Help me finish this c/8 search

For discussion of specific patterns or specific families of patterns, both newly-discovered and well-known.
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dvgrn
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Re: Help me finish this c/8 search

Post by dvgrn » January 22nd, 2020, 4:34 pm

Sokwe wrote:
January 22nd, 2020, 3:51 pm
I wonder, is anyone still stuck on particularly long-running pieces like I am with piece 0000?
Yeah, seems like most people who signed up for ten or more pieces ended up with at least one really slow one. My #0107 has been running on three threads for several days. It's taking six hours between dump files now, and the deepening value is still going up.

It sounds like other folks have hit worse cases than that, or have gotten farther into equally bad cases anyway -- like Pavgran's piece #0083, at deepening 78, 5 threads, 11 hours between dumps, and piece #0089, at deepening 68, 2 threads, 5 hours between dumps. A few others have been reported on Discord that sound similar, and are still in progress -- very slow progress.
Sokwe wrote:
January 22nd, 2020, 3:57 pm
Edit: I have another question. Has anybody experienced a crash with the latest version? I'm planning to add those changes to qfind eventually.
No crashes for me, for many CPU-days running multiple pieces under either Linux or Windows/Cygwin.

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Re: Help me finish this c/8 search

Post by Sokwe » January 22nd, 2020, 4:39 pm

dvgrn wrote:
January 22nd, 2020, 4:34 pm
It sounds like other folks have hit worse cases than that, or have gotten farther into equally bad cases anyway -- like Pavgran's piece #0083, at deepening 78, 5 threads, 11 hours between dumps, and piece #0089, at deepening 68, 2 threads, 5 hours between dumps. A few others have been reported on Discord that sound similar, and are still in progress -- very slow progress.
It wouldn't be too surprising. I've been too busy lately to be active on Discord, so I haven't kept up with what people are commenting. Anyway, I'll start thinking about splitting my piece0000 later this week.
dvgrn wrote:
January 22nd, 2020, 4:34 pm
No crashes for me, for many CPU-days running multiple pieces under either Linux or Windows/Cygwin.
That's nice to hear. If there's one good thing that will definitely come of this, it's bug fixes.
-Matthias Merzenich

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Pavgran
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Re: Help me finish this c/8 search

Post by Pavgran » January 22nd, 2020, 5:03 pm

dvgrn wrote:
January 22nd, 2020, 4:34 pm

It sounds like other folks have hit worse cases than that, or have gotten farther into equally bad cases anyway -- like Pavgran's piece #0083, at deepening 78, 5 threads, 11 hours between dumps, and piece #0089, at deepening 68, 2 threads, 5 hours between dumps. A few others have been reported on Discord that sound similar, and are still in progress -- very slow progress.
#0083 was at 11 hours between dumps at 2 threads. I've increased it to 5 and now it takes about 5 hours between dumps.

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Re: Help me finish this c/8 search

Post by John Goodman » January 22nd, 2020, 5:20 pm

I'm running four in parallel (2 threads each) and the worst is 0042, at depth 135/deepening 77 and 16 hours between dumps. I may move it to another machine (currently busy with apgsearch) and give it more threads.

But no crashes, so they'll doubtless all finish up eventually.

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Re: Help me finish this c/8 search

Post by dvgrn » January 23rd, 2020, 2:48 pm

Sokwe wrote:
January 22nd, 2020, 12:31 pm
dvgrn wrote:
January 22nd, 2020, 11:42 am
What exactly would one do to split a piece into several pieces? (I'd like to test the theory that a long-running search can be completed more efficiently by splitting it up.)
In short, and without providing any code, there is a precompiler directive MAKEEMPTY that flags an element in the queue for removal. This is normally used during the depth-first stage. If a sufficient partial is not found for a node in the queue, then MAKEE[M]PTY is applied, and it will be removed during the next queue compaction.

If you want to run only a piece of a search, you can load the current state and apply MAKEEMPTY to all queue nodes that are not in your desired piece. Then compact the queue and dump the state. You can run this piece of the search by loading from the dump file.
This sounds like I might possibly be able split up, let's say, piece0108 into several sub-pieces which together would add up to piece0108.

It took about two and a half days for piece0108 to run to completion on one of my Azure virtual machines. That VM is now idle because there aren't any more new pieces available to run.

If an experiment like this would produce useful data, I'd be interested in re-running piece0108 on the same VM to get a more precise time to completion -- and then queueing up let's say ten sub-pieces, or sixteen, or whatever number is convenient, and see if they'll all run to completion one after another on the same VM in significantly less total time.

Without a slightly more detailed walkthrough, I'm not too inclined to experiment with this MAKEEMPTY precompiler directive to try to produce N valid sub-pieces myself. If there's any way to misunderstand some important detail and end up with sub-pieces that somehow don't add up to piece0108 after all, that's probably what I'd end up doing...!

However, if those N sub-pieces of piece0108 show up on GitHub or in a zip file somewhere, I'll be happy to run a timing test on them. My Azure free trial still has quite a few days to go.

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Re: Help me finish this c/8 search

Post by John Goodman » January 23rd, 2020, 5:51 pm

dvgrn wrote:
January 23rd, 2020, 2:48 pm
That VM is now idle because there aren't any more new pieces available to run.
If you need a piece to work on, you're welcome to take control of 0043 and/or 0057 (neither has been started, and judging by the speed of current pieces, I won't be getting to them for some time).

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Re: Help me finish this c/8 search

Post by dvgrn » January 25th, 2020, 4:47 pm

The search seems to be starting to wind down -- quite a few people have long searches that are taking their time to complete, but it looks like the hardest pieces are doable in an amount of time measurable in days or weeks, rather than months or years, so probably not many of them will really need to be split up further to get them to complete.

I'm still curious to test the rumor that larger pieces contain more duplicated work than an equivalent string of smaller pieces. That doesn't make a whole lot of sense to me; I can see how each smaller piece would contain less work that you could clearly label as duplicated (within the same piece)... but I'd expect the same total amount of work to have to be done, with duplication across different pieces instead of inside one piece.

(?)

As far as splitting up a piece into sub-pieces myself, I got as far as finding the key line

Code: Select all

#define MAKEEMPTY(i) rows[i] = (row)-1
Stared at that line for a while, and then recompiled qfind-c8 with my eyes closed while chanting "precompiler directive" backwards in Spanish, French, and German*, and ran the resulting executable against piece0108. Unfortunately that failed to produce the required new sub-piece dump files.

Anyway, I got the search process pretty well streamlined on a dedicated Azure VM, and was able to re-run piece #0108 to completion in one continuous search in 42 hours 3 minutes.

If anyone would like to tackle following Sokwe's instructions to split up piece0108 into ten or twenty or thirty sub-pieces, I can try running those in series and see how long it takes to get through them all.

*All right, I didn't do that exactly, but it was something equally random and clueless and unlikely to work.

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Re: Help me finish this c/8 search

Post by Pavgran » January 27th, 2020, 4:04 am

Sokwe wrote:
January 22nd, 2020, 3:57 pm
I have another question. Has anybody experienced a crash with the latest version? I'm planning to add those changes to qfind eventually.
Piece 0083 crashed near the finish after that:

Code: Select all

State dumped to pieces/dump0083-0168
Queue full, depth 558, deepening 6, 524k/1.6M
It finished quickly after a successful restart.
Piece 0081 crashed after

Code: Select all

State dumped to pieces/dump0081-0055
Queue full, depth 199, deepening 27, 524k/1.0M
Also finished quickly after a restart.

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Re: Help me finish this c/8 search

Post by Sokwe » January 27th, 2020, 8:51 am

Pavgran wrote:
January 27th, 2020, 4:04 am
Sokwe wrote:
January 22nd, 2020, 3:57 pm
I have another question. Has anybody experienced a crash with the latest version? I'm planning to add those changes to qfind eventually.
Piece 0083 crashed near the finish after that:

Code: Select all

State dumped to pieces/dump0083-0168
Queue full, depth 558, deepening 6, 524k/1.6M
It finished quickly after a successful restart.
Piece 0081 crashed after

Code: Select all

State dumped to pieces/dump0081-0055
Queue full, depth 199, deepening 27, 524k/1.0M
Also finished quickly after a restart.
Interesting. Can you provide those dump files? Did any other pieces complete successfully without crashing?

In other news, I figured out why those erroneous "push" files were being created. I accidentally did the initial split incorrectly, so that it added an extra node to the queue in addition to the nodes that are supposed to be there. The "push" checker then removed that extra node, so no harm done. I will run some tests to make sure we aren't missing anything, but I doubt there will be a problem.

Regarding Dave's questions: If you want to create a piece of a search from a dump file, you need to apply MAKEEMPTY to the queue nodes that you don't want and then run doCompact.

In the standard qfind code you would want to include something like the following immediately after running loadState:

Code: Select all

node x;

for(x = qHead; x < qTail; x++){
   if(condition that lets you throw away x) MAKEEMPTY(x);
}

dumpFlag = DUMPPENDING;
doCompact();

This will only create a single dump file with the name "dumpNNNN" (like a normal dump). If you want more, you need to put this in a loop.

Note that some queue nodes may automatically be empty due to how the queue is stored. If you want, for example, the first 10 active nodes in the queue you could do something like this:

Code: Select all

node x;
int c = 0;

for(x = qHead; x < qTail; x++){
   if(!EMPTY(x) && c < 10)
      c++;
   else
      MAKEEMPTY(x);
}

dumpFlag = DUMPPENDING;
doCompact();
By the way, if you try to split the pieces that I provided for this project, you will only be able to split them into at most 5 pieces, since each piece contains at most 5 queue nodes.
-Matthias Merzenich

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Re: Help me finish this c/8 search

Post by Pavgran » January 27th, 2020, 9:22 am

Sokwe wrote:
January 27th, 2020, 8:51 am
Interesting. Can you provide those dump files? Did any other pieces complete successfully without crashing?
As soon as I remember there were no other crushes beside these.

I've included one dump before the fault just in case.
Attachments
dumps.zip
(398.65 KiB) Downloaded 166 times

Sokwe
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Re: Help me finish this c/8 search

Post by Sokwe » January 28th, 2020, 6:27 am

I wrote:
January 22nd, 2020, 12:31 pm
my biggest fear with regards to this search is that I didn't implement the "push" detection properly. If so, it could be throwing out valid search paths.
I wrote:
January 27th, 2020, 8:51 am
I figured out why those erroneous "push" files were being created. I accidentally did the initial split incorrectly
I've looked through everything and am convinced that there is nothing wrong with the search. The only problem appears to be that the piece files weren't correct because they included an extra queue node (which got removed anyway). I made corrected versions of each piece file and ran both the correct and incorrect files until the first dump was produced. The dump files were identical in all but 5 cases. In those cases I ran until the second dump, which yielded matching files.

Conclusion: the search quickly reaches the exact same state whether you run the "incorrect" piece files (the ones provided in the first post of this thread) or the correct piece files. Therefore there is no problem in continuing with our current work, and there is no extra work to do.
-Matthias Merzenich

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Re: Help me finish this c/8 search

Post by wildmyron » January 28th, 2020, 8:08 pm

I'm back from holiday and found that one of my search instances fell over while I was away. I am relinquishing pieces 0019, 0031, and 0032.

Edit: 0018 finished so I reclaimed 0031
Last edited by wildmyron on January 29th, 2020, 3:17 am, edited 1 time in total.
The 5S project (Smallest Spaceships Supporting Specific Speeds) is now maintained by AforAmpere. The latest collection is hosted on GitHub and contains well over 1,000,000 spaceships.

Semi-active here - recovering from a severe case of LWTDS.

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Re: Help me finish this c/8 search

Post by Sarp » January 28th, 2020, 8:40 pm

More than 150 pieces completed!
WADUFI

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Re: Help me finish this c/8 search

Post by dvgrn » January 30th, 2020, 2:24 pm

Sokwe wrote:
January 27th, 2020, 8:51 am
Note that some queue nodes may automatically be empty due to how the queue is stored. If you want, for example, the first 10 active nodes in the queue you could do something like this...

{sample code}

By the way, if you try to split the pieces that I provided for this project, you will only be able to split them into at most 5 pieces, since each piece contains at most 5 queue nodes.
Well, on a third reading I thought maybe I could follow those instructions. I went and found the standard qfind code and made what I thought were the right adjustments.

Given my level of experience with C++ coding and debugging, I'm not particularly surprised by the result.

After standard qfind code just core-dumped when I added (what I thought was) the suggested code, I thought maybe I was reading the instructions wrong and qfind-c8 had some slightly different syntax for the dump files, or something like that. So I tried changing qfind-c8.cpp instead.

