LifeWiki - User contributions [en]

User:TheWayOfTheCon/For newcomers: Think you've discovered something?

2026-11-06T19:01:26Z

TheWayOfTheCon: Various revisions, adding suggestions by R2INT

{{WIP}}

So, you're new to the [[cellular automata]] scene. You found a pattern in [[Conway's Game of Life]] that you find pretty cool, but then you stumble across (or are directed to by someone else) ''this'' userspace article.

I'm [[User:TheWayOfTheCon|TheWayOfTheCon]], and I'm here to tell you what has and hasn't been discovered in Life. Not to undermine or discourage you, but just to inform you of how much is really known, and what you can do to make a discovery of your own if you want. This will only cover Conway's Game of Life and not [[OCA|other cellular automata]].

== How much could really be known? ==

Conway's Game of Life has been played since {{year|1969}}, first using physical boards and early computers, but now with the very powerful computers of the modern day. {{year|1970}} was when [[Gosper glider gun|the first gun]] was found. {{year|1971}} saw [[Puffer 1|the first puffer]]. {{year|1989}} saw the use of programs to search the first "[[84P3H1V0.1|diff]][[119P4H1V0|erent]]" spaceships in nearly 20 years. And now, we can [[Unit cell|simulate Life in itself]], [[Universal construction|build whatever we want]], and [[Catagolue|roll the dice thousands of times a second]] and actually see things we've never seen before.

I could end things there, but I wont, and don't suggest you leave just yet. It's still good to at least know what's infamous and how to find things if you already aren't sure. Now, below will be a table, showcasing many well-known or common patterns that newcomers, if they don't know already, tend to report on as discoveries.

== Table of basic, well-known patterns ==

This is a table meant to show and get you introduced to some of the common or otherwise well-known patterns in Conway's Game of Life. This is not an exhaustive list, but rather is meant to cover what I think could be confused for a discovery. If your pattern looks the same as one of these at some generation, then it ''is'' that pattern.

-Unfinished-

{| class="wikitable"
|-
!Image
!Name
!Pattern type
!Discovery
!Description
|-
|[[File:Glider.gif|150px]]
|[[Glider]]
|[[Spaceship]]
|Found by [[Richard Guy]] in 1969
|The most common spaceship, moves across the plane diagonally.
|-
|[[File:Lwss.gif]]
|[[Lightweight spaceship|Lightweight]], [[Middleweight spaceship|Middleweight]], and [[Heavyweight spaceship|Heavyweight]], spaceships
|[[Spaceship]]
|All found by [[John Conway]] in 1970
|Only the lightweight spaceship is depicted in the GIF. All very similar spaceships in terms of shape, move across the plane orthogonally (in a straight line). All are significantly rarer than the glider.
|-
|[[File:Pulsar.gif|150px]]
|[[Pulsar]]
|[[Oscillator]]
|Found by [[John Conway]] in 1970
|Large oscillator that is surprisingly common for its size, beautiful in my opinion
|-
|[[File:Toad.gif|150px]]
|[[Toad]]
|[[Oscillator]]
|Found by [[Simon Norton]] in 1970
|The second-most common oscillator, after the [[blinker]], though the blinker occurs roughly 100 times more often.
|-
|[[File:Blocklayingswitchengine.gif|150px]]
|[[Block-laying switch engine]]
|[[Linear growth]]
|Found by [[Charles Corderman]] in 1971
|I've seen this get called a discovery by newcomers multiple times. The block-laying switch engine is the most common infinite growth pattern, which is a pattern that perpetually increases in population. This is specifically a [[puffer]], a pattern that can be distinguished as moving in one direction, like a spaceship, but leaving objects behind.
|-
|[[File:Gliderproducingswitchengine.gif|150px]]
|[[Glider-producing switch engine]]
|[[Linear growth]]
|Found by [[Charles Corderman]] in 1971
|Very similar to the block-laying switch engine above, but is notable for emitting gliders in the front.
|-
|[[File:Rpentomino.png|150px]]
|[[R-pentomino]]
|[[Methuselah]]
|Found by [[John Conway]] in 1969
|The smallest pattern that can be irrefutably called a methuselah, a pattern that lasts a notably long time. Not only does it last very long for its small size, it also creates a lot of other patterns in its wake, ultimately producing 6 gliders and 19 still lifes/oscillators. There is no GIF for its evolution, so you will have to run it yourself in a program like [[LifeViewer]].
|-
|[[File:Herschel.png|150px]]
|[[Herschel]]
|[[Methuselah]]
|Found by [[John Conway]] in 1970
|Very common [[heptomino]] noted for its significant movement and glider-releasing behavior. Used in many technologies. There is no GIF for its evolution, so you will have to run it yourself in a program like [[LifeViewer]].
|-
|[[File:Piheptomino.png|150px]]
|[[Pi-heptomino]]
|[[Methuselah]]
|Found by [[John Conway]] in 1970
|Common heptomino that produces a copy of itself, but is interfered by the junk behind it. As the original pattern is symmetrical, so is its evolution and [[ash]]. There is no GIF for its evolution, so you will have to run it yourself in a program like [[LifeViewer]].
|-
|[[File:Queenbee.png|150px]]
|[[Queen bee]]
|[[Methuselah]]
|Found by [[Robert W. April]] in 1970
|Somewhat common pattern that produces a copy of itself (like what is depicted in the image) but reflected to the left. It is used in the [[queen bee shuttle]], and famously the [[Gosper glider gun]]. There is no GIF for its evolution, so you will have to run it yourself in a program like [[LifeViewer]].
|}
== My pattern wasn't in there! ==
As mentioned before, the above table is not an exhaustive list of every common or well-known pattern. Those terms on their own are subjective, anyway. But if your pattern in particular wasn't in there, then here are some things you can do to figure out its discovery status.

*'''Look up the object on Catagolue''' - [[Catagolue]] is the current largest census on cellular automata conducted thus far, and it allows you to look up specific objects based off of an inputted [[RLE]]. To look up an object, go to [https://catagolue.hatsya.com/object this page] and input the RLE of your pattern. You'll then be redirected to the pattern's URL. You can then deduce if your object is known by seeing if it has any name, any sample soups, or a glider synthesis.
*'''Search LifeWiki or the ConwayLife forums''' - Catagolue has the disadvantage of only censusing periodic objects; that is, objects that repeat their evolution in some way. Many patterns you'll make, however, probably ''wont'' be periodic, so in that case its best to try and find it here on LifeWiki, or in the [https://conwaylife.com/forums/ ConwayLife forums]. Look up words and terms that might best describe your pattern. Like, how many generations does it last? What is it made out of? What particularly interesting thing does it do?
*'''Make a relevant post in "Thread for your unsure discoveries" on the ConwayLife forums''' - If all else fails, then it is probably best to ask yourself if your pattern has been discovered. Fortunately, ConwayLife has a forum, titled "[https://conwaylife.com/forums/viewtopic.php?t=576 Thread for your unsure discoveries]", that serves just that purpose. If you have a forum account, you can post there with your pattern and perhaps anything else we might need to know. And then, hopefully in good time, someone knowledgeable will come along to confirm or dis-confirm your finding(s).

== So, how ''do'' I discover something? ==
There is no one way to discover something in Conway's Game of Life. There are many different areas you can make a discovery in, and different methods you can use to make those discoveries. There are two main methods of making discoveries:

# Manual work - The most obvious is probably manually discovering something, it's what the first people who studied Life had to do. Take some stuff you already know about, change things up a little, make educated guesses on where to go next. Of course, this can be slow and usually requires a lot of prior knowledge on Life, but in very specific cases it's probably the best route to take.
# Search programs/scripts - Pretty much the main method for discovering things, using a script to find it for you. It just takes electronic energy instead of biological energy. Search programs can be much faster, though less targeted, than manually searching. [https://conwaylife.com/wiki/LifeWiki:Life_links#Downloadable_Computation_and/or_Search_Software| There are many search programs for Life], with focus on a wide variety of searches, so you typically don't have to program something yourself.

Which one to use depends on the search. If you're working on, say, [[LifeWiki:Spaceship Search Status Page|finding a spaceship]], then it's best to use a spaceship search program as there is no method (yet) for manually finding them with ease. But if you're working on finding a [[hassler]], then manually searching is more preferable, as there isn't any commonplace search program (yet) that is good at finding such a specific type of oscillator. In many cases, it's best to use a mixture of these methods, whether or not they're unbalanced in usage.

For more specific tutorials on how to discover interesting patterns, LifeWiki itself has various tutorials under the "Other search methods" category on the bottom, that you can find [[Tutorials|here]].

Some discoveries, though, are easier and/or less important than others. Its very easy to find a new still life if it's gigantic, because still lifes on a large scale are made of many [[components]] connected to each other, like LEGO bricks. And with a sufficiently large still life, it's very likely that you were the first to find that specific one. But unless the still life can do something interesting, like [[31.4|help reflect a glider 90 degrees in record time]], then it wont be of much interest. Finding a new gun period, on the other hand, requires extensive knowledge, some perserverance, and probably a script or two. In terms of [[technology]], the possibilities unlocked by a new gun are generally more numerous than those unlocked by a random large still life, and technology is what most people are focused on.

So generally, the more impressive or revolutionary a discovery is, the more the community might be interested. But you don't need to make anything groundbreaking to be accepted by us, we just want someone who shares the same interests as us.

Like in actual life, the goal of Conway's Life is what ''you'' decide for yourself.

== Other contributors ==

*[[User:R2INT]] [https://conwaylife.com/forums/viewtopic.php?p=239678#p239678]

User:TheWayOfTheCon/For newcomers: Think you've discovered something?

2026-11-06T00:28:41Z

TheWayOfTheCon:

{{WIP}}

So, you're new to the [[cellular automata]] scene. You found a pattern in [[Conway's Game of Life]] that you find pretty cool, but then you stumble across (or are directed to by someone else) ''this'' userspace article.

I'm [[User:TheWayOfTheCon|TheWayOfTheCon]], and I'm here to tell you what has and hasn't been discovered in Life. Not to undermine or discourage you, but just to inform you of how much is really known. This will only cover patterns found in Conway's Game of Life.

== How much could really be known? ==

Conway's Game of Life has been played since {{year|1969}}, first using physical boards and early computers, but now with the very powerful computers of the modern day. {{year|1970}} was when [[Gosper glider gun|the first gun]] was found. {{year|1971}} saw [[Puffer 1|the first puffer]]. {{year|1989}} saw the use of programs to search the first "[[84P3H1V0.1|diff]][[119P4H1V0|erent]]" spaceships in nearly 20 years. And now, we can [[Unit cell|simulate Life in itself]], [[Universal construction|build whatever we want]], and [[Catagolue|roll the dice thousands of times a second]] and actually see things we've never seen before.

I could end things there, but I wont, and don't suggest you leave just yet. It's still good to at least know what's infamous and how to find things if you already aren't sure. Now, below will be a table, showcasing many well-known or common patterns that newcomers, if they don't know already, tend to report on as discoveries.

== Table of basic, well-known patterns ==

This is a table meant to show and get you introduced to some of the common or otherwise well-known patterns in Conway's Game of Life. This is not an exhaustive list, but rather is meant to cover what I think could be confused for a discovery. If your pattern looks the same as one of these at some generation, then it ''is'' that pattern.

-Unfinished-

{| class="wikitable"
|-
!Image
!Name
!Pattern type
!Discovery
!Description
|-
|[[File:Glider.gif|150px]]
|[[Glider]]
|[[Spaceship]]
|Found by [[Richard Guy]] in 1969
|The most common spaceship, moves across the plane diagonally.
|-
|[[File:Lwss.gif]]
|[[Lightweight spaceship|Lightweight]], [[Middleweight spaceship|Middleweight]], and [[Heavyweight spaceship|Heavyweight]], spaceships
|[[Spaceship]]
|All found by [[John Conway]] in 1970
|Only the lightweight spaceship is depicted in the GIF. All very similar spaceships in terms of shape, move across the plane orthogonally (in a straight line). All are significantly rarer than the glider.
|-
|[[File:Pulsar.gif|150px]]
|[[Pulsar]]
|[[Oscillator]]
|Found by [[John Conway]] in 1970
|Large oscillator that is surprisingly common for its size, beautiful in my opinion
|-
|[[File:Toad.gif|150px]]
|[[Toad]]
|[[Oscillator]]
|Found by [[Simon Norton]] in 1970
|The second-most common oscillator, after the [[blinker]], though the blinker occurs roughly 100 times more often.
|-
|[[File:Blocklayingswitchengine.gif|150px]]
|[[Block-laying switch engine]]
|[[Linear growth]]
|Found by [[Charles Corderman]] in 1971
|I've seen this get called a discovery by newcomers multiple times. The block-laying switch engine is the most common infinite growth pattern, which is a pattern that perpetually increases in population. This is specifically a [[puffer]], a pattern that can be distinguished as moving in one direction, like a spaceship, but leaving objects behind.
|-
|[[File:Gliderproducingswitchengine.gif|150px]]
|[[Glider-producing switch engine]]
|[[Linear growth]]
|Found by [[Charles Corderman]] in 1971
|Very similar to the block-laying switch engine above, but is notable for emitting gliders in the front.
|-
|[[File:Rpentomino.png|150px]]
|[[R-pentomino]]
|[[Methuselah]]
|Found by [[John Conway]] in 1969
|The smallest pattern that can be irrefutably called a methuselah, a pattern that lasts a notably long time. Not only does it last very long for its small size, it also creates a lot of other patterns in its wake, ultimately producing 6 gliders and 19 still lifes/oscillators. There is no GIF for its evolution, so you will have to run it yourself in a program like [[LifeViewer]].
|-
|[[File:Herschel.png|150px]]
|[[Herschel]]
|[[Methuselah]]
|Found by [[John Conway]] in 1970
|Very common [[heptomino]] noted for its significant movement and glider-releasing behavior. Used in many technologies. There is no GIF for its evolution, so you will have to run it yourself in a program like [[LifeViewer]].
|-
|[[File:Piheptomino.png|150px]]
|[[Pi-heptomino]]
|[[Methuselah]]
|Found by [[John Conway]] in 1970
|Common heptomino that produces a copy of itself, but is interfered by the junk behind it. As the original pattern is symmetrical, so is its evolution and [[ash]]. There is no GIF for its evolution, so you will have to run it yourself in a program like [[LifeViewer]].
|-
|[[File:Queenbee.png|150px]]
|[[Queen bee]]
|[[Methuselah]]
|Found by [[Robert W. April]] in 1970
|Somewhat common pattern that produces a copy of itself (like what is depicted in the image) but reflected to the left. It is used in the [[queen bee shuttle]], and famously the [[Gosper glider gun]]. There is no GIF for its evolution, so you will have to run it yourself in a program like [[LifeViewer]].
|}
== My pattern wasn't in there! ==
As mentioned before, the above table is not an exhaustive list of every common or well-known pattern. Those terms on their own are subjective, anyway. But if your pattern in particular wasn't in there, then here are some things you can do to figure out its discovery status.

*'''Look up the object on Catagolue''' - [[Catagolue]] is the current largest census on cellular automata conducted thus far, and it allows you to look up specific objects based off of an inputted [[RLE]]. To look up an object, go to [https://catagolue.hatsya.com/object this page] and input the RLE of your pattern. You'll then be redirected to the pattern's URL. You can then deduce if your object is known by seeing if it has any name, any sample soups, or a glider synthesis.
*'''Search LifeWiki or the ConwayLife forums''' - Catagolue has the disadvantage of only censusing periodic objects; that is, objects that repeat their evolution in some way. Many patterns you'll make, however, probably ''wont'' be periodic, so in that case its best to try and find it here on LifeWiki, or in the [https://conwaylife.com/forums/ ConwayLife forums]. Look up words and terms that might best describe your pattern. Like, how many generations does it last? What is it made out of? What particularly interesting thing does it do?
*'''Make a relevant post in "Thread for your unsure discoveries" on the ConwayLife forums''' - If all else fails, then it is probably best to ask yourself if your pattern has been discovered. Fortunately, ConwayLife has a forum, titled "[https://conwaylife.com/forums/viewtopic.php?t=576 Thread for your unsure discoveries]", that serves just that purpose. If you have a forum account, you can post there with your pattern and perhaps anything else we might need to know. And then, hopefully in good time, someone knowledgeable will come along to confirm or dis-confirm your finding(s).

== So, how ''do'' I discover something? ==
There is no one way to discover something in Conway's Game of Life. There are many different areas you can make a discovery in, and different methods you can use to make those discoveries. There are two main methods of making discoveries:

# Manual work - The most obvious is probably manually discovering something, it's what the first people who studied Life had to do. Take some stuff you already know about, change things up a little, make educated guesses on where to go next. Of course, this can be slow and usually requires a lot of prior knowledge on Life, but in very specific cases it's probably the best route to take.
# Search programs/scripts - Pretty much the main method for discovering things, using a script to find it for you. It just takes electronic energy instead of biological energy. Search programs can be much faster, though less targeted, than manually searching. [[https://conwaylife.com/wiki/LifeWiki:Life_links#Downloadable_Computation_and/or_Search_Software|There are many search programs for Life]] with focus on a wide variety of searches, so you typically don't have to program something yourself.

Which one to use depends on the search. If you're working on, say, finding a spaceship, then it's best to use a spaceship search program as there is no method (yet) for manually finding them with ease. But if you're working on finding a [[hassler]], then manually searching is more preferable, as there isn't any search program (yet) that can find such a specific type of oscillator. In many cases, it's best to use a mixture of these methods, whether or not they're unbalanced in usage.

Some discoveries, though, are easier and/or less important than others. Its very easy to find a new still life if it's gigantic, because still lifes on a large scale are made of many [[components]] connected to each other, like LEGO bricks. And with a sufficiently large still life, it's very likely that you were the first to find that specific one. But unless the still life can do something interesting, like [[31.4|help reflect a glider 90 degrees in record time]], then it wont be of much interest. Finding a new gun period, on the other hand, requires extensive knowledge, some perserverance, and probably a script or two. In terms of [[technology]], the possibilities unlocked by a new gun are generally more numerous than those unlocked by a random large still life, and technology is what most people are focused on.

So generally, the more impressive or revolutionary a discovery is, the more the community might be interested. But you don't need to make anything groundbreaking to be accepted by us, we just want someone who shares the same interests as us.

Like in actual life, the goal of Conway's Life is what ''you'' decide for yourself.

User:TheWayOfTheCon/For newcomers: Think you've discovered something?

2026-11-05T16:59:05Z

TheWayOfTheCon: Expanding new section, I think I'm almost done!

{{WIP}}

So, you're new to the [[cellular automata]] scene. You found a pattern in [[Conway's Game of Life]] that you find pretty cool, but then you stumble across (or are directed to by someone else) ''this'' userspace article.

I'm [[User:TheWayOfTheCon|TheWayOfTheCon]], and I'm here to tell you what has and hasn't been discovered in Life. Not to undermine or discourage you, but just to inform you of how much is really known. This will only cover patterns found in Conway's Game of Life, and mostly focus on small or common patterns.

== How much could really be known? ==

Conway's Game of Life has been played since {{year|1969}}, first using physical boards and early computers, but now with the very powerful computers of the modern day. {{year|1970}} was when [[Gosper glider gun|the first gun]] was found. {{year|1971}} saw [[Puffer 1|the first puffer]]. {{year|1989}} saw the use of programs to search the first "[[84P3H1V0.1|diff]][[119P4H1V0|erent]]" spaceships in nearly 20 years. And now, we can [[Unit cell|simulate Life in itself]], [[Universal construction|build whatever we want]], and [[Catagolue|roll the dice thousands of times a second]] and actually see things we've never seen before.

I could end things there, but I wont, and don't suggest you leave just yet. It's still good to at least know what's infamous and how to find things if you already aren't sure. Now, below will be a table, showcasing many well-known or common patterns that newcomers, if they don't know already, tend to report on as discoveries.

== Table of basic, well-known patterns ==

This is a table meant to show and get you introduced to some of the common or otherwise well-known patterns in Conway's Game of Life. This is not an exhaustive list, but rather is meant to cover what I think could be confused for a discovery. If your pattern looks the same as one of these at some generation, then it ''is'' that pattern.

-Unfinished-

{| class="wikitable"
|-
!Image
!Name
!Pattern type
!Discovery
!Description
|-
|[[File:Glider.gif|150px]]
|[[Glider]]
|[[Spaceship]]
|Found by [[Richard Guy]] in 1969
|The most common spaceship, moves across the plane diagonally.
|-
|[[File:Lwss.gif]]
|[[Lightweight spaceship|Lightweight]], [[Middleweight spaceship|Middleweight]], and [[Heavyweight spaceship|Heavyweight]], spaceships
|[[Spaceship]]
|All found by [[John Conway]] in 1970
|Only the lightweight spaceship is depicted in the GIF. All very similar spaceships in terms of shape, move across the plane orthogonally (in a straight line). All are significantly rarer than the glider.
|-
|[[File:Pulsar.gif|150px]]
|[[Pulsar]]
|[[Oscillator]]
|Found by [[John Conway]] in 1970
|Large oscillator that is surprisingly common for its size, beautiful in my opinion
|-
|[[File:Toad.gif|150px]]
|[[Toad]]
|[[Oscillator]]
|Found by [[Simon Norton]] in 1970
|The second-most common oscillator, after the [[blinker]], though the blinker occurs roughly 100 times more often.
|-
|[[File:Blocklayingswitchengine.gif|150px]]
|[[Block-laying switch engine]]
|[[Linear growth]]
|Found by [[Charles Corderman]] in 1971
|I've seen this get called a discovery by newcomers multiple times. The block-laying switch engine is the most common infinite growth pattern, which is a pattern that perpetually increases in population. This is specifically a [[puffer]], a pattern that can be distinguished as moving in one direction, like a spaceship, but leaving objects behind.
|-
|[[File:Gliderproducingswitchengine.gif|150px]]
|[[Glider-producing switch engine]]
|[[Linear growth]]
|Found by [[Charles Corderman]] in 1971
|Very similar to the block-laying switch engine above, but is notable for emitting gliders in the front.
|-
|[[File:Rpentomino.png|150px]]
|[[R-pentomino]]
|[[Methuselah]]
|Found by [[John Conway]] in 1969
|The smallest pattern that can be irrefutably called a methuselah, a pattern that lasts a notably long time. Not only does it last very long for its small size, it also creates a lot of other patterns in its wake, ultimately producing 6 gliders and 19 still lifes/oscillators. There is no GIF for its evolution, so you will have to run it yourself in a program like [[LifeViewer]].
|-
|[[File:Herschel.png|150px]]
|[[Herschel]]
|[[Methuselah]]
|Found by [[John Conway]] in 1970
|Very common [[heptomino]] noted for its significant movement and glider-releasing behavior. Used in many technologies. There is no GIF for its evolution, so you will have to run it yourself in a program like [[LifeViewer]].
|-
|[[File:Piheptomino.png|150px]]
|[[Pi-heptomino]]
|[[Methuselah]]
|Found by [[John Conway]] in 1970
|Common heptomino that produces a copy of itself, but is interfered by the junk behind it. As the original pattern is symmetrical, so is its evolution and [[ash]]. There is no GIF for its evolution, so you will have to run it yourself in a program like [[LifeViewer]].
|-
|[[File:Queenbee.png|150px]]
|[[Queen bee]]
|[[Methuselah]]
|Found by [[Robert W. April]] in 1970
|Somewhat common pattern that produces a copy of itself (like what is depicted in the image) but reflected to the left. It is used in the [[queen bee shuttle]], and famously the [[Gosper glider gun]]. There is no GIF for its evolution, so you will have to run it yourself in a program like [[LifeViewer]].
|}
== My pattern wasn't in there! ==
As mentioned before, the above table is not an exhaustive list of every common or well-known pattern. Those terms on their own are subjective, anyway. But if your pattern in particular wasn't in there, then here are some things you can do to figure out its discovery status.

*'''Look up the object on Catagolue''' - [[Catagolue]] is the current largest census on cellular automata conducted thus far, and it allows you to look up specific objects based off of an inputted [[RLE]]. To look up an object, go to [https://catagolue.hatsya.com/object this page] and input the RLE of your pattern. You'll then be redirected to the pattern's URL. You can then deduce if your object is known by seeing if it has any name, any sample soups, or a glider synthesis.
*'''Search LifeWiki or the ConwayLife forums''' - Catagolue has the disadvantage of only censusing periodic objects; that is, objects that repeat their evolution in some way. Many patterns you'll make, however, probably ''wont'' be periodic, so in that case its best to try and find it here on LifeWiki, or in the [https://conwaylife.com/forums/ ConwayLife forums]. Look up words and terms that might best describe your pattern. Like, how many generations does it last? What is it made out of? What particularly interesting thing does it do?
*'''Make a relevant post in "Thread for your unsure discoveries" on the ConwayLife forums''' - If all else fails, then it is probably best to ask yourself if your pattern has been discovered. Fortunately, ConwayLife has a forum, titled [https://conwaylife.com/forums/viewtopic.php?t=576 Thread for your unsure discoveries], that serves just that purpose. If you have a forum account, you can post there with your pattern and perhaps anything else we might need to know. And then, hopefully in good time, someone knowledgeable will come along to confirm or dis-confirm your finding(s).

