bo44bob2o112b4o332bo50bo2bo114b2o
$1288b2o12bo60b2obobo35b2o4b3o2bo107b2o3bo3b2o330b2o50b2o115b2o$1261b
7o3b7o11bo7b2o63bobobobo35b2o3bo3b2o108b2o4b3o2bo503b2o$1261bo6bobo6bo
8b3o9bo23b2o35bo2bobobobob2o37b4o118bob2o213bo143b2o144bobo$1262bobob
2o3b2obobo9bo8b3o25bo35b4ob2o2bo2bo23b2o15bo118bo215bobo122b2o11b2o5bo
bo68b2o75bo$1263b2obo5bob2o19bo27bob2o36bo4b2o24bobo12b3o118b2o215bobo
123bo11b2o7bo67bobo5b2o53b2o13b2o$1268bobo44b2o4b3o2bo34bobo30bo13bo
339bo124bob2o17b2o66bo7b2o54bo$1267b2ob2o43b2o3bo3b2o35b2o29bobo14b5o
335b3o113b2o4b3o2bo84b2o60b3o6b2o$1320b4o66b3ob2o17bo108b2o227bo113b2o
3bo3b2o5bo52b2o87bo8b2o$1306b2o15bo65bo21bo76b2o3b2o27bo347b4o6bobob2o
48bobo38bo$1305bobo12b3o66b2o20b2o74bo7bo27b3o330b2o15bo6bobobobo49bo
34b2obobob2o$1305bo13bo58b2o110bobo32bo325b2o2bobo12b3o4b2obobobobo2bo
46b2o32bobobobob2o$1304b2o14b5o54bo108b2o3b2o5bo351bo2bo13bo7bo2bo2b2o
b4o77bo2bobobobo$1324bo54bobo116b3o349bo2b3o14b5o4b2o4bo81b4ob2o2bo$
1322bo57b2o115bo334b2o16b3o21bo10bobo83bo4b3o$1322b2o173b2o332bobo19bo
18bo13b2o81bobo7bo$1825b2o4bo20b2o18b2o44b2o49b2o5b3o$1823bo2bo2b2ob4o
81bobo54b3o$1823b2obobobobo2bo4b2o75bo55bo$1826bobobobo8bo74b2o55b2o
13bo$1381b2o111b2o330bobob2o7bo75bo8b2o9b2o51b3o138b2o$1381b2o110bo2bo
330bo11b5o71b3o6b2o5b2o2bobo53bo138b2o$1287bo206b2o347bo74bo12bobobo2b
o51b2o137bo$1287b3o88b2o106b2o349b4o21b2o47b2o4b2o14bobob2o$1290bo86bo
bo105bobo343b2o4bo2bo14b2o5bobo47bo19b2obo$1289b2o21b2o63bo107bo327bo
17b2o22b2o7bo47bobo20bob2o43b2o$1308b2obobo9bo52b2o104b2obo327b3o28b2o
18b2o47b2o20bobo2bo22b2o17bo$1309bobo9b3o56b2o100b2ob2o10b2o317bo22b2o
bo2bo84b2o4bo2b2o21bobo5b2o7b2obo$1281b2o26bob2o7bo58bobo115bo317b2o
22b2ob2o7bo64b2o11bo2bo29bo7b2o7bo2b3o4b2o$1281bo24b2obo10b2o31bo25bo
118b3o349bobob2o59bo2bo11b2o4bo2b2o20b2o17b2o3bo3b2o$1278b2obo24bo2b4o
4bo7b2o13bo10b3o24b2o120bo349bobobobo59bobo16bobo2bo41b4o$1278bo2b3o4b
2o17b2o3bo3bobo6bo5b2o5b3o9bo456b2o38b2obobobobo2bo57bo17bob2o36bo6bo
15b2o$1279b2o3bo3b2o19b3o3bo2bo4bobo6bo4bo12b2o455bo39bo2bo2b2ob4o72b
2obo35b2obobo6b3o12bobo$1281b4o24bo6b2o5b2o7bobo3bo30bo434b2obo20b2o
19b2o4bo54b2o21bobob2o31bobobobo9bo13bo$1281bo15b2o8bobo23bobo3bo29b3o
432bo2b3o4b2o13bo25bobo52bo2bob2o14bobobo2bo28bo2bobobobob2ob5o14b2o$
1282b3o12bobo7b2o25bo3b2o32bo294bo137b2o3bo3b2o10b3o27b2o53b3obobo13b
2o2bobo29b4ob2o2bo2bobo$1285bo13bo59b2o10b2o295bo138b4o15bo88bobo17b2o
34bo4b2o6b2o21bo$1280b5o14b2o59bo305b3o138bo15b2obo84b5ob3o49bobo11bob
o19b3o$1280bo24bo54bobo445b3o12bobob2o82bo4bo3bo48b2o11bobo19bo$1190b
2o90bo20b3o19b2o34b2o448bo13bo2bo85bobo2b2o55b2o4bo16bo4b2o$1186b2o2bo
2b2o8bo77b2o19bo22b2o479b5o14b2o87b2o58bo2bo2b2ob4o10bobo109bo$1185bo
2bobo3bo6b3o98b2o87bo414bo84b2o81b2obobobobo2bo11b2o109b2o$1184bo2bobo
b3o6bo189bobo415bo82bobo83bobobobo124bobo$1184bob2obobo8b2o188bobo414b
2o84bo4b2o77bobob2o$1183b2o4bobo126bo72bo497b4ob2o2bo2bo76bo$1185b3o2b
o126bobo569bo2bobobobob2o88b2o$1185bo2b2o121b2o4bobo4b2o566bobobobo92b
o2b2o$1186bo33bo90bo2bo3bo3bo2bo56b2o509b2obobo83b2o7bobobo5b2o$1183b
3o17bo16b3o69b2o18b3o7b3o25b2o30b2o7b2o504bo40b3o41b2o5bobobo7b2o$
1183bo18bobo18bo3b2o62bobo5b2o36b2o11b2o23b2o14b2o545bo50b2o2bo$1195b
2o5b2o18b2o4bo62bo7b2o9b7o3b7o11bo36bo379bo127b2o54bo53b2o$1194bobo31b
ob2o58b2o18bo6bobo6bo8b3o38b3o374b3o106bo21bo7b2o112bo$1195bo29b2ob2ob
o79bobob2o3b2obobo9bo42bo373bo109b3o19bobo5b2o108b2obobo$1217b2o5bobo