Eventually I got back to a running executable that did nothing, instead of spewing error messages. No piece or dump files appeared, but it still felt like a victory.
$ ./qfindsplit pieces/piece0108 t3
qfind v1.1 by Matthias Merzenich, 7 January 2020
- ./qfindsplit pieces/piece0108 t3

Rule: B3/S23
Period: 0
Offset: 0
Width: 0
Queue size: 2^23
Hash table size: 2^21
Minimum deepening increment: 0
Cache memory per thread: 32 megabytes
Number of threads: 3
Floating point exception (core dumped)

$ ./qfindsplit2 pieces/piece0108 t3
qfind v1.1 by Matthias Merzenich, 7 January 2020
- ./qfindsplit2 pieces/piece0108 t3

Segmentation fault (core dumped)

$ ./qfind-c8split piece0108 t3
qfind-simple v1.1 by Matthias Merzenich, 7 January 2020
- ./qfind-c8split piece0108 t3

Failed to open frontends

$ ./qfind-c8split piece0108 t3
qfind-simple v1.1 by Matthias Merzenich, 7 January 2020
- ./qfind-c8split piece0108 t3

State successfully loaded from file pieces/piece0108
I'd still like to run those no-more-than-five pieces on my dedicated Azure VM, while I still have access to it. But I'd be most grateful if the pieces just magically showed up as a ZIP attachment here, if some C++lever person finds it easy to produce them.
qfindsplit.zip
archive of probably-clueless things I tried
(46.14 KiB) Downloaded 171 times

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Re: Help me finish this c/8 search

Post by Sokwe » January 31st, 2020, 4:05 am

Sorry Dave. The process is really more involved than I made it sound. I've made a script (just an edit of qfind) to split a given dump file into pieces with a specified number of queue nodes per piece.
qfind-split.zip
(43.89 KiB) Downloaded 155 times
compile with

Code: Select all

g++ qfind-split.cpp -O3 -o qsplit
To use the script, run

Code: Select all

./qsplit FF NN
Where FF is the dump file and NN is the number of nodes per piece. The dump file should just be a standard dump file from qfind. It won't work with the dump files from this project. Once split into pieces, these pieces can be run with standard qfind as if they were dump files.

For an example, I have included the dump file that this project was created from. Dave, if you want to split piece0108, here's what you need to do:
  1. Run "./qsplit c8-dump 5". This will split c8-dump into the 168 correct pieces. They won't be identical to those in the original post, but you don't want that anyway. They essentially contain the same information.
  2. Delete all the piece files except piece0108.
  3. Rename piece0108 to, say, dump0108.
  4. Run "./qsplit dump0108 1". This will split dump0108 into five pieces (numbered 0-4).
  5. To run these piece files with qfind-c8, you will need to edit them in a text editor. Just below the first line (i.e., just above the rule) you need to add two lines. The first is the piece number and the second is the number of spaceships found so far. So the first four lines of your new piece0004 would be

    Code: Select all

    2020010702
    4
    0
    B3/S23
    
  6. Create a new folder with the same directory structure as the zip in the first post of this thread. Copy your newly created piece files into the pieces directory, and put frontends, qfind-c8.cpp, and tab.cpp in the parent directory of the piece folder. These pieces can now be run with qfind-c8 as normal.
-Matthias Merzenich

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Re: Help me finish this c/8 search

Post by dvgrn » February 1st, 2020, 9:09 am

I've confirmed that piece0107 is in fact the piece that includes the longest width-19 gutter partial, which is the middle one of the three shown below -- length 70:

Code: Select all

x = 99, y = 70, rule = B3/S23
40b2o2bob2o3b2obo2b2o$40b2o3b2o5b2o3b2o$42bob2obo3bob2obo$43bobobo3bob
obo$41b3o3b2ob2o3b3o$46b2o3b2o$41bo3bobo3bobo3bo$40bo4b3o3b3o4bo$40b2o
2bo2bo3bo2bo2b2o$46bo5bo$44b3o5b3o$41b3obo7bob3o$41bo3bo7bo3bo$42b3o9b
3o$43bo3b2ob2o3bo$42b2o4bobo4b2o$44bo2bo3bo2bo$41bo4b2o3b2o4bo26bobo5b
obo$42b2ob2o5b2ob2o24b2obo9bob2o$44b3o5b3o25b2o5bo3bo5b2o$46bo5bo34bo
3bo$42b2obob2ob2obob2o23b2o5bo3bo5b2o$41bobobobo3bobobobo25b3obo3bob3o
$41bo5bo3bo5bo23b2o3b2o3b2o3b2o$46bo5bo28bo3b2obobob2o3bo$2bo3b2o3b2o
3bo26b2ob2o3b2ob2o30bobobobo$6bo5bo30b2obo5bob2o32bobo$5bo7bo29b2o9b2o
26b3o3bobo3b3o$2b2o2bobobobo2b2o25bo13bo28bob2ob2obo$2b2o11b2o25bo13bo
25bob4o3b4obo$2bo3bo5bo3bo26bobob2ob2obobo$3bo4bobo4bo28bobo5bobo26b2o
2bo7bo2b2o$6b2o3b2o69b2o11b2o$5bo7bo68bo4b2ob2o4bo$b2o3bo5bo3b2o26b2ob
o3bob2o27bo2bob2ob2obo2bo$2bob2obo3bob2obo27b2obo3bob2o$4b2o2bobo2b2o
29bob2o3b2obo27b2o3bo3bo3b2o$5b3o3b3o29b6ob6o26b3o3bobo3b3o$46bo5bo31b
2ob2ob2ob2o$44b2o2bobo2b2o32b2ob2o$4b3o5b3o29bobo5bobo29b3o5b3o$4bobo
5bobo28bo3bo3bo3bo28bobo5bobo$3bo3bo3bo3bo27bo3bo3bo3bo27bo3bo3bo3bo$
4bobo5bobo29bobo5bobo29bobo5bobo$5bo7bo31bo7bo31bo7bo2$o17bo21bo17bo
21bo17bo$obobo9bobobo21bobobo9bobobo21bobobo9bobobo$4bo9bo29bo9bo29bo
9bo$b2obo9bob2o23b2obo9bob2o23b2obo9bob2o$b2o13b2o23b2o13b2o23b2o13b2o
$2bobo9bobo25bobo9bobo25bobo9bobo$3bo11bo27bo11bo27bo11bo$4b4o3b4o29b
4o3b4o29b4o3b4o$4bo3bobo3bo29bo3bobo3bo29bo3bobo3bo$3bo4bobo4bo27bo4bo
bo4bo27bo4bobo4bo$3bo3b2ob2o3bo27bo3b2ob2o3bo27bo3b2ob2o3bo$2bo13bo25b
o13bo25bo13bo$3bob2o5b2obo27bob2o5b2obo27bob2o5b2obo$4bo9bo29bo9bo29bo
9bo3$3b3ob2ob2ob3o27b3ob2ob2ob3o27b3ob2ob2ob3o$6bobobobo33bobobobo33bo
bobobo$6bobobobo33bobobobo33bobobobo$3b2obobobobob2o27b2obobobobob2o
27b2obobobobob2o$5bo2bobo2bo31bo2bobo2bo31bo2bobo2bo$8bobo37bobo37bobo
$6b2o3b2o33b2o3b2o33b2o3b2o$6bo5bo33bo5bo33bo5bo!
Running on the three threads I have to spare, the piece0107 search is currently getting deeper at about +3 per dump file, and the dump files are coming about five hours apart. Sokwe has mentioned on Discord that the search will have to get to depth 560 just to duplicate the known gutter partial, so at the current rate it looks like there might be well over six hundred hours left to run.

If the added non-gutter option turns up anything new and interesting, my previous estimate that the search would finish "sometime in February" was... well, not necessarily wrong, but possibly a bit too optimistic.

Here are all the partials from the current dump file. Maximum length is 25, which makes sense since 203/8 = ~25. There's a long way to go to get to length 70+, depth 560+:

Code: Select all

x = 7987, y = 216, rule = B3/S23
o17bo13bo17bo13bo17bo14bo3bo7bo3bo14bo17bo14bo3bo7bo3bo14bo17bo13bo17b
o13bo17bo13bo17bo13bo17bo14bo3bo7bo3bo14bo17bo13bo17bo13bo17bo13bo17bo
13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo14bo3bo7bo3bo
14bo17bo13bo17bo13bo17bo14bo3bo7bo3bo14bo17bo19bo2bo2bo24bo2bobo2bo23b
obo3bobo24b2o3b2o25bo5bo25bobobobo19bo17bo22bo29bo3bo26bo5bo28bo22bo
17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo
13bo17bo13bo17bo13bo17bo13bo17bo14bo4bo5bo4bo23bo22bo17bo22bo22bo17bo
13bo17bo13bo17bo13bo17bo18bobo3bobo24b2o3b2o26bo3bo25bo7bo24bo5bo28bo
22bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo
17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo
13bo17bo13bo17bo13bo17bo13bo17bo14bo15bo20bobobobo28bo29bo3bo26bo5bo
19bo17bo19b2o3b2o19bo17bo19bo5bo19bo17bo16b4o5b4o20bo4bo4bo21bo9bo22bo
3bo3bo23bob2ob2obo23b3o3b3o23b2o5b2o23b2o5b2o23b2obobob2o23b2o5b2o23bo
bobobobo21b3o7b3o23b5o23b2o2b2ob2o2b2o22b3ob3o23b3o5b3o21b2obo3bob2o
21b3o5b3o21b2obo3bob2o21b2o2bobo2b2o21b3o5b3o21b2obo3bob2o21b2o7b2o18b
5obo3bob5o15bo6bobo6bo15bo15bo19bo3bo3bo22bo9bo22bo7bo19b3o11b3o16b3ob
2o3b2ob3o15b2obo3b2ob2o3bob2o13b3o13b3o16bo4b3o4bo16b2obo4b3o4bob2o14b
2obobobobobobob2o19b3o3b3o23b2ob3ob2o23b4ob4o23b2obobob2o23b2o5b2o23b
3o3b3o23bobo3bobo23bobo3bobo23bob2ob2obo23bobo3bobo23bob2ob2obo19b2ob
3ob3ob3ob2o15b2ob2o2b3o2b2ob2o14b2o2bo2bo3bo2bo2b2o13b2obo2bo5bo2bob2o
16bobo7bobo17bo4b3ob3o4bo15bo15bo14b2o2b3obobob3o2b2o16b4o5b4o21bo7bo
19b2o2b3o3b3o2b2o18bo9bo20bob3o3b3obo16bob2o3b2ob2o3b2obo13b2o3bobo3bo
bo3b2o16b2o9b2o19bo2bo5bo2bo16bobobobobobobobobobo18bo2bobo2bo18b2o3bo
b2ob2obo3b2o15b2o2bo5bo2b2o15bobo3bobobobo3bobo13b2o4b2o3b2o4b2o13bo2b
o4b3o4bo2bo13bob4o7b4obo13b2o3bo2b3o2bo3b2o18bobobobobo21bob2o5b2obo
16bobobo4bo4bobobo15b3obobobobob3o17b3o3bobo3b3o15bob2o4bobo4b2obo14b
2o2bo7bo2b2o14bo2bo11bo2bo13b2o15b2o13bobo5bobo5bobo13bob4ob2ob2ob4obo
13bo2b2ob7ob2o2bo13bobob2ob5ob2obobo13bob4ob2ob2ob4obo13bo7bobo7bo14b
2o2b9o2b2o19bo7bo22bo3b3o3bo17bo5b2o3b2o5bo13b2o15b2o13b2obo3bo3bo3bob
2o13b2obob2o5b2obob2o13b3o13b3o13bob2o11b2obo13b2o2b3obobob3o2b2o13b2o
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19bob2o5b2obo19bob2o5b2obo19bob2o5b2obo19bob2o5b2obo19bob2o5b2obo19bob
2o5b2obo19bob2o5b2obo19bob2o5b2obo19bob2o5b2obo19bob2o5b2obo19bob2o5b
2obo19bob2o5b2obo19bob2o5b2obo19bob2o5b2obo19bob2o5b2obo19bob2o5b2obo
19b3o7b3o19bob2o5b2obo19bob2o5b2obo19bob2o5b2obo19bob2o5b2obo19bob2o5b
2obo19bob2o5b2obo19bob2o5b2obo19bob2o5b2obo19bob2o5b2obo19bob2o5b2obo
19bob2o5b2obo19bob2o5b2obo19bob2o5b2obo19bob2o5b2obo19bob2o5b2obo19bob
2o5b2obo19bob2o5b2obo19bob2o5b2obo19bob2o5b2obo19bob2o5b2obo19bob2o5b
2obo$932bo9bo21bo9bo21bo9bo21bo9bo21bo9bo21bo9bo85bo9bo21bo9bo21bo9bo
469bo9bo53bo9bo149bo9bo21bo9bo21bo9bo21bo9bo21bo9bo21bo9bo725bo9bo21bo
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9bo21bo9bo53bo9bo53bo9bo21bo9bo21bo9bo21bo9bo21bo9bo21bo9bo21bo9bo21bo
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51b3ob2ob2ob3o51b3ob2ob2ob3o$6bobobobo22b2obobobobob2o22bobobobo22b2o
3bobo3b2o22bobobobo22b2o3bobo3b2o22bobobobo22b2obobobobob2o22bobobobo
22b2obobobobob2o22bobobobo22b2o3bobo3b2o22bobobobo22b2obobobobob2o22bo
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3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o22bobobobo
22b2o2b2ob2o2b2o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o22bobobobo
22b2obobobobob2o22bobobobo22b2obobobobob2o22bobobobo22b2obobobobob2o
22bobobobo22b2obobobobob2o22bobobobo22b2obobobobob2o22bobobobo22b2obob
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19b2obobobobob2o22bobobobo22b2obobobobob2o22bobobobo22b3ob2ob2ob3o19b
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2o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o22bobobobo
22b3ob2ob2ob3o22bobobobo22b3ob2ob2ob3o22bobobobo22b3ob2ob2ob3o19b3ob2o
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3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob
3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob
3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob
3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob
3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob
3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob
3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob
3o19b3ob2ob2ob3o19b2o2b2ob2o2b2o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob
2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob
2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob
2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob2ob3o19b3ob2ob
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2ob2ob3o19b3ob2ob2ob3o$6bobobobo23b3obobob3o23bobobobo23bo2b2ob2o2bo
23bobobobo23bo2b2ob2o2bo23bobobobo23b3obobob3o23bobobobo23b3obobob3o
23bobobobo23bo2b2ob2o2bo23bobobobo23b3obobob3o23bobobobo23b3obobob3o
23bobobobo23b3obobob3o23bobobobo23b3obobob3o23bobobobo23b3obobob3o23bo
bobobo23bo2b2ob2o2bo23bobobobo23b3obobob3o23bobobobo23bo2b2ob2o2bo23bo
bobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bo
bobobo22b2obobobobob2o22bobobobo25bobobobo25bobobobo25bobobobo23b3obob
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23bobobobo23b3obobob3o23bobobobo23b3obobob3o23bobobobo23bo2b2ob2o2bo
23bobobobo25bobobobo25bobobobo23b3obobob3o23bobobobo23b3obobob3o23bobo
bobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobo
bobo23b3obobob3o23bobobobo23b3obobob3o23bobobobo23b3obobob3o23bobobobo
23b3obobob3o23bobobobo23b3obobob3o23bobobobo23b3obobob3o23bobobobo23b
3obobob3o23bobobobo23b3obobob3o23bobobobo23b3obobob3o23bobobobo23b3obo
bob3o23bobobobo23bo2b2ob2o2bo23bobobobo25bobobobo25bobobobo25bobobobo
25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo
25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo
25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo
25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo
25bobobobo25bobobobo25bobobobo25bobobobo22b2obobobobob2o22bobobobo22b
2obobobobob2o22bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobob
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obobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bob
obobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bob
obobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bob
obobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bob
obobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bob
obobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bob
obobo25bobobobo25bobobobo22b2obobobobob2o22bobobobo25bobobobo25bobobob
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obobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25b
obobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25b
obobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo$3b
2obobobobob2o20bo3bobo3bo20b2obobobobob2o21b2obobob2o21b2obobobobob2o
21b2obobob2o21b2obobobobob2o20bo3bobo3bo20b2obobobobob2o20bo3bobo3bo
20b2obobobobob2o21b2obobob2o21b2obobobobob2o20bo3bobo3bo20b2obobobobob
2o20bo3bobo3bo20b2obobobobob2o20bo3bobo3bo20b2obobobobob2o20bo3bobo3bo
20b2obobobobob2o20bo3bobo3bo20b2obobobobob2o21b2obobob2o21b2obobobobob
2o20bo3bobo3bo20b2obobobobob2o21b2obobob2o21b2obobobobob2o22bobobobo
25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo22b2obobobobob2o20b
3obobob3o23bobobobo25bobobobo25bobobobo22b2obobobobob2o20bo3bobo3bo20b
2obobobobob2o20bo3bobo3bo20b2obobobobob2o20bo3bobo3bo20b2obobobobob2o
20bo3bobo3bo20b2obobobobob2o20bo3bobo3bo20b2obobobobob2o20bo3bobo3bo
20b2obobobobob2o21b2obobob2o24bobobobo22b2obobobobob2o22bobobobo23bo3b
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25bobobobo25bobobobo25bobobobo25bobobobo22b2obobobobob2o20bo3bobo3bo
20b2obobobobob2o20bo3bobo3bo20b2obobobobob2o20bo3bobo3bo20b2obobobobob
2o20bo3bobo3bo20b2obobobobob2o20bo3bobo3bo20b2obobobobob2o20bo3bobo3bo
20b2obobobobob2o20bo3bobo3bo20b2obobobobob2o20bo3bobo3bo20b2obobobobob
2o20bo3bobo3bo20b2obobobobob2o20bo3bobo3bo20b2obobobobob2o21b2obobob2o
24bobobobo25bobobobo25bobobobo25bobobobo22b2obobobobob2o22bobobobo22b
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25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo
25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo
25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo
25bobobobo25bobobobo25bobobobo23b3obobob3o23bobobobo23b3obobob3o23bobo
bobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobo
bobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobo
bobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobo
bobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo23b3obobob3o23bo
bobobo23b3obobob3o23bobobobo25bobobobo25bobobobo25bobobobo25bobobobo
25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo
25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo
25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo
25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo
25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo
25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo
23b3obobob3o23bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobo
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bo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobo
bo25bobobobo25bobobobo23b3obobob3o23bobobobo25bobobobo25bobobobo25bobo
bobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobo
bobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobobobo25bobo
bobo25bobobobo25bobobobo25bobobobo$5bo2bobo2bo22bobobobobobo22bo2bobo
2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo22bobobobobobo22bo
2bobo2bo22bobobobobobo22bo2bobo2bo23bo2bobo2bo23bo2bobo2bo22bobobobobo
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bobobobobo22bo2bobo2bo22bobobobobobo22bo2bobo2bo23bo2bobo2bo23bo2bobo
2bo22bobobobobobo22bo2bobo2bo23bo2bobo2bo23bo2bobo2bo21b2obobobobob2o
19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2ob
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2bobo2bo22bobobobobobo22bo2bobo2bo22bobobobobobo22bo2bobo2bo22bobobobo
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21bo2bobo2bo21b2obobobobob2o20bobobobobobo22bo2bobo2bo22bobobobobobo
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bobobobobo22bo2bobo2bo22bobobobobobo22bo2bobo2bo22bobobobobobo22bo2bob
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2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o20bo3bobo3bo20b2obob
obobob2o20bo3bobo3bo20b2obobobobob2o19b2obobobobob2o19b2obobobobob2o
19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2ob
obobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobob
ob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o
19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2ob
obobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobob
ob2o19b2obobobobob2o19b2obobobobob2o20bo3bobo3bo20b2obobobobob2o20bo3b
obo3bo20b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o
19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2ob
obobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobob
ob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o
19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2ob
obobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobob
ob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o
19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2ob
obobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobob
ob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o
19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o20bo3b
obo3bo20b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o
19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2ob
obobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobob
ob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o
19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2ob
obobobob2o20bo3bobo3bo20b2obobobobob2o19b2obobobobob2o19b2obobobobob2o
19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2ob
obobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobob
ob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o
19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2obobobobob2o19b2ob
obobobob2o$8bobo29bobo29bobo25bobobobobobo25bobo25bobobobobobo25bobo
29bobo29bobo29bobo29bobo25bobobobobobo25bobo29bobo29bobo29bobo29bobo
29bobo29bobo29bobo29bobo29bobo29bobo25bobobobobobo25bobo29bobo29bobo
25bobobobobobo25bobo26bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo
23bo2bobo2bo23bo2bobo2bo26bobo25bobobobobobo22bo2bobo2bo23bo2bobo2bo
23bo2bobo2bo26bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bo
bo29bobo29bobo29bobo25bobobobobobo22bo2bobo2bo26bobo26bo2bobo2bo26bobo
29bobo29bobo29bobo26bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo
2bobo2bo23bo2bobo2bo26bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo
29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bo
bo29bobo25bobobobobobo22bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo
26bobo26bo2bobo2bo26bobo26bo2bobo2bo26bobo26bo2bobo2bo23bo2bobo2bo23bo
2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo
23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo
2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bo
bo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo
2bobo2bo23bo2bobo2bo22bobobobobobo22bo2bobo2bo22bobobobobobo22bo2bobo
2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bo
bo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo
2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo
23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo
2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo22bobobobobobo22bo2bobo2bo22bob
obobobobo22bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo
23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo
2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bo
bo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo
2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo
23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo
2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bo
bo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo
2bobo2bo23bo2bobo2bo22bobobobobobo22bo2bobo2bo23bo2bobo2bo23bo2bobo2bo
23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo
2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bo
bo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo
2bobo2bo23bo2bobo2bo22bobobobobobo22bo2bobo2bo23bo2bobo2bo23bo2bobo2bo
23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo
2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bo
bo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo2bobo2bo23bo
2bobo2bo$6b2o3b2o24b3o3b3o24b2o3b2o24b2obobob2o24b2o3b2o24b2obobob2o
24b2o3b2o24b3o3b3o24b2o3b2o24b3o3b3o24b2o3b2o24b2obobob2o24b2o3b2o24b
3o3b3o24b2o3b2o24b3o3b3o24b2o3b2o24b3o3b3o24b2o3b2o24b3o3b3o24b2o3b2o
24b3o3b3o24b2o3b2o24b2obobob2o24b2o3b2o24b3o3b3o24b2o3b2o24b2obobob2o
24b2o3b2o27bobo29bobo29bobo29bobo29bobo29bobo27b2o3b2o27bobo29bobo29bo
bo29bobo27b2o3b2o24b3o3b3o24b2o3b2o24b3o3b3o24b2o3b2o24b3o3b3o24b2o3b
2o24b3o3b3o24b2o3b2o24b3o3b3o24b2o3b2o24b3o3b3o24b2o3b2o24b2obobob2o
26bobo27b2o3b2o27bobo26b3o3b3o24b2o3b2o24b3o3b3o24b2o3b2o27bobo29bobo
29bobo29bobo29bobo29bobo27b2o3b2o24b3o3b3o24b2o3b2o24b3o3b3o24b2o3b2o
24b3o3b3o24b2o3b2o24b3o3b3o24b2o3b2o24b3o3b3o24b2o3b2o24b3o3b3o24b2o3b
2o24b3o3b3o24b2o3b2o24b3o3b3o24b2o3b2o24b3o3b3o24b2o3b2o24b3o3b3o24b2o
3b2o24b2obobob2o26bobo29bobo29bobo29bobo27b2o3b2o27bobo27b2o3b2o27bobo
27b2o3b2o27bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo
29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bo
bo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo
29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bo
bo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo
29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bo
bo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo
29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bo
bo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo
29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bo
bo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo
29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bo
bo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo29bobo
29bobo29bobo29bobo29bobo$6bo5bo57bo5bo25b2o3b2o25bo5bo25b2o3b2o25bo5bo
57bo5bo57bo5bo25b2o3b2o25bo5bo57bo5bo57bo5bo57bo5bo57bo5bo57bo5bo25b2o
3b2o25bo5bo57bo5bo25b2o3b2o25bo5bo25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o
25b2o3b2o25b2o3b2o25bo5bo24b3o3b3o24b2o3b2o25b2o3b2o25b2o3b2o25bo5bo
57bo5bo57bo5bo57bo5bo57bo5bo57bo5bo57bo5bo25b2o3b2o25b2o3b2o25bo5bo25b
2o3b2o57bo5bo57bo5bo25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o
3b2o25bo5bo57bo5bo57bo5bo57bo5bo57bo5bo57bo5bo57bo5bo57bo5bo57bo5bo57b
o5bo57bo5bo25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25bo5bo25b2o3b
2o25bo5bo25b2o3b2o25bo5bo25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o
25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b
2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o
3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o24b3o3b3o24b
2o3b2o24b3o3b3o24b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o
25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b
2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o
3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o24b3o3b3o24b2o3b2o24b
3o3b3o24b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o
25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b
2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o
3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b
2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o
25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b
2o25b2o3b2o24b3o3b3o24b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o
3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b
2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o
25b2o3b2o24b3o3b3o24b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b
2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o
3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o25b2o3b2o$
934bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo89bo5bo25bo5bo25bo5bo473bo
5bo57bo5bo153bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo729bo5bo25bo5bo
25bo5bo25bo5bo57bo5bo57bo5bo57bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo
25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo
25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo
25bo5bo57bo5bo57bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo
25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo
25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo57bo5bo
57bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo
25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo
25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo
25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo
25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo57bo5bo25bo5bo25bo5bo
25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo
25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo57bo5bo
25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo
25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo25bo5bo
40$ob3o4bo4b3obo13bob3o9b3obo13b2o4b7o4b2o13b3o13b3o13b2o7bo7b2o16b2ob
o5bob2o16b2o3bo7bo3b2o13b2o4bo5bo4b2o13bobo2bo7bo2bobo13bo4bo3bo3bo4bo
13bo3bo9bo3bo13bo2bo11bo2bo15bo3bobobobo3bo18bo2bo5bo2bo16bo3bob2o3b2o
bo3bo13b2o5b5o5b2o13b2o15b2o17b2o7b2o17bo2b2o2bo3bo2b2o2bo13bo3b3obobo
b3o3bo13bo5b3ob3o5bo13bo4bo7bo4bo13bobo2bo2bobo2bo2bobo17b3obobob3o21b
2obo3bob2o21b3obobob3o17b2o2b3obobob3o2b2o15bobobobobobobobo15b2o2bo2b
2ob2o2bo2b2o13b2obobo2bobo2bobob2o13b3obo2bobobo2bob3o13bob2o4bobo4b2o
bo15bo2b2o5b2o2bo15b2obo2bo2bo2bo2bob2o13b2o3bo7bo3b2o13bo2b2o3bobo3b
2o2bo13b2o2bo4bo4bo2b2o13b2o3b2o5b2o3b2o13b2o5bobobo5b2o13b2o2bo3b3o3b
o2b2o13b2o15b2o13b2o5bo3bo5b2o13b2o15b2o13b8o3b8o13b2o2b2obo3bob2o2b2o
15bo2b2o5b2o2bo15b2o4bo5bo4b2o13b2o2b3o5b3o2b2o13b3o2bo7bo2b3o13b2o2bo
bo5bobo2b2o15b3ob2o3b2ob3o21bo5bo20bo3bo2bobo2bo3bo16bobob2o3b2obobo
17b3o3b3o3b3o17bo2b2o5b2o2bo16bo3bo7bo3bo14b2o5bo3bo5b2o15bob2o7b2obo
17bo2b2ob3ob2o2bo17b2o2bobobobo2b2o16bo3bo2bobo2bo3bo16b2o2bo5bo2b2o
15b2obo2b3ob3o2bob2o13b5obo5bob5o16b4o5b4o20bo9bo18bob2o9b2obo22bobo
25b2o7b2o23b2o3b2o19bobo13bobo15bob3o5b3obo17b2ob2o5b2ob2o17b3ob2o3b2o
b3o17b3o9b3o22bo3bo25b2o5b2o25bo3bo23b2o9b2o21bo7bo18bob2o2b2o3b2o2b2o
bo14bobobo2bobo2bobobo19b2o5b2o26bobo25bo9bo22b2o5b2o23b2o5b2o18bo17bo
17b2o7b2o18b2obobo5bobob2o15b2obobobobobobob2o14bobo4bo3bo4bobo16b3ob
2ob2ob3o16bo3b3o5b3o3bo16bobo7bobo21b4ob4o20bob2ob2ob2ob2obo17bob2ob2o
b2ob2obo15b2ob4o2bo2b4ob2o13bo3bobo5bobo3bo15b2o11b2o19b3obobob3o18bo
2bo9bo2bo15bo3b4ob4o3bo15b2o13b2o17b2ob2obob2ob2o19b2obo5bob2o19b2obob
obobob2o19b2ob2o3b2ob2o20bobo5bobo20bobo7bobo19b2obo5bob2o19b2ob2o3b2o
b2o19b2obo5bob2o19b2ob2o3b2ob2o19b2obo5bob2o20bobo5bobo20b3o3bo3b3o19b
2o3bobo3b2o19b2o4bo4b2o20bob2o3b2obo21bob3ob3obo20b2o3bobo3b2o18bo3bo
5bo3bo18b2obob3obob2o19b2obo5bob2o19b2obobobobob2o19b2ob2o3b2ob2o19b2o
bo5bob2o20b3o5b3o18bobo4bobo4bobo15bobo3b2ob2o3bobo14b2o2bobobobobobo
2b2o15b2o4bobo4b2o19bo2bo3bo2bo17b2o2b2o3bo3b2o2b2o13bob4o7b4obo14b5o
7b5o15bo15bo15bo3bo7bo3bo15bo15bo14b2ob2o3bobo3b2ob2o17bo9bo18b2o13b2o
14bo6b2ob2o6bo13bo17bo17b2o7b2o20bo11bo17b2ob2obobobob2ob2o15b2ob3o5b
3ob2o15b2obobo5bobob2o15b2obo2bo3bo2bob2o15b2o2b2o5b2o2b2o15b2ob3o5b3o
b2o17b2ob2o3b2ob2o19bo3bo3bo3bo19bob2obobob2obo18bo5bobo5bo16bo2b2o7b
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19bob2o5b2obo19bob2o5b2obo19b3o7b3o19bob2o5b2obo19bob2o5b2obo19bob2o5b
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7bob2o17b2obo7bob2o23b3o24bobo7bobo83bo11bo19bo11bo17bo2b3o5b3o2bo15bo
7bo7bo15bo15bo15bo15bo15bo15bo15bo15bo15bo15bo15bo15bo15bo15bo15bo15bo
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6bo6bo17bo6bo6bo17bo6bo6bo17bo6bo6bo17bo6bo6bo17bo13bo17bo13bo17bo13bo
17bo6bo6bo17bo6bo6bo17bo6bo6bo17bo6bo6bo17bo6bo6bo17bo6bo6bo17bo6bo6bo
17bobo9bobo17bo13bo17bobo9bobo17bo13bo17bobo9bobo17bo13bo17bobo9bobo
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17bobo9bobo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17b
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13bo18bo11bo18bo13bo18bo11bo18bo13bo17bo13bo17bo13bo17bobo9bobo17bo13b
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17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo
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13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo
17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bobo
9bobo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo17bo13bo
17bo13bo17bo13bo17bobo9bobo17bo13bo$3bob2o5b2obo19b2obo5bob2o19b3o2bob
o2b3o217bo23bo2b2ob5ob2o2bo21b2ob2o20bo4b2o5b2o4bo14bob2o9b2obo17b2o9b
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23bo9bo21bo9bo19bobo4bo4bobo15bob2o11b2obo16bo11bo19bo11bo16bo2bo11bo
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bobobobo2bo17bobo4bo4bobo17bobo9bobo18b2o4bo4b2o18bobo4bo4bobo17bobo4b
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9bobo17bobo9bobo18b2o9b2o18bobo9bobo17bobo9bobo18b2o9b2o18bobo9bobo17b
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18b2o9b2o18bobo9bobo17bobo9bobo17bobo9bobo18b2o9b2o18bobo9bobo17bobo9b
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9b2o18bobo9bobo17bobo9bobo17bobo9bobo18b2o9b2o18bobo9bobo18b2o9b2o18bo
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9bobo18b2o9b2o18bobo9bobo17bobo9bobo17bobo9bobo17bobo9bobo18b2o9b2o18b
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17bobo9bobo17bobo9bobo18b2o9b2o18bobo9bobo17bobo9bobo17bobo9bobo17bobo
9bobo18b2o9b2o18bobo9bobo17bobo9bobo17bobo9bobo18b2o9b2o18bobo9bobo17b
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9bobo$2b2o3bo3bo3b2o18b2obobobobob2o18b2o4bobo4b2o17b6o3b6o17b6o3b6o
17b6o3b6o17b6o3b6o17b6o3b6o17b6o3b6o17b6o3b6o16bo5bo3bo5bo20bo5bo19bob
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17bo2bobo3bobo2bo17bo2bobo3bobo2bo17bo2bobo3bobo2bo17bo2bobo3bobo2bo
17bo2bobo3bobo2bo17bo2bobo3bobo2bo17bo2bobo3bobo2bo17bo2bobo3bobo2bo
17bo2bobo3bobo2bo17bo2bobo3bobo2bo17bo2bobo3bobo2bo17bo2bobo3bobo2bo
17bo2bobo3bobo2bo17bo2bobo3bobo2bo17bo2bobo3bobo2bo17bo2bobo3bobo2bo
17bo2bobo3bobo2bo17bo2bobo3bobo2bo17bo2bobo3bobo2bo17b2obo7bob2o15bo3b
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11bo2bo13bo2bo11bo2bo14bobo11bobo15bobo11bobo16bobo9bobo17bobo9bobo17b
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17bobo9bobo17bobo9bobo17bobo9bobo17bobo9bobo17bobo9bobo17bobo9bobo17bo
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19bo9bo19bobo9bobo17bobo9bobo18bo11bo18bobo9bobo17bobo9bobo18bo11bo18b
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o17bobo9bobo17bobo9bobo17bobo9bobo17bobo9bobo18bo11bo18bobo9bobo$3b2ob
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17b3o9b3o17b3o9b3o17b3o9b3o19b3o5b3o21b3o5b3o20bo2bo5bo2bo51bo11bo18b
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83b2o2b2ob2o2b2o19bo11bo17bobo11bobo15bobo11bobo81bo11bo19bo11bo19bo
11bo19bo11bo19bo11bo19bo11bo19bo11bo19bo11bo19bo11bo19bo11bo19bo11bo
19bo11bo51bo11bo19bo11bo19bo11bo19bo11bo19bo11bo19bo11bo19bo11bo19bo
11bo19bo11bo19bo11bo19bo11bo19bo11bo51bo11bo51bo11bo19bo11bo51bo11bo
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11bo19bo11bo19bo11bo19bo11bo19bo11bo19bo11bo19bo11bo19bo11bo51bo11bo
51bo11bo51bo11bo83bo11bo51bo11bo19bo11bo19bo11bo51bo11bo51bo11bo19bo
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19bo11bo19bo11bo19bo11bo19bo11bo19bo11bo19bo11bo19bo11bo19bo11bo51bo
11bo$38bobobobo26bo3bo25b2o5b2o23b2o5b2o23b2o5b2o23b2o5b2o23b2o5b2o23b
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53b5ob5o53b5ob5o21b5ob5o53b5ob5o56bo3bo56b5ob5o24bo3bo24b5ob5o56bo3bo
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56bo3bo186bobobobo57bobobobo58bo3bo56b5ob5o55bobobobo57bobobobo58bo3bo
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3b2o!