== So, how ''do'' I discover something? ==
There is no one way to discover something in Conway's Game of Life. There are many different areas you can make a discovery in, and different methods you can use to make those discoveries. There are two main methods of making discoveries:

# Manual work - The most obvious is probably manually discovering something, it's what the first people who studied Life had to do. Take some stuff you already know about, change things up a little, make educated guesses on where to go next. Of course, this can be slow and usually requires a lot of prior knowledge on Life, but in very specific cases it's probably the best route to take.
# Search programs/scripts - Pretty much the main method for discovering things, using a script to find it for you. It just takes electronic energy instead of biological energy. Search programs can be much faster, though less targeted, than manually searching.

It's best to use a mixture of these.

Some discoveries, though, are easier and/or less important than others. Its very easy to find a new still life if it's gigantic, because still lifes on a large scale are made of many [[components]] connected to each other, like LEGO bricks. And with a sufficiently large still life, it's very likely that you were the first to find that specific one. But unless the still life can do something interesting, like [[31.4|reflect a glider 90 degrees in record time]], then it wont be of much interest. Finding a new gun period, on the other hand, requires extensive knowledge, some perserverance, and probably a script or two. In terms of [[technology]], the possibilities unlocked by a new gun are generally more numerous than those unlocked by a random large still life, and technology is what most people are focused on.

So generally, the more impressive or revolutionary a discovery is, the more the community might be interested. But you don't need to make anything groundbreaking to be accepted by us, we just want someone who shares the same interests as us.

Like in actual life, the goal of Conway's Life is what ''you'' decide for yourself.

User:TheWayOfTheCon/For newcomers: Think you've discovered something?

2026-11-05T07:14:30Z

TheWayOfTheCon: More table entries, beginning new section

{{WIP}}

So, you're new to the [[cellular automata]] scene. You found a pattern in [[Conway's Game of Life]] that you find pretty cool, but then you stumble across (or are directed to by someone else) ''this'' userspace article.

I'm [[User:TheWayOfTheCon|TheWayOfTheCon]], and I'm here to tell you what has and hasn't been discovered in Life. Not to undermine or discourage you, but just to inform you of how much is really known. This will only cover patterns found in Conway's Game of Life, and mostly focus on small or common patterns.

== How much could really be known? ==

Conway's Game of Life has been played since {{year|1969}}, first using physical boards and early computers, but now with the very powerful computers of the modern day. {{year|1970}} was when [[Gosper glider gun|the first gun]] was found. {{year|1971}} saw [[Puffer 1|the first puffer]]. {{year|1989}} saw the use of programs to search the first "[[84P3H1V0.1|diff]][[119P4H1V0|erent]]" spaceships in nearly 20 years. And now, we can [[Unit cell|simulate Life in itself]], [[Universal construction|build whatever we want]], and [[Catagolue|roll the dice thousands of times a second]] and actually see things we've never seen before.

I could end things there, but I wont, and don't suggest you leave just yet. It's still good to at least know what's infamous and how to find things if you already aren't sure. Now, below will be a table, showcasing many well-known or common patterns that newcomers, if they don't know already, tend to report on as discoveries.

== Table of basic, well-known patterns ==

This is a table meant to show and get you introduced to some of the common or otherwise well-known patterns in Conway's Game of Life. This is not an exhaustive list, but rather is meant to cover what I think could be confused for a discovery. If your pattern looks the same as one of these at some generation, then it ''is'' that pattern.

-Unfinished-

{| class="wikitable"
|-
!Image
!Name
!Pattern type
!Discovery
!Description
|-
|[[File:Glider.gif|150px]]
|[[Glider]]
|[[Spaceship]]
|Found by [[Richard Guy]] in 1969
|The most common spaceship, moves across the plane diagonally.
|-
|[[File:Lwss.gif]]
|[[Lightweight spaceship|Lightweight]], [[Middleweight spaceship|Middleweight]], and [[Heavyweight spaceship|Heavyweight]], spaceships
|[[Spaceship]]
|All found by [[John Conway]] in 1970
|Only the lightweight spaceship is depicted in the GIF. All very similar spaceships in terms of shape, move across the plane orthogonally (in a straight line). All are significantly rarer than the glider.
|-
|[[File:Pulsar.gif|150px]]
|[[Pulsar]]
|[[Oscillator]]
|Found by [[John Conway]] in 1970
|Large oscillator that is surprisingly common for its size, beautiful in my opinion
|-
|[[File:Toad.gif|150px]]
|[[Toad]]
|[[Oscillator]]
|Found by [[Simon Norton]] in 1970
|The second-most common oscillator, after the [[blinker]], though the blinker occurs roughly 100 times more often.
|-
|[[File:Blocklayingswitchengine.gif|150px]]
|[[Block-laying switch engine]]
|[[Linear growth]]
|Found by [[Charles Corderman]] in 1971
|I've seen this get called a discovery by newcomers multiple times. The block-laying switch engine is the most common infinite growth pattern, which is a pattern that perpetually increases in population. This is specifically a [[puffer]], a pattern that can be distinguished as moving in one direction, like a spaceship, but leaving objects behind.
|-
|[[File:Gliderproducingswitchengine.gif|150px]]
|[[Glider-producing switch engine]]
|[[Linear growth]]
|Found by [[Charles Corderman]] in 1971
|Very similar to the block-laying switch engine above, but is notable for emitting gliders in the front.
|-
|[[File:Rpentomino.png|150px]]
|[[R-pentomino]]
|[[Methuselah]]
|Found by [[John Conway]] in 1969
|The smallest pattern that can be irrefutably called a methuselah, a pattern that lasts a notably long time. Not only does it last very long for its small size, it also creates a lot of other patterns in its wake, ultimately producing 6 gliders and 19 still lifes/oscillators. There is no GIF for its evolution, so you will have to run it yourself in a program like [[LifeViewer]].
|-
|[[File:Herschel.png|150px]]
|[[Herschel]]
|[[Methuselah]]
|Found by [[John Conway]] in 1970
|Very common [[heptomino]] noted for its significant movement and glider-releasing behavior. Used in many technologies. There is no GIF for its evolution, so you will have to run it yourself in a program like [[LifeViewer]].
|-
|[[File:Piheptomino.png|150px]]
|[[Pi-heptomino]]
|[[Methuselah]]
|Found by [[John Conway]] in 1970
|Common heptomino that produces a copy of itself, but is interfered by the junk behind it. As the original pattern is symmetrical, so is its evolution and [[ash]]. There is no GIF for its evolution, so you will have to run it yourself in a program like [[LifeViewer]].
|-
|[[File:Queenbee.png|150px]]
|[[Queen bee]]
|[[Methuselah]]
|Found by [[Robert W. April]] in 1970
|Somewhat common pattern that produces a copy of itself (like what is depicted in the image) but reflected to the left. It is used in the [[queen bee shuttle]], and famously the [[Gosper glider gun]]. There is no GIF for its evolution, so you will have to run it yourself in a program like [[LifeViewer]].
|}
== My pattern wasn't in there! ==
As mentioned before, the above table is not an exhaustive list of every common or well-known pattern. Those terms on their own are subjective, anyway. But if your pattern in particular wasn't in there, then here are some things you can do to figure out its discovery status.

*'''Look up the object on Catagolue''' - [[Catagolue]] is the current largest census on cellular automata conducted thus far, and it allows you to look up specific objects based off of an inputted [[RLE]]. To look up an object, go to [https://catagolue.hatsya.com/object this page] and input the RLE of your pattern. You'll then be redirected to the pattern's URL. You can then deduce if your object is known by seeing if it has any name, any sample soups, or a glider synthesis.
*'''Search LifeWiki or the ConwayLife forums''' - Catagolue has the disadvantage of only censusing periodic objects; that is, objects that repeat their evolution in some way. Many patterns you'll make, however, probably ''wont'' be periodic, so in that case its best to try and find it here on LifeWiki, or in the [https://conwaylife.com/forums/ ConwayLife forums]. Look up words and terms that might best describe your pattern. Like, how many generations does it last? What is it made out of? What particularly interesting thing does it do?
*'''Make a relevant post in "Thread for your unsure discoveries" on the ConwayLife forums''' - If all else fails, then it is probably best to ask yourself if your pattern has been discovered. Fortunately, ConwayLife has a forum, titled [https://conwaylife.com/forums/viewtopic.php?t=576 Thread for your unsure discoveries], that serves just that purpose. If you have a forum account, you can post there with your pattern and perhaps anything else we might need to know. And then, hopefully in good time, someone knowledgeable will come along to confirm or dis-confirm your finding(s).

== So, how ''do'' I discover something? ==
There is no one way to discover something in Conway's Game of Life. There are many different areas you can make a discovery in, and different methods you can use to make those discoveries.

Speed limit

2026-11-05T03:22:13Z

TheWayOfTheCon: Added example c orthogonal ship and explanation for how B2 allows for them, feel free to re-word or correct me.

{{WIP}}

The '''speed limit''' is a constraint on how fast a ship or signal can travel across the CA plane over a given displacement (i.e., it's [[speed]]).

INSERT GLIDER, SIR ROBIN, P2 SPACESHIP

As evidenced by the [[LWSS]], a spaceship traveling the speed limit does not necessarily have to also possess the minimum period possible, though the first two rows still have period 2.

Currently, spaceships are known to travel at the speed limit only for 3 displacements: (1,1) ([[Glider]], (1,1)c/4), (2,1) ([[Sir Robin]], and (1,0) ([[C/2 orthogonal]], (1,0)c/2). Proof for the existance of spaceships that can be adjusted to travel infinitely close to the speed limit for all slopes in B3/S23 was proven in 2026. <ref name = "post235116" />

Signals can propogate faster in B3/S23 only in medium, such as the [[Lightspeed wire]], [[2c/3 wire]], and [[5c/9 wire]] and most fuses burn faster than the

INSERT DIAGRAM OF THE SPEED LIMIT CHART

EQUATION FOR MAX SPEED IN LIFE (OTHER RULES TOO?)

== In Other Rules ==

B3/S23 speed limits are not the standard across all rules.

=== Moore Neighborhood ===
In rules with S4 and S5, either with or without B0(+ or - B1) or B2, ships can travel at C/3 [[orthogonal]], (2,1)c/5, and other speeds impossible in B3/S23, but still not exceed the speed limit of c/2 in an orthogonal direction.

INSERT EXAMPLES

Under birth conditions B2 (more specifically ISOTROPIC RULE), ships can travel orthogonally at the [[speed of light]] (C), as well as c/2 diagonal.

{{EmbedViewer
|rle = x = 4, y = 2, rule = B2/S
b2o$o2bo!
|viewerconfig = #C [[ AUTOSTART LOOP 2 TRACK 0 -1 GPS 1 ZOOM 50 HEIGHT 400 ]]
|position = center
|caption = A [[c orthogonal]] ship, called [[Moon]], travelling in [[B2/S]]. B2 allows for the [[domino]] to make parallel copies of itself translated one cell away in a single generation, thus allowing for [[photon|photons]] to be made from it.
|style = width:400px;
}}

In certain rules, spaceships can also have lower speed limits than in life. For instance, in [[Just Friends]], no ship can travel [[diagonal]]ly faster than C/6 (SOURCE, WHY/WHAT LACKING TRANSITIONS)

INSERT EXAMPLES, MAYBE PROOF

MAYBE INCLUDE B0

=== Other Neighborhoods ===

HEXAGONAL

LARGER THAN LIFE

== See also ==
* [[C/3 diagonal]]

== References ==
<references>
<ref name = "post235116">{{LinkForumThread
|format = ref
|p = 235116
|title = Re: Spaceship Discussion Thread
|author = ENDW
|date = September 14, 2026
}}</ref>
</references>

OCA:Travelling Ts

2026-11-04T16:17:03Z

TheWayOfTheCon: New period-6 knightship

{{Rule
|name = Travelling Ts
|imgname = Travelling Ts
|char = Chaotic
|b = 3
|s = 23-a5
|reversal = B01245a78/S01234678
}}
'''Travelling Ts''' is an [[isotropic non-totalistic cellular automaton]] named in reference to its most common [[spaceship]], known as the T. [[Catagolue]] hauls of the rule had been submitted as early as August {{year|2016}},{{refn|{{cata|attribute/xp24_ccr7460647rcczglty3tlgz1167130317611/b357s238/D8_1|attribute page}}}}, but it would only begin gaining traction in May {{year|2025}}, when ThePlayzr started a forum thread for this rule.<ref name="post212502" /> The thread ended up getting over 800 posts by the end of the year.

Travelling Ts has well-developed [[technology]], with many engineered [[gun|guns]], [[Infinite growth|infinite growth patterns]], and [[oscillators]]. The rule is also known to be [[Turing-complete]] and [[omniperiodic]].

== Rulestring ==

Travelling Ts has a [[rulestring]] very similar to that of [[Conway's Game of Life]], having all shared birth conditions and most survival conditions. It differs in S5, as adding that to Life's rulestring makes it [[explosive]]. To allow for exploration, singular [[INT]] condition, S3-a, is thus removed to allow the rule to be more stable. Thus, cells only die with three neighbors if the cells are arranged like so: 
[[image:INT Moore R1 3a.png|center|75px]]
The live neighbors in S3a make up the same neighborhood as any live cell has in [[block]], which consequently rules out the block as a [[still life]] (this and still lifes containing it are the only still-life lost from B3/S23, and the lost transition otherwise only affects periodic patterns - [[beacon]] is likewise the only finite p2 lost in this rule from B3/S23). Other very common patterns from B3/S23, including the [[glider]] and [[blinker]], do not need S3a, so they work as normal under the rulestring.

The absence of S3a & presence of S5 also allows for [[margolus]]-type oscillators to exist. (see [[OCA:Travelling Ts#Oscillators|#Oscillators]])

== Behavior ==
In this rule, chaotic patterns are similar in many regards to [[Conway's Game of Life]]; many unstable areas are created and persist for hundreds, sometimes thousands of generations, releasing objects and [[spaceships]] as they change shape. These active regoins tend to be less isolated and expansive compared to B3/S23. Due to S5, they are also denser. Active areas persist more from gradually shrinking rather than affecting nearby [[stable]] objects to spawn more activity like in Life.

== Patterns ==

=== Common sequences ===

Due to chaotic patterns being less hollow and isolated than in [[Life]], there is less potential in regards to common [[evolutionary sequence|evolutionary sequences]] in Travelling Ts. Nevertheless, there are a few recognized common evolutionary sequences in the rule.

{{EmbedViewer
|rle = x = 47, y = 4, rule = B3/S23-a5
b2o20bo20b2o$o2bo18bobo18bo2bo$o2bo17b2ob2o17b3o$3o20bo19bobo!
|position = center
|caption = Identified evolutionary sequences include (from left to right): [[Teardrop]] (D), [[Angel]] (A), and Rotator (P)
}}

=== Still lifes ===
Most still lifes from [[Life]] work with this rule. Some of the most common [[still lifes]] are [[loaf]], [[boat]], [[pond]], and [[beehive]]. [[Block]] is notably absent, due to the absence of S3a. [[Small lake]], [[Hat cis-siamese hat|hat siamese hat]], and [[trans-rotated bun]] become much more common in this rule compared to regular Life, as they have relatively common [[predecessor]]s.

S5 allows for [[alien]] still lifes, though they are generally less common. The most common of these alien still lifes, [https://catagolue.hatsya.com/object/xs12_356356/b3s23-a5 xs12_356356], is the 26th most common object overall. Below is a small collection of small alien still lifes:
{{EmbedViewer
|rle = x = 35, y = 21, rule = B3/S23-a5
obo6b2obo6b2o8b2o$3o7b2obo5bobobo5bobobo$bo7b2obo8b3o7b2obo$2o19bo9bo
bo4$bo$obo6b2obo6b2o8b2o$3o5bob2obo5bobo7bobob2o$bo7b2obo8b3o7b2obo$2o
19bobo7bobo5$bo7bob2o6b2o8b2o$b3o4bob2obo5bobo7bobobo$3o6b2obo8b3o7b2o
bo$2bo18bobo7bob2o$22bo!
|position = center
|caption = The still lifes in the first column are called "cat", "cat in a hat"and "stable pinwheel", respectively. (The rest are unnamed.)
}}
Travelling Ts also has alien [[induction coil]]s which can often replace [[tail]]s, [[nine]]s or [[line of three|lines of three]] in general from still lifes from Life:
{{EmbedViewer
|rle = x = 11, y = 11, rule = B3/S23-a5
b2o5b2o$bo6bobo$3o4b3o5$bo6b2o$obo4bobo$bo6bo$3o4b3o!
|position = center
}}

[[Eater 1]] cannot [[eat]] the glider in this rule, but curiously can eat the T.
=== Oscillators ===
Travelling Ts is similar to [[Life]], meaning that some [[oscillators]] from Life work in this rule, such as [[blinker]] and [[toad]].<ref name="Catagolue" /> Blinker remains the most common oscillator, while the second-most common is a period-2 stemming from a line of four cells, called "big blinker".<ref>{{cata|object/xp2_f/b3s23-a5|xp2_f on Catagolue}}</ref> In addition, all of the Margolus oscillators from {{rl|2×2}} work in this rule, due to S5 and the absence of S3a.<ref name="post212541" /> This enables the construction of oscillators with all even periods.<ref name="post128639" /><ref name="post214235" /> Below is a small collection of oscillators in this rule:
{| style="margin:auto; width:300px"
|{{EmbedViewer
|rle = x = 75, y = 73, rule = B3/S23-a5
68b2o$41b2o26bo$26b2o11bo2bo23b2o$26bo13bo$24bobo13bo23bobo$4b3o17b2o
13bo$21b2o18bo20bobo$20bobo17bo$20bo19bo19bobo$19b2o17bo2bo18bo$38b2o
18bo$58b2o3$24bo$23bobo36b2o$22bobobo35bo$20b3o40b3o$5b2o13bobo15bo21b
3o3bo$2bobob2o15b3o12b2o2b2o15bo4b2obo$2bo5bo31bobo15bob3o3bo$3b2obob
o30bobo16bo5b2o$4b2o17b3o12bobo16b2obob2o$20bobo14b2o2b2o15bo4bo$20b3o
19bo15bob3o$22bobobo32bo$23bobo34bo$24bo34b2o5$16b2o$15bo2bo$4bo10bob
o46bo$3b2o11bo3b2o2b2o21bo14b3o$4bo16bo2bobo15b2obo2bo12bo$bo16bo2bo3b
2o15bo6bo7b2obob5o$3o15b3o14b2o7b2ob2o9bobo6bo$7b3o24bobo6b2o12bo2b7o
bo$8bo15b3o7b2o21b3o6bobo$5bo12b2o3bo2bo10b2o2bo2bo15bo3b2o2b2o$5b2o11b
obo2bo13bo5b2o14bo2bo2bobo$5bo13b2o2b2o3bo11bo18b2ob3o2bo$27bobo9bobo
18bobo2b2o$26bo2bo10bobo17bo2bobo$27b2o12bo19b2o2bo$65b2o7$67b2o$3b2o
26b2o34bo$3b2o10bo16bo33b3o$3b2o9bo2bob2o9bo34bo$3b2o8bo6bo7bobo16b2o
17b5o$3b2o9b2ob2o24bobo2bo13bo7bo$3b2o13b2o6bobo13b2ob3o13bob5o2bobob
o$3b2o36b2o19bo5bobob3o$3b2o13bo2bo2bobo17b2o16bo2bo2bobobo$3b2o13b2o
21b2obobo12bo2bobobobo2bo$3b2o18b2o17bo2bo12bobobo2bo2bo$3b2o16bo18bo
bo13b3obobo5bo$3b2o16b2o17b2o14bobobo2b5obo$60bo7bo$60b5o$65bo$62b3o$
63bo$62b2o!
|position = center
|caption = Smallest known oscillators from periods 2 to 17.
}}
|}

A larger collection of the [[SKOP|smallest known oscillators by period]] up to p100 is documented at [[User:PK22/OCA:Travelling Ts/SKOP]].

An [[edgy]] [[dot]] (or in some cases, [[thumb]], [[duoplet]], or [[domino]]) can [[reflect]] a T 90 degrees, enabling the creation of T [[Glider loop oscillator|loop]]s.
The [[sparkers]] below enable the creation of T loops of [[period]]s 3n+30, 5n+30, 6n+30, 7n+28, 8n+32, 10n+30, 11n+33, 20n+40, 24n+48, 25n+50, and 32n+32:
{{EmbedViewer
|pname = TTssparkersreflectingTs
|viewerconfig = #C [[ HEIGHT 400 WIDTH 3600 THUMBSIZE 3 ]]
|position = center
|caption = Sparkers reflecting Ts
|style = width:300px;
}}

On October 19, 2026, [[hotcrystal0]] posted a [[drifter]] loop based on a [[wire]] found by [[LuveelVoom]],<ref name="post237962" /> proving Travelling Ts [[omniperiodic]].<ref name="post237966" />

A number of notable [[engine]]-based higher period oscillators are shown below:
{{gallery item|{{EmbedViewer
|rle = x = 98, y = 56, rule = B3/S23-a5
94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b
4o$94b4o$94b4o$94b4o$62b8o24b4o$62b8o24b4o$62b8o24b4o$62b8o24b4o$94b4o
$94b4o$94b4o$94b4o$56o38b4o$56o5b4o29b4o$56o4bobo31b4o$56o3b2obo2bo28b
4o$62bo31b4o$63b2obo27b4o$94b4o$94b4o$94b4o$56b4o34b4o$56b4o34b4o$56b
4o34b4o$56b4o34b4o$56b4o34b4o$56b4o34b4o$56b4o34b4o$56b4o34b4o$94b4o$
94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b
4o$94b4o$94b4o$94b4o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 30 LOOP 60 ]]
|position = center
|caption = A p60 R hassler (minpop 524)<ref name="post218650" />
|style = width:300px;
|apgcode = xp60_ffffffffffffffffffffffffffffffffffffffffffffffffffffffffzzzzzyboooozybvvvvy1o040qzyb1111y135d1y0oooooooozyjssssy133333333zyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyj7777/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 25, y = 19, rule = B3/S23-a5
20b3o$19bo2b2o$21bo2bo$20bob2o$18b2obo$17bo3bo$20bo$12b3o4bo$14bo$13b
2o2$5bo$4bo$3bo3bo$3bob2o$b2obo$o2bo$b2o2bo$2b3o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 16 GPS 32 LOOP 64 ]]
|position = center
|caption = A p64 R hassler (minpop 42)<ref name="post229016" />
|style = width:300px;
|apgcode = xp64_4aale20gzx1233x8s4zydgcc4ozyf47a552/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 36, y = 10, rule = B3/S23-a5
2bo30bo$bo2bobo22bobo2bo$obobob3obo14bob3obobobo$bo4b2o2bo14bo2b2o4bo
$3o7bo14bo7b3o$3b2o5bo14bo5b2o$2obobob2obo14bob2obobob2o$b2o4b4o7bo6b
4o4b2o$ob3obo2bo7b2o7bo2bob3obo$b2obob2o8bobo9b2obob2o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 15 GPS 33 LOOP 66 ]]
|position = center
|caption = P66 R hassler (minpop 97)<ref name="post229025" />
|style = width:300px;
|apgcode = xp66_ad7qj83dc6sy1127y2s6cd38jq7daz5bl0c0e6407ya7046e0c0lb5/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 33, y = 24, rule = B3/S23-a5
12b2o5b2o$11bo2bo3bo2bo$10bo2bo5bo2bo$10bob2o5b2obo$11bo9bo$2o29b2o$2o
29b2o$2o29b2o9$2o29b2o$2o29b2o$2o29b2o$11bo9bo$10bob2o5b2obo$10bo2bo5b
o2bo$11bo2bo3bo2bo$12b2o5b2o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 15 LOOP 132 ]]
|position = center
|caption = P132 ship predecessor hassler (minpop 64), found using [[apgsearch]]. The largest period to have occurred semi-naturally.
|style = width:300px;
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 41, y = 39, rule = B3/S23-a5
13b2o$12bobo2b2o$12b2obob3o$14bo2b2o2$13b3o$13b3o$14bo3$35bo$34b3o$34b
3o2$16b3o16bo2b2o$16bo2bo13b2obob3o$15bo3bo13bobo2b2o$15bo2b2o14b2o$16b
2o2$23b2o$5b2o14b2o2bo$b2o2bobo13bo3bo$3obob2o13bo2bo$b2o2bo16b3o2$4b
3o$4b3o$5bo3$26bo$25b3o$25b3o2$22b2o2bo$21b3obob2o$22b2o2bobo$26b2o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 11.5 GPS 108 LOOP 216 ]]
|position = center
|caption = P216 teardrop hassler (minpop 86).<ref name="post229276" /> A synthesis is known.<ref name="post229828" />
|apgcode = xp216_y6ccb70qs8zy71273zysg8sozyaciiey966qs0b72zgok0emooy9siicz0116e42zykgogzyh4em1pkdczyl11/b3s23-a5
|style = width:300px;
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 30, y = 30, rule = B3/S23-a5
9bo$9b3o$12bo$11b2o6$28b2o$28bo$8b2o16bobo$7bo2bo15b2o$8b3o$8bobo3$2b2o$bobo$
bo$2o6$17b2o$17bo$18b3o$20bo!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 11.5 GPS 124 LOOP 248 ]]
|position = center
|caption = P248 active region loop (minpop 37), discovered using ntcatforce.<ref name="post223837" />
|style = width:300px;
|apgcode = xp248_y532aczyoggzy34qasyb643z0o4cz11zyd6a8o/b3s23-a5
}}}}
So far, only one stable [[circuitry]] component has been found, and it has only been used to create a p248 oscillator.<ref name="post223837" /> In Travelling Ts, [[reaction]]s tend to not grow as large as they would in standard [[Life]], resulting in fewer opportunities for [[catalyst]] placements. Additionally, most random initial configurations do not usually immediately separate into smaller active regions and objects the same way they do in Life, so catalysts for one specific use only are not as useful.