77bo7b2obo5bob2o34bo3b2o387b2o111bo19b2o114bobobobo$1216bo2bo3bo2bo73b
2obobo11bobo38bobo3bo499b2o132bo2bobobobob2o$1217b2o4bobo73bobobobo10b
2ob2o36bobo3bo534bobo97b4ob2o2bo2bo$1195b2o27bo71bo2bobobobob2o48bo4bo
325bo23bo136bo49b2o78b2o21bo4b2o$1196bo99b4ob2o2bo2bo47b2o5b3o320bobo
23b3o132b3o49bo80bo19bobo$1193b3o104bo4b2o58bo321b2o26bo130bo110bo19b
3o20b2o$1193bo104bobo401bo11b2o11b2o117b2o109b3o17bo$1298b2o400b3o24b
2o30b2o134b2o63bo$1699bo59b2o53b2o58b2o19bo63b2o$1699b2o113bobo37b2o
11b2o5bobo19b3o$1684b2o128bo40bo11b2o7bo21bo62b3o$1685bo169bob2o17b2o
82bo3bo$1685bob2o158b2o4b3o2bo100bo5bo$1195bo490bo2bo157b2o3bo3b2o5bo
95bo5bo$1195b3o489b2o163b4o6bobob2o91bo5bo$1198bo503b2o53b2obob2o74b2o
15bo6bobobobo10b2o79bo3bo4b2o$1197b2o503b2o34b2o17b2ob2obo69b2o2bobo
12b3o4b2obobobobo2bo8b2o79b3o5bobo$1737bobo94bo2bo13bo7bo2bo2b2ob4o7bo
91bo$1227bo509bo94bo2b3o14b5o4b2o4bo103b2o$1226bobo507b2o94b3o21bo10bo
bo$1226bobo606bo18bo13b2o88bo$1227bo482bo3b2o118b2o18b2o101bobob2o$
1709bobo3bo241bobobobo$1705b2obobo3bo12b2o225b2obobobobo2bo$1705b2obo
4bo13bo226bo2bo2b2ob4o$1709b5obo12b3o225b2o4bo7b2o$1701b2obob2obo4bobo
13bo231bobo5b2o12b2obob2o$1701bob2obo2bob2o2bo247b2o12bob2obo2bob2o2bo
$1694b2o12b2obob2o129b2o131b2obob2obo4bobo$1694b2o141b2o5bobo138b5obo$
1837b2o7bo134b2obo4bo$1206bo639b2o133b2obobo3bo$1205bobo777bobo3bo$
1205bobo528b2o95bo152bo3b2o$1206bo530bo94bobob2o$1734b3o95bobobobo167b
o$1734bo14bo79b2obobobobo2bo162b3o$1211b2o535bobo78bo2bo2b2ob4o161bo$
1211bobo533bobo81b2o4bo140b2o23b2o29bo11bo$1212b2o531b3o2b3o3b2o79bobo
138b2o54b3o7b3o$1744bo3b2o3bo2b2o80b2o123b2o72bo5bo$1745b3o2b2obo208bo
2bo70b2o5b2o$1747bobo2bo208bob2o$1748bobo210bo$1749bo210b2o$1975b2o$
1975bo36b2o$1976b3o33b2o$1957bo20bo10b2o$1955b3o30bobo$1954bo33bo$
1954b2o31b2o10b2o$2000bo$1997b3o9b2o$1997bo11bo19b2o$2010b3o15bobo$
2012bo15bo$2027b2o$1944b2o98b2o$1943bobo5b2o91bo$1943bo7b2o92b3o$1942b
2o103bo2$1956bo$1952b2obobo$1951bobobobo$1948bo2bobobobob2o$1948b4ob2o
2bo2bo$1952bo4b2o$1950bobo$1950b2o2$1815bo$1813b3o$1812bo$1812b2o7$
1802b2o$1801bobo5b2o$1801bo7b2o$1800b2o2$1814bo$1810b2obobo$1809bobobo
bo$1806bo2bobobobob2o$1806b4ob2o2bo2bo$1810bo4b2o$1808bobo$1808b2o!
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GilGil
Posts: 95
Joined: April 5th, 2019, 6:46 pm

Re: Glider circuits: components and contraptions

Post by GilGil »

otismo wrote: October 16th, 2026, 1:24 pm Please. Development. Progression. Morphology. But not Not NOT Evolution. Not while Noam Chomsky is still alive.
I think we can distinguish the evolution of a system from the evolution of species without Chomsky’s help.
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otismo
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Re: Glider circuits: components and contraptions

Post by otismo »

How does evolution take place without genetics

How are survival traits inherited

Mr. C wud be happy

if people

did not mis-use our wonderful words . . .

like evolution

but if you really want to embarrass yourself . . .
"One picture is worth 1000 words; but one thousand words, carefully crafted, can paint an infinite number of pictures."
- autonomic writing
forFUN : http://gol.jct.onl
ArtGallery : http://cgolart.onfav.net
VideoWS : http://conway.life
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