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dvgrn
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Re: Help me finish this c/8 search

Post by dvgrn » February 2nd, 2020, 10:39 am

Sokwe wrote:
January 31st, 2020, 4:05 am
I've made a script (just an edit of qfind) to split a given dump file into pieces with a specified number of queue nodes per piece.
I was able to use these instructions with no problem to split up piece0108 into five qfind-c8-compatible pieces. They're running now on a dedicated Azure VM, and I'll have timing results in a couple of days.
Sokwe wrote:
January 31st, 2020, 4:05 am
The dump file should just be a standard dump file from qfind. It won't work with the dump files from this project...
Clarification: this is not just because the dump files contain a couple of extra lines, lines 2 and 3, which could presumably be edited out? I tried splitting my latest dump file for piece0107 after removing those lines, and qsplit didn't give any errors -- but it did start spewing thousands of piece files, so I canceled the split after seeing 3000+ pieces appear. Running again with 256 nodes per piece gave me 17 apparently healthy pieces, so the total number of nodes might be a bit over 4000.

-- Or this could all be an ill-advised experiment that wouldn't actually result in the remaining work being split up into valid pieces. It wouldn't really surprise me if there were a lot more nodes in a dump file, and with some editing to make them qfind-c8-compatible again, maybe they could be shared out in 100-node pieces and finish the search a lot quicker. It also wouldn't surprise me if that wouldn't work. Please advise.

Another Option
Here's something that I'm reasonably sure is valid: these attachments are piece0107 split into its five sub-pieces. People with higher-end compute capacity than me (I'm maxed out at three threads) could run these pieces, and hopefully get them done in less than the month-and-change that it would probably take me to finish piece0107.

[EDIT: working on replacements based on Sokwe's suggestion]

The pieces have been renumbered to 0180 through 0184, so there should be no confusion between these and existing pieces. All together they should add up to piece0107. I guess I could confirm that by checking which partials are represented by each piece. (?)

Presumably whoever runs piece0180 will be mostly duplicating the search that my computer has been doing for the last couple of weeks. I don't know whether I've finished piece0180 and have started piece0181 or one of the later pieces; maybe this could be figured out by looking at the partials, but if there's enough compute capacity available, it seems like the safest thing would be to just run all five pieces.

I've taken the liberty of adding a section at the bottom of the claims table for these new pieces. If this is somehow wrong and won't work, anyone can please feel free to fix the problem, whatever it is.

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Re: Help me finish this c/8 search

Post by Sokwe » February 2nd, 2020, 10:53 am

dvgrn wrote:
February 2nd, 2020, 10:39 am
Clarification: this is not just because the dump files contain a couple of extra lines, lines 2 and 3, which could presumably be edited out?
Actually, that's exactly the reason. Edit those lines out and you have a dump file that is valid for qfind-split.
dvgrn wrote:
February 2nd, 2020, 10:39 am
Running again with 256 nodes per piece gave me 17 apparently healthy pieces, so the total number of nodes might be a bit over 4000.

-- Or this could all be an ill-advised experiment that wouldn't actually result in the remaining work being split up into valid pieces. It wouldn't really surprise me if there were a lot more nodes in a dump file, and with some editing to make them qfind-c8-compatible again, maybe they could be shared out in 100-node pieces and finish the search a lot quicker. It also wouldn't surprise me if that wouldn't work. Please advise.
Hmm. Maybe I was wrong about what the 3.4k meant? I've been operating mostly from memory on these things. Anyway, this should be a valid way to split the search. this would be preferred over restarting the search.
dvgrn wrote:
February 2nd, 2020, 10:39 am
Presumably whoever runs piece0180 will be mostly duplicating the search that my computer has been doing for the last couple of weeks. I don't know whether I've finished piece0180 and have started piece0181 or one of the later pieces.
You probably haven't finished any of the pieces. The search is breadth-first, and the depth that you've reached might not be sufficient to eliminate any of the front ends from piece0107. I could be wrong, although I saw from your output that you still have at least one other front end.
-Matthias Merzenich

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Re: Help me finish this c/8 search

Post by dvgrn » February 2nd, 2020, 11:46 am

Sokwe wrote:
February 2nd, 2020, 10:53 am
Hmm. Maybe I was wrong about what the 3.4k meant? I've been operating mostly from memory on these things. Anyway, this should be a valid way to split the search. this would be preferred over restarting the search.
No, you were right I think. That number has crept back up, and is now at 4.2K for dump0107-0077.

I'll wait for dump0107-0078, due any time now, and split the remaining search into forty or fifty pieces. That should be enough to share out with everyone who is still interested in contributing, and hopefully each piece will finish in a reasonable amount of time (not minutes and not weeks).