=== Spaceships ===
Travelling Ts has four common spaceships. The [[Glider]] remains one of them, with the three new spaceships being called the Travelling T, the Climbing C, and the Flying F (often shortened to just T, C, and F). The eponymous Travelling T is the most common spaceship (and object) in the rule<ref>{{cata|object/xq4_27/b3s23-a5|xq4_27 on Catagolue}}</ref>, while the Flying F is the least<ref>{{cata|object/xq4_27/b3s23-a5|xq2_43bu on Catagolue}}</ref>, with a [[relative frequency]] comparable to the [[Lightweight spaceship]] in Life. [[Tagalong|Tagalongs]] for the C and F are known, and have even occurred naturally.
{| style="margin:auto; width:300px"
|{{EmbedViewer
|rle = x = 28, y = 5, rule = B3/S23-a5
7bo8bo8b2o$3o5b2o4b2ob2o4b2ob2o$bo5b2o6bobo6bob2o2$24bo!
|position = center
|caption = From left to right: the Travelling T, the Glider, the Climbing C, and the Flying F.
}}
|}
There are lots of other, larger spaceships. A collection of useful spaceships is displayed below:
{| style="margin:auto; width:300px"
|{{EmbedViewer
|viewerconfig = #C [[ HEIGHT 360 WIDTH 2400 THUMBSIZE 2 ]]
|rle = x = 206, y = 33, rule = B3/S23-a5
184bo$182b4o$179b3obo2b2obo$182bo3bob3o$179bo2bo5bo2b2o$4bo5bo12b3o7b
3o15bo2bo15bo4bo18b5o14bo8b3o12bo11bo29bo4bobob3o2bo$3b3o3b3o11bo2bo2b
o2bo2bo14b2o2b2o13b3o2b3o16b2obob2o12b3o7b2ob2o9bobo9bobo6bo6bo12b2ob
o3b2ob3o4bo$2b2o2bobo2b2o8bobo2bobobobo2bobo10b3ob2ob3o10bo2b4o2bo16b
o3bo13b3o9b2ob2o6bo2bo9bo2bo4b2o6b2o13bo2bobo5b3o2bo$2bo3bobo3bo8bo2b
obobobobobo2bo9b2obo4bob2o31b3obo3bob3o21b3obo7b2o11b2o5bobo4bobo9bo2b
o4bo4b3o2bo2bo$3ob2o3b2ob3o5b2ob2o3bobo3b2ob2o52b2obo3bob2o25bo10bo9b
o6b3ob4ob3o8b2o5bob3obobo3bo2bo$4b3ob3o10bo2bob3ob3obo2bo10bo8bo14b2o
20bobobo11b3ob3o5b2o14b3o5b3o6b12o28bo2bo$6bobo12b2o3bobobobo3b2o8bob
o8bobo10b2o2b2o13b2obo3bo3bob2o7b2ob2o9bo12b2o7b2o5b2ob2o4b2ob2o16bob
o6bo2bo2bo$4bo5bo10bo4bobobobo4bo6bo2bo10bo2bo7b2o4b2o18b3o15bo11bo12b
4o3b4o5b2o2bo4bo2b2o16bob2o6bo2bo2bo$4bo5bo11b2o4bobo4b2o7b3o12b3o8bo
b2obo13b5o5b5o33b3o2bobo2b3o5bobobo2bobobo14b4o2b2o9bo2bo$22b2o4bobo4b
2o34bo2bo14b2o3b5o3b2o20b3o10b3o2bobo2b3o5b2o3b2o3b2o14bobo2bo11bo2bo
$27bo3bo35b2ob6ob2o11bob4ob4obo21bobo14b2ob2o12b6o16b3o13b3obobo$23b2o
3bobo3b2o35bo2bo20bobo26b3o28bo3bo2bo3bo11b3o16bob2ob2o$23bo2b3ob3o2b
o51b2o2b2o7b2o2b2o35b5o10b3o4b3o26bo3b2ob4o$23b2o3bobo3b2o55b2o7b2o39b
obobo10b2obo2bob2o14bo11b2o5bo3bo$26b2obob2o56b3o9b3o19bobobo63bob2ob
o3bob2o$21b5o7b5o86bobo69bo2bo4bo$20bo5b7o5bo83bob3obo63b3obob3o3b2o$
19b2ob4o7b4ob2o50bo11bo19b2o3b2o62b2o4bo5b2o$19b2obo3bo5bo3bob2o51b2o
7b2o20b2o3b2o61bobo3bobo2b2obo$24b3o2bo2b3o57bo7bo22b2ob2o62b3o10bo$27b
5o60bo7bo86bob2o8bo3bo$25b3o3b3o59bo2bo2bo25bo63bo8bob2obo$25bo7bo58b
2obobob2o24bo63bo7bobo$93bobobobo99bo$92b2obobob2o95bo$92bo2bobo2bo95b
2o$93bo5bo$93bo5bo!
|caption = Many of the spaceships that were discovered in this rule. Note that this collection does not include larger spaceships.
}}
|}
The [[c/2|4c/8]] spaceship on the leftmost side has occurred [[seminatural|seminaturally]],<ref>{{cata|object/xq8_8mlp34043plm8zx9y19/b3s23-a5|xq8_8mlp34043plm8zx9y19 on Catagolue}}</ref> and the [[3c/8]] has a useful [[spark]] that can be used in technology to create [[rake]]s and [[puffer]]s. The [[c/4]] spaceship is named "bee",<ref name="post216577"/> and has occurred naturally.<ref>{{cata|object/xq4_8mnwss8z013/b3s23-a5|xq4_8mnwss8z013 on Catagolue}}</ref> It is in fact, one of the smallest natural spaceships outside of the common four.

[[Oblique]] spaceships are known, the first being a (2,1)c/5{{refn|group=note|S5 allows for knightships to have a minimum period of five, contrary to [[(2,1)c/6|six]] in CGOL.}} [[knightship]] discovered by LuveelVoom.<ref name="post213492"/> Additionally, there is a family of [[(2,1)c/5]] [[tagalong]]s, similar to [[minstrel]]s in Life and dubbed 'tinstrels'.<ref name="post232594" /> It is possible to use the [[spark]]s of one tinstrel to support another, leading to arbitrary length tinstrels.<ref name="post232624" />
{{EmbedViewer
|pname = TTstinstrels
|viewerconfig = #C [[ HEIGHT 600 WIDTH 1320 THUMBSIZE 3 ]]
|position = center
|caption = A selection of known 'tinstrels'
|style = width:300px;
}}
A (2,1)c/6 knightship was discovered on November 4, {{year|2026}} by LuveelVoom.<ref name="post239544"/>

A full table of known speeds is shown below. Green means the population has been proven minimal.
{| class="wikitable"
|-
! Speed
! Smallest known
! Minimum # of [[cell]]s
|-
| [[c/2o]]
| [https://catagolue.hatsya.com/object/xq2_4ra/b3s23-a5 Climbing C]
| style="background: #80ff80;" | 7
|-
| [[3c/7o]]
| [https://catagolue.hatsya.com/object/xq7_074btk8go0og8ktb47z0g06h1579s9751h60gz32p26qpy1pq62p23z0o07vggy1ggv70oz0112e7g58885g7e211z0180s2ct4c4tc2s081z4bsg79l2x2l97gsb4zx38kq2v0v2qk83zy1gacgggcagzx84g41m0m14g48zwgg885l1r1l588ggz0988o120111021o889zxqueo0g0g0oeuqzwnua104cfc401aunzd1c50guvxvug05c1dzw7ebhs9f8f9shbe7/b3s23-a5 428P7H3V0]
| 428
|-
| [[2c/5o]]
| [https://catagolue.hatsya.com/object/xq5_wur3e0u4aa6zwdrq9q465uozx36gbgmkvuzy08n0q7qzy4iehle8ggzy08c022hk01z8qr0arz40c106hsozy33mogzy58qo/b3s23-a5 152P5V2H0]
| 152
|-
| [[3c/8o]]
| [https://catagolue.hatsya.com/object/xq8_3152cy4c2513zx1327c22c7231/b3s23-a5 36P8V3H0]
| 36
|-
| [[c/3o]]
| [https://catagolue.hatsya.com/object/xq3_xc825z0e51038442222zff066z07a80c1224444zx314a/b3s23-a5 54P3H1V0]
| style="background: #80ff80;" | 54
|-
| [[2c/7o]]
| [https://catagolue.hatsya.com/object/xq7_ggg0g0ggo804sbwe4owk44oz30lklb11y3kn21tw2m29bsz74606366c80gs8wrhe20khhd23zy93w1/b3s23-a5 115P7H2V0]
| 115
|-
| [[c/4o]]
| [https://catagolue.hatsya.com/object/xq4_27/b3s23-a5 Travelling T]
| style="background: #80ff80;" | 4
|-
| [[c/5o]]
| [https://catagolue.hatsya.com/object/xq5_33deakcz11gmgz0g3i3gzesj2jsezx6/b3s23-a5 47P5H1V0]
| 47
|-
| [[c/6o]]
| [https://catagolue.hatsya.com/object/xq6_7530r80m4zy2haar0vhzsko0r20d4/b3s23-a5 49P6H1V0]
| 49
|-
| [[c/7o]]
| [https://catagolue.hatsya.com/object/xq7_0nd0j99j0dnzgj0pappap0jgz011y211/b3s23-a5 52P7H1V0]
| 52
|-
! colspan="5" |
|-
| [[c/3d]]
| [https://catagolue.hatsya.com/object/xq3_w8gookf2y2goozpa5vg40s0i084b711z12qb3d8os63654y6osczw126dohwcggy0eok0a533zy3136cog0k6uj1g54k10okc64zy8134460fjjq6am35/b3s23-a5 169P3H1V1]
| style="background: #80ff80;" | 169
|-
| [[c/4d]]
| [https://catagolue.hatsya.com/object/xq4_153/b3s23-a5 Glider]
| style="background: #80ff80;" | 5
|-
| [[c/5d]]
| [https://catagolue.hatsya.com/object/xq5_wg0476eh68z9nn483va62zx1/b3s23-a5 37P5H1V1]
| 37
|-
| [[c/6d]]
| [https://catagolue.hatsya.com/object/xq6_ypgggs2g0lpieezyig8w6e444d01ha3u8zyhfdg7975ebu2qf3zybggx4gi0e0c13731zy8k3dgo83uj1zxg0o4m5a5gikl5075z0g8let1y0gvm1zklgk4n647111zx11/b3s23-a5 201P6H1V1]
| 201
|-
! colspan="5" |
|-
| [[c/5k]]
| [https://catagolue.hatsya.com/object/xq5_8s6nj7ac0goooz6g44c88bgloqaz064933321bf38ogzx676l255k20g6z0ocj745c92e9e86zw135xop9ak2s4ggzy3v3aaq46o6agooogzy431c42bjcs1q4nzy7o46mk20gbagzy77050osws65izyg3mgl6u4s8ozyi20evave95cs8zyi8o4niphde0h2zyi25086a80s073zylt55lfc404skzyr5ar7ms4czytgcift0k0gzys3ddd23101/b3s23-a5 386P5H2V1]
| 386
|-
| [[c/6k]]
| [https://catagolue.hatsya.com/object/xq6_yd3hm6c8wg808t1ijr6mcx8ogyqgimh5j0ku6ogg4b6t394im8zy641jva60c13331029118431b04e04g8aigh9aakowgg0gwair3l1rjuicc43poq5103o23131111w220111zujph8233r0122yl1y197611kkv3031po4201268f38513zx2111/b3s23-a5 276P6H2V1]
| 276
|}
===Infinite growth===
A variety of [[linear growth]] patterns are known, including [[gun]]s,<ref name="post214903" /> [[puffer]]s,<ref name="post212651" /> [[rake]]s,<ref name="post212502"/> [[tubstretcher]]s,<ref name="post213858" /> [[growing spaceship]]s,<ref name="post213591" /> and a [[slide gun]]. The first linear growth patterns known were various puffers found by [[PK22]] during an [[ikpx2]] search.<ref name="post212645"/> The first gun in the rule was a period-204 T gun constructed by [[AbhpzTa]] in July 2025, utilizing an [[over-unity]] reaction.<ref name="post214903"/> Since then, various guns for the glider, Climbing C, and Flying F have been made.

Below is a gallery of small linear growth patterns:
{{gallery item|{{EmbedViewer
|rle = x = 51, y = 85, rule = B3/S23-a5
21b2o5b2o$20b2ob2ob2ob2o$20b2obo3bob2o2$22b2o3b2o$22b3ob3o$24b3o$25bo
2$23b2ob2o$20bo4bo4bo$18b2ob4ob4ob2o$19bo3b5o3bo$21bobobobobo$23bo3bo$
22b2o3b2o$22b3ob3o$17b3o2bobobobo2b3o$18bobobo5bobobo$20bo2bo3bo2bo$
18bobo9bobo$19b2o9b2o$20b2o7b2o$19b3obo3bob3o$22bo5bo$18b2o2bo5bo2b2o$
18bob2obo3bob2obo$20b2o7b2o7$18bo13bo$16bo2bo11bo2bo$16b2o15b2o$17bobo
11bobo$17bobo11bobo8$13bo23bo$12bo25bo$12b3o21b3o10$9bo31bo$8bo33bo$8b
3o29b3o10$5bo39bo$4bo41bo$4b3o37b3o10$bo47bo$o49bo$3o45b3o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 6 GPS 6 TRACKLOOP 16 0/16 -8/16 Y -20 ]]
|position = left
|caption = A p16 c/2 backrake, found using [[ikpx2]]
|style = width:300px;
|apgcode = yl16_1_10_b7e8c7057c5317a06464c1ad917f8c64/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 66, y = 65, rule = B3/S23-a5
3o$o$bo3bo$3b2ob2o2$5bo2bo2$7b2o$8bo$9bo$10b2o$10b2o$11b2o$13b2o$14b3o
3$15b3o$19b2o$19bo2bo$19bobo$22bo$21bo$21b2obo$25bo$24b2o$25b2o$27bob
o$28bo$28bo$31b4o$31bob3o$31b2obobo$31b6o$32bob3obo$33b7o2bo$36bo2b3o
bo$35b2obob2obo$36b2o3bo$37b2o3bo2bo$37b3o2b3ob2o$36bo3b2ob2ob2o$37b2o
2b2ob2o$41b3o3b2obo$40bo2bo3bobobo$41b2o7bobo$41b2ob2o2bobo$44bo2b2ob
o$45bo4bo$44bob4o$45bo6bo$46bo4bobo$52bobo$53bobo$54bobo$55bobo$56bob
o$57bobo$58bobo$59bobo$60bobo$61bobo$62bobo$63bobo$64bo!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 7 GPS 12 X -5 Y -5 TRACKLOOP 4 -1/4 -1/4 ]]
|position = right
|caption = A c/4d [[tubstretcher]], found using [[ikpx2]]
|style = width:300px;
|apgcode = yl4_iforgottheapgcode/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 126, y = 126, rule = B3/S23-a5
5b3o$5bo$6bo$8b2o$9bo$2o5b2ob2o$obo$o4bo4bobo$3bobo6b2o$3b2o6bo$5bobo
2bob2obo$5bo3bo2b2obo$7b2ob2o3b2o$8bob2o4b3o$16b2o$10b3o3bo$12b4o$13b
2o4b2o$13bo4bob2o$17bobobo2bobo$17b2o6b2o$18b2o2bobo$21bo3b2obo$24b2o$
19bobobobo2bo$20bob3o4bo$19b2obo4b2o2bo$26bo2bobo$22bobobobo2bo$25bobo
3bo$31bo$26b8o$31bo2b2o$31bo2b5o$32b2obob3o$32b3ob2o3bo$33bobobo5bo$
33b4o2b2obo$33b2o4b4o$34bo2b2obobob2o$37b3o4b2o$35bo2bo7bo$37b3o4bobo$
36bo6b2obo$39b2ob2o2bo2bo$39b2o5b5o$41b5obo$45b5obo$45bobob3o$44b2ob2o
bobo$45bo2b2ob3ob2o$47b2obo4bobo$49b2o$50bo5bo$56b2o$50b2o3b2o3bo$50bo
2b4ob2o$51bo2bo7bo$56bob2obo$56bobo2bo$55bo4b4o$58b3ob2o$57bo2b2o2bo$
60b2o2bo3b2o$62b2ob4ob2o$64b2o2bob2o$64bobob4o$64bo2b2o$63b7o$63bo2bob
o2bo$64b3o5bo$64b3o2bo2bo$70b2o2b2o$74b2obo$72b2o4bo$72b2o3bo$77b4o$
73bob2o4bo$74bobo3bobo$76bo4bobo$76bobo3bobo$77bobo3bobo$78bobo3bobo$
79bobo3bobo$80bobo3bobo$81bobo3bobo$82bobo3bobo$83bobo3bobo$84bobo3bob
o$85bobo3bobo$86bobo3bobo$87bobo3bobo$88bobo3bobo$89bobo3bobo$90bobo3b
obo$91bobo3bobo$92bobo3bobo$93bobo3bobo$94bobo3bobo$95bobo3bobo$96bobo
3bobo$97bobo3bobo$98bobo3bobo$99bobo3bobo$100bobo3bobo$101bobo3bobo$
102bobo3bobo$103bobo3bobo$104bobo3bobo$105bobo3bobo$106bobo3bobo$107bo
bo3bobo$108bobo3bobo$109bobo3bobo$110bobo3bobo$111bobo3bobo$112bobo3bo
bo$113bobo3bobo$114bobo3bobo$115bobo3bobo$116bobo3bobo$117bobo3bobo$
118bobo3b2o$119bobo$120bobo$121b2o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 12 TRACKLOOP 4 -1/4 -1/4 Y -20 ]]
|position = right
|caption = A c/4d double [[tubstretcher]], found using [[ikpx2]]
|style = width:300px;
|apgcode = yl4_1_4_239f5fb6f41059f03c0b7bf04ded49a8/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 112, y = 139, rule = B3/S23-a5
12b3o$11bo2bob2o$10b2o3bob3o$10bob2ob2obobo$10b2ob2obob2o$8b2obo4b2o$
7b4obo2bo$6b2o5bob2o2b2o$5b2o12bo$5b2o2b2o2b5o3bobo$2b3obo2bo5bo2b3o2b
o$b2ob2o9bo2b2o4b2o$o2bo2bo13bo$o2b2o2bobo9bob2o$2o2bo4bo11b2o$2b2o2b
2ob3o6b2o$bob3obobo9bobo$b2o2bo3bo6b2o3bo$2b3o5b2o3b3obo$2bobo3bo4b2o
6bo$3bo3b4o3bo2b2o2bo2b3o$8bobo2b3obo3bob4o$8bo5b3o5bob3o$8bo2bo3bo2b
2o2b2o4b2o$10bo4bob3o3bo2bob2o$8bob2o3bo6bo2b2o$7bobobo6b2obo4bob2o$6b
o4b2obo2b3obo2bo2b2o$6bo2bo2bobo3b2o4b5o$6bo2bobo2b4ob2obo3bo$12bo3bo
5bo2bo$13b6o3bo5bo$13b4o7b2obo$14bo2bob3obob2obobo$14b4o3b2ob3o$14b2o
5bobo4b2o$18b2obob2o2b3o$16bo4bob6o$15bo4b3o2b2obo$14b2o5b3obo2bo2bo$
15b2o3b6o2b2o2bo$15b2ob2obo2bobo4bo2bo$15b2o2b2obo4b2o4bo$15bob4o4bobo
5bobo$21bobo3bo4b4o$16bobo3bo9bo4b2o$15b3o2bo2bo7bo2bo$15bo2bob2o10bob
o$16bo4b2o7bo2bo$18bo2bo3b3o2b2o$21bo3bo7bobo$19b3o3bo2bobo2bobo$23b2o
2b2ob2o3bo$21bobo3b2ob3obobo$21b2o6b2obo$22bo5b4o2b2o$22bo5bo3b2ob3o$
23b2o3b2o3b2obo$27bo4bobo3b2o$25bobo10bo$28b2o3bo$32b2obob2o$31b3ob3o$
37bo$38b3o$38b2o$41b2o$40b3o$45bo$44b2o$43b3o$42b2o$41b3o2bo$45bobo$
46bobo$47bobo$48bobo$49bobo$50bobo$51bobo$52bobo$53bobo$54bobo$55bobo$
56bobo$57bobo$58bobo$59bobo$60bobo$61bobo$62bobo$63bobo$64bobo$65bobo$
66bobo$67bobo$68bobo$69bobo$70bobo$71bobo$72bobo$73bobo$74bobo$75bobo$
76bobo$77bobo$78bobo$79bobo$80bobo$81bobo$82bobo$83bobo$84bobo$85bobo$
86bobo$87bobo$88bobo$89bobo$90bobo$91bobo$92bobo$93bobo$94bobo$95bobo$
96bobo$97bobo$98bobo$99bobo$100bobo$101bobo$102bobo$103bobo$104bobo$
105bobo$106bobo$107bobo$108bobo$109bobo$110b2o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 12 TRACKLOOP 3 -1/3 -1/3 Y -20 ]]
|position = left
|caption = A c/3d [[tubstretcher]], found using [[ikpx2]] (a reduction is known; see the next gallery item)
|style = width:300px;
|apgcode = yl3_1_2_68230f624fb7a1ce0993de5602efde3f/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 96, y = 39, rule = B3/S23-a5
14b2obo$10b3obob6o$9bo2bobo3b3obo$8b2o6bo4b2o$7b2obob2o5bo2b2o$6b2o4b
obo4b2o4bo$5b2o3b2ob2o4b2obob2o$4b2o5b2o$3b2o4bo2bo7bo2bo$2b2o4bob2o3b
2o4bobobo$bo2bobo2bo2b3o2bo7b2obo$bo4b2obo4b2o8b6o$b2ob2ob2obo2b3o9b2o
bo2bo$4bobo3bob3o10b2o2bobo$3o2b2o3b5ob2o7b2o3bo$o8bob2o5bo10bo$bobo5b
o4bo3bo9bo2b2o$2o8bo3bo3b3o7bo4bo$b2o12b5o8bo3bo$b2ob3o10b2o$b2o2b2ob
o8bo3b2ob2o$bobo5bo10bob2obo$2b3obo13b2obo2b2o$4bo3b2o11b2obo2b6obo$6b
o4bo8bo2bo2bob2o4b2obo$5b2o2b6o5b2o3b4o3bo2bo2bo2b2o$10b5o7bob2o2b2ob
obobo4b2obo$11bo10b2obobobo3bo5bobo$10b3o3b3o4b4o4bob2o3b3obo$11bobob
o7b2ob2o4b2obo2bo2bobo5b3o14b3o14b2o3b2o$14bo8bo8bobo4bo2bobo4bo6b3o7b
o15b2o3b2o$12b2o2bo6bo2bobo6bo7bobo4bo5bo10bo10b3o2bobo3bo$16bobo4bob
o3b2o5b2o6bobo5bo5bob3o6bo7bo2bo3bo$17bo8b4o6b2o7bobo3b3obo4b3ob2o2b4o
b6o5bo5b2o$23b2o3bobo15bobo2bobo4bo3b4o2bobob2ob3o8bo2b2o2bo$24b3o2bo
bo15bobo4b3o6bobobo3bo4bo2b2o5b2o4b4o$32b2o14b3o3b2ob2o7bo4b3ob3ob2o7b
o2bo3bo$24bo7b2o15b2o16b2o2bo4b2ob2o11bo$25bo!
|viewerconfig = #C [[ AUTOSTART AUTOFIT WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 5 GPS 12 TRACKLOOP 200 -1/3 -1/3 Y -20 ]]
|position = left
|caption = A growing spaceship with frontend speed c/3d and backend speed c/4d, made by attaching a c/4d tubeater to a c/3d tubstretcher
|style = width:300px;
|apgcode =
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 49, y = 86, rule = B3/S23-a5
20b2o5b2o$19b2ob2ob2ob2o$19b2obo3bob2o2$21b2o3b2o$21b3ob3o$23b3o$24bo
2$22b2ob2o$19bo4bo4bo$17b2ob4ob4ob2o$18bo3b5o3bo$20bobobobobo$22bo3bo$
21b2o3b2o$21b3ob3o$16b3o2bobobobo2b3o$17bobobo5bobobo$19bo2bo3bo2bo$
17bobo9bobo$18b3o7b3o$20bo7bo$19b2o7b2o$19bo9bo3$17b3o9b3o$17b2o2bo5bo
2b2o$15b2ob2obo5bob2ob2o$2b3o3b3o4b2o2bo9bo2b2o4b3o3b3o$bo2bo3bo2bo4b
2o13b2o4bo2bo3bo2bo$bo3bobo3bo5bobo9bobo5bo3bobo3bo$3bobobobo8bo11bo8b
obobobo$2o2bo3bo2b2o23b2o2bo3bo2b2o$obob2ob2obobo23bobob2ob2obobo$3bob
obobo29bobobobo$4bo3bo31bo3bo$15b2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo
$15b2o15b2o5$15b2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo$15b2o15b2o5$15b
2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo$15b2o15b2o2$20b3o$20bo$21bo$15b
2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo$15b2o15b2o2$20b3o$20bo$21bo$15b
2o$14bo2bo$14bo2bo$15b2o2$20b3o$20bo$21bo$15b2o$14bo2bo$14bo2bo$15b2o
2$20b3o$20bo$21bo!
|viewerconfig = #C [[ WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 ]]
|position = right
|caption = A growing spaceship, with a frontend speed of c/2 and a backend speed of 32c/114.
|style = width:300px;
|apgcode = yl3_1_2_68230f624fb7a1ce0993de5602efde3f/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 106, y = 106, rule = B3/S23-a5
5b3o$5bo$6bo$8b2o$9bo$2o5b2ob2o$obo$o4bo4bobo$3bobo6b2o$3b2o6bo$5bobo
2bob2obo$5bo3bo2b2obo$7b2ob2o3b2o$8bob2o4b3o$16b2o$10b3o3bo$12b4o$13b
2o4b2o$13bo4bob2o$17bobobo2bobo$17b2o6b2o$18b2o2bobo$21bo3b2obo$24b2o$
19bobobobo2bo$20bob3o4bo$19b2obo4b2o2bo$26bo2bobo$22bobobobo2bo$25bobo
3bo$31bo$26b8o$31bo2b2o$31bo2b5o$32b2obob3o$32b3ob2o3bo$33bobobo5bo$
33b4o2b2obo$33b2o4b4o$34bo2b2obobob2o$37b3o4b2o$35bo2bo7bo$37b3o4bobo$
36bo6b2obo$39b2ob2o2bo$39b2o5bob2obo$41b5o2bo3bo$51b3o$45b2o3bo$45bo5b
o$48bo3bo$45bobobo3bo$46b2o2bo3bo$47bo3bo3bo$52bo3bo$53bo3bo$54bo3bo$
55bo3bo$56bo3bo$57bo3bo$58bo3bo$59bo3bo$60bo3bo$61bo3bo$62bo3bo$63bo3b
o$64bo3bo$65bo3bo$66bo3bo$67bo3bo$68bo3bo$69bo3bo$70bo3bo$71bo3bo$72bo
3bo$73bo3bo$74bo3bo$75bo3bo$76bo3bo$77bo3bo$78bo3bo$79bo3bo$80bo3bo$
81bo3bo$82bo3bo$83bo3bo$84bo3bo$85bo3bo$86bo3bo$87bo3bo$88bo3bo$89bo3b
o$90bo3bo$91bo3bo$92bo3bo$93bo3bo$94bo3bo$95bo3bo$96bo3bo$97bo3bo$98bo
3bo$99bo3bobo$100bo3b2o$101bo$102bo$101b2o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 12 TRACKLOOP 4 -1/4 -1/4 Y -20 ]]
|position = right
|caption = A c/4d double [[linestretcher]], found using [[ikpx2]]
|style = width:300px;
|apgcode = yl4_1_2_d900f3c2a36dc20a1459e0d2d1c66e69/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 111, y = 100, rule = B3/S23-a5
2b30o$2b30o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o
30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$
2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b
2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o
30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$
2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b
2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o
30b2o$2o30b2o$2o30b2o$2b30o$2b30o12$20b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o
6b2o6b2o6b2o6b2o$20b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o$20b
2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o4$14bo3bo$10b2obob3obob
2o$9bobobo2bo2bobobo$9b2o2bobobobo2b2o$13bobobobo$9b4obobobob4o$8bo4bo
5bo4bo$9bob2o7b2obo$9b2o2bo5bo2b2o$9bob2o7b2obo$8bo4bo5bo4bo$9b4obobob
ob4o$13bobobobo$9b2o2bobobobo2b2o$9bobobo2bo2bobobo$10b2obob3obob2o$
14bo3bo!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 4 LOOP 32 X -20 ]]
|position = right
|caption = A p32 T gun
|style = width:300px;
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 178, y = 219, rule = B3/S23-a5
67bo$67bo$63bobo2bo$61b3o2b2o$63b3obo$66bo4$47b3o$46b2ob2o$46b3ob2o$
50b2o$48b3o$49b2o$48bo14$26b2o$2b3o21b3o$b2ob2o20b2o$b2o2bo$2bobo$2b3o
2$54b4o$54bo2b2o$53bo5bo$54b2o2bo$54bo3$4b2o$3bobo$3bo$2b2o2$38b3o$37b
2ob2o$36b2ob3o$36b2o$37b3o$37b2o$39bo32bob2o$72b2obo$66b2o5bobobo$65b
3o5bo3bo$66b2o6b3o$75b2o5$42b2o$42bo$43b3o$45bo19$31bo$31b3o$34bo$33b
2o3$53bo$2b2o48bobo$2o49b2ob2ob2o$2ob3o45bobo3b3o$bo3bo43b2o6b3o$2b3o
44b3o7bo$4b2o44b2o3b4o$55bo$55bo$38b2o$37b5o$36b2o2b2o$36bobobobo$36b
3o$37b2o5$70bobo$71b2o$71bo$22bo$20b2ob2o$20bo2bo$20bo$20b2o$21bobo$
22bo$71b2o$69b2ob2o$69bo3bo$69b5o$71b2o15$26b2o$24b5o$16b2o6b2o2b2o$
15b3o5bobobobo$16b2o9b3o$27b2o$11bo$11bo$10b3o$12bo$10bobo$11bobo$8b2o
b2o$10bo63$175bobo$176b2o$176bo!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 3 GPS 42 LOOP 420 X -20 ]]
|position = right
|caption = A p420 glider gun, which uses a G+T->2G+2T [[over-unity reaction]].
|style = width:300px;
}}}}
No infinite growth patterns have occurred [[natural|naturally]] or semi-naturally as of August 2026, despite over 100 billion [[soup]]s having been searched across all official [[symmetry|symmetries]].

On August 23rd 2026, [[I6 I6]] finalised an engineered [[breeder]], the first [[quadratic growth]] known in the rule.<ref name="post233746"/> It utilises many [[rakes]] that shoot gliders to synthesise a variant of the p420 [[gun]] shown above.
{{EmbedViewer
|pname = TravellingTsBreeder
|viewerconfig = #C [[ MAXGRIDSIZE 14 WIDTH 500 HEIGHT 1000 ]]
|position = center
|caption = The first version of the breeder, initial population 18195.
|style = width:400px;
}}
==Universality==
On December 20th, 2025, [[PK22]] posted a [[Rule 110]] [[metacell]], proving the rule [[Universal computer|Turing-complete]].<ref name="post222945" />

== Notes ==
<references group="note">
</references>

== References ==
<references>
<ref name="post212502">{{LinkForumThread
|format = ref
|p = 212502
|title = Travelling Ts(b3s23-a5)
|author = ThePlayzr
|date = May 29, 2025
}}</ref>
<ref name="Catagolue">{{LinkCatagolueRule|b3s23-a5/ror_stdin}}</ref>
<ref name="post212541">{{LinkForumThread
|format = ref
|p = 212541
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 30, 2025
}}</ref>

<ref name="post237962">{{LinkForumThread
|format = ref
|p = 237962
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = October 19, 2026
}}</ref>
<ref name="post237966">{{LinkForumThread
|format = ref
|p = 237966
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = October 19, 2026
}}</ref>
<ref name="post128639">{{LinkForumThread
|format = ref
|p = 128639
|title = Re: Miscellaneous Discoveries in Other Cellular Automata
|author = creeperman7002
|date = April 21, 2021
}}</ref>
<ref name="post218650">{{LinkForumThread
|format = ref
|p = 218650
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = September 26, 2025
}}</ref>
<ref name="post229016">{{LinkForumThread
|format = ref
|p = 229016
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 24, 2026
}}</ref>
<ref name="post229025">{{LinkForumThread
|format = ref
|p = 229025
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 24, 2026
}}</ref>
<ref name="post229276">{{LinkForumThread
|format = ref
|p = 229276
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 30, 2026
}}</ref>
<ref name="post229828">{{LinkForumThread
|format = ref
|p = 229828
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = June 14, 2026
}}</ref>
<ref name="post223837">{{LinkForumThread
|format = ref
|p = 223837
|title = Re: Travelling Ts(b3s23-a5)
|author = R2INT
|date = January 10, 2026
}}</ref>
<ref name="post214235">{{LinkForumThread
|format = ref
|p = 214235
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = July 7, 2025
}}</ref>
<ref name="post214903">{{LinkForumThread
|format = ref
|p = 214903
|title = Re: Travelling Ts(b3s23-a5)
|author = Luka Okanishi
|date = July 21, 2025
}}</ref>
<ref name="post212651">{{LinkForumThread
|format = ref
|p = 212651
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = May 31, 2025
}}</ref>
<ref name="post213858">{{LinkForumThread
|format = ref
|p = 213858
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = June 29, 2025
}}</ref>
<ref name="post213591">{{LinkForumThread
|format = ref
|p = 213591
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = June 22, 2025
}}</ref>
<ref name="post222945">{{LinkForumThread
|format = ref
|p = 222945
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = December 20, 2025
}}</ref>
<ref name="post232594">{{LinkForumThread
|format = ref
|p = 232594
|title = Re: Travelling Ts(b3s23-a5)
|author = ThePlayzr
|date = August 6, 2025
}}</ref>
<ref name="post232624">{{LinkForumThread
|format = ref
|p = 232624
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = August 6, 2026
}}</ref>

<ref name="post233746">{{LinkForumThread
|format = ref
|p = 233746
|title = Re: Travelling Ts(b3s23-a5)
|author = I6_I6
|date = August 23, 2026
}}</ref>
<ref name="post216577">{{LinkForumThread
|format = ref
|p = 216577
|title = Re: Travelling Ts(b3s23-a5)
|author = ThePlayzr
|date = August 23, 2025
}}</ref>
<ref name="post212645">{{LinkForumThread
|format = ref
|p = 212645
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = May 31, 2025
}}</ref>
<ref name="post213492">{{LinkForumThread
|format = ref
|p = 213492
|title = Re: Travelling Ts(b3s23-a5)
|author = LuveelVoom
|date = June 19, 2025
}}</ref>
<ref name="post239544">{{LinkForumThread
|format = ref
|p = 239544
|title = Re: Travelling Ts(b3s23-a5)
|author = LuveelVoom
|date = November 4, 2026
}}</ref>
</references>

== External Links ==
* [[User:PK22/OCA:Travelling Ts]]
* {{LinkForumThread|f=11|t=6970|title=Travelling Ts (B3/S23-a5) and its variants}}
* {{LinkCatagolueRule|b3s23-a5}}

[[Category:Isotropic non-totalistic rules]]
[[Category:2×2 block rules]]

User:TheWayOfTheCon/For newcomers: Think you've discovered something?

2026-11-04T06:50:52Z

TheWayOfTheCon:

User:TheWayOfTheCon/For newcomers: Think you've discovered something?

2026-11-04T06:31:54Z

TheWayOfTheCon: Starting table

OCA:Travelling Ts

2026-11-02T02:38:59Z

TheWayOfTheCon: Correcting a statement in "Rulestring". Consider still lifes like Eater 2 and block on table/cap/whatever

{{Rule
|name = Travelling Ts
|imgname = Travelling Ts
|char = Chaotic
|b = 3
|s = 23-a5
|reversal = B01245a78/S01234678
}}
'''Travelling Ts''' is an [[isotropic non-totalistic cellular automaton]] named in reference to its most common [[spaceship]], known as the T. [[Catagolue]] hauls of the rule had been submitted as early as August {{year|2016}},{{refn|{{cata|attribute/xp24_ccr7460647rcczglty3tlgz1167130317611/b357s238/D8_1|attribute page}}}}, but it would only begin gaining traction in May {{year|2025}}, when ThePlayzr started a forum thread for this rule.<ref name="post212502" /> The thread ended up getting over 800 posts by the end of the year.

Travelling Ts has well-developed [[technology]], with many engineered [[gun|guns]], [[Infinite growth|infinite growth patterns]], and [[oscillators]]. The rule is also known to be [[Turing-complete]] and [[omniperiodic]].

== Rulestring ==

Travelling Ts has a [[rulestring]] very similar to that of [[Conway's Game of Life]], having all shared birth conditions and most survival conditions. It differs in S5, as adding that to Life's rulestring makes it [[explosive]]. To allow for exploration, singular [[INT]] condition, S3-a, is thus removed to allow the rule to be more stable. Thus, cells only die with three neighbors if the cells are arranged like so: 
[[image:INT Moore R1 3a.png|center|75px]]
The live neighbors in S3a make up the same neighborhood as any live cell has in [[block]], which consequently rules out the block as a [[still life]] (this and still lifes containing it are the only still-life lost from B3/S23, and the lost transition otherwise only affects periodic patterns - [[beacon]] is likewise the only finite p2 lost in this rule from B3/S23). Other very common patterns from B3/S23, including the [[glider]] and [[blinker]], do not need S3a, so they work as normal under the rulestring.

The absence of S3a & presence of S5 also allows for [[margolus]]-type oscillators to exist. (see [[OCA:Travelling Ts#Oscillators|#Oscillators]])

== Behavior ==
In this rule, chaotic patterns are similar in many regards to [[Conway's Game of Life]]; many unstable areas are created and persist for hundreds, sometimes thousands of generations, releasing objects and [[spaceships]] as they change shape. These active regoins tend to be less isolated and expansive compared to B3/S23. Due to S5, they are also denser. Active areas persist more from gradually shrinking rather than affecting nearby [[stable]] objects to spawn more activity like in Life.

== Patterns ==

=== Common sequences ===

Due to chaotic patterns being less hollow and isolated than in [[Life]], there is less potential in regards to common [[evolutionary sequence|evolutionary sequences]] in Travelling Ts. Nevertheless, there are a few recognized common evolutionary sequences in the rule.

{{EmbedViewer
|rle = x = 47, y = 4, rule = B3/S23-a5
b2o20bo20b2o$o2bo18bobo18bo2bo$o2bo17b2ob2o17b3o$3o20bo19bobo!
|position = center
|caption = Identified evolutionary sequences include (from left to right): [[Teardrop]] (D), [[Angel]] (A), and Rotator (P)
}}

=== Still lifes ===
Most still lifes from [[Life]] work with this rule. Some of the most common [[still lifes]] are [[loaf]], [[boat]], [[pond]], and [[beehive]]. [[Block]] is notably absent, due to the absence of S3a. [[Small lake]], [[Hat cis-siamese hat|hat siamese hat]], and [[trans-rotated bun]] become much more common in this rule compared to regular Life, as they have relatively common [[predecessor]]s.

S5 allows for [[alien]] still lifes, though they are generally less common. The most common of these alien still lifes, [https://catagolue.hatsya.com/object/xs12_356356/b3s23-a5 xs12_356356], is the 26th most common object overall. Below is a small collection of small alien still lifes:
{{EmbedViewer
|rle = x = 35, y = 21, rule = B3/S23-a5
obo6b2obo6b2o8b2o$3o7b2obo5bobobo5bobobo$bo7b2obo8b3o7b2obo$2o19bo9bo
bo4$bo$obo6b2obo6b2o8b2o$3o5bob2obo5bobo7bobob2o$bo7b2obo8b3o7b2obo$2o
19bobo7bobo5$bo7bob2o6b2o8b2o$b3o4bob2obo5bobo7bobobo$3o6b2obo8b3o7b2o
bo$2bo18bobo7bob2o$22bo!
|position = center
|caption = The still lifes in the first column are called "cat", "cat in a hat"and "stable pinwheel", respectively. (The rest are unnamed.)
}}
Travelling Ts also has alien [[induction coil]]s which can often replace [[tail]]s, [[nine]]s or [[line of three|lines of three]] in general from still lifes from Life:
{{EmbedViewer
|rle = x = 11, y = 11, rule = B3/S23-a5
b2o5b2o$bo6bobo$3o4b3o5$bo6b2o$obo4bobo$bo6bo$3o4b3o!
|position = center
}}

[[Eater 1]] cannot [[eat]] the glider in this rule, but curiously can eat the T.
=== Oscillators ===
Travelling Ts is similar to [[Life]], meaning that some [[oscillators]] from Life work in this rule, such as [[blinker]] and [[toad]].<ref name="Catagolue" /> Blinker remains the most common oscillator, while the second-most common is a period-2 stemming from a line of four cells, called "big blinker".<ref>{{cata|object/xp2_f/b3s23-a5|xp2_f on Catagolue}}</ref> In addition, all of the Margolus oscillators from {{rl|2×2}} work in this rule, due to S5 and the absence of S3a.<ref name="post212541" /> This enables the construction of oscillators with all even periods.<ref name="post128639" /><ref name="post214235" /> Below is a small collection of oscillators in this rule:
{| style="margin:auto; width:300px"
|{{EmbedViewer
|rle = x = 75, y = 73, rule = B3/S23-a5
68b2o$41b2o26bo$26b2o11bo2bo23b2o$26bo13bo$24bobo13bo23bobo$4b3o17b2o
13bo$21b2o18bo20bobo$20bobo17bo$20bo19bo19bobo$19b2o17bo2bo18bo$38b2o
18bo$58b2o3$24bo$23bobo36b2o$22bobobo35bo$20b3o40b3o$5b2o13bobo15bo21b
3o3bo$2bobob2o15b3o12b2o2b2o15bo4b2obo$2bo5bo31bobo15bob3o3bo$3b2obob
o30bobo16bo5b2o$4b2o17b3o12bobo16b2obob2o$20bobo14b2o2b2o15bo4bo$20b3o
19bo15bob3o$22bobobo32bo$23bobo34bo$24bo34b2o5$16b2o$15bo2bo$4bo10bob
o46bo$3b2o11bo3b2o2b2o21bo14b3o$4bo16bo2bobo15b2obo2bo12bo$bo16bo2bo3b
2o15bo6bo7b2obob5o$3o15b3o14b2o7b2ob2o9bobo6bo$7b3o24bobo6b2o12bo2b7o
bo$8bo15b3o7b2o21b3o6bobo$5bo12b2o3bo2bo10b2o2bo2bo15bo3b2o2b2o$5b2o11b
obo2bo13bo5b2o14bo2bo2bobo$5bo13b2o2b2o3bo11bo18b2ob3o2bo$27bobo9bobo
18bobo2b2o$26bo2bo10bobo17bo2bobo$27b2o12bo19b2o2bo$65b2o7$67b2o$3b2o
26b2o34bo$3b2o10bo16bo33b3o$3b2o9bo2bob2o9bo34bo$3b2o8bo6bo7bobo16b2o
17b5o$3b2o9b2ob2o24bobo2bo13bo7bo$3b2o13b2o6bobo13b2ob3o13bob5o2bobob
o$3b2o36b2o19bo5bobob3o$3b2o13bo2bo2bobo17b2o16bo2bo2bobobo$3b2o13b2o
21b2obobo12bo2bobobobo2bo$3b2o18b2o17bo2bo12bobobo2bo2bo$3b2o16bo18bo
bo13b3obobo5bo$3b2o16b2o17b2o14bobobo2b5obo$60bo7bo$60b5o$65bo$62b3o$
63bo$62b2o!
|position = center
|caption = Smallest known oscillators from periods 2 to 17.
}}
|}

A larger collection of the [[SKOP|smallest known oscillators by period]] up to p100 is documented at [[User:PK22/OCA:Travelling Ts/SKOP]].

An [[edgy]] [[dot]] (or in some cases, [[thumb]], [[duoplet]], or [[domino]]) can [[reflect]] a T 90 degrees, enabling the creation of T [[Glider loop oscillator|loop]]s.
The [[sparkers]] below enable the creation of T loops of [[period]]s 3n+30, 5n+30, 6n+30, 7n+28, 8n+32, 10n+30, 11n+33, 20n+40, 24n+48, 25n+50, and 32n+32:
{{EmbedViewer
|pname = TTssparkersreflectingTs
|viewerconfig = #C [[ HEIGHT 400 WIDTH 3600 THUMBSIZE 3 ]]
|position = center
|caption = Sparkers reflecting Ts
|style = width:300px;
}}

On October 19, 2026, [[hotcrystal0]] posted a [[drifter]] loop based on a [[wire]] found by [[LuveelVoom]],<ref name="post237962" /> proving Travelling Ts [[omniperiodic]].<ref name="post237966" />

A number of notable [[engine]]-based higher period oscillators are shown below:
{{gallery item|{{EmbedViewer
|rle = x = 98, y = 56, rule = B3/S23-a5
94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b
4o$94b4o$94b4o$94b4o$62b8o24b4o$62b8o24b4o$62b8o24b4o$62b8o24b4o$94b4o
$94b4o$94b4o$94b4o$56o38b4o$56o5b4o29b4o$56o4bobo31b4o$56o3b2obo2bo28b
4o$62bo31b4o$63b2obo27b4o$94b4o$94b4o$94b4o$56b4o34b4o$56b4o34b4o$56b
4o34b4o$56b4o34b4o$56b4o34b4o$56b4o34b4o$56b4o34b4o$56b4o34b4o$94b4o$
94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b
4o$94b4o$94b4o$94b4o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 30 LOOP 60 ]]
|position = center
|caption = A p60 R hassler (minpop 524)<ref name="post218650" />
|style = width:300px;
|apgcode = xp60_ffffffffffffffffffffffffffffffffffffffffffffffffffffffffzzzzzyboooozybvvvvy1o040qzyb1111y135d1y0oooooooozyjssssy133333333zyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyj7777/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 25, y = 19, rule = B3/S23-a5
20b3o$19bo2b2o$21bo2bo$20bob2o$18b2obo$17bo3bo$20bo$12b3o4bo$14bo$13b
2o2$5bo$4bo$3bo3bo$3bob2o$b2obo$o2bo$b2o2bo$2b3o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 16 GPS 32 LOOP 64 ]]
|position = center
|caption = A p64 R hassler (minpop 42)<ref name="post229016" />
|style = width:300px;
|apgcode = xp64_4aale20gzx1233x8s4zydgcc4ozyf47a552/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 36, y = 10, rule = B3/S23-a5
2bo30bo$bo2bobo22bobo2bo$obobob3obo14bob3obobobo$bo4b2o2bo14bo2b2o4bo
$3o7bo14bo7b3o$3b2o5bo14bo5b2o$2obobob2obo14bob2obobob2o$b2o4b4o7bo6b
4o4b2o$ob3obo2bo7b2o7bo2bob3obo$b2obob2o8bobo9b2obob2o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 15 GPS 33 LOOP 66 ]]
|position = center
|caption = P66 R hassler (minpop 97)<ref name="post229025" />
|style = width:300px;
|apgcode = xp66_ad7qj83dc6sy1127y2s6cd38jq7daz5bl0c0e6407ya7046e0c0lb5/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 33, y = 24, rule = B3/S23-a5
12b2o5b2o$11bo2bo3bo2bo$10bo2bo5bo2bo$10bob2o5b2obo$11bo9bo$2o29b2o$2o
29b2o$2o29b2o9$2o29b2o$2o29b2o$2o29b2o$11bo9bo$10bob2o5b2obo$10bo2bo5b
o2bo$11bo2bo3bo2bo$12b2o5b2o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 15 LOOP 132 ]]
|position = center
|caption = P132 ship predecessor hassler (minpop 64), found using [[apgsearch]]. The largest period to have occurred semi-naturally.
|style = width:300px;
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 41, y = 39, rule = B3/S23-a5
13b2o$12bobo2b2o$12b2obob3o$14bo2b2o2$13b3o$13b3o$14bo3$35bo$34b3o$34b
3o2$16b3o16bo2b2o$16bo2bo13b2obob3o$15bo3bo13bobo2b2o$15bo2b2o14b2o$16b
2o2$23b2o$5b2o14b2o2bo$b2o2bobo13bo3bo$3obob2o13bo2bo$b2o2bo16b3o2$4b
3o$4b3o$5bo3$26bo$25b3o$25b3o2$22b2o2bo$21b3obob2o$22b2o2bobo$26b2o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 11.5 GPS 108 LOOP 216 ]]
|position = center
|caption = P216 teardrop hassler (minpop 86).<ref name="post229276" /> A synthesis is known.<ref name="post229828" />
|apgcode = xp216_y6ccb70qs8zy71273zysg8sozyaciiey966qs0b72zgok0emooy9siicz0116e42zykgogzyh4em1pkdczyl11/b3s23-a5
|style = width:300px;
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 30, y = 30, rule = B3/S23-a5
9bo$9b3o$12bo$11b2o6$28b2o$28bo$8b2o16bobo$7bo2bo15b2o$8b3o$8bobo3$2b2o$bobo$
bo$2o6$17b2o$17bo$18b3o$20bo!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 11.5 GPS 124 LOOP 248 ]]
|position = center
|caption = P248 active region loop (minpop 37), discovered using ntcatforce.<ref name="post223837" />
|style = width:300px;
|apgcode = xp248_y532aczyoggzy34qasyb643z0o4cz11zyd6a8o/b3s23-a5
}}}}
So far, only one stable [[circuitry]] component has been found, and it has only been used to create a p248 oscillator.<ref name="post223837" /> In Travelling Ts, [[reaction]]s tend to not grow as large as they would in standard [[Life]], resulting in fewer opportunities for [[catalyst]] placements. Additionally, most random initial configurations do not usually immediately separate into smaller active regions and objects the same way they do in Life, so catalysts for one specific use only are not as useful.