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dvgrn
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Re: Help me finish this c/8 search

Post by dvgrn » February 2nd, 2020, 1:27 pm

Okay, here are the new pieces:
piece0107-remainder-in-52-subpieces.zip
dump0107-0078 subdivided into 52 parts
(106.26 KiB) Downloaded 120 times
Piece numbers now start at 200, again so they can't be confused with the original pieces.

These were split from the following dump file:
dump0107-0078.txt
pre-split dump0107-0078 dump file (with .txt extension added)
(308.98 KiB) Downloaded 110 times
I've tested the final small piece, #0251, and it finished normally in just a couple of minutes, as expected (it had only 18 nodes, where the rest of the pieces will have 80 each). Piece #0250 turned out to take just over ten minutes. So maybe I've split this search up quite a bit too small. I'd rather have made that mistake than the opposite one, I guess. Let's just see how these searches go.

Code: Select all

$ ./qfind-c8 piece0250 t3 | tee -a outputs/output0250
qfind-simple v1.1 by Matthias Merzenich, 7 January 2020
- ./qfind-c8 piece0250 t3

State successfully loaded from file pieces/piece0250
Rule: B3/S23
Period: 8
Offset: 1
Width:  10
Symmetry: odd
Dump state after queue compaction
Queue size: 2^22
Hash table size: 2^21
Minimum deepening increment: 3
Number of threads: 3
Starting search
Queue full, depth 217, deepening 80, 524k/764k -> 83/1.1k
State dumped to pieces/dump0250-0001
Queue full, depth 227, deepening 73, 524k/1.6M -> 70/1.5k
State dumped to pieces/dump0250-0002
Queue full, depth 237, deepening 66, 524k/1.2M -> 71/1.9k
State dumped to pieces/dump0250-0003
Queue full, depth 247, deepening 59, 524k/1.1M -> 81/2.3k
State dumped to pieces/dump0250-0004
Queue full, depth 255, deepening 54, 524k/847k -> 100/2.4k
State dumped to pieces/dump0250-0005
Queue full, depth 265, deepening 47, 524k/1.0M -> 104/2.7k
State dumped to pieces/dump0250-0006
Queue full, depth 274, deepening 41, 524k/1.0M -> 122/2.6k
State dumped to pieces/dump0250-0007
Queue full, depth 284, deepening 34, 524k/1.3M -> 179/3.3k
State dumped to pieces/dump0250-0008
Queue full, depth 297, deepening 24, 524k/1.8M -> 303/4.7k
State dumped to pieces/dump0250-0009
Search complete.

Longest partial:
x = 19, y = 44, rule = B3/S23
bo2bobo5bobo2bo$2bo3b3ob3o3bo$bo5b5o5bo$bobo11bobo$2obo4bobo4bo
b2o$2obo3bo3bo3bob2o$2b2obobobobobob2o2$ob2o4bobo4b2obo$o7bobo7b
o$2b2obo7bob2o$b3o11b3o$o5bobobobo5bo$5bo2bobo2bo$5bobo3bobo$2bo
5bobo5bo$2b2obo2bobo2bob2o$2b2o3b2ob2o3b2o$3bo11bo$3bo2bo5bo2bo$
2b4o7b4o$b3o11b3o$2o2b2o7b2o2b2o$3b2o9b2o$3bo11bo$3b2o9b2o$4bo9b
o$2b2o11b2o$6bobobobo$8bobo$4b2o2bobo2b2o$5b4ob4o$4bob2o3b2obo$3b
2ob2o3b2ob2o3$2bo5bobo5bo$3bobo2bobo2bobo$4bo2b2ob2o2bo$8bobo$5b
2obobob2o$4bo3bobo3bo$5bo2bobo2bo$6b2o3b2o!

Report written to report0250

Code: Select all

$ ./qfind-c8 piece0251 t3 | tee -a outputs/output0251
qfind-simple v1.1 by Matthias Merzenich, 7 January 2020
- ./qfind-c8 piece0251 t3

State successfully loaded from file pieces/piece0251
Rule: B3/S23
Period: 8
Offset: 1
Width:  10
Symmetry: odd
Dump state after queue compaction
Queue size: 2^22
Hash table size: 2^21
Minimum deepening increment: 3
Number of threads: 3
Starting search
Queue full, depth 221, deepening 76, 524k/1.0M -> 18/539
State dumped to pieces/dump0251-0001
Queue full, depth 241, deepening 59, 524k/2.1M -> 16/715
State dumped to pieces/dump0251-0002
Queue full, depth 263, deepening 40, 524k/2.2M -> 11/823
State dumped to pieces/dump0251-0003
Search complete.

Longest partial:
x = 19, y = 40, rule = B3/S23
b3obo7bob3o$b2o3bo5bo3b2o$2b2o2b7o2b2o$5b2obobob2o$b2o13b2o$o4b
2obobob2o4bo$o2bo5bo5bo2bo$4bo9bo$2b3ob7ob3o$2b2ob9ob2o$2bobo9bo
bo$2b2o11b2o$2bo13bo$5b2o5b2o$4b3o5b3o$5b2o5b2o2$o17bo$3obo9bob3o
$2b3o9b3o$2bo13bo$2bobo9bobo$2bobo9bobo$3bo11bo2$4b5ob5o$4b2ob2o
b2ob2o$3bobo7bobo$3b3obo3bob3o$3b3o7b3o4$3b2o2b2ob2o2b2o$3b2obob
obobob2o$4b3obobob3o$4bo3bobo3bo$4bobobobobobo$8bobo$5b3o3b3o!

Report written to report0251
The rest of the pieces are currently up for grabs.

Based on experience so far, many or most of these pieces may complete very quickly. But the ones that match the long width-19 gutter partials will probably take quite a while, so once we figure out which ones those are, I hope someone with a lot of compute capacity will take them over.

Anyway, if you pick the right piece, you never know, there could still be a c/8 spaceship hiding in it! Good luck --

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dvgrn
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Re: Help me finish this c/8 search

Post by dvgrn » February 2nd, 2020, 10:57 pm

Here are all the partials represented by each of the pieces 200 through 251. The pattern isn't too big for LifeViewer, but it's too big to fit in a forum post in RLE format:

Code: Select all

[M2] (golly 3.3)
#R B3/S23
1 0 0 1 0
2 0 0 0 1
3 0 0 0 2
2 0 0 1 1
3 0 0 4 0
4 0 0 3 5
3 0 0 2 4
4 0 0 7 3
5 0 0 6 8
4 0 0 5 0
5 0 0 10 0
6 0 0 9 11
7 0 0 0 12
8 0 0 0 13
9 0 0 0 14
10 0 0 0 15
11 0 0 0 16
12 0 0 0 17
2 0 0 1 0
3 0 0 0 19
4 0 0 20 20
5 0 0 21 0
1 0 0 1 1
2 0 0 23 1
3 0 0 2 24
3 0 0 0 24
4 0 0 25 26
3 0 0 19 0
4 0 0 28 0
5 0 0 27 29
6 0 0 22 30
4 0 0 26 26
5 0 0 32 0
6 0 0 33 22
7 0 0 31 34
1 0 0 0 1
2 0 0 36 1
3 0 0 0 37
2 0 0 0 23
3 0 0 39 0
4 0 0 38 40
5 0 0 41 0
2 0 0 0 36
3 0 0 43 24
2 0 0 23 0
3 0 0 39 45
4 0 0 44 46
5 0 0 47 0
6 0 0 42 48
7 0 0 34 49
8 0 0 35 50
4 0 0 7 7
5 0 0 52 0
6 0 0 42 53
2 0 0 23 23
3 0 0 43 55
2 0 0 36 23
3 0 0 57 45
4 0 0 56 58
5 0 0 59 0
3 0 0 0 4
3 0 0 2 19
4 0 0 61 62
5 0 0 63 0
6 0 0 60 64
7 0 0 54 65
6 0 0 53 64
2 0 0 1 36
3 0 0 0 68
2 0 0 36 0
3 0 0 70 19
4 0 0 69 71
5 0 0 72 0
4 0 0 71 69
5 0 0 74 0
6 0 0 73 75
7 0 0 67 76
8 0 0 66 77
9 0 0 51 78
2 0 0 23 36
3 0 0 0 80
2 0 0 36 36
3 0 0 82 19
4 0 0 81 83
5 0 0 84 0
3 0 0 43 68
3 0 0 70 45
4 0 0 86 87
5 0 0 88 0
6 0 0 85 89
3 0 0 19 19
4 0 0 20 91
5 0 0 92 0
3 0 0 39 19
4 0 0 26 94
5 0 0 95 0
6 0 0 93 96
7 0 0 90 97
3 0 0 45 45
4 0 0 86 99
5 0 0 100 0
3 0 0 80 19
4 0 0 81 102
5 0 0 103 0
6 0 0 101 104
3 0 0 43 43
3 0 0 45 70
4 0 0 106 107
5 0 0 108 0
3 0 0 43 19
3 0 0 0 45
4 0 0 110 111
5 0 0 112 0
6 0 0 109 113
7 0 0 105 114
8 0 0 98 115
3 0 0 19 45
4 0 0 110 117
5 0 0 118 0
4 0 0 111 110
5 0 0 120 0
6 0 0 119 121
6 0 0 113 93
7 0 0 122 123
6 0 0 121 93
6 0 0 121 119
7 0 0 125 126
8 0 0 124 127
9 0 0 116 128
10 0 0 79 129
6 0 0 113 22
7 0 0 131 123
6 0 0 22 0
7 0 0 133 0
8 0 0 132 134
9 0 0 135 0
10 0 0 136 0
11 0 0 130 137
12 0 0 138 0
2 1 0 0 0
3 0 140 0 0
2 1 0 1 0
2 0 36 36 0
3 0 142 143 0
2 1 1 0 0
3 0 143 0 145
3 0 0 145 140
4 141 144 146 147
3 142 0 142 0
3 142 142 142 142
2 0 1 0 0
3 142 0 151 145
3 142 142 0 151
4 149 150 152 153
5 148 154 0 0
3 0 142 0 142
3 0 142 145 0
4 156 0 157 0
5 158 0 0 0
6 155 159 0 0
7 0 160 0 0
8 0 161 0 0
9 0 162 0 0
1 1 0 0 0
2 0 164 164 0
3 0 0 0 165
2 164 164 0 0
2 0 0 164 0
3 0 0 167 168
1 0 1 0 0
2 0 0 0 170
3 0 0 0 171
2 164 0 0 0
2 170 0 0 0
3 171 173 174 0
4 166 169 172 175
2 0 0 0 164
2 164 0 164 0
3 0 0 177 178
3 173 178 0 178
3 0 178 0 178
4 179 166 180 181
2 170 0 164 164
3 0 183 0 0
2 0 0 164 164
3 185 168 0 0
4 184 186 0 0
2 164 0 164 164
3 185 188 0 0
2 164 0 0 164
3 168 190 0 0
4 189 191 0 0
5 176 182 187 192
4 169 0 181 0
3 185 173 0 0
4 195 0 0 0
5 194 0 196 0
6 193 197 0 0
7 0 198 0 0
8 0 0 0 199
9 0 200 0 0
10 0 163 0 201
2 0 1 1 0
3 0 203 0 0
3 145 19 43 140
4 0 0 204 205
3 203 145 0 43
3 19 203 140 142
4 0 0 207 208
2 36 0 1 1
3 0 43 0 210
2 36 0 0 0
3 212 0 4 19
4 211 213 0 0
3 43 212 210 4
2 1 0 0 1
3 0 142 19 216
4 215 217 0 0
5 206 209 214 218
3 145 19 0 142
4 0 0 220 0
3 0 142 4 140
4 222 0 0 0
5 221 0 223 0
6 219 224 0 0
7 0 225 0 0
8 0 226 0 0
9 0 0 0 227
3 0 0 0 177
3 0 0 185 0
4 0 0 229 230
3 0 0 177 185
4 0 0 232 229
3 0 173 0 0
2 0 170 170 0
3 0 178 235 0
3 0 235 0 167
3 0 0 167 173
4 234 236 237 238
2 0 36 0 0
2 36 170 0 170
3 173 0 240 241
3 178 178 0 178
2 0 164 0 0
3 168 0 244 167
3 178 178 0 244
4 242 243 245 246
5 231 233 239 247
4 0 0 230 0
3 0 178 167 0
4 181 0 250 0
5 249 0 251 0
6 248 252 0 0
7 0 253 0 0
8 0 0 0 254
9 0 0 0 255
10 0 228 0 256
11 0 202 0 257
3 0 2 0 140
3 4 0 0 142
3 0 0 0 143
3 143 0 0 0
4 259 260 261 262
3 19 0 142 0
3 0 2 142 142
2 1 0 1 1
3 266 4 0 0
4 264 265 267 150
5 0 0 263 268
4 260 0 156 0
5 0 0 270 0
3 0 145 0 0
3 145 140 0 0
4 272 273 0 0
3 140 151 0 0
4 0 275 0 0
5 274 276 0 0
3 145 0 0 0
4 278 0 0 0
5 279 0 0 0
6 269 271 277 280
7 0 281 0 0
8 0 282 0 0
9 0 283 0 0
10 0 0 0 284
3 0 165 0 0
3 167 168 171 173
4 0 0 286 287
2 164 164 164 0
3 289 167 190 185
3 173 165 0 178
4 0 0 290 291
5 0 0 288 292
3 167 168 0 178
4 0 0 294 0
5 0 0 295 0
3 0 171 0 183
3 174 0 185 168
4 297 298 0 0
3 0 0 190 185
3 178 178 173 190
4 300 301 0 0
5 299 302 0 0
3 0 178 185 173
4 304 0 0 0
5 305 0 0 0
6 293 296 303 306
7 0 307 0 0
8 0 0 0 308
9 0 309 0 0
10 0 310 0 0
11 0 285 0 311
12 0 258 0 312
1 1 0 0 1
2 1 0 314 314
2 164 0 1 0
1 1 1 0 0
2 317 0 317 1
3 315 316 318 70
2 164 0 23 314
1 0 1 1 0
2 0 170 0 321
3 0 320 43 322
1 1 1 1 1
1 1 1 1 0
2 0 324 36 325
1 1 1 0 1
1 0 1 1 1
2 327 314 0 328
2 170 324 0 170
2 321 164 164 0
3 326 329 330 331
1 0 1 0 1
2 36 327 333 1
1 1 0 1 0
1 1 0 1 1
2 327 335 170 336
2 0 317 0 0
2 328 325 317 0
3 334 337 338 339
4 319 323 332 340
2 1 0 164 0
3 342 0 178 0
4 343 0 0 0
2 0 333 0 170
2 23 23 333 333
2 0 333 0 0
2 321 333 333 321
3 345 346 347 348
2 36 23 333 333
2 328 0 170 0
2 333 170 170 328
2 328 0 0 0
3 350 351 352 353
2 170 164 0 0
3 0 355 0 0
3 338 0 0 0
4 349 354 356 357
5 341 344 358 0
2 1 0 164 164
2 0 0 335 0
2 333 335 0 314
3 360 361 362 178
2 0 0 0 335
2 0 164 0 314
3 0 364 0 365
2 0 0 0 333
2 325 317 0 36
2 0 314 0 0
2 36 1 164 0
3 367 368 369 370
2 1 321 335 336
2 317 335 0 333
2 23 36 0 164
3 372 373 0 374
4 363 366 371 375
2 0 1 164 164
2 324 0 164 0
3 377 0 378 0
3 0 0 173 0
4 379 0 380 0
2 23 36 0 335
2 0 170 0 0
2 314 164 0 23
3 240 382 383 384
2 1 23 335 335
2 36 23 335 0
2 335 335 164 314
2 314 317 1 0
3 386 387 388 389
3 0 244 0 0
4 385 390 391 234
5 376 381 392 0
6 359 393 64 22
3 0 0 2 0
4 0 0 3 395
5 0 0 396 0
6 393 359 397 22
2 170 0 1 0
3 315 399 318 70
2 0 0 23 314
3 383 401 43 322
4 400 402 332 340
5 403 344 358 0
2 0 0 1 23
3 0 0 43 405
3 0 0 37 45
4 0 0 406 407
5 0 0 408 0
6 404 404 409 121
6 404 404 113 409
7 394 398 410 411
3 0 0 43 4
3 0 0 2 45
4 0 0 413 414
5 0 0 415 0
6 404 404 416 64
3 0 0 43 70
4 0 0 418 418
5 0 0 419 0
6 404 404 113 420
3 315 19 318 70
3 0 401 43 322
4 422 423 332 340
5 424 344 358 0
6 425 425 121 409
7 398 417 421 426
5 0 0 29 29
6 425 425 428 101
3 0 0 45 19
4 0 0 69 430
5 0 0 431 0
6 425 425 104 432
2 314 314 317 0
2 317 1 0 324
2 36 0 327 314
3 434 140 435 436
2 23 314 0 170
2 0 36 36 327
2 0 321 327 335
3 0 438 439 440
2 36 325 170 324
2 0 328 321 164
2 0 170 0 333
2 164 0 23 23
3 442 443 444 445
2 333 1 0 317
2 170 336 328 325
2 317 0 328 0
3 447 448 57 449
4 437 441 446 450
3 178 0 173 0
4 452 0 0 0
2 333 333 321 333
2 333 321 170 164
3 444 454 0 455
2 333 333 333 170
2 170 0 328 0
2 170 328 0 317
3 457 458 459 0
4 456 460 0 0
5 451 453 461 0
6 462 425 22 428
6 425 425 93 121
7 429 433 463 464
6 425 425 416 22
6 425 425 93 113
6 425 425 113 121
6 425 425 113 22
7 466 467 468 469
8 412 427 465 470
6 404 404 121 22
6 404 404 432 93
2 0 164 1 0
3 315 474 318 70
3 167 401 43 322
4 475 476 332 340
5 477 344 358 0
6 425 478 113 121
3 173 401 43 322
4 422 480 332 340
5 481 344 358 0
3 0 0 43 0
3 0 0 0 70
4 0 0 483 484
5 0 0 485 0
6 359 482 22 486
7 472 473 479 487
3 0 0 68 19
4 0 0 111 489
5 0 0 490 0
6 404 404 119 491
2 1 170 314 314
3 493 19 318 70
2 170 0 23 314
3 0 495 43 322
4 494 496 332 340
5 497 344 358 0
3 0 0 43 37
3 0 0 39 70
4 0 0 499 500
5 0 0 501 0
6 404 498 416 502
6 482 482 409 121
6 482 482 113 22
7 492 503 504 505
6 425 425 104 428
6 425 425 64 64
6 425 462 121 113
3 244 401 43 322
4 475 510 332 340
5 511 344 358 0
6 359 512 22 121
7 507 508 509 513
6 425 425 96 121
3 0 0 2 80
3 0 0 82 4
4 0 0 516 517
5 0 0 518 0
6 425 425 519 85
4 0 0 484 483
5 0 0 521 0
6 512 512 522 486
7 515 520 469 523
8 488 506 514 524
4 0 0 87 86
5 0 0 526 0
6 425 462 522 527
6 425 425 121 113
6 425 425 428 22
7 528 529 530 529
6 425 425 22 428
6 425 462 22 113
6 425 425 121 22
7 532 469 533 534
6 462 425 113 428
6 425 462 48 42
4 0 0 0 28
5 0 0 538 0
6 425 425 64 539
7 536 529 537 540
6 425 462 397 96
6 425 425 109 104
7 532 534 542 543
8 531 535 541 544
6 425 425 428 121
6 425 425 486 22
6 462 425 113 121
6 425 425 397 22
7 546 547 548 549
6 425 425 522 428
6 462 425 113 22
7 469 546 551 552
6 425 425 428 409
6 425 425 113 428
6 462 425 89 119
6 425 462 113 119
7 554 555 556 557
3 0 0 39 37
3 0 0 405 37
4 0 0 559 560
5 0 0 561 0
6 425 462 113 562
6 425 425 22 64
6 425 425 113 486
7 563 564 565 530
8 550 553 558 566
9 471 525 545 567
6 482 482 416 85
6 482 425 113 85
6 482 425 121 409
6 425 425 416 121
7 569 570 571 572
6 425 425 64 121
3 0 0 2 70
3 0 0 43 2
4 0 0 575 576
5 0 0 577 0
6 425 425 113 578
7 574 579 468 467
6 425 425 42 96
6 425 425 93 416
6 512 425 428 0
2 170 164 1 0
3 315 584 318 70
2 164 317 0 0
3 586 401 43 322
4 585 587 332 340
5 588 344 358 0
6 589 478 0 0
7 581 582 583 590
6 425 425 64 73
6 425 425 42 73
2 164 164 1 0
3 315 594 318 70
3 244 320 43 322
4 595 596 332 340
5 597 344 358 0
6 359 598 0 0
3 338 401 43 322
4 585 600 332 340
5 601 344 358 0
6 602 602 0 0
7 592 593 599 603
8 573 580 591 604
3 0 0 24 24
4 0 0 26 606
5 0 0 607 0
6 425 425 608 85
3 0 0 70 4
4 0 0 61 610
5 0 0 611 0
6 425 425 612 22
3 0 0 0 43
3 0 0 70 0
4 0 0 614 615
5 0 0 616 0
6 393 512 617 22
7 534 609 613 618
6 425 425 519 22
6 425 425 33 22
6 512 359 113 119
6 393 359 22 113
7 620 621 622 623
2 170 0 335 0
3 360 625 362 178
2 170 0 0 335
3 174 627 0 365
4 626 628 371 375
5 629 381 392 0
6 630 589 22 22
2 0 170 1 0
3 315 632 318 70
3 174 401 43 322
4 633 634 332 340
5 635 344 358 0
3 0 0 405 19
4 0 0 26 637
5 0 0 638 0
6 636 425 639 113
6 602 404 0 0
6 478 478 0 0
7 631 640 641 642
3 0 0 70 80
3 0 0 82 68
4 0 0 644 645
5 0 0 646 0
6 425 482 647 85
3 0 0 0 405
3 0 0 37 19
4 0 0 649 650
5 0 0 651 0
6 425 425 652 85
6 512 512 0 0
6 404 425 0 0
7 648 653 654 655
8 619 624 643 656
3 0 0 0 39
4 0 0 110 658
5 0 0 659 0
6 462 0 660 428
6 0 0 121 113
6 393 462 428 121
7 661 662 663 555
6 0 0 22 121
6 0 0 22 93
7 665 666 529 532
6 462 425 42 121
6 425 462 22 121
3 0 0 4 45
4 0 0 413 670
5 0 0 671 0
6 425 425 672 22
7 668 669 673 546
6 425 425 428 113
6 462 425 428 22
4 0 0 69 576
5 0 0 677 0
6 425 425 428 678
7 675 669 676 679
8 664 667 674 680
6 0 0 22 428
6 0 0 113 121
6 425 425 22 121
7 682 683 509 684
6 425 425 22 522
4 0 0 395 0
5 0 0 29 687
6 425 425 428 688
7 131 131 686 689
6 425 425 428 527
4 0 0 649 413
5 0 0 692 0
6 425 425 121 693
6 462 425 22 42
7 686 691 694 695
2 317 336 0 335
2 335 0 1 0
3 697 698 369 445
2 0 336 0 1
2 0 314 23 1
3 0 700 405 701
2 0 36 0 333
2 327 170 324 170
3 703 704 43 68
2 164 317 0 170
2 333 314 333 324
3 706 707 405 39
4 699 702 705 708
2 325 164 335 0
3 710 0 173 0
4 711 0 0 0
2 336 335 335 1
2 36 23 0 0
3 383 713 0 714
2 335 335 335 335
2 336 325 1 335
2 164 314 0 0
2 23 0 0 0
3 716 717 718 719
4 715 720 0 0
5 709 712 721 0
6 462 722 522 428
6 425 462 22 428
6 425 462 486 22
7 555 723 724 725
8 685 690 696 726
9 605 657 681 727
3 0 0 0 57
3 0 0 57 0
4 0 0 729 730
5 0 0 731 0
6 404 404 732 109
2 335 1 328 170
2 23 0 0 336
2 0 0 328 1
3 734 168 735 736
2 0 1 317 333
2 0 0 0 328
2 0 36 23 335
3 0 738 739 740
2 0 324 333 336
2 170 333 36 325
2 0 327 0 36
2 335 0 0 0
3 742 743 744 745
2 333 170 170 336
2 333 335 36 324
2 324 164 36 0
3 747 748 0 749
4 737 741 746 750
3 698 0 140 0
4 752 0 0 0
2 0 333 0 36
2 327 327 333 333
2 314 333 333 335
3 754 755 383 756
2 333 327 333 333
2 327 0 36 0
2 333 36 0 324
2 317 0 0 0
3 758 759 760 761
4 757 762 0 0
5 751 753 763 0
3 0 0 45 0
4 0 0 614 765
5 0 0 766 0
6 404 764 767 104
6 512 482 101 73
6 482 482 101 89
7 733 768 769 770
6 482 425 89 96
6 425 425 732 89
3 0 0 405 70
4 0 0 499 774
5 0 0 775 0
6 482 512 73 776
6 425 482 42 617
7 772 773 777 778
3 761 401 43 322
4 633 780 332 340
5 781 344 358 0
3 0 0 43 39
3 0 0 37 70
4 0 0 783 784
5 0 0 785 0
6 782 782 42 786
6 782 782 652 42
3 0 0 24 0
4 0 0 658 789
5 0 0 790 0
6 425 425 491 791
6 425 425 109 101
7 787 788 792 793
3 0 0 37 0
4 0 0 658 795
5 0 0 796 0
6 782 782 797 42
6 782 782 409 652
6 425 425 767 73
6 425 425 416 786
7 798 799 800 801