=== Spaceships ===
Travelling Ts has four common spaceships. The [[Glider]] remains one of them, with the three new spaceships being called the Travelling T, the Climbing C, and the Flying F (often shortened to just T, C, and F). The eponymous Travelling T is the most common spaceship (and object) in the rule<ref>{{cata|object/xq4_27/b3s23-a5|xq4_27 on Catagolue}}</ref>, while the Flying F is the least<ref>{{cata|object/xq4_27/b3s23-a5|xq2_43bu on Catagolue}}</ref>, with a [[relative frequency]] comparable to the [[Lightweight spaceship]] in Life. [[Tagalong|Tagalongs]] for the C and F are known, and have even occurred naturally.
{| style="margin:auto; width:300px"
|{{EmbedViewer
|rle = x = 28, y = 5, rule = B3/S23-a5
7bo8bo8b2o$3o5b2o4b2ob2o4b2ob2o$bo5b2o6bobo6bob2o2$24bo!
|position = center
|caption = From left to right: the Travelling T, the Glider, the Climbing C, and the Flying F.
}}
|}
There are lots of other, larger spaceships. A collection of useful spaceships is displayed below:
{| style="margin:auto; width:300px"
|{{EmbedViewer
|viewerconfig = #C [[ HEIGHT 360 WIDTH 2400 THUMBSIZE 2 ]]
|rle = x = 206, y = 33, rule = B3/S23-a5
184bo$182b4o$179b3obo2b2obo$182bo3bob3o$179bo2bo5bo2b2o$4bo5bo12b3o7b
3o15bo2bo15bo4bo18b5o14bo8b3o12bo11bo29bo4bobob3o2bo$3b3o3b3o11bo2bo2b
o2bo2bo14b2o2b2o13b3o2b3o16b2obob2o12b3o7b2ob2o9bobo9bobo6bo6bo12b2ob
o3b2ob3o4bo$2b2o2bobo2b2o8bobo2bobobobo2bobo10b3ob2ob3o10bo2b4o2bo16b
o3bo13b3o9b2ob2o6bo2bo9bo2bo4b2o6b2o13bo2bobo5b3o2bo$2bo3bobo3bo8bo2b
obobobobobo2bo9b2obo4bob2o31b3obo3bob3o21b3obo7b2o11b2o5bobo4bobo9bo2b
o4bo4b3o2bo2bo$3ob2o3b2ob3o5b2ob2o3bobo3b2ob2o52b2obo3bob2o25bo10bo9b
o6b3ob4ob3o8b2o5bob3obobo3bo2bo$4b3ob3o10bo2bob3ob3obo2bo10bo8bo14b2o
20bobobo11b3ob3o5b2o14b3o5b3o6b12o28bo2bo$6bobo12b2o3bobobobo3b2o8bob
o8bobo10b2o2b2o13b2obo3bo3bob2o7b2ob2o9bo12b2o7b2o5b2ob2o4b2ob2o16bob
o6bo2bo2bo$4bo5bo10bo4bobobobo4bo6bo2bo10bo2bo7b2o4b2o18b3o15bo11bo12b
4o3b4o5b2o2bo4bo2b2o16bob2o6bo2bo2bo$4bo5bo11b2o4bobo4b2o7b3o12b3o8bo
b2obo13b5o5b5o33b3o2bobo2b3o5bobobo2bobobo14b4o2b2o9bo2bo$22b2o4bobo4b
2o34bo2bo14b2o3b5o3b2o20b3o10b3o2bobo2b3o5b2o3b2o3b2o14bobo2bo11bo2bo
$27bo3bo35b2ob6ob2o11bob4ob4obo21bobo14b2ob2o12b6o16b3o13b3obobo$23b2o
3bobo3b2o35bo2bo20bobo26b3o28bo3bo2bo3bo11b3o16bob2ob2o$23bo2b3ob3o2b
o51b2o2b2o7b2o2b2o35b5o10b3o4b3o26bo3b2ob4o$23b2o3bobo3b2o55b2o7b2o39b
obobo10b2obo2bob2o14bo11b2o5bo3bo$26b2obob2o56b3o9b3o19bobobo63bob2ob
o3bob2o$21b5o7b5o86bobo69bo2bo4bo$20bo5b7o5bo83bob3obo63b3obob3o3b2o$
19b2ob4o7b4ob2o50bo11bo19b2o3b2o62b2o4bo5b2o$19b2obo3bo5bo3bob2o51b2o
7b2o20b2o3b2o61bobo3bobo2b2obo$24b3o2bo2b3o57bo7bo22b2ob2o62b3o10bo$27b
5o60bo7bo86bob2o8bo3bo$25b3o3b3o59bo2bo2bo25bo63bo8bob2obo$25bo7bo58b
2obobob2o24bo63bo7bobo$93bobobobo99bo$92b2obobob2o95bo$92bo2bobo2bo95b
2o$93bo5bo$93bo5bo!
|caption = Many of the spaceships that were discovered in this rule. Note that this collection does not include larger spaceships.
}}
|}
The [[c/2|4c/8]] spaceship on the leftmost side has occurred [[seminatural|seminaturally]],<ref>{{cata|object/xq8_8mlp34043plm8zx9y19/b3s23-a5|xq8_8mlp34043plm8zx9y19 on Catagolue}}</ref> and the [[3c/8]] has a useful [[spark]] that can be used in technology to create [[rake]]s and [[puffer]]s. The [[c/4]] spaceship is named "bee",<ref name="post216577"/> and has occurred naturally.<ref>{{cata|object/xq4_8mnwss8z013/b3s23-a5|xq4_8mnwss8z013 on Catagolue}}</ref> It is in fact, one of the smallest natural spaceships outside of the common four.

[[Oblique]] spaceships are known, the first being a (2,1)c/5{{refn|group=note|S5 allows for knightships to have a minimum period of five, contrary to [[(2,1)c/6|six]] in CGOL.}} [[knightship]] discovered by LuveelVoom.<ref name="post213492"/> Additionally, there is a family of [[(2,1)c/5]] [[tagalong]]s, similar to [[minstrel]]s in Life and dubbed 'tinstrels'.<ref name="post232594" /> It is possible to use the [[spark]]s of one tinstrel to support another, leading to arbitrary length tinstrels.<ref name="post232624" />
{{EmbedViewer
|pname = TTstinstrels
|viewerconfig = #C [[ HEIGHT 600 WIDTH 1320 THUMBSIZE 3 ]]
|position = center
|caption = A selection of known 'tinstrels'
|style = width:300px;
}}
A full table of known speeds is shown below. Green means the population has been proven minimal.
{| class="wikitable"
|-
! Speed
! Smallest known
! Minimum # of [[cell]]s
|-
| [[c/2o]]
| [https://catagolue.hatsya.com/object/xq2_4ra/b3s23-a5 Climbing C]
| style="background: #80ff80;" | 7
|-
| [[3c/7o]]
| [https://catagolue.hatsya.com/object/xq7_074btk8go0og8ktb47z0g06h1579s9751h60gz32p26qpy1pq62p23z0o07vggy1ggv70oz0112e7g58885g7e211z0180s2ct4c4tc2s081z4bsg79l2x2l97gsb4zx38kq2v0v2qk83zy1gacgggcagzx84g41m0m14g48zwgg885l1r1l588ggz0988o120111021o889zxqueo0g0g0oeuqzwnua104cfc401aunzd1c50guvxvug05c1dzw7ebhs9f8f9shbe7/b3s23-a5 428P7H3V0]
| 428
|-
| [[2c/5o]]
| [https://catagolue.hatsya.com/object/xq5_wur3e0u4aa6zwdrq9q465uozx36gbgmkvuzy08n0q7qzy4iehle8ggzy08c022hk01z8qr0arz40c106hsozy33mogzy58qo/b3s23-a5 152P5V2H0]
| 152
|-
| [[3c/8o]]
| [https://catagolue.hatsya.com/object/xq8_3152cy4c2513zx1327c22c7231/b3s23-a5 36P8V3H0]
| 36
|-
| [[c/3o]]
| [https://catagolue.hatsya.com/object/xq3_xc825z0e51038442222zff066z07a80c1224444zx314a/b3s23-a5 54P3H1V0]
| style="background: #80ff80;" | 54
|-
| [[2c/7o]]
| [https://catagolue.hatsya.com/object/xq7_ggg0g0ggo804sbwe4owk44oz30lklb11y3kn21tw2m29bsz74606366c80gs8wrhe20khhd23zy93w1/b3s23-a5 115P7H2V0]
| 115
|-
| [[c/4o]]
| [https://catagolue.hatsya.com/object/xq4_27/b3s23-a5 Travelling T]
| style="background: #80ff80;" | 4
|-
| [[c/5o]]
| [https://catagolue.hatsya.com/object/xq5_33deakcz11gmgz0g3i3gzesj2jsezx6/b3s23-a5 47P5H1V0]
| 47
|-
| [[c/6o]]
| [https://catagolue.hatsya.com/object/xq6_7530r80m4zy2haar0vhzsko0r20d4/b3s23-a5 49P6H1V0]
| 49
|-
| [[c/7o]]
| [https://catagolue.hatsya.com/object/xq7_0nd0j99j0dnzgj0pappap0jgz011y211/b3s23-a5 52P7H1V0]
| 52
|-
! colspan="5" |
|-
| [[c/3d]]
| [https://catagolue.hatsya.com/object/xq3_w8gookf2y2goozpa5vg40s0i084b711z12qb3d8os63654y6osczw126dohwcggy0eok0a533zy3136cog0k6uj1g54k10okc64zy8134460fjjq6am35/b3s23-a5 169P3H1V1]
| style="background: #80ff80;" | 169
|-
| [[c/4d]]
| [https://catagolue.hatsya.com/object/xq4_153/b3s23-a5 Glider]
| style="background: #80ff80;" | 5
|-
| [[c/5d]]
| [https://catagolue.hatsya.com/object/xq5_wg0476eh68z9nn483va62zx1/b3s23-a5 37P5H1V1]
| 37
|-
| [[c/6d]]
| [https://catagolue.hatsya.com/object/xq6_ypgggs2g0lpieezyig8w6e444d01ha3u8zyhfdg7975ebu2qf3zybggx4gi0e0c13731zy8k3dgo83uj1zxg0o4m5a5gikl5075z0g8let1y0gvm1zklgk4n647111zx11/b3s23-a5 201P6H1V1]
| 201
|-
! colspan="5" |
|-
| [[c/5k]]
| [https://catagolue.hatsya.com/object/xq5_8s6nj7ac0goooz6g44c88bgloqaz064933321bf38ogzx676l255k20g6z0ocj745c92e9e86zw135xop9ak2s4ggzy3v3aaq46o6agooogzy431c42bjcs1q4nzy7o46mk20gbagzy77050osws65izyg3mgl6u4s8ozyi20evave95cs8zyi8o4niphde0h2zyi25086a80s073zylt55lfc404skzyr5ar7ms4czytgcift0k0gzys3ddd23101/b3s23-a5 386P5H2V1]
| 386
|}
===Infinite growth===
A variety of [[linear growth]] patterns are known, including [[gun]]s,<ref name="post214903" /> [[puffer]]s,<ref name="post212651" /> [[rake]]s,<ref name="post212502"/> [[tubstretcher]]s,<ref name="post213858" /> [[growing spaceship]]s,<ref name="post213591" /> and a [[slide gun]]. The first linear growth patterns known were various puffers found by [[PK22]] during an [[ikpx2]] search.<ref name="post212645"/> The first gun in the rule was a period-204 T gun constructed by [[AbhpzTa]] in July 2025, utilizing an [[over-unity]] reaction.<ref name="post214903"/> Since then, various guns for the glider, Climbing C, and Flying F have been made.

Below is a gallery of small linear growth patterns:
{{gallery item|{{EmbedViewer
|rle = x = 51, y = 85, rule = B3/S23-a5
21b2o5b2o$20b2ob2ob2ob2o$20b2obo3bob2o2$22b2o3b2o$22b3ob3o$24b3o$25bo
2$23b2ob2o$20bo4bo4bo$18b2ob4ob4ob2o$19bo3b5o3bo$21bobobobobo$23bo3bo$
22b2o3b2o$22b3ob3o$17b3o2bobobobo2b3o$18bobobo5bobobo$20bo2bo3bo2bo$
18bobo9bobo$19b2o9b2o$20b2o7b2o$19b3obo3bob3o$22bo5bo$18b2o2bo5bo2b2o$
18bob2obo3bob2obo$20b2o7b2o7$18bo13bo$16bo2bo11bo2bo$16b2o15b2o$17bobo
11bobo$17bobo11bobo8$13bo23bo$12bo25bo$12b3o21b3o10$9bo31bo$8bo33bo$8b
3o29b3o10$5bo39bo$4bo41bo$4b3o37b3o10$bo47bo$o49bo$3o45b3o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 6 GPS 6 TRACKLOOP 16 0/16 -8/16 Y -20 ]]
|position = left
|caption = A p16 c/2 backrake, found using [[ikpx2]]
|style = width:300px;
|apgcode = yl16_1_10_b7e8c7057c5317a06464c1ad917f8c64/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 66, y = 65, rule = B3/S23-a5
3o$o$bo3bo$3b2ob2o2$5bo2bo2$7b2o$8bo$9bo$10b2o$10b2o$11b2o$13b2o$14b3o
3$15b3o$19b2o$19bo2bo$19bobo$22bo$21bo$21b2obo$25bo$24b2o$25b2o$27bob
o$28bo$28bo$31b4o$31bob3o$31b2obobo$31b6o$32bob3obo$33b7o2bo$36bo2b3o
bo$35b2obob2obo$36b2o3bo$37b2o3bo2bo$37b3o2b3ob2o$36bo3b2ob2ob2o$37b2o
2b2ob2o$41b3o3b2obo$40bo2bo3bobobo$41b2o7bobo$41b2ob2o2bobo$44bo2b2ob
o$45bo4bo$44bob4o$45bo6bo$46bo4bobo$52bobo$53bobo$54bobo$55bobo$56bob
o$57bobo$58bobo$59bobo$60bobo$61bobo$62bobo$63bobo$64bo!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 7 GPS 12 X -5 Y -5 TRACKLOOP 4 -1/4 -1/4 ]]
|position = right
|caption = A c/4d [[tubstretcher]], found using [[ikpx2]]
|style = width:300px;
|apgcode = yl4_iforgottheapgcode/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 126, y = 126, rule = B3/S23-a5
5b3o$5bo$6bo$8b2o$9bo$2o5b2ob2o$obo$o4bo4bobo$3bobo6b2o$3b2o6bo$5bobo
2bob2obo$5bo3bo2b2obo$7b2ob2o3b2o$8bob2o4b3o$16b2o$10b3o3bo$12b4o$13b
2o4b2o$13bo4bob2o$17bobobo2bobo$17b2o6b2o$18b2o2bobo$21bo3b2obo$24b2o$
19bobobobo2bo$20bob3o4bo$19b2obo4b2o2bo$26bo2bobo$22bobobobo2bo$25bobo
3bo$31bo$26b8o$31bo2b2o$31bo2b5o$32b2obob3o$32b3ob2o3bo$33bobobo5bo$
33b4o2b2obo$33b2o4b4o$34bo2b2obobob2o$37b3o4b2o$35bo2bo7bo$37b3o4bobo$
36bo6b2obo$39b2ob2o2bo2bo$39b2o5b5o$41b5obo$45b5obo$45bobob3o$44b2ob2o
bobo$45bo2b2ob3ob2o$47b2obo4bobo$49b2o$50bo5bo$56b2o$50b2o3b2o3bo$50bo
2b4ob2o$51bo2bo7bo$56bob2obo$56bobo2bo$55bo4b4o$58b3ob2o$57bo2b2o2bo$
60b2o2bo3b2o$62b2ob4ob2o$64b2o2bob2o$64bobob4o$64bo2b2o$63b7o$63bo2bob
o2bo$64b3o5bo$64b3o2bo2bo$70b2o2b2o$74b2obo$72b2o4bo$72b2o3bo$77b4o$
73bob2o4bo$74bobo3bobo$76bo4bobo$76bobo3bobo$77bobo3bobo$78bobo3bobo$
79bobo3bobo$80bobo3bobo$81bobo3bobo$82bobo3bobo$83bobo3bobo$84bobo3bob
o$85bobo3bobo$86bobo3bobo$87bobo3bobo$88bobo3bobo$89bobo3bobo$90bobo3b
obo$91bobo3bobo$92bobo3bobo$93bobo3bobo$94bobo3bobo$95bobo3bobo$96bobo
3bobo$97bobo3bobo$98bobo3bobo$99bobo3bobo$100bobo3bobo$101bobo3bobo$
102bobo3bobo$103bobo3bobo$104bobo3bobo$105bobo3bobo$106bobo3bobo$107bo
bo3bobo$108bobo3bobo$109bobo3bobo$110bobo3bobo$111bobo3bobo$112bobo3bo
bo$113bobo3bobo$114bobo3bobo$115bobo3bobo$116bobo3bobo$117bobo3bobo$
118bobo3b2o$119bobo$120bobo$121b2o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 12 TRACKLOOP 4 -1/4 -1/4 Y -20 ]]
|position = right
|caption = A c/4d double [[tubstretcher]], found using [[ikpx2]]
|style = width:300px;
|apgcode = yl4_1_4_239f5fb6f41059f03c0b7bf04ded49a8/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 112, y = 139, rule = B3/S23-a5
12b3o$11bo2bob2o$10b2o3bob3o$10bob2ob2obobo$10b2ob2obob2o$8b2obo4b2o$
7b4obo2bo$6b2o5bob2o2b2o$5b2o12bo$5b2o2b2o2b5o3bobo$2b3obo2bo5bo2b3o2b
o$b2ob2o9bo2b2o4b2o$o2bo2bo13bo$o2b2o2bobo9bob2o$2o2bo4bo11b2o$2b2o2b
2ob3o6b2o$bob3obobo9bobo$b2o2bo3bo6b2o3bo$2b3o5b2o3b3obo$2bobo3bo4b2o
6bo$3bo3b4o3bo2b2o2bo2b3o$8bobo2b3obo3bob4o$8bo5b3o5bob3o$8bo2bo3bo2b
2o2b2o4b2o$10bo4bob3o3bo2bob2o$8bob2o3bo6bo2b2o$7bobobo6b2obo4bob2o$6b
o4b2obo2b3obo2bo2b2o$6bo2bo2bobo3b2o4b5o$6bo2bobo2b4ob2obo3bo$12bo3bo
5bo2bo$13b6o3bo5bo$13b4o7b2obo$14bo2bob3obob2obobo$14b4o3b2ob3o$14b2o
5bobo4b2o$18b2obob2o2b3o$16bo4bob6o$15bo4b3o2b2obo$14b2o5b3obo2bo2bo$
15b2o3b6o2b2o2bo$15b2ob2obo2bobo4bo2bo$15b2o2b2obo4b2o4bo$15bob4o4bobo
5bobo$21bobo3bo4b4o$16bobo3bo9bo4b2o$15b3o2bo2bo7bo2bo$15bo2bob2o10bob
o$16bo4b2o7bo2bo$18bo2bo3b3o2b2o$21bo3bo7bobo$19b3o3bo2bobo2bobo$23b2o
2b2ob2o3bo$21bobo3b2ob3obobo$21b2o6b2obo$22bo5b4o2b2o$22bo5bo3b2ob3o$
23b2o3b2o3b2obo$27bo4bobo3b2o$25bobo10bo$28b2o3bo$32b2obob2o$31b3ob3o$
37bo$38b3o$38b2o$41b2o$40b3o$45bo$44b2o$43b3o$42b2o$41b3o2bo$45bobo$
46bobo$47bobo$48bobo$49bobo$50bobo$51bobo$52bobo$53bobo$54bobo$55bobo$
56bobo$57bobo$58bobo$59bobo$60bobo$61bobo$62bobo$63bobo$64bobo$65bobo$
66bobo$67bobo$68bobo$69bobo$70bobo$71bobo$72bobo$73bobo$74bobo$75bobo$
76bobo$77bobo$78bobo$79bobo$80bobo$81bobo$82bobo$83bobo$84bobo$85bobo$
86bobo$87bobo$88bobo$89bobo$90bobo$91bobo$92bobo$93bobo$94bobo$95bobo$
96bobo$97bobo$98bobo$99bobo$100bobo$101bobo$102bobo$103bobo$104bobo$
105bobo$106bobo$107bobo$108bobo$109bobo$110b2o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 12 TRACKLOOP 3 -1/3 -1/3 Y -20 ]]
|position = left
|caption = A c/3d [[tubstretcher]], found using [[ikpx2]] (a reduction is known; see the next gallery item)
|style = width:300px;
|apgcode = yl3_1_2_68230f624fb7a1ce0993de5602efde3f/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 96, y = 39, rule = B3/S23-a5
14b2obo$10b3obob6o$9bo2bobo3b3obo$8b2o6bo4b2o$7b2obob2o5bo2b2o$6b2o4b
obo4b2o4bo$5b2o3b2ob2o4b2obob2o$4b2o5b2o$3b2o4bo2bo7bo2bo$2b2o4bob2o3b
2o4bobobo$bo2bobo2bo2b3o2bo7b2obo$bo4b2obo4b2o8b6o$b2ob2ob2obo2b3o9b2o
bo2bo$4bobo3bob3o10b2o2bobo$3o2b2o3b5ob2o7b2o3bo$o8bob2o5bo10bo$bobo5b
o4bo3bo9bo2b2o$2o8bo3bo3b3o7bo4bo$b2o12b5o8bo3bo$b2ob3o10b2o$b2o2b2ob
o8bo3b2ob2o$bobo5bo10bob2obo$2b3obo13b2obo2b2o$4bo3b2o11b2obo2b6obo$6b
o4bo8bo2bo2bob2o4b2obo$5b2o2b6o5b2o3b4o3bo2bo2bo2b2o$10b5o7bob2o2b2ob
obobo4b2obo$11bo10b2obobobo3bo5bobo$10b3o3b3o4b4o4bob2o3b3obo$11bobob
o7b2ob2o4b2obo2bo2bobo5b3o14b3o14b2o3b2o$14bo8bo8bobo4bo2bobo4bo6b3o7b
o15b2o3b2o$12b2o2bo6bo2bobo6bo7bobo4bo5bo10bo10b3o2bobo3bo$16bobo4bob
o3b2o5b2o6bobo5bo5bob3o6bo7bo2bo3bo$17bo8b4o6b2o7bobo3b3obo4b3ob2o2b4o
b6o5bo5b2o$23b2o3bobo15bobo2bobo4bo3b4o2bobob2ob3o8bo2b2o2bo$24b3o2bo
bo15bobo4b3o6bobobo3bo4bo2b2o5b2o4b4o$32b2o14b3o3b2ob2o7bo4b3ob3ob2o7b
o2bo3bo$24bo7b2o15b2o16b2o2bo4b2ob2o11bo$25bo!
|viewerconfig = #C [[ AUTOSTART AUTOFIT WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 5 GPS 12 TRACKLOOP 200 -1/3 -1/3 Y -20 ]]
|position = left
|caption = A growing spaceship with frontend speed c/3d and backend speed c/4d, made by attaching a c/4d tubeater to a c/3d tubstretcher
|style = width:300px;
|apgcode =
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 49, y = 86, rule = B3/S23-a5
20b2o5b2o$19b2ob2ob2ob2o$19b2obo3bob2o2$21b2o3b2o$21b3ob3o$23b3o$24bo
2$22b2ob2o$19bo4bo4bo$17b2ob4ob4ob2o$18bo3b5o3bo$20bobobobobo$22bo3bo$
21b2o3b2o$21b3ob3o$16b3o2bobobobo2b3o$17bobobo5bobobo$19bo2bo3bo2bo$
17bobo9bobo$18b3o7b3o$20bo7bo$19b2o7b2o$19bo9bo3$17b3o9b3o$17b2o2bo5bo
2b2o$15b2ob2obo5bob2ob2o$2b3o3b3o4b2o2bo9bo2b2o4b3o3b3o$bo2bo3bo2bo4b
2o13b2o4bo2bo3bo2bo$bo3bobo3bo5bobo9bobo5bo3bobo3bo$3bobobobo8bo11bo8b
obobobo$2o2bo3bo2b2o23b2o2bo3bo2b2o$obob2ob2obobo23bobob2ob2obobo$3bob
obobo29bobobobo$4bo3bo31bo3bo$15b2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo
$15b2o15b2o5$15b2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo$15b2o15b2o5$15b
2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo$15b2o15b2o2$20b3o$20bo$21bo$15b
2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo$15b2o15b2o2$20b3o$20bo$21bo$15b
2o$14bo2bo$14bo2bo$15b2o2$20b3o$20bo$21bo$15b2o$14bo2bo$14bo2bo$15b2o
2$20b3o$20bo$21bo!
|viewerconfig = #C [[ WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 ]]
|position = right
|caption = A growing spaceship, with a frontend speed of c/2 and a backend speed of 32c/114.
|style = width:300px;
|apgcode = yl3_1_2_68230f624fb7a1ce0993de5602efde3f/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 106, y = 106, rule = B3/S23-a5
5b3o$5bo$6bo$8b2o$9bo$2o5b2ob2o$obo$o4bo4bobo$3bobo6b2o$3b2o6bo$5bobo
2bob2obo$5bo3bo2b2obo$7b2ob2o3b2o$8bob2o4b3o$16b2o$10b3o3bo$12b4o$13b
2o4b2o$13bo4bob2o$17bobobo2bobo$17b2o6b2o$18b2o2bobo$21bo3b2obo$24b2o$
19bobobobo2bo$20bob3o4bo$19b2obo4b2o2bo$26bo2bobo$22bobobobo2bo$25bobo
3bo$31bo$26b8o$31bo2b2o$31bo2b5o$32b2obob3o$32b3ob2o3bo$33bobobo5bo$
33b4o2b2obo$33b2o4b4o$34bo2b2obobob2o$37b3o4b2o$35bo2bo7bo$37b3o4bobo$
36bo6b2obo$39b2ob2o2bo$39b2o5bob2obo$41b5o2bo3bo$51b3o$45b2o3bo$45bo5b
o$48bo3bo$45bobobo3bo$46b2o2bo3bo$47bo3bo3bo$52bo3bo$53bo3bo$54bo3bo$
55bo3bo$56bo3bo$57bo3bo$58bo3bo$59bo3bo$60bo3bo$61bo3bo$62bo3bo$63bo3b
o$64bo3bo$65bo3bo$66bo3bo$67bo3bo$68bo3bo$69bo3bo$70bo3bo$71bo3bo$72bo
3bo$73bo3bo$74bo3bo$75bo3bo$76bo3bo$77bo3bo$78bo3bo$79bo3bo$80bo3bo$
81bo3bo$82bo3bo$83bo3bo$84bo3bo$85bo3bo$86bo3bo$87bo3bo$88bo3bo$89bo3b
o$90bo3bo$91bo3bo$92bo3bo$93bo3bo$94bo3bo$95bo3bo$96bo3bo$97bo3bo$98bo
3bo$99bo3bobo$100bo3b2o$101bo$102bo$101b2o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 12 TRACKLOOP 4 -1/4 -1/4 Y -20 ]]
|position = right
|caption = A c/4d double [[linestretcher]], found using [[ikpx2]]
|style = width:300px;
|apgcode = yl4_1_2_d900f3c2a36dc20a1459e0d2d1c66e69/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 111, y = 100, rule = B3/S23-a5
2b30o$2b30o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o
30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$
2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b
2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o
30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$
2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b
2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o
30b2o$2o30b2o$2o30b2o$2b30o$2b30o12$20b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o
6b2o6b2o6b2o6b2o$20b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o$20b
2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o4$14bo3bo$10b2obob3obob
2o$9bobobo2bo2bobobo$9b2o2bobobobo2b2o$13bobobobo$9b4obobobob4o$8bo4bo
5bo4bo$9bob2o7b2obo$9b2o2bo5bo2b2o$9bob2o7b2obo$8bo4bo5bo4bo$9b4obobob
ob4o$13bobobobo$9b2o2bobobobo2b2o$9bobobo2bo2bobobo$10b2obob3obob2o$
14bo3bo!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 4 LOOP 32 X -20 ]]
|position = right
|caption = A p32 T gun
|style = width:300px;
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 178, y = 219, rule = B3/S23-a5
67bo$67bo$63bobo2bo$61b3o2b2o$63b3obo$66bo4$47b3o$46b2ob2o$46b3ob2o$
50b2o$48b3o$49b2o$48bo14$26b2o$2b3o21b3o$b2ob2o20b2o$b2o2bo$2bobo$2b3o
2$54b4o$54bo2b2o$53bo5bo$54b2o2bo$54bo3$4b2o$3bobo$3bo$2b2o2$38b3o$37b
2ob2o$36b2ob3o$36b2o$37b3o$37b2o$39bo32bob2o$72b2obo$66b2o5bobobo$65b
3o5bo3bo$66b2o6b3o$75b2o5$42b2o$42bo$43b3o$45bo19$31bo$31b3o$34bo$33b
2o3$53bo$2b2o48bobo$2o49b2ob2ob2o$2ob3o45bobo3b3o$bo3bo43b2o6b3o$2b3o
44b3o7bo$4b2o44b2o3b4o$55bo$55bo$38b2o$37b5o$36b2o2b2o$36bobobobo$36b
3o$37b2o5$70bobo$71b2o$71bo$22bo$20b2ob2o$20bo2bo$20bo$20b2o$21bobo$
22bo$71b2o$69b2ob2o$69bo3bo$69b5o$71b2o15$26b2o$24b5o$16b2o6b2o2b2o$
15b3o5bobobobo$16b2o9b3o$27b2o$11bo$11bo$10b3o$12bo$10bobo$11bobo$8b2o
b2o$10bo63$175bobo$176b2o$176bo!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 3 GPS 42 LOOP 420 X -20 ]]
|position = right
|caption = A p420 glider gun, which uses a G+T->2G+2T [[over-unity reaction]].
|style = width:300px;
}}}}
No infinite growth patterns have occurred [[natural|naturally]] or semi-naturally as of August 2026, despite over 100 billion [[soup]]s having been searched across all official [[symmetry|symmetries]].

On August 23rd 2026, [[I6 I6]] finalised an engineered [[breeder]], the first [[quadratic growth]] known in the rule.<ref name="post233746"/> It utilises many [[rakes]] that shoot gliders to synthesise a variant of the p420 [[gun]] shown above.
{{EmbedViewer
|pname = TravellingTsBreeder
|viewerconfig = #C [[ MAXGRIDSIZE 14 WIDTH 500 HEIGHT 1000 ]]
|position = center
|caption = The first version of the breeder, initial population 18195.
|style = width:400px;
}}
==Universality==
On December 20th, 2025, [[PK22]] posted a [[Rule 110]] [[metacell]], proving the rule [[Universal computer|Turing-complete]].<ref name="post222945" />

== Notes ==
<references group="note">
</references>

== References ==
<references>
<ref name="post212502">{{LinkForumThread
|format = ref
|p = 212502
|title = Travelling Ts(b3s23-a5)
|author = ThePlayzr
|date = May 29, 2025
}}</ref>
<ref name="Catagolue">{{LinkCatagolueRule|b3s23-a5/ror_stdin}}</ref>
<ref name="post212541">{{LinkForumThread
|format = ref
|p = 212541
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 30, 2025
}}</ref>

<ref name="post237962">{{LinkForumThread
|format = ref
|p = 237962
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = October 19, 2026
}}</ref>
<ref name="post237966">{{LinkForumThread
|format = ref
|p = 237966
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = October 19, 2026
}}</ref>
<ref name="post128639">{{LinkForumThread
|format = ref
|p = 128639
|title = Re: Miscellaneous Discoveries in Other Cellular Automata
|author = creeperman7002
|date = April 21, 2021
}}</ref>
<ref name="post218650">{{LinkForumThread
|format = ref
|p = 218650
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = September 26, 2025
}}</ref>
<ref name="post229016">{{LinkForumThread
|format = ref
|p = 229016
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 24, 2026
}}</ref>
<ref name="post229025">{{LinkForumThread
|format = ref
|p = 229025
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 24, 2026
}}</ref>
<ref name="post229276">{{LinkForumThread
|format = ref
|p = 229276
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 30, 2026
}}</ref>
<ref name="post229828">{{LinkForumThread
|format = ref
|p = 229828
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = June 14, 2026
}}</ref>
<ref name="post223837">{{LinkForumThread
|format = ref
|p = 223837
|title = Re: Travelling Ts(b3s23-a5)
|author = R2INT
|date = January 10, 2026
}}</ref>
<ref name="post214235">{{LinkForumThread
|format = ref
|p = 214235
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = July 7, 2025
}}</ref>
<ref name="post214903">{{LinkForumThread
|format = ref
|p = 214903
|title = Re: Travelling Ts(b3s23-a5)
|author = Luka Okanishi
|date = July 21, 2025
}}</ref>
<ref name="post212651">{{LinkForumThread
|format = ref
|p = 212651
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = May 31, 2025
}}</ref>
<ref name="post213858">{{LinkForumThread
|format = ref
|p = 213858
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = June 29, 2025
}}</ref>
<ref name="post213591">{{LinkForumThread
|format = ref
|p = 213591
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = June 22, 2025
}}</ref>
<ref name="post222945">{{LinkForumThread
|format = ref
|p = 222945
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = December 20, 2025
}}</ref>
<ref name="post232594">{{LinkForumThread
|format = ref
|p = 232594
|title = Re: Travelling Ts(b3s23-a5)
|author = ThePlayzr
|date = August 6, 2025
}}</ref>
<ref name="post232624">{{LinkForumThread
|format = ref
|p = 232624
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = August 6, 2026
}}</ref>

<ref name="post233746">{{LinkForumThread
|format = ref
|p = 233746
|title = Re: Travelling Ts(b3s23-a5)
|author = I6_I6
|date = August 23, 2026
}}</ref>
<ref name="post216577">{{LinkForumThread
|format = ref
|p = 216577
|title = Re: Travelling Ts(b3s23-a5)
|author = ThePlayzr
|date = August 23, 2025
}}</ref>
<ref name="post212645">{{LinkForumThread
|format = ref
|p = 212645
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = May 31, 2025
}}</ref>
<ref name="post213492">{{LinkForumThread
|format = ref
|p = 213492
|title = Re: Travelling Ts(b3s23-a5)
|author = LuveelVoom
|date = June 19, 2025
}}</ref>
</references>

== External Links ==
* [[User:PK22/OCA:Travelling Ts]]
* {{LinkForumThread|f=11|t=6970|title=Travelling Ts (B3/S23-a5) and its variants}}
* {{LinkCatagolueRule|b3s23-a5}}

[[Category:Isotropic non-totalistic rules]]
[[Category:2×2 block rules]]

User:R2INT/OCA:Travelling Ts/Spaceship Search Status Page

2026-11-01T23:38:28Z

TheWayOfTheCon: Completed branch 2 subbranch 2

< [[OCA:Travelling Ts]] • [[User:PK22/OCA:Travelling Ts]] 

Spaceship search status tracker for Travelling Ts.
== c/8 B3/S23-a5 search progress ==

The 128 search branches are tracked below. Claim an unclaimed branch by adding your username in the Claimant column. To verify a branch as completed, please post your longest partial in the RLE below and/or on the Travelling Ts forum thread. Please do not claim a branch if you are not ready to run any c/8 searches.

Each branch can take anywhere from 3 hours to several weeks to complete, depending on the branch. Please run the searches with <code>--dump-mode overwrite</code>, as I forgot to allow search dumping when splitting the branches.

=== Status key ===
* Unclaimed — available to claim
* Claimed — being searched by the listed claimant
* Completed — longest partial posted and verified
* Abandoned — branch has been abandoned either temporarily or permanently, depending on whether it is claimed. If you intend to permanently abandon a branch, please post your latest dump on the forums.
* Split — branch has been split
* Spaceship found — a spaceship was found in the branch or its descendants

{| class="wikitable" style="text-align:center;"
! Backup name !! Claimant !! Search program
|- style="background-color:#b6d7a8;"
| <code>br-00001</code> || R2INT || qfind v2.4b
|- style="background-color:#ccccf4;"
| <code>br-00002</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00003</code> || R2INT || qfind v2.4b
|- style="background-color:#ccccf4;"
| <code>br-00004</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00005</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00006</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00007</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#a8ffff;"
| <code>br-00008</code> || ''unclaimed'' || qlaudefind
|- style="background-color:#b6d7a8;"
| <code>br-00009</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00010</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00011</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00012</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00013</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00014</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00015</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00016</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00017</code> || MDA || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00018</code> || MDA || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00019</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00020</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00021</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00022</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00023</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00024</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00025</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00026</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00027</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00028</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00029</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00030</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00031</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00032</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00033</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00034</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00035</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00036</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00037</code> || MDA || qlaudefind
|- style="background-color:#b6d7a8;"
| <code>br-00038</code> || MDA || qlaudefind
|- style="background-color:#fff2a8;"
| <code>br-00039</code> || MDA || qlaudefind
|- style="background-color:#b6d7a8;"
| <code>br-00040</code> || R2INT || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00041</code> || R2INT || qfind v2.4b
|- style="background-color:#f4cccc;"
| <code>br-00042</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00043</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00044</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00045</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00046</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00047</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00048</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00049</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00050</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00051</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00052</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00053</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00054</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00055</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00056</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00057</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00058</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00059</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00060</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00061</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00062</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00063</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00064</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00065</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00066</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00067</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00068</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00069</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00070</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00071</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00072</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00073</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00074</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00075</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00076</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00077</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00078</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00079</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00080</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00081</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00082</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00083</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00084</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00085</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00086</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00087</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00088</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00089</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00090</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00091</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00092</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00093</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00094</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00095</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00096</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00097</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00098</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00099</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00100</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00101</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00102</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00103</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00104</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00105</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00106</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00107</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00108</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00109</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00110</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00111</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00112</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00113</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00114</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00115</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00116</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00117</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00118</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00119</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00120</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00121</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00122</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00123</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00124</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00125</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00126</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00127</code> || ''unclaimed'' ||
|- style="background-color:#fff2a8;"
| <code>br-00128</code> || NNlk05 ||
|}

==== br-00002 ====
br-00002 was split into 32 subbranches.

'''The branch has been set to dump in an invalid file location. Please add -d "c8b2-XXXXX" to the command.'''

{| class="wikitable"
! Split branch !! Claimant !! Search Program
|- style="background-color:#b6d7a8;"
| <code>c8b2-00001</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>c8b2-00002</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>c8b2-00003</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#f4cccc;"
| <code>c8b2-00004</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00005</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00006</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00007</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00008</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00009</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00010</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00011</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00012</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00013</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00014</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00015</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00016</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00017</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00018</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00019</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00020</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00021</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00022</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00023</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00024</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00025</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00026</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00027</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00028</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00029</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00030</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00031</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00032</code> || ''unclaimed'' ||
|}
==== br-00004 ====
br-00004 was split into 20 branches.
'''The branch has been set to dump in an invalid file location. Please add -d "c8b2-XXXXX" to the command.'''

{| class="wikitable"
! Split branch !! Claimant !! Search Program
|- style="background-color:#fff2a8;"
| <code>c8b4-00001</code> || MDA || qlaudefind
|- style="background-color:#f4cccc;"
| <code>c8b4-00002</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00003</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00004</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00005</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00006</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00007</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00008</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00009</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00010</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00011</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00012</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00013</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00014</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00015</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00016</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00017</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00018</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00019</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00020</code> || ''unclaimed'' ||
|}

=== Completion verification ===
When you finish a branch, post its longest partial in the RLE below or the Travelling Ts page and include the associated backup number. Then, color the associated box green to indicate completion.

{{EmbedViewer
| rle = x = 3321, y = 221, rule = B3/S23-a5History
138.A$136.2A.2A$137.A.A$135.3A.3A$137.A.A$135.2A3.2A$134.A2.A.A2.A$
132.2A.2A3.2A.2A$133.A.2A3.2A.A$133.2A7.2A$135.A5.A$133.2A7.2A$138.A$
138.A$133.11A$132.A.A7.A.A$133.A.3A.3A.A$132.2A9.2A$133.A.A.A.A.A.A$
60.A76.A.A$60.A75.2A.2A$58.A.A.A72.3A.3A74.A$57.A5.A70.4A.4A73.A$56.A
3.A3.A67.3A7.3A71.A$55.A.A5.A.A66.2A9.2A$54.2A2.A.A.A2.2A65.A.A7.A.A
68.2A.A.2A490.A$53.3A9.3A63.A2.A7.A2.A66.A3.A3.A306.3A178.A.A.A$53.2A
.2A5.2A.2A64.A11.A67.9A305.5A$57.A2.A2.A69.A9.A66.2A.A5.A.2A302.2A.A.
2A176.2A.2A$57.7A68.A11.A64.A.4A.A.4A.A302.2A.2A176.2A.A.2A$57.A5.A
66.A2.A4.A4.A2.A62.A3.3A.3A3.A482.A.A.A.A.A120.2A7.2A$55.A2.2A.2A2.A
68.A3.A3.A67.3A3.A3.3A305.A176.A.2A.A.2A.A117.A2.A7.A2.A$55.A.A.A.A.A
.A72.A75.A3.A309.A175.A11.A115.A.A.A7.A.A.A$55.A.A5.A.A66.A.3A3.3A.A
68.A5.A306.2A.2A173.A11.A117.A.A7.A.A$55.A2.A3.A2.A67.2A7.2A65.4A.A3.
A.4A225.3A256.A3.A119.A4.A5.A4.A$55.A2.A3.A2.A70.2A.2A68.2A.3A3.3A.2A
224.5A72.A2.A2.A176.5A120.2A.A.A3.A.A.2A$57.A5.A70.A7.A67.A.2A5.2A.A
224.3A.3A70.2A.A.A.2A174.A5.A119.A4.A3.A4.A$55.A9.A69.2A3.2A67.2A.2A
5.2A.2A220.A.A.A3.A.A.A67.4A.4A172.A9.A119.A9.A$56.A7.A147.2A5.2A222.
A.A.A5.A.A.A70.A175.A.2A5.2A.A118.A.2A3.2A.A$54.A.2A.A.A.2A.A68.2A3.
2A301.3A9.3A66.2A.A.A.2A176.3A125.2A3.2A$56.A3.A3.A67.3A.2A.2A.3A67.A
7.A225.A7.A69.9A172.2A3.A3.2A120.2A5.2A$55.A.2A.A.2A.A66.3A2.A.A2.3A
379.9A173.A.5A.A300.2A.A7.A.2A$55.A3.A.A3.A68.2A.A.A.2A69.4A.4A226.2A
3.2A252.3A3.3A121.A.A3.A.A171.3A3.A3.3A$54.2A2.A3.A2.2A68.2A3.2A73.A.
A229.2A3.2A252.A7.A119.A11.A168.2A.2A.A.A.2A.2A$55.A4.A4.A71.A.A71.A
3.A.A3.A225.2A3.2A70.2A5.2A302.4A3.4A$54.2A.2A3.2A.2A66.2A2.A.A2.2A
67.A.A.A.A.A.A302.A.A3.A.A171.A.A7.A.A116.A2.A.A3.A.A2.A171.3A.3A$56.
A2.A.A2.A67.A.A.2A.2A.A.A301.A7.A69.9A171.A11.A115.A2.2A7.2A2.A170.2A
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3.5D14.4D3.5D14.4D3.5D14.4D5.D16.4D3.5D14.4D3.5D13.5D3.D.D.D13.5D5.D
15.5D3.5D13.5D4.4D13.5D3.5D13.5D3.5D13.5D3.5D13.5D5.D15.5D3.5D13.5D3.
5D13.5D3.D.D.D13.5D5.D15.5D3.5D13.5D4.4D13.5D3.5D13.5D3.5D13.5D3.5D
13.5D5.D15.5D3.5D13.5D3.5D13.5D3.D.D.D13.5D5.D15.5D3.5D13.5D4.4D13.5D
3.5D13.5D3.5D13.5D3.5D13.5D5.D15.5D3.5D13.5D3.5D15.D5.D.D.D15.D7.D17.
D5.5D15.D6.4D15.D5.5D15.D5.5D15.D5.5D15.D7.D17.D5.5D15.D5.5D13.5D3.D.
D.D13.5D5.D15.5D3.5D13.5D4.4D13.5D3.5D13.5D3.5D13.5D3.5D13.5D5.D15.5D
3.5D13.5D3.5D13.5D3.D.D.D13.5D5.D15.5D3.5D13.5D4.4D13.5D3.5D13.5D3.5D
13.5D3.5D13.5D5.D15.5D3.5D13.5D3.5D11.D5.D.D.D3.D.D.D7.D5.D.D.D5.D9.D
5.D.D.D3.5D7.D5.D.D.D4.4D7.D5.D.D.D3.5D7.D5.D.D.D3.5D7.D5.D.D.D3.5D7.
D5.D.D.D5.D9.D5.D.D.D3.5D7.D5.D.D.D3.5D7.D7.D5.D.D.D7.D7.D7.D9.D7.D5.
5D7.D7.D6.4D7.D7.D5.5D7.D7.D5.5D7.D7.D5.5D7.D7.D7.D9.D7.D5.5D7.D7.D5.
5D7.D5.5D3.D.D.D7.D5.5D5.D9.D5.5D3.5D7.D5.5D4.4D7.D5.5D3.5D7.D5.5D3.
5D7.D5.5D3.5D7.D5.5D5.D9.D5.5D3.5D$8.D23.D29.D25.D25.D21.D3.D22.D24.D
3.D25.D19.D5.2D2.D15.D7.D17.D5.D19.D9.D15.D9.D15.D9.D15.D5.D3.D15.D6.
D18.D5.D3.D15.D9.D13.D7.2D2.D13.D9.D15.D7.D17.D11.D13.D11.D13.D11.D
13.D7.D3.D13.D8.D16.D7.D3.D13.D11.D17.D3.2D2.D17.D5.D19.D3.D21.D7.D
17.D7.D17.D7.D17.D3.D3.D17.D4.D20.D3.D3.D17.D7.D17.D3.2D2.D17.D5.D19.
D3.D21.D7.D17.D7.D17.D7.D17.D3.D3.D17.D4.D20.D3.D3.D17.D7.D17.D3.2D2.
D17.D5.D19.D3.D21.D7.D17.D7.D17.D7.D17.D3.D3.D17.D4.D20.D3.D3.D17.D7.
D13.D3.D3.2D2.D13.D3.D5.D15.D3.D3.D17.D3.D7.D13.D3.D7.D13.D3.D7.D13.D
3.D3.D3.D13.D3.D4.D16.D3.D3.D3.D13.D3.D7.D14.D6.2D2.D14.D8.D16.D6.D
18.D10.D14.D10.D14.D10.D14.D6.D3.D14.D7.D17.D6.D3.D14.D10.D13.D3.D3.
2D2.D13.D3.D5.D15.D3.D3.D17.D3.D7.D13.D3.D7.D13.D3.D7.D13.D3.D3.D3.D
13.D3.D4.D16.D3.D3.D3.D13.D3.D7.D17.D3.2D2.D17.D5.D19.D3.D21.D7.D17.D
7.D17.D7.D17.D3.D3.D17.D4.D20.D3.D3.D17.D7.D11.D5.2D2.D3.2D2.D7.D5.2D
2.D5.D9.D5.2D2.D3.D11.D5.2D2.D7.D7.D5.2D2.D7.D7.D5.2D2.D7.D7.D5.2D2.D
3.D3.D7.D5.2D2.D4.D10.D5.2D2.D3.D3.D7.D5.2D2.D7.D7.D7.D5.2D2.D7.D7.D
7.D9.D7.D5.D11.D7.D9.D7.D7.D9.D7.D7.D9.D7.D7.D5.D3.D7.D7.D6.D10.D7.D
5.D3.D7.D7.D9.D7.D5.D7.2D2.D7.D5.D9.D9.D5.D7.D11.D5.D11.D7.D5.D11.D7.
D5.D11.D7.D5.D7.D3.D7.D5.D8.D10.D5.D7.D3.D$8.D23.D29.D25.D25.D21.D3.D
22.D24.D3.D25.D19.D5.D3.D15.D7.D17.D5.D19.D9.D15.D9.D15.D9.D15.D5.D3.
D15.D6.D18.D5.D3.D15.D9.D13.D7.D3.D13.D9.D15.D7.D17.D11.D13.D11.D13.D
11.D13.D7.D3.D13.D8.D16.D7.D3.D13.D11.D17.D3.D3.D17.D5.D19.D3.D21.D7.
D17.D7.D17.D7.D17.D3.D3.D17.D4.D20.D3.D3.D17.D7.D17.D3.D3.D17.D5.D19.
D3.D21.D7.D17.D7.D17.D7.D17.D3.D3.D17.D4.D20.D3.D3.D17.D7.D17.D3.D3.D
17.D5.D19.D3.D21.D7.D17.D7.D17.D7.D17.D3.D3.D17.D4.D20.D3.D3.D17.D7.D
13.D3.D3.D3.D13.D3.D5.D15.D3.D3.D17.D3.D7.D13.D3.D7.D13.D3.D7.D13.D3.
D3.D3.D13.D3.D4.D16.D3.D3.D3.D13.D3.D7.D14.D6.D3.D14.D8.D16.D6.D18.D
10.D14.D10.D14.D10.D14.D6.D3.D14.D7.D17.D6.D3.D14.D10.D13.D3.D3.D3.D
13.D3.D5.D15.D3.D3.D17.D3.D7.D13.D3.D7.D13.D3.D7.D13.D3.D3.D3.D13.D3.
D4.D16.D3.D3.D3.D13.D3.D7.D17.D3.D3.D17.D5.D19.D3.D21.D7.D17.D7.D17.D
7.D17.D3.D3.D17.D4.D20.D3.D3.D17.D7.D11.D5.D3.D3.D3.D7.D5.D3.D5.D9.D
5.D3.D3.D11.D5.D3.D7.D7.D5.D3.D7.D7.D5.D3.D7.D7.D5.D3.D3.D3.D7.D5.D3.
D4.D10.D5.D3.D3.D3.D7.D5.D3.D7.D7.D7.D5.D3.D7.D7.D7.D9.D7.D5.D11.D7.D
9.D7.D7.D9.D7.D7.D9.D7.D7.D5.D3.D7.D7.D6.D10.D7.D5.D3.D7.D7.D9.D7.D5.
D7.D3.D7.D5.D9.D9.D5.D7.D11.D5.D11.D7.D5.D11.D7.D5.D11.D7.D5.D7.D3.D
7.D5.D8.D10.D5.D7.D3.D$7.3D22.5D21.5D25.D21.5D21.5D22.D24.5D21.5D18.
3D4.5D14.3D5.3D15.3D4.5D14.3D4.5D14.3D8.D14.3D4.5D14.3D4.5D14.3D5.D
17.3D4.5D14.3D4.5D13.5D3.5D13.5D4.3D14.5D3.5D13.5D3.5D13.5D7.D13.5D3.
5D13.5D3.5D13.5D4.D16.5D3.5D13.5D3.5D13.5D3.5D13.5D4.3D14.5D3.5D13.5D
3.5D13.5D7.D13.5D3.5D13.5D3.5D13.5D4.D16.5D3.5D13.5D3.5D17.D3.5D17.D
4.3D18.D3.5D17.D3.5D17.D7.D17.D3.5D17.D3.5D17.D4.D20.D3.5D17.D3.5D13.
5D3.5D13.5D4.3D14.5D3.5D13.5D3.5D13.5D7.D13.5D3.5D13.5D3.5D13.5D4.D
16.5D3.5D13.5D3.5D13.5D3.5D13.5D4.3D14.5D3.5D13.5D3.5D13.5D7.D13.5D3.
5D13.5D3.5D13.5D4.D16.5D3.5D13.5D3.5D14.D6.5D14.D7.3D15.D6.5D14.D6.5D
14.D10.D14.D6.5D14.D6.5D14.D7.D17.D6.5D14.D6.5D13.5D3.5D13.5D4.3D14.
5D3.5D13.5D3.5D13.5D7.D13.5D3.5D13.5D3.5D13.5D4.D16.5D3.5D13.5D3.5D
13.5D3.5D13.5D4.3D14.5D3.5D13.5D3.5D13.5D7.D13.5D3.5D13.5D3.5D13.5D4.
D16.5D3.5D13.5D3.5D10.3D4.5D3.5D6.3D4.5D4.3D7.3D4.5D3.5D6.3D4.5D3.5D
6.3D4.5D7.D6.3D4.5D3.5D6.3D4.5D3.5D6.3D4.5D4.D9.3D4.5D3.5D6.3D4.5D3.
5D6.3D5.3D4.5D6.3D5.3D5.3D7.3D5.3D4.5D6.3D5.3D4.5D6.3D5.3D8.D6.3D5.3D
4.5D6.3D5.3D4.5D6.3D5.3D5.D9.3D5.3D4.5D6.3D5.3D4.5D6.3D4.5D3.5D6.3D4.
5D4.3D7.3D4.5D3.5D6.3D4.5D3.5D6.3D4.5D7.D6.3D4.5D3.5D6.3D4.5D3.5D6.3D
4.5D4.D9.3D4.5D3.5D!
| position = center
| caption = Maximum c/8 partials from each of the completed branches.
}}











==== br-00002 subbranches ====
If you finished a subbranch from branch 00002, put the longest partial in the RLE below.