8 771 779 794 802
6 425 425 93 85
6 482 425 776 22
6 359 482 121 22
7 464 804 805 806
3 0 0 19 70
4 0 0 483 808
5 0 0 809 0
6 425 425 491 810
6 462 425 85 416
3 0 0 0 55
3 0 0 55 19
4 0 0 813 814
5 0 0 815 0
3 0 0 43 57
3 0 0 55 70
4 0 0 817 818
5 0 0 819 0
6 482 359 816 820
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2 23 23 164 0
3 9265 9266 9257 37
2 328 0 327 164
3 4165 9268 39 9261
4 9267 9269 7623 7625
5 9270 4578 3321 0
4 0 0 789 5
5 0 0 9272 5207
6 9264 9271 2463 9273
2 335 336 23 335
3 6458 9275 7993 37
2 336 335 321 0
3 2944 9277 39 7996
4 9276 9278 7623 7625
5 9279 8000 3321 0
6 9240 9280 0 0
2 170 333 0 170
2 1 36 23 0
3 9282 9283 7993 37
2 36 0 0 36
2 328 170 321 0
3 9285 9286 39 7996
4 9284 9287 7623 7625
5 9288 8000 3321 0
2 336 0 314 1
3 244 9290 3671 39
3 145 3666 43 8612
4 9291 9292 7655 3335
3 173 0 8616 0
4 9294 0 3551 0
5 9293 9295 3347 0
6 9289 9296 0 0
7 9254 9274 9281 9297
8 9242 9298 0 0
3 9265 2257 9257 37
3 383 9268 39 9261
4 9300 9301 7623 7625
5 9302 4578 3321 0
3 0 0 19 68
4 0 0 9304 71
5 0 0 9305 29
6 9303 9303 9306 4180
2 327 324 164 0
2 328 36 170 23
3 3091 9308 9309 3442
2 324 317 0 164
2 0 314 1 314
3 347 9311 43 9312
4 9310 9313 7655 3335
3 4966 0 6176 0
4 9315 0 3551 0
5 9314 9316 3347 0
2 328 333 327 36
2 328 333 170 23
3 9318 173 9319 7920
2 0 333 1 314
3 4966 744 7958 9321
4 9320 9322 7655 3335
3 2347 0 6176 0
4 9324 0 3551 0
5 9323 9325 3347 0
4 0 0 4100 483
5 0 0 9327 2635
6 9317 9326 5598 9328
3 1721 9283 7993 37
2 23 317 321 0
3 9285 9331 39 7996
4 9330 9332 7623 7625
5 9333 8000 3321 0
6 9334 9334 0 0
3 0 3666 43 8612
4 9291 9336 7655 3335
5 9337 9295 3347 0
6 9334 9338 0 0
7 9307 9329 9335 9339
2 23 327 327 0
3 9341 7454 9319 7920
2 335 333 0 1
3 0 9343 43 9321
4 9342 9344 7655 3335
2 314 1 333 164
3 9346 0 6176 0
4 9347 0 3551 0
5 9345 9348 3347 0
2 23 327 327 36
3 9350 174 9319 7920
2 170 333 0 36
3 0 9352 43 9321
4 9351 9353 7655 3335
5 9354 9348 3347 0
6 9349 9355 113 4947
2 23 164 36 0
2 170 317 170 336
3 6506 9357 9358 2393
2 335 335 164 164
2 314 1 36 0
2 164 170 1 36
3 9360 9361 1680 9362
4 9359 9363 7655 3335
3 584 0 8599 0
4 9365 0 3551 0
5 9364 9366 3347 0
2 317 333 0 36
2 317 0 333 328
2 333 327 0 170
3 9368 9369 9370 4964
2 170 327 328 36
2 164 333 1 317
3 1875 9372 4925 9373
4 9371 9374 7655 3335
3 355 0 5178 0
4 9376 0 3551 0
5 9375 9377 3347 0
4 0 0 830 830
5 0 0 9379 0
6 9367 9378 539 9380
3 1721 2581 7993 37
3 43 9331 39 7996
4 9382 9383 7623 7625
5 9384 8000 3321 0
2 333 321 0 335
2 164 36 23 325
3 9386 9387 9214 5004
2 335 336 0 170
2 0 317 336 1
3 9389 9390 43 9217
4 9388 9391 7655 3335
5 9392 9222 3347 0
6 9385 9393 0 0
2 314 0 333 36
2 0 333 328 164
2 317 170 164 335
3 9395 9396 9397 37
2 0 36 23 333
2 170 170 0 335
3 6890 9399 39 9400
4 9398 9401 7623 7625
3 173 0 178 0
4 9403 0 0 0
5 9402 9404 3321 0
2 335 325 164 328
3 9406 2071 6040 0
2 335 335 1 164
2 1 335 314 164
3 6882 9408 0 9409
2 23 1 170 164
3 5121 9411 4026 174
2 23 23 317 333
3 9413 5126 5840 1194
4 9407 9410 9412 9414
2 36 1 170 336
2 36 1 335 335
2 1 335 23 164
3 9416 9417 3260 9418
2 23 0 335 336
2 335 1 314 23
3 9420 5436 9421 745
4 9419 9422 0 0
5 9415 0 9423 0
6 9405 9424 0 0
7 9356 9381 9394 9425
8 9340 9426 0 0
9 9000 9183 9299 9427
2 336 314 324 164
3 4489 9429 3480 4466
2 36 314 0 327
2 324 336 335 0
3 9431 9432 39 3024
4 9430 9433 3484 3486
5 9434 3489 3321 0
4 0 0 5205 6800
5 0 0 9436 29
6 9435 9435 9437 6324
2 36 1 314 314
3 1867 9439 3492 7711
2 23 0 314 164
2 170 0 1 36
3 7877 9441 43 9442
4 9440 9443 3382 3335
3 4680 0 1878 0
4 9445 0 3386 0
5 9444 9446 3347 0
2 335 23 314 36
3 240 9448 3492 3801
2 1 336 36 164
3 2841 9450 43 7845
4 9449 9451 3382 3335
3 0 0 1878 0
4 9453 0 3386 0
5 9452 9454 3347 0
3 0 0 55 37
4 0 0 987 9456
5 0 0 9457 0
4 0 0 1700 1699
5 0 0 9459 0
6 9447 9455 9458 9460
2 0 0 333 325
2 335 324 333 1
3 9462 9463 3480 37
2 333 335 0 328
2 335 0 170 324
3 9465 9466 39 739
4 9464 9467 3484 3486
5 9468 3489 3321 0
2 170 317 333 164
2 325 170 164 36
3 9470 9471 8478 3679
2 317 170 314 0
2 325 317 164 327
3 9473 9474 2393 8932
4 9472 9475 3484 3486
5 9476 3489 3321 0
6 9469 9477 0 0
3 7216 5312 8478 4466
3 703 7222 39 8481
4 9479 9480 3484 3486
5 9481 3489 3321 0
2 321 333 0 335
3 9483 8231 3480 4466
2 0 23 0 324
2 333 170 0 335
3 9485 9486 39 3024
4 9484 9487 3484 3486
5 9488 4015 3321 0
6 9482 9489 0 0
7 9438 9461 9478 9490
2 36 335 317 327
2 164 23 36 23
3 9492 9493 3480 37
2 36 1 23 23
2 164 336 333 317
3 9495 9496 5004 739
4 9494 9497 3484 3486
5 9498 3577 3321 0
2 1 0 336 317
3 1877 9500 3480 37
2 321 335 324 0
3 5149 9502 39 739
4 9501 9503 3484 3486
5 9504 4173 3321 0
4 0 0 2424 3928
5 0 0 9506 0
6 9499 9505 9507 1993
2 170 36 0 333
3 9509 9500 3480 37
2 23 170 324 0
3 5149 9511 39 739
4 9510 9512 3484 3486
5 9513 3489 3321 0
2 321 0 336 0
3 6748 9515 3480 37
2 335 170 0 36
2 1 324 336 317
3 9517 9518 39 739
4 9516 9519 3484 3486
5 9520 3489 3321 0
4 0 0 5600 3758
5 0 0 9522 0
4 0 0 7118 830
5 0 0 9524 29
6 9514 9521 9523 9525
2 335 170 336 317
3 4812 9527 3480 37
2 336 317 324 0
3 7583 9529 39 739
4 9528 9530 3484 3486
5 9531 3611 3321 0
6 9489 9532 0 0
2 36 327 170 333
2 0 170 23 0
3 9534 9535 3480 37
2 333 314 328 170
3 5950 9537 39 739
4 9536 9538 3484 3486
5 9539 3489 3321 0
6 9540 7452 0 0
7 9508 9526 9533 9541
4 0 0 650 5758
5 0 0 9543 0
6 0 0 9544 1045
6 0 0 562 776
2 336 170 164 327
2 324 164 335 36
3 9547 9548 3480 4444
2 164 327 314 0
2 325 36 324 164
3 9550 9551 8980 739
4 9549 9552 3484 3486
5 9553 3637 3321 0
2 327 333 0 335
2 325 317 164 36
3 9555 9556 3480 4444
2 170 317 314 0
2 324 333 164 335
3 9558 9559 8980 739
4 9557 9560 3484 3486
5 9561 3611 3321 0
6 9554 9562 6273 6727
2 328 170 0 328
2 164 36 0 317
3 9564 9565 3480 4444
2 314 0 317 164
2 317 333 333 1
3 9567 9568 3725 739
4 9566 9569 3484 3486
5 9570 4015 3321 0
4 0 0 8065 5205
5 0 0 9572 687
4 0 0 499 7870
5 0 0 9574 0
6 9571 9571 9573 9575
7 9545 9546 9563 9576
4 0 0 8486 6425
5 0 0 9578 2635
6 0 0 5250 9579
3 0 0 45 405
3 0 0 24 68
4 0 0 9581 9582
5 0 0 9583 29
6 0 0 9584 397
2 321 317 36 1
3 2722 9586 3480 4466
2 321 317 0 23
3 9588 8463 39 3024
4 9587 9589 3484 3486
5 9590 3489 3321 0
2 321 0 317 0
3 3955 9592 3492 39
2 0 0 321 1
2 170 328 170 317
3 9594 9595 8972 68
4 9593 9596 3382 3335
5 9597 3962 3347 0
3 0 0 68 37
4 0 0 9599 7870
5 0 0 9600 687
6 9591 9598 9601 7872
3 3631 43 3480 4444
3 2067 3633 8980 739
4 9603 9604 3484 3486
5 9605 3637 3321 0
2 328 170 0 324
3 3875 9607 3480 37
2 170 333 333 335
2 328 314 0 325
2 335 0 0 23
3 9609 9610 9611 739
4 9608 9612 3484 3486
5 9613 3489 3321 0
3 0 0 68 68
4 0 0 9615 783
5 0 0 9616 687
6 9606 9614 9601 9617
7 9580 9585 9602 9618
8 9491 9542 9577 9619
2 321 328 328 0
3 6748 9621 3480 37
2 1 324 23 317
3 8971 9623 39 739
4 9622 9624 3484 3486
5 9625 3489 3321 0
6 9626 9626 0 0
2 333 1 170 314
2 336 0 328 0
3 9628 9629 3480 37
2 335 328 23 317
3 703 9631 39 739
4 9630 9632 3484 3486
5 9633 3489 3321 0
2 327 1 0 327
2 325 325 23 164
3 9635 9636 3480 37
2 317 325 0 314
2 335 328 328 164
3 9638 9639 39 739
4 9637 9640 3484 3486
5 9641 3611 3321 0
6 9634 9642 0 0
7 9627 9643 0 0
2 328 0 328 0
3 6748 9645 3480 37
3 2722 9623 39 739
4 9646 9647 3484 3486
5 9648 3489 3321 0
2 324 314 0 36
2 1 314 23 164
3 9650 9651 3480 37
2 314 164 0 314
2 23 327 23 0
3 9653 9654 39 739
4 9652 9655 3484 3486
5 9656 4173 3321 0
6 9649 9657 0 0
2 317 170 170 0
2 333 333 23 335
3 9659 9660 3492 39
2 333 170 336 1
3 6871 9662 43 68
4 9661 9663 3382 3335
2 170 164 170 0
3 9665 0 1878 0
4 9666 0 3386 0
5 9664 9667 3347 0
2 321 164 23 164
3 3147 9669 3480 37
2 335 317 0 314
2 1 23 328 164
3 9671 9672 39 739
4 9670 9673 3484 3486
5 9674 4015 3321 0
6 9668 9675 0 0
7 9658 9676 0 0
6 0 0 1081 2170
6 0 0 4259 797
2 314 170 170 36
2 321 336 327 0
3 9680 9681 3480 7677
2 336 325 0 333
2 321 36 314 170
3 9683 9684 3725 3024
4 9682 9685 3484 3486
5 9686 3611 3321 0
6 9687 9687 5889 3407
2 328 0 170 317
3 9689 3048 3480 4444
2 0 170 314 0
2 1 333 170 317
3 9691 9692 8980 739
4 9690 9693 3484 3486
5 9694 4015 3321 0
2 170 333 0 327
2 170 333 333 0
3 9696 9697 3480 4444
2 328 170 0 333
2 333 170 333 164
3 9699 9700 8980 739
4 9698 9701 3484 3486
5 9702 3489 3321 0
4 0 0 500 1114
5 0 0 9704 29
6 9695 9703 6368 9705
7 9678 9679 9688 9706
3 0 0 55 24
4 0 0 9708 3502
5 0 0 9709 29
6 0 0 5137 9710
2 23 1 335 328
3 761 9712 3492 2006
2 324 335 23 328
2 23 1 1 335
2 327 317 0 36
3 9714 9715 9716 68
4 9713 9717 3382 3335
5 9718 8445 3347 0
2 317 36 0 333
3 9720 7575 3480 6339
2 23 170 333 0
3 7577 9722 7579 739
4 9721 9723 3484 3486
5 9724 3611 3321 0
6 9719 9725 2086 4724
7 9711 0 9726 0
8 9644 9677 9707 9727
2 0 325 333 335
2 36 1 317 0
2 314 36 0 170
3 9729 9730 9731 7920
2 164 164 321 1
2 23 170 170 164
2 0 36 1 317
3 9733 9734 8972 9735
4 9732 9736 7655 3335
2 335 0 324 0
2 36 164 0 0
3 9738 0 9739 0
4 9740 0 3551 0
5 9737 9741 3347 0
2 333 36 328 321
2 321 36 164 314
3 9743 9744 9731 7920
2 1 23 164 314
2 170 23 164 317
3 9746 9747 43 9735
4 9745 9748 7655 3335
3 4146 0 9739 0
4 9750 0 3551 0
5 9749 9751 3347 0
4 0 0 844 822
5 0 0 9753 0
6 9742 9752 9754 64
2 317 325 36 325
3 9756 1618 9731 7920
3 0 4863 43 9735
4 9757 9758 7655 3335
2 325 164 336 0
3 9760 0 9739 0
4 9761 0 3551 0
5 9759 9762 3347 0
6 9763 9763 3504 3037
2 0 164 333 0
3 8085 9765 7993 37
3 7220 8087 39 7996
4 9766 9767 7623 7625
5 9768 8000 3321 0
6 9769 9769 0 0
3 1721 8596 8597 70
2 314 317 325 0
3 444 9772 43 5305
4 9771 9773 332 340
5 9774 2280 358 0
6 9775 8033 0 0
7 9755 9764 9770 9776
2 170 325 36 325
3 9778 1618 9731 7920
4 9779 9758 7655 3335
2 325 0 336 0
3 9781 0 9739 0
4 9782 0 3551 0
5 9780 9783 3347 0
6 9763 9784 1972 932
2 335 1 317 0
3 9756 9786 9731 7920
2 1 325 170 317
3 0 9788 43 9735
4 9787 9789 7655 3335
5 9790 9762 3347 0
6 9784 9791 578 0
6 8001 8033 0 0
6 8001 0 0 0
7 9785 9792 9793 9794
8 9777 9795 0 0
3 9729 9184 9731 7920
2 336 170 170 164
3 0 9798 43 9735
4 9797 9799 7655 3335
5 9800 9741 3347 0
2 0 336 333 335
2 336 333 164 170
3 9802 9803 9731 7920
2 36 336 0 164
3 345 9805 43 9735
4 9804 9806 7655 3335
5 9807 9741 3347 0
6 9801 9808 0 0
2 317 333 170 317
2 170 314 324 36
3 9810 9811 4198 7920
2 1 23 333 36
2 317 333 333 325
3 9813 9814 43 9735
4 9812 9815 7655 3335
2 170 164 317 0
3 9817 0 212 0
4 9818 0 3551 0
5 9816 9819 3347 0
2 321 317 0 321
2 0 328 164 314
2 0 170 164 23
3 9821 9822 4198 9823
2 1 328 1 23
2 1 170 164 317
3 9825 9826 4925 9735
4 9824 9827 7655 3335
2 317 1 1 0
3 9829 0 212 0
4 9830 0 3551 0
5 9828 9831 3347 0
6 9820 9832 0 0
7 9809 9833 0 0
2 321 317 164 333
2 325 23 0 36
3 9835 9836 6956 1883
2 1 23 335 336
2 321 325 0 333
3 9838 9839 383 5481
4 9837 9840 1791 1794
2 317 1 0 164
3 9842 0 1142 0
4 9843 0 1798 0
5 9841 9844 1808 0
2 0 1 0 36
3 9846 8797 9731 7920
2 335 1 170 314
3 3185 9848 43 9735
4 9847 9849 7655 3335
3 140 0 9739 0
4 9851 0 3551 0
5 9850 9852 3347 0
6 9845 9853 0 0
7 9854 0 0 0
8 9834 9855 0 0
9 9620 9728 9796 9856
10 9428 9857 0 0
6 8063 0 8019 8067
7 8745 8082 9859 8156
7 8082 8158 8157 0
6 8063 8063 8019 8067
7 9862 8745 8082 8158
7 8158 0 0 0
8 9860 9861 9863 9864
9 9865 0 0 0
10 9866 0 0 0
11 8796 9858 9867 0
2 0 336 0 36
2 36 335 328 0
3 9869 9870 3480 37
2 164 336 0 333
2 36 335 23 0
3 9872 9873 39 739
4 9871 9874 3484 3486
5 9875 3489 3321 0
6 9876 0 0 0
7 9877 0 0 0
8 9878 0 0 0
9 9879 0 0 0
10 9880 0 0 0
11 9881 0 0 0
12 7379 7446 9868 9882
13 18 139 313 9883
I didn't see a perfect match for the first 25 or 26 lines of the three longest width-19 gutter partials, but I was only hunting for the first of these eight phases:

Code: Select all

x = 299, y = 26, rule = B3/S23
5bo7bo31bo7bo30b3o5b3o29b3o5b3o69bobo5bobo30bo7bo30b3o5b3o$125bo7bo29b
ob2o5b2obo$o17bo22bo15bo24bo13bo25b2o11b2o25bo13bo25b4o7b4o24bo2bo9bo
2bo$obobo9bobobo22bobo11bobo23bob2o9b2obo24b3o9b3o24bo2bo9bo2bo23b3o
11b3o22bo17bo21bo17bo$4bo9bo27bob2o7b2obo27bo9bo26bo2bo9bo2bo23bo2bo9b
o2bo22b2o2b2o7b2o2b2o21b2o3bo7bo3b2o21b3obo9bob3o$b2obo9bob2o23b2o13b
2o23b3o11b3o24b2o11b2o24bob2o9b2obo25b2o9b2o26b2obo7bob2o25b3o9b3o$b2o
13b2o103bobo11bobo25bo11bo27bo11bo26bo13bo25bo13bo$2bobo9bobo24b2o13b
2o24bo13bo66bo11bo27b2o9b2o27b2o9b2o26bobo9bobo$3bo11bo27bo2bo5bo2bo
27bo2b2o3b2o2bo26b2o11b2o25b2o11b2o27bo9bo27bobo9bobo25bobo9bobo$4b4o
3b4o28b5o3b5o26bo13bo25b2o2bo5bo2b2o25b2o11b2o25b2o11b2o26bo11bo27bo
11bo$4bo3bobo3bo28b2obobobobob2o26bo3bobobobo3bo30bo3bo34b2o3b2o33bobo
bobo34bo3bo$3bo4bobo4bo27b2o3bobo3b2o29bo2bobo2bo31bo2bobo2bo32b3ob3o
35bobo34bo2bobo2bo30b5ob5o$3bo3b2ob2o3bo26b2o3b2ob2o3b2o28b2obobob2o
31bo2bobo2bo30b2o2bobo2b2o29b2o2bobo2b2o29b2o2bobo2b2o29b2ob2ob2ob2o$
2bo13bo25b3ob2o3b2ob3o29b3ob3o32b2obobob2o31bo2bobo2bo31b4ob4o34bobo
32bobo7bobo$3bob2o5b2obo27b3o7b3o26bo13bo29b2o3b2o31bo2bo3bo2bo29bob2o
3b2obo28b2o9b2o27b3obo3bob3o$4bo9bo29b2o7b2o28bobo7bobo27bobo7bobo28bo
bo5bobo28b2ob2o3b2ob2o27b2ob2o3b2ob2o27b3o7b3o$84b2o7b2o28bo11bo28bobo
5bobo$44bo9bo29bob2o3b2obo31b2o3b2o30b5o3b5o$3b3ob2ob2ob3o28b5ob5o28b
2obobobobob2o27b2obobobobob2o27b2obobobobob2o26bo5bobo5bo$6bobobobo31b
obobobobobo29bo3bobo3bo28b2o3bobo3b2o27b3o2bobo2b3o27bobo2bobo2bobo27b
2o3bobo3b2o27b2o2b2ob2o2b2o$6bobobobo33bobobobo33bobobobo35bobo37bobo
33bo2b2ob2o2bo29bo2b2ob2o2bo28b2obobobobob2o$3b2obobobobob2o28bobobobo
bobo29bobobobobobo31bobobobo35bobo37bobo34b2obobob2o30b3obobob3o$5bo2b
obo2bo30b2o2bobo2b2o29bobobobobobo31bobobobo32b2obobob2o31b2obobob2o
31bo2bobo2bo30bo3bobo3bo$8bobo35bobobobo33bobobobo33bobobobo32b2obobob
2o30bo3bobo3bo29bobobobobobo29bobobobobobo$6b2o3b2o33b2o3b2o32bo2bobo
2bo31bo2bobo2bo31bo2bobo2bo31bo2bobo2bo31b2obobob2o34bobo$6bo5bo33b2o
3b2o33b2o3b2o33b2o3b2o33b2o3b2o33b2o3b2o33b2o3b2o32b3o3b3o!
There are some near misses in piece 0202 and adjacent pieces, though. Notice that if you scan through those lines you see a few partials with just two cells in the leading line at the bottom, instead of the usual four.

Am I missing an exact match somewhere in those early rows, or is that partial just being reported in a different phase, or something like that? There are very close matches to different phases of that partial here and there all through the above report.

Sokwe
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Posts: 2688
Joined: July 9th, 2009, 2:44 pm

Re: Help me finish this c/8 search

Post by Sokwe » February 3rd, 2020, 5:59 am

dvgrn wrote:
February 2nd, 2020, 10:57 pm
I didn't see a perfect match for the first 25 or 26 lines of the three longest width-19 gutter partials, but I was only hunting for the first of these eight phases... Am I missing an exact match somewhere in those early rows, or is that partial just being reported in a different phase, or something like that?
Each partial is only reported in a single phase, but it may be different phases for different partials. Of the phases you posted for the long gutter partial, the second phase matches several partials in pieces 204 to 208. You can see some similarity to the longest gutter partial in thunk's report from piece 0207:

Code: Select all

#C Search 0207 complete.
#C 0 spaceships found.
#C Longest partial:
x = 19, y = 45, rule = B3/S23
2o3bo7bo3b2o$3bo2b7o2bo$b5o7b5o$bo3bobo3bobo3bo$2bo2b3o3b3o2bo$
3bo3bo3bo3bo$2bo13bo$2bob2o7b2obo$2bob3o5b3obo$b2o3b2o3b2o3b2o$b
3obo7bob3o$b3ob2o5b2ob3o$6bob3obo$b4o2bo3bo2b4o$b2o5b3o5b2o$4bo3b
obo3bo$5b2o5b2o$4bo3bobo3bo$4bob2o3b2obo2$3bob2o5b2obo$2bo13bo$b
o2bo9bo2bo$bo2bo9bo2bo$bob2o9b2obo$3bo11bo$3bo11bo$2b2o11b2o$2b2o
11b2o$6b2o3b2o$6b3ob3o$4b2o2bobo2b2o$5bo2bobo2bo$4bo2bo3bo2bo$4b
obo5bobo$4bobo5bobo$3b5o3b5o$3b2obobobobob2o$3b3o2bobo2b3o$8bobo
$8bobo$5b2obobob2o$5b2obobob2o$5bo2bobo2bo$6b2o3b2o!
-Matthias Merzenich

User avatar
dvgrn
Moderator
Posts: 10687
Joined: May 17th, 2009, 11:00 pm
Location: Madison, WI
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Re: Help me finish this c/8 search

Post by dvgrn » February 3rd, 2020, 1:10 pm

Sokwe wrote:
February 3rd, 2020, 5:59 am
Each partial is only reported in a single phase, but it may be different phases for different partials. Of the phases you posted for the long gutter partial, the second phase matches several partials in pieces 204 to 208.
Okay, good, then we have a reasonably likely theory that allows this whole search process to be a valid one.

Sarp has un-claimed two of the sub-pieces that seem likely to contain the long gutter partial -- 0205 and 0206. Ideally a couple of people who have fast computers with lots of threads will claim one each of those.

It's also possible that Sarp's currently running subpiece, 0204, is actually the one with the long gutter partial. Either or both of the other searches might finish fairly quickly. I guess we could look into re-splitting whichever subpiece turns out to be the long one, if it can't be run to completion in a week or three.

The piece that wildmyron is still working on, piece0235, also has partials with 20+ rows in common with the long gutter partial, but it doesn't look like there's an exact match there.

thunk
Posts: 170
Joined: October 3rd, 2015, 8:50 pm
Location: Central USA

Re: Help me finish this c/8 search

Post by thunk » February 3rd, 2020, 2:05 pm

I just finished 0206. This does not contain anything close to the long gutter partial. Luckily rowett has claimed the other one, and I trust them to have adequate computing power.
"What's purple and commutes?
The Evanston Express."

wildmyron
Posts: 1544
Joined: August 9th, 2013, 12:45 am
Location: Western Australia

Re: Help me finish this c/8 search

Post by wildmyron » February 4th, 2020, 3:57 am

Piece0235 looks like it's going to require a fairly long search and I only have 4 threads available. Here's the latest dump file. Would someone else like to take over and throw a bit more computational power at it?
dump0235-0022.zip
(48.41 KiB) Downloaded 116 times
P.S. The deepening amount will be lower than for a lot of other searches at this stage because I adjusted it early on, but the search will progress in the same way and correctly complete the piece.
The 5S project (Smallest Spaceships Supporting Specific Speeds) is now maintained by AforAmpere. The latest collection is hosted on GitHub and contains well over 1,000,000 spaceships.

Semi-active here - recovering from a severe case of LWTDS.

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