{{EmbedViewer
| rle = x = 821, y = 152, rule = B3/S23-a5History
33.3A$34.A$29.2A7.2A$29.A4.A4.A$28.A4.3A4.A$29.A.A.A.A.A.A$26.A2.A2.A
3.A2.A2.A$26.A.6A.6A.A$28.A4.A.A4.A$7.3A18.2A2.A3.A2.2A$8.A20.A.A5.A.
A$31.A5.A$7.3A$3.A.2A.A.2A.A14.2A2.A3.A2.2A$.2A.A.A.A.A.A.2A12.A.A2.A
.A2.A.A$A2.3A5.3A2.A11.A.A2.A.A2.A.A$.2A3.2A.2A3.2A16.2A.2A$7.A.A22.2A
.2A$4.2A.A.A.2A19.2A.2A$5.A5.A19.2A.A.2A$3.A2.A3.A2.A$2.2A.A.A.A.A.2A
$3.A2.A3.A2.A$2.6A.6A17.A3.A$2.A.A.2A.2A.A.A16.A5.A$4.A2.A.A2.A18.A2.
A2.A$3.A3.A.A3.A17.3A.3A$7.A.A20.4A.4A$5.A.A.A.A17.2A2.A.A2.2A$6.A.A.
A19.A.2A.2A.A$7.3A19.2A2.A.A2.2A$30.3A3.3A$8.A20.2A2.A.A2.2A$7.3A20.A
.2A.2A.A$3.A.A.A.A.A.A13.A2.A7.A2.A$4.A2.A.A2.A14.A13.A$4.A.A3.A.A14.
3A.A5.A.3A$3.A.2A3.2A.A13.A3.A5.A3.A$2.2A.A5.A.2A13.2A3.A.A3.2A$5.A5.
A16.5A.A.5A$31.2A3.2A$.A.A9.A.A15.A5.A$2.A2.A5.A2.A15.3A.A.3A$5.A5.A17.
2A.A3.A.2A$5.2A3.2A17.2A.A3.A.2A$.A.A.A.A.A.A.A.A14.A2.3A2.A$3.A2.2A.
2A2.A17.7A$.A3.A.A.A.A3.A13.A9.A$3.A2.A3.A2.A16.A3.A3.A$3.3A5.3A16.A7.
A$3.A9.A19.A.A$4.A7.A20.A.A$4.A7.A17.A2.3A2.A$3.2A7.2A17.3A.3A$2.A.A7.
A.A18.A.A$33.A.A$2.3A7.3A$.A13.A14.4A.4A$30.A.A.A.A.A$.2A2.3A.3A2.2A13.
2A.A.A.A.2A$.A3.2A3.2A3.A13.A.A.A.A.A.A$4.2A2.A2.2A16.A4.A4.A$3.A2.5A
2.A17.7A$2.2A.2A3.2A.2A17.A3.A$2.A.2A5.2A.A14.2A.A3.A.2A$2.A11.A17.A3.
A$2.A2.A5.A2.A15.A.A3.A.A$2.A.A7.A.A16.2A3.2A$2.5A3.5A$3.2A2.A.A2.2A15.
2A7.2A$4.A2.A.A2.A16.2A2.A.A2.2A$3.A.A.A.A.A.A16.2A.3A.2A$5.A.A.A.A18.
A3.A3.A$2.2A3.A.A3.2A17.A3.A$5.A.A.A.A17.2A.A.A.A.2A$2.A4.A.A4.A14.2A
.2A.2A.2A$2.A.2A2.A2.2A.A14.A4.A4.A$.A.A2.2A.2A2.A.A15.A5.A$2.2A.3A.3A
.2A15.A2.A.A2.A$.A2.A.A.A.A.A2.A14.2A5.2A$3.A.2A3.2A.A15.A3.A.A3.A$2.
A2.2A3.2A2.A14.A3.A.A3.A$3.A2.A3.A2.A15.A2.2A.2A2.A$6.A3.A21.A.A.A$4.
A.A3.A.A21.A$2.2A.2A3.2A.2A17.A3.A$2.3A7.3A14.3A2.A2.3A$2.A.2A5.2A.A14.
3A.3A.3A$5.A5.A17.2A.2A.2A.2A$4.2A5.2A17.A.2A.2A.A$7.A.A19.A2.2A.2A2.
A$4.A.5A.A16.2A.A3.A.2A$5.A.A.A.A19.2A3.2A$6.A.A.A19.A.A3.A.A$6.A3.A15.
2A2.A7.A2.2A$5.2A.A.2A14.3A11.3A$3.2A.A.A.A.2A13.A.A3.A.A3.A.A$2.A.3A
3.3A.A12.4A2.3A2.4A$2.A4.A.A4.A15.2A2.A2.2A$2.6A.6A12.4A.A3.A.4A$2.A11.
A13.3A2.3A2.3A$4.2A5.2A18.2A.A.2A$3.2A7.2A$3.A.7A.A$.A2.2A2.A2.2A2.A12.
A.3A3.3A.A$.A4.A.A.A4.A12.2A.2A3.2A.2A$.5A5.5A15.A5.A$.A2.A7.A2.A$5.A
5.A16.2A.A.A.A.A.2A$6.A3.A18.A.A.A.A.A.A$6.A3.A17.4A.A.A.4A$8.A18.2A.
A2.A.A2.A.2A$3.11A12.A.A4.A.A4.A.A$2.A.A2.A.A2.A.A12.A3.2A.A.2A3.A$2.
3A2.A.A2.3A12.A2.3A.A.3A2.A$6.2A.2A21.A.A.A$2.A.A3.A3.A.A16.A2.A2.A$3.
A.2A3.2A.A$4.A7.A16.2A2.A.A2.2A$2.2A9.2A13.A.2A5.2A.A$.2A2.2A3.2A2.2A
11.A3.A5.A3.A$.A.A9.A.A11.A2.A.5A.A2.A$5.A.3A.A17.4A.A.4A$6.A3.A18.A.
3A.3A.A$7.A.A19.A2.A3.A2.A$3.A9.A15.3A5.3A$2.3A.A.A.A.3A14.A4.A4.A$.A
3.A5.A3.A11.2A.A2.3A2.A.2A$2.2A.A2.A2.A.2A12.2A.A3.A3.A.2A$3.A9.A15.A
.2A3.2A.A$2.2A.A.A.A.A.2A12.6A3.6A$3.A3.A.A3.A14.A2.A5.A2.A$2.A4.A.A4.
A11.2A3.A5.A3.2A$.A3.A5.A3.A13.A.3A.3A.A$.A6.A6.A15.2A3.2A$2.4A2.A2.4A
11.A.A3.A.A.A3.A.A$4.2A2.A2.2A14.A.A2.2A.2A2.A.A$2.3A.2A.2A.3A12.A.A2.
A3.A2.A.A$2.2A.A.3A.A.2A11.A.2A2.2A.2A2.2A.A$2.A3.2A.2A3.A16.2A.A.2A6$
8.D23.5D21.5D21.D3.D21.5D21.5D21.5D21.5D21.5D19.D5.5D15.D7.D17.D5.5D15.
D5.5D15.D5.D3.D15.D5.5D15.D5.5D15.D5.5D15.D5.5D15.D5.5D13.5D3.5D13.5D
5.D15.5D3.5D13.5D3.5D13.5D3.D3.D13.5D3.5D13.5D3.5D13.5D3.5D13.5D3.5D13.
5D3.5D13.5D3.5D13.5D5.D15.5D3.5D$7.2D27.D25.D21.D3.D21.D25.D29.D21.D3.
D21.D3.D18.2D5.D3.D14.2D6.2D16.2D9.D14.2D9.D14.2D5.D3.D14.2D5.D18.2D5.
D18.2D9.D14.2D5.D3.D14.2D5.D3.D17.D3.D3.D17.D4.2D19.D7.D17.D7.D17.D3.
D3.D17.D3.D21.D3.D21.D7.D17.D3.D3.D17.D3.D3.D17.D3.D3.D17.D4.2D19.D7.
D$8.D27.D25.D21.D3.D21.D25.D28.D22.D3.D21.D3.D19.D5.D2.2D15.D7.D17.D9.
D15.D9.D15.D5.D3.D15.D5.D19.D5.D19.D8.D16.D5.D3.D15.D5.D3.D17.D3.D2.2D
17.D5.D19.D7.D17.D7.D17.D3.D3.D17.D3.D21.D3.D21.D6.D18.D3.D3.D17.D3.D
3.D17.D3.D2.2D17.D5.D19.D7.D$8.D23.5D22.4D21.5D21.5D21.5D23.D23.5D21.
5D19.D5.D.D.D15.D7.D17.D5.5D15.D6.4D15.D5.5D15.D5.5D15.D5.5D15.D7.D17.
D5.5D15.D5.5D13.5D3.D.D.D13.5D5.D15.5D3.5D13.5D4.4D13.5D3.5D13.5D3.5D
13.5D3.5D13.5D5.D15.5D3.5D13.5D3.5D14.4D3.D.D.D14.4D5.D16.4D3.5D$8.D23.
D29.D25.D25.D21.D3.D22.D24.D3.D25.D19.D5.2D2.D15.D7.D17.D5.D19.D9.D15.
D9.D15.D9.D15.D5.D3.D15.D6.D18.D5.D3.D15.D9.D13.D7.2D2.D13.D9.D15.D7.
D17.D11.D13.D11.D13.D11.D13.D7.D3.D13.D8.D16.D7.D3.D13.D11.D17.D3.2D2.
D17.D5.D19.D3.D$8.D23.D29.D25.D25.D21.D3.D22.D24.D3.D25.D19.D5.D3.D15.
D7.D17.D5.D19.D9.D15.D9.D15.D9.D15.D5.D3.D15.D6.D18.D5.D3.D15.D9.D13.
D7.D3.D13.D9.D15.D7.D17.D11.D13.D11.D13.D11.D13.D7.D3.D13.D8.D16.D7.D
3.D13.D11.D17.D3.D3.D17.D5.D19.D3.D$7.3D22.5D21.5D25.D21.5D21.5D22.D24.
5D21.5D18.3D4.5D14.3D5.3D15.3D4.5D14.3D4.5D14.3D8.D14.3D4.5D14.3D4.5D
14.3D5.D17.3D4.5D14.3D4.5D13.5D3.5D13.5D4.3D14.5D3.5D13.5D3.5D13.5D7.
D13.5D3.5D13.5D3.5D13.5D4.D16.5D3.5D13.5D3.5D13.5D3.5D13.5D4.3D14.5D3.
5D!
| position = center
| caption = Maximum c/8 partials from each of the completed subbranches.
}}

=== Branch splitting ===
Generally, it is not recommended to split a branch for others to work on if you are still running a search. However, if you decide to abandon the branch, or there are few or no unclaimed branches, then it's recommended to split any branches that take too long so others can continue to collaborate. You may also split a branch locally at any time if it becomes too computationally expensive to search all at once.

= References =
Link to the c/8 search dump: {{LinkForumThread
|p = 237691
|title = Re: Travelling Ts(b3s23-a5) and its variants
|author = R2INT
|date = October 16, 2026}}
br-00002 and br-00004 subbranches: {{LinkForumThread
|p = 238909
|title = Re: Travelling Ts(b3s23-a5) and its variants
|author = R2INT
|date = October 29, 2026}}

Miscellaneous:
<references>
<ref name="post239143">{{LinkForumThread
|format = ref
|p = 239143
|title = Re: Travelling Ts(B3/S23-a5) and its variants
|author = TheWayOfTheCon
|date = October 31, 2026
}}</ref>
</references>

User:R2INT/OCA:Travelling Ts/Spaceship Search Status Page

2026-10-31T22:53:25Z

TheWayOfTheCon: Added warning about file dumping not working for subbranches

< [[OCA:Travelling Ts]] • [[User:PK22/OCA:Travelling Ts]] 

Spaceship search status tracker for Travelling Ts.
== c/8 B3/S23-a5 search progress ==

The 128 search branches are tracked below. Claim an unclaimed branch by adding your username in the Claimant column. To verify a branch as completed, please post your longest partial in the RLE below and/or on the Travelling Ts forum thread. Please do not claim a branch if you are not ready to run any c/8 searches.

Each branch can take anywhere from 3 hours to several weeks to complete, depending on the branch. Please run the searches with <code>--dump-mode overwrite</code>, as I forgot to allow search dumping when splitting the branches.

=== Status key ===
* Unclaimed — available to claim
* Claimed — being searched by the listed claimant
* Completed — longest partial posted and verified
* Abandoned — branch has been abandoned either temporarily or permanently, depending on whether it is claimed. If you intend to permanently abandon a branch, please post your latest dump on the forums.
* Split — branch has been split
* Spaceship found — a spaceship was found in the branch or its descendants

{| class="wikitable" style="text-align:center;"
! Backup name !! Claimant !! Search program
|- style="background-color:#b6d7a8;"
| <code>br-00001</code> || R2INT || qfind v2.4b
|- style="background-color:#ccccf4;"
| <code>br-00002</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00003</code> || R2INT || qfind v2.4b
|- style="background-color:#ccccf4;"
| <code>br-00004</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00005</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00006</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00007</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#a8ffff;"
| <code>br-00008</code> || ''unclaimed'' || qlaudefind
|- style="background-color:#b6d7a8;"
| <code>br-00009</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00010</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00011</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00012</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00013</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00014</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00015</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00016</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00017</code> || MDA || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00018</code> || MDA || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00019</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00020</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00021</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00022</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00023</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00024</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00025</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00026</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00027</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00028</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00029</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00030</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00031</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00032</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00033</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00034</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00035</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00036</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00037</code> || MDA || qlaudefind
|- style="background-color:#fff2a8;"
| <code>br-00038</code> || MDA || qlaudefind
|- style="background-color:#fff2a8;"
| <code>br-00039</code> || MDA || qlaudefind
|- style="background-color:#b6d7a8;"
| <code>br-00040</code> || R2INT || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00041</code> || R2INT || qfind v2.4b
|- style="background-color:#f4cccc;"
| <code>br-00042</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00043</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00044</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00045</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00046</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00047</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00048</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00049</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00050</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00051</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00052</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00053</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00054</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00055</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00056</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00057</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00058</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00059</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00060</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00061</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00062</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00063</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00064</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00065</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00066</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00067</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00068</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00069</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00070</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00071</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00072</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00073</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00074</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00075</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00076</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00077</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00078</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00079</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00080</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00081</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00082</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00083</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00084</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00085</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00086</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00087</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00088</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00089</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00090</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00091</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00092</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00093</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00094</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00095</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00096</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00097</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00098</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00099</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00100</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00101</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00102</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00103</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00104</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00105</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00106</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00107</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00108</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00109</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00110</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00111</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00112</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00113</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00114</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00115</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00116</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00117</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00118</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00119</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00120</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00121</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00122</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00123</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00124</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00125</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00126</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00127</code> || ''unclaimed'' ||
|- style="background-color:#fff2a8;"
| <code>br-00128</code> || NNlk05 ||
|}

==== br-00002 ====
br-00002 was split into 32 subbranches.

'''Please note that while there has only been one searched subbranch so far, said subbranch was not able to do any dumping, declaring "state dump unsuccessful".<ref name="post239143"/> These branches can still take many hours to search, so this could be a significant problem.'''

{| class="wikitable"
! Split branch !! Claimant !! Search Program
|- style="background-color:#b6d7a8;"
| <code>c8b2-00001</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>c8b2-00002</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>c8b2-00003</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#f4cccc;"
| <code>c8b2-00004</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00005</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00006</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00007</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00008</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00009</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00010</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00011</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00012</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00013</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00014</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00015</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00016</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00017</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00018</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00019</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00020</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00021</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00022</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00023</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00024</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00025</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00026</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00027</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00028</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00029</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00030</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00031</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00032</code> || ''unclaimed'' ||
|}
==== br-00004 ====
br-00004 was split into 20 branches.
{| class="wikitable"
! Split branch !! Claimant !! Search Program
|- style="background-color:#f4cccc;"
| <code>c8b4-00001</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00002</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00003</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00004</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00005</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00006</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00007</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00008</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00009</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00010</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00011</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00012</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00013</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00014</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00015</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00016</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00017</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00018</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00019</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00020</code> || ''unclaimed'' ||
|}

=== Completion verification ===
When you finish a branch, post its longest partial in the RLE below or the Travelling Ts page and include the associated backup number. Then, color the associated box green to indicate completion.

{{EmbedViewer
| rle = x = 3321, y = 221, rule = B3/S23-a5History
138.A$136.2A.2A$137.A.A$135.3A.3A$137.A.A$135.2A3.2A$134.A2.A.A2.A$132.
2A.2A3.2A.2A$133.A.2A3.2A.A$133.2A7.2A$135.A5.A$133.2A7.2A$138.A$138.
A$133.11A$132.A.A7.A.A$133.A.3A.3A.A$132.2A9.2A$133.A.A.A.A.A.A$60.A76.
A.A$60.A75.2A.2A$58.A.A.A72.3A.3A74.A$57.A5.A70.4A.4A73.A$56.A3.A3.A67.
3A7.3A71.A$55.A.A5.A.A66.2A9.2A$54.2A2.A.A.A2.2A65.A.A7.A.A68.2A.A.2A
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D3.D13.D8.D16.D7.D3.D13.D11.D17.D3.2D2.D17.D5.D19.D3.D21.D7.D17.D7.D17.
D7.D17.D3.D3.D17.D4.D20.D3.D3.D17.D7.D17.D3.2D2.D17.D5.D19.D3.D21.D7.
D17.D7.D17.D7.D17.D3.D3.D17.D4.D20.D3.D3.D17.D7.D17.D3.2D2.D17.D5.D19.
D3.D21.D7.D17.D7.D17.D7.D17.D3.D3.D17.D4.D20.D3.D3.D17.D7.D13.D3.D3.2D
2.D13.D3.D5.D15.D3.D3.D17.D3.D7.D13.D3.D7.D13.D3.D7.D13.D3.D3.D3.D13.
D3.D4.D16.D3.D3.D3.D13.D3.D7.D14.D6.2D2.D14.D8.D16.D6.D18.D10.D14.D10.
D14.D10.D14.D6.D3.D14.D7.D17.D6.D3.D14.D10.D13.D3.D3.2D2.D13.D3.D5.D15.
D3.D3.D17.D3.D7.D13.D3.D7.D13.D3.D7.D13.D3.D3.D3.D13.D3.D4.D16.D3.D3.
D3.D13.D3.D7.D17.D3.2D2.D17.D5.D19.D3.D21.D7.D17.D7.D17.D7.D17.D3.D3.
D17.D4.D20.D3.D3.D17.D7.D11.D5.2D2.D3.2D2.D7.D5.2D2.D5.D9.D5.2D2.D3.D
11.D5.2D2.D7.D7.D5.2D2.D7.D7.D5.2D2.D7.D7.D5.2D2.D3.D3.D7.D5.2D2.D4.D
10.D5.2D2.D3.D3.D7.D5.2D2.D7.D7.D7.D5.2D2.D7.D7.D7.D9.D7.D5.D11.D7.D9.
D7.D7.D9.D7.D7.D9.D7.D7.D5.D3.D7.D7.D6.D10.D7.D5.D3.D7.D7.D9.D7.D5.D7.
2D2.D7.D5.D9.D9.D5.D7.D11.D5.D11.D7.D5.D11.D7.D5.D11.D7.D5.D7.D3.D7.D
5.D8.D10.D5.D7.D3.D$8.D23.D29.D25.D25.D21.D3.D22.D24.D3.D25.D19.D5.D3.
D15.D7.D17.D5.D19.D9.D15.D9.D15.D9.D15.D5.D3.D15.D6.D18.D5.D3.D15.D9.
D13.D7.D3.D13.D9.D15.D7.D17.D11.D13.D11.D13.D11.D13.D7.D3.D13.D8.D16.
D7.D3.D13.D11.D17.D3.D3.D17.D5.D19.D3.D21.D7.D17.D7.D17.D7.D17.D3.D3.
D17.D4.D20.D3.D3.D17.D7.D17.D3.D3.D17.D5.D19.D3.D21.D7.D17.D7.D17.D7.
D17.D3.D3.D17.D4.D20.D3.D3.D17.D7.D17.D3.D3.D17.D5.D19.D3.D21.D7.D17.
D7.D17.D7.D17.D3.D3.D17.D4.D20.D3.D3.D17.D7.D13.D3.D3.D3.D13.D3.D5.D15.
D3.D3.D17.D3.D7.D13.D3.D7.D13.D3.D7.D13.D3.D3.D3.D13.D3.D4.D16.D3.D3.
D3.D13.D3.D7.D14.D6.D3.D14.D8.D16.D6.D18.D10.D14.D10.D14.D10.D14.D6.D
3.D14.D7.D17.D6.D3.D14.D10.D13.D3.D3.D3.D13.D3.D5.D15.D3.D3.D17.D3.D7.
D13.D3.D7.D13.D3.D7.D13.D3.D3.D3.D13.D3.D4.D16.D3.D3.D3.D13.D3.D7.D17.
D3.D3.D17.D5.D19.D3.D21.D7.D17.D7.D17.D7.D17.D3.D3.D17.D4.D20.D3.D3.D
17.D7.D11.D5.D3.D3.D3.D7.D5.D3.D5.D9.D5.D3.D3.D11.D5.D3.D7.D7.D5.D3.D
7.D7.D5.D3.D7.D7.D5.D3.D3.D3.D7.D5.D3.D4.D10.D5.D3.D3.D3.D7.D5.D3.D7.
D7.D7.D5.D3.D7.D7.D7.D9.D7.D5.D11.D7.D9.D7.D7.D9.D7.D7.D9.D7.D7.D5.D3.
D7.D7.D6.D10.D7.D5.D3.D7.D7.D9.D7.D5.D7.D3.D7.D5.D9.D9.D5.D7.D11.D5.D
11.D7.D5.D11.D7.D5.D11.D7.D5.D7.D3.D7.D5.D8.D10.D5.D7.D3.D$7.3D22.5D21.
5D25.D21.5D21.5D22.D24.5D21.5D18.3D4.5D14.3D5.3D15.3D4.5D14.3D4.5D14.
3D8.D14.3D4.5D14.3D4.5D14.3D5.D17.3D4.5D14.3D4.5D13.5D3.5D13.5D4.3D14.
5D3.5D13.5D3.5D13.5D7.D13.5D3.5D13.5D3.5D13.5D4.D16.5D3.5D13.5D3.5D13.
5D3.5D13.5D4.3D14.5D3.5D13.5D3.5D13.5D7.D13.5D3.5D13.5D3.5D13.5D4.D16.
5D3.5D13.5D3.5D17.D3.5D17.D4.3D18.D3.5D17.D3.5D17.D7.D17.D3.5D17.D3.5D
17.D4.D20.D3.5D17.D3.5D13.5D3.5D13.5D4.3D14.5D3.5D13.5D3.5D13.5D7.D13.
5D3.5D13.5D3.5D13.5D4.D16.5D3.5D13.5D3.5D13.5D3.5D13.5D4.3D14.5D3.5D13.
5D3.5D13.5D7.D13.5D3.5D13.5D3.5D13.5D4.D16.5D3.5D13.5D3.5D14.D6.5D14.
D7.3D15.D6.5D14.D6.5D14.D10.D14.D6.5D14.D6.5D14.D7.D17.D6.5D14.D6.5D13.
5D3.5D13.5D4.3D14.5D3.5D13.5D3.5D13.5D7.D13.5D3.5D13.5D3.5D13.5D4.D16.
5D3.5D13.5D3.5D13.5D3.5D13.5D4.3D14.5D3.5D13.5D3.5D13.5D7.D13.5D3.5D13.
5D3.5D13.5D4.D16.5D3.5D13.5D3.5D10.3D4.5D3.5D6.3D4.5D4.3D7.3D4.5D3.5D
6.3D4.5D3.5D6.3D4.5D7.D6.3D4.5D3.5D6.3D4.5D3.5D6.3D4.5D4.D9.3D4.5D3.5D
6.3D4.5D3.5D6.3D5.3D4.5D6.3D5.3D5.3D7.3D5.3D4.5D6.3D5.3D4.5D6.3D5.3D8.
D6.3D5.3D4.5D6.3D5.3D4.5D6.3D5.3D5.D9.3D5.3D4.5D6.3D5.3D4.5D6.3D4.5D3.
5D6.3D4.5D4.3D7.3D4.5D3.5D6.3D4.5D3.5D6.3D4.5D7.D6.3D4.5D3.5D6.3D4.5D
3.5D6.3D4.5D4.D9.3D4.5D3.5D!
| position = center
| caption = Maximum c/8 partials from each of the completed branches.
}}











==== br-00002 subbranches ====
If you finished a subbranch from branch 00002, put the longest partial in the RLE below.

{{EmbedViewer
| rle = x = 821, y = 143, rule = B3/S23-a5History
7.3A$8.A2$7.3A$3.A.2A.A.2A.A$.2A.A.A.A.A.A.2A$A2.3A5.3A2.A$.2A3.2A.2A
3.2A$7.A.A$4.2A.A.A.2A$5.A5.A$3.A2.A3.A2.A$2.2A.A.A.A.A.2A$3.A2.A3.A2.
A$2.6A.6A$2.A.A.2A.2A.A.A$4.A2.A.A2.A$3.A3.A.A3.A$7.A.A$5.A.A.A.A$6.A
.A.A$7.3A2$8.A$7.3A$3.A.A.A.A.A.A$4.A2.A.A2.A$4.A.A3.A.A$3.A.2A3.2A.A
$2.2A.A5.A.2A$5.A5.A2$.A.A9.A.A$2.A2.A5.A2.A$5.A5.A$5.2A3.2A$.A.A.A.A
.A.A.A.A$3.A2.2A.2A2.A$.A3.A.A.A.A3.A$3.A2.A3.A2.A$3.3A5.3A$3.A9.A$4.
A7.A$4.A7.A$3.2A7.2A$2.A.A7.A.A2$2.3A7.3A$.A13.A2$.2A2.3A.3A2.2A$.A3.
2A3.2A3.A$4.2A2.A2.2A$3.A2.5A2.A$2.2A.2A3.2A.2A$2.A.2A5.2A.A$2.A11.A$
2.A2.A5.A2.A$2.A.A7.A.A$2.5A3.5A$3.2A2.A.A2.2A$4.A2.A.A2.A$3.A.A.A.A.
A.A$5.A.A.A.A$2.2A3.A.A3.2A$5.A.A.A.A$2.A4.A.A4.A$2.A.2A2.A2.2A.A$.A.
A2.2A.2A2.A.A$2.2A.3A.3A.2A$.A2.A.A.A.A.A2.A$3.A.2A3.2A.A$2.A2.2A3.2A
2.A$3.A2.A3.A2.A$6.A3.A$4.A.A3.A.A$2.2A.2A3.2A.2A$2.3A7.3A$2.A.2A5.2A
.A$5.A5.A$4.2A5.2A$7.A.A$4.A.5A.A$5.A.A.A.A$6.A.A.A$6.A3.A$5.2A.A.2A$
3.2A.A.A.A.2A$2.A.3A3.3A.A$2.A4.A.A4.A$2.6A.6A$2.A11.A$4.2A5.2A$3.2A7.
2A$3.A.7A.A$.A2.2A2.A2.2A2.A$.A4.A.A.A4.A$.5A5.5A$.A2.A7.A2.A$5.A5.A$
6.A3.A$6.A3.A$8.A$3.11A$2.A.A2.A.A2.A.A$2.3A2.A.A2.3A$6.2A.2A$2.A.A3.
A3.A.A$3.A.2A3.2A.A$4.A7.A$2.2A9.2A$.2A2.2A3.2A2.2A$.A.A9.A.A$5.A.3A.
A$6.A3.A$7.A.A$3.A9.A$2.3A.A.A.A.3A$.A3.A5.A3.A$2.2A.A2.A2.A.2A$3.A9.
A$2.2A.A.A.A.A.2A$3.A3.A.A3.A$2.A4.A.A4.A$.A3.A5.A3.A$.A6.A6.A$2.4A2.
A2.4A$4.2A2.A2.2A$2.3A.2A.2A.3A$2.2A.A.3A.A.2A$2.A3.2A.2A3.A6$8.D23.5D
21.5D21.D3.D21.5D21.5D21.5D21.5D21.5D19.D5.5D15.D7.D17.D5.5D15.D5.5D15.
D5.D3.D15.D5.5D15.D5.5D15.D5.5D15.D5.5D15.D5.5D13.5D3.5D13.5D5.D15.5D
3.5D13.5D3.5D13.5D3.D3.D13.5D3.5D13.5D3.5D13.5D3.5D13.5D3.5D13.5D3.5D
13.5D3.5D13.5D5.D15.5D3.5D$7.2D27.D25.D21.D3.D21.D25.D29.D21.D3.D21.D
3.D18.2D5.D3.D14.2D6.2D16.2D9.D14.2D9.D14.2D5.D3.D14.2D5.D18.2D5.D18.
2D9.D14.2D5.D3.D14.2D5.D3.D17.D3.D3.D17.D4.2D19.D7.D17.D7.D17.D3.D3.D
17.D3.D21.D3.D21.D7.D17.D3.D3.D17.D3.D3.D17.D3.D3.D17.D4.2D19.D7.D$8.
D27.D25.D21.D3.D21.D25.D28.D22.D3.D21.D3.D19.D5.D2.2D15.D7.D17.D9.D15.
D9.D15.D5.D3.D15.D5.D19.D5.D19.D8.D16.D5.D3.D15.D5.D3.D17.D3.D2.2D17.
D5.D19.D7.D17.D7.D17.D3.D3.D17.D3.D21.D3.D21.D6.D18.D3.D3.D17.D3.D3.D
17.D3.D2.2D17.D5.D19.D7.D$8.D23.5D22.4D21.5D21.5D21.5D23.D23.5D21.5D19.
D5.D.D.D15.D7.D17.D5.5D15.D6.4D15.D5.5D15.D5.5D15.D5.5D15.D7.D17.D5.5D
15.D5.5D13.5D3.D.D.D13.5D5.D15.5D3.5D13.5D4.4D13.5D3.5D13.5D3.5D13.5D
3.5D13.5D5.D15.5D3.5D13.5D3.5D14.4D3.D.D.D14.4D5.D16.4D3.5D$8.D23.D29.
D25.D25.D21.D3.D22.D24.D3.D25.D19.D5.2D2.D15.D7.D17.D5.D19.D9.D15.D9.
D15.D9.D15.D5.D3.D15.D6.D18.D5.D3.D15.D9.D13.D7.2D2.D13.D9.D15.D7.D17.
D11.D13.D11.D13.D11.D13.D7.D3.D13.D8.D16.D7.D3.D13.D11.D17.D3.2D2.D17.
D5.D19.D3.D$8.D23.D29.D25.D25.D21.D3.D22.D24.D3.D25.D19.D5.D3.D15.D7.
D17.D5.D19.D9.D15.D9.D15.D9.D15.D5.D3.D15.D6.D18.D5.D3.D15.D9.D13.D7.
D3.D13.D9.D15.D7.D17.D11.D13.D11.D13.D11.D13.D7.D3.D13.D8.D16.D7.D3.D
13.D11.D17.D3.D3.D17.D5.D19.D3.D$7.3D22.5D21.5D25.D21.5D21.5D22.D24.5D
21.5D18.3D4.5D14.3D5.3D15.3D4.5D14.3D4.5D14.3D8.D14.3D4.5D14.3D4.5D14.
3D5.D17.3D4.5D14.3D4.5D13.5D3.5D13.5D4.3D14.5D3.5D13.5D3.5D13.5D7.D13.
5D3.5D13.5D3.5D13.5D4.D16.5D3.5D13.5D3.5D13.5D3.5D13.5D4.3D14.5D3.5D!
| position = center
| caption = Maximum c/8 partials from each of the completed subbranches.
}}

=== Branch splitting ===
Generally, it is not recommended to split a branch for others to work on if you are still running a search. However, if you decide to abandon the branch, or there are few or no unclaimed branches, then it's recommended to split any branches that take too long so others can continue to collaborate. You may also split a branch locally at any time if it becomes too computationally expensive to search all at once.

= References =
Link to the c/8 search dump: {{LinkForumThread
|p = 237691
|title = Re: Travelling Ts(b3s23-a5) and its variants
|author = R2INT
|date = October 16, 2026}}
br-00002 and br-00004 subbranches: {{LinkForumThread
|p = 238909
|title = Re: Travelling Ts(b3s23-a5) and its variants
|author = R2INT
|date = October 29, 2026}}

Miscellanious:
<references>
<ref name="post239143">{{LinkForumThread
|format = ref
|p = 239143
|title = Re: Travelling Ts(B3/S23-a5) and its variants
|author = TheWayOfTheCon
|date = October 31, 2026
}}</ref>
</references>

User:R2INT/OCA:Travelling Ts/Spaceship Search Status Page

2026-10-31T20:43:47Z

TheWayOfTheCon: c8b2-00001 completed

< [[OCA:Travelling Ts]] • [[User:PK22/OCA:Travelling Ts]] 

Spaceship search status tracker for Travelling Ts.
== c/8 B3/S23-a5 search progress ==

The 128 search branches are tracked below. Claim an unclaimed branch by adding your username in the Claimant column. To verify a branch as completed, please post your longest partial in the RLE below and/or on the Travelling Ts forum thread. Please do not claim a branch if you are not ready to run any c/8 searches.

Each branch can take anywhere from 3 hours to several weeks to complete, depending on the branch. Please run the searches with <code>--dump-mode overwrite</code>, as I forgot to allow search dumping when splitting the branches.

=== Status key ===
* Unclaimed — available to claim
* Claimed — being searched by the listed claimant
* Completed — longest partial posted and verified
* Abandoned — branch has been abandoned either temporarily or permanently, depending on whether it is claimed. If you intend to permanently abandon a branch, please post your latest dump on the forums.
* Split — branch has been split
* Spaceship found — a spaceship was found in the branch or its descendants

{| class="wikitable" style="text-align:center;"
! Backup name !! Claimant !! Search program
|- style="background-color:#b6d7a8;"
| <code>br-00001</code> || R2INT || qfind v2.4b
|- style="background-color:#ccccf4;"
| <code>br-00002</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00003</code> || R2INT || qfind v2.4b
|- style="background-color:#ccccf4;"
| <code>br-00004</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00005</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00006</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00007</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#a8ffff;"
| <code>br-00008</code> || ''unclaimed'' || qlaudefind
|- style="background-color:#b6d7a8;"
| <code>br-00009</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00010</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00011</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00012</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00013</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00014</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00015</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00016</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00017</code> || MDA || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00018</code> || MDA || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00019</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00020</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00021</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00022</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00023</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00024</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00025</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00026</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00027</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00028</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00029</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00030</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00031</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00032</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00033</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00034</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00035</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00036</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00037</code> || MDA || qlaudefind
|- style="background-color:#fff2a8;"
| <code>br-00038</code> || MDA || qlaudefind
|- style="background-color:#fff2a8;"
| <code>br-00039</code> || MDA || qlaudefind
|- style="background-color:#b6d7a8;"
| <code>br-00040</code> || R2INT || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00041</code> || R2INT || qfind v2.4b
|- style="background-color:#f4cccc;"
| <code>br-00042</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00043</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00044</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00045</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00046</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00047</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00048</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00049</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00050</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00051</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00052</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00053</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00054</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00055</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00056</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00057</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00058</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00059</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00060</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00061</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00062</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00063</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00064</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00065</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00066</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00067</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00068</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00069</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00070</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00071</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00072</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00073</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00074</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00075</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00076</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00077</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00078</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00079</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00080</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00081</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00082</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00083</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00084</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00085</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00086</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00087</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00088</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00089</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00090</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00091</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00092</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00093</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00094</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00095</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00096</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00097</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00098</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00099</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00100</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00101</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00102</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00103</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00104</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00105</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00106</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00107</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00108</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00109</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00110</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00111</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00112</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00113</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00114</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00115</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00116</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00117</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00118</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00119</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00120</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00121</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00122</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00123</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00124</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00125</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00126</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00127</code> || ''unclaimed'' ||
|- style="background-color:#fff2a8;"
| <code>br-00128</code> || NNlk05 ||
|}

==== br-00002 ====
br-00002 was split into 32 subbranches.
{| class="wikitable"
! Split branch !! Claimant !! Search Program
|- style="background-color:#b6d7a8;"
| <code>c8b2-00001</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>c8b2-00002</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>c8b2-00003</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#f4cccc;"
| <code>c8b2-00004</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00005</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00006</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00007</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00008</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00009</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00010</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00011</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00012</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00013</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00014</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00015</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00016</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00017</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00018</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00019</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00020</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00021</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00022</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00023</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00024</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00025</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00026</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00027</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00028</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00029</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00030</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00031</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00032</code> || ''unclaimed'' ||
|}
==== br-00004 ====
br-00004 was split into 20 branches.
{| class="wikitable"
! Split branch !! Claimant !! Search Program
|- style="background-color:#f4cccc;"
| <code>c8b4-00001</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00002</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00003</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00004</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00005</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00006</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00007</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00008</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00009</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00010</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00011</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00012</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00013</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00014</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00015</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00016</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00017</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00018</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00019</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00020</code> || ''unclaimed'' ||
|}

=== Completion verification ===
When you finish a branch, post its longest partial in the RLE below or the Travelling Ts page and include the associated backup number. Then, color the associated box green to indicate completion.

{{EmbedViewer
| rle = x = 3321, y = 221, rule = B3/S23-a5History
138.A$136.2A.2A$137.A.A$135.3A.3A$137.A.A$135.2A3.2A$134.A2.A.A2.A$132.
2A.2A3.2A.2A$133.A.2A3.2A.A$133.2A7.2A$135.A5.A$133.2A7.2A$138.A$138.
A$133.11A$132.A.A7.A.A$133.A.3A.3A.A$132.2A9.2A$133.A.A.A.A.A.A$60.A76.
A.A$60.A75.2A.2A$58.A.A.A72.3A.3A74.A$57.A5.A70.4A.4A73.A$56.A3.A3.A67.
3A7.3A71.A$55.A.A5.A.A66.2A9.2A$54.2A2.A.A.A2.2A65.A.A7.A.A68.2A.A.2A
490.A$53.3A9.3A63.A2.A7.A2.A66.A3.A3.A306.3A178.A.A.A$53.2A.2A5.2A.2A
64.A11.A67.9A305.5A$57.A2.A2.A69.A9.A66.2A.A5.A.2A302.2A.A.2A176.2A.2A
$57.7A68.A11.A64.A.4A.A.4A.A302.2A.2A176.2A.A.2A$57.A5.A66.A2.A4.A4.A
2.A62.A3.3A.3A3.A482.A.A.A.A.A120.2A7.2A$55.A2.2A.2A2.A68.A3.A3.A67.3A
3.A3.3A305.A176.A.2A.A.2A.A117.A2.A7.A2.A$55.A.A.A.A.A.A72.A75.A3.A309.
A175.A11.A115.A.A.A7.A.A.A$55.A.A5.A.A66.A.3A3.3A.A68.A5.A306.2A.2A173.
A11.A117.A.A7.A.A$55.A2.A3.A2.A67.2A7.2A65.4A.A3.A.4A225.3A256.A3.A119.
A4.A5.A4.A$55.A2.A3.A2.A70.2A.2A68.2A.3A3.3A.2A224.5A72.A2.A2.A176.5A
120.2A.A.A3.A.A.2A$57.A5.A70.A7.A67.A.2A5.2A.A224.3A.3A70.2A.A.A.2A174.
A5.A119.A4.A3.A4.A$55.A9.A69.2A3.2A67.2A.2A5.2A.2A220.A.A.A3.A.A.A67.
4A.4A172.A9.A119.A9.A$56.A7.A147.2A5.2A222.A.A.A5.A.A.A70.A175.A.2A5.
2A.A118.A.2A3.2A.A$54.A.2A.A.A.2A.A68.2A3.2A301.3A9.3A66.2A.A.A.2A176.
3A125.2A3.2A$56.A3.A3.A67.3A.2A.2A.3A67.A7.A225.A7.A69.9A172.2A3.A3.2A
120.2A5.2A$55.A.2A.A.2A.A66.3A2.A.A2.3A379.9A173.A.5A.A300.2A.A7.A.2A
$55.A3.A.A3.A68.2A.A.A.2A69.4A.4A226.2A3.2A252.3A3.3A121.A.A3.A.A171.
3A3.A3.3A$54.2A2.A3.A2.2A68.2A3.2A73.A.A229.2A3.2A252.A7.A119.A11.A168.
2A.2A.A.A.2A.2A$55.A4.A4.A71.A.A71.A3.A.A3.A225.2A3.2A70.2A5.2A302.4A
3.4A$54.2A.2A3.2A.2A66.2A2.A.A2.2A67.A.A.A.A.A.A302.A.A3.A.A171.A.A7.
A.A116.A2.A.A3.A.A2.A171.3A.3A$56.A2.A.A2.A67.A.A.2A.2A.A.A301.A7.A69.
9A171.A11.A115.A2.2A7.2A2.A170.2A3.2A$56.3A.A.3A67.A2.A5.A2.A66.A.A5.
A.A221.A2.A7.A2.A66.A7.A171.3A7.3A117.A11.A171.2A.A.A.2A$55.A.2A3.2A.
A65.6A3.6A66.A.2A.2A.A224.2A7.2A70.2A.2A173.A.A7.A.A116.2A11.2A170.2A
5.2A$55.A.2A.A.2A.A65.3A.A5.A.3A66.A.2A.2A.A221.A4.A5.A4.A66.3A.3A301.
2A11.2A170.2A5.2A$55.A9.A68.4A.4A68.A3.A.A3.A221.3A.A5.A.3A65.2A7.2A169.
2A11.2A118.2A5.2A$55.A3.A.A3.A66.3A7.3A65.2A.2A3.2A.2A222.A.A5.A.A71.
3A175.A2.A3.A2.A117.5A2.A2.5A173.3A$55.3A5.3A66.4A5.4A66.A2.A3.A2.A304.
A.A.A175.2A.A.A.2A119.A3.2A.2A3.A172.A.A.A.A$56.A.A.A.A.A68.2A7.2A68.
3A3.3A225.A2.A.A2.A68.2A.A3.A.2A171.A3.A.A3.A117.2A.A.A.A.A.A.2A172.A
.A.A$57.7A68.A.A7.A.A68.A.3A.A226.A.A3.A.A250.2A.2A.2A.2A116.A15.A$59.
3A68.2A.A.A5.A.A.2A65.A.5A.A224.3A.A.A.3A68.A2.A.A2.A171.A11.A118.3A5.
3A170.3A7.3A$56.A3.A3.A68.A.A5.A.A69.7A224.2A2.2A.2A2.2A66.3A5.3A170.
3A7.3A118.2A.A3.A.2A169.2A.2A5.2A.2A$54.3A.2A.2A.3A147.A3.A226.A2.2A.
2A2.A68.A7.A171.A4.3A4.A118.A9.A175.A.A$55.A2.2A.2A2.A68.A7.A69.3A.A.
3A223.A3.2A.2A3.A65.A11.A170.A.7A.A118.A.A.2A.2A.A.A169.2A3.A.A3.2A$52.
3A3.A3.A3.3A62.2A.A7.A.2A63.3A2.2A.2A2.3A219.2A4.A.A4.2A64.5A3.5A169.
A2.A5.A2.A116.3A2.2A.2A2.3A166.A.A.2A.A.A.2A.A.A$56.A3.A3.A66.2A.A.A3.
A.A.2A63.2A3.A.A.A3.2A218.A3.2A.A.A.2A3.A63.A.2A5.2A.A171.2A5.2A123.2A
.2A172.5A.A.A.5A$56.A2.3A2.A66.6A3.6A64.A4.A.A4.A223.A.A.A.A.A67.A2.A
5.A2.A170.A.3A.3A.A117.2A2.A5.A2.2A170.2A.A.A.2A$57.A5.A68.A2.A5.A2.A
64.2A.A.2A.2A.A.2A224.2A.2A68.5A5.5A169.2A7.2A120.2A5.2A176.A.A$132.2A
.A5.A.2A65.A.A2.3A2.A.A224.A2.A2.A67.A3.A5.A3.A169.5A.5A120.A7.A172.A
3.A.A3.A$56.A.A3.A.A66.A13.A64.13A224.7A67.A.2A.A3.A.2A.A173.A.A125.2A
3.2A171.2A4.A.A4.2A$56.A2.A.A2.A68.A2.A3.A2.A66.2A9.2A225.A.A.A68.A.2A
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D7.3D15.D6.5D14.D6.5D14.D10.D14.D6.5D14.D6.5D14.D7.D17.D6.5D14.D6.5D13.
5D3.5D13.5D4.3D14.5D3.5D13.5D3.5D13.5D7.D13.5D3.5D13.5D3.5D13.5D4.D16.
5D3.5D13.5D3.5D13.5D3.5D13.5D4.3D14.5D3.5D13.5D3.5D13.5D7.D13.5D3.5D13.
5D3.5D13.5D4.D16.5D3.5D13.5D3.5D10.3D4.5D3.5D6.3D4.5D4.3D7.3D4.5D3.5D
6.3D4.5D3.5D6.3D4.5D7.D6.3D4.5D3.5D6.3D4.5D3.5D6.3D4.5D4.D9.3D4.5D3.5D
6.3D4.5D3.5D6.3D5.3D4.5D6.3D5.3D5.3D7.3D5.3D4.5D6.3D5.3D4.5D6.3D5.3D8.
D6.3D5.3D4.5D6.3D5.3D4.5D6.3D5.3D5.D9.3D5.3D4.5D6.3D5.3D4.5D6.3D4.5D3.
5D6.3D4.5D4.3D7.3D4.5D3.5D6.3D4.5D3.5D6.3D4.5D7.D6.3D4.5D3.5D6.3D4.5D
3.5D6.3D4.5D4.D9.3D4.5D3.5D!
| position = center
| caption = Maximum c/8 partials from each of the completed branches.
}}











==== br-00002 subbranches ====
If you finished a subbranch from branch 00002, put the longest partial in the RLE below.

{{EmbedViewer
| rle = x = 821, y = 143, rule = B3/S23-a5History
7.3A$8.A2$7.3A$3.A.2A.A.2A.A$.2A.A.A.A.A.A.2A$A2.3A5.3A2.A$.2A3.2A.2A
3.2A$7.A.A$4.2A.A.A.2A$5.A5.A$3.A2.A3.A2.A$2.2A.A.A.A.A.2A$3.A2.A3.A2.
A$2.6A.6A$2.A.A.2A.2A.A.A$4.A2.A.A2.A$3.A3.A.A3.A$7.A.A$5.A.A.A.A$6.A
.A.A$7.3A2$8.A$7.3A$3.A.A.A.A.A.A$4.A2.A.A2.A$4.A.A3.A.A$3.A.2A3.2A.A
$2.2A.A5.A.2A$5.A5.A2$.A.A9.A.A$2.A2.A5.A2.A$5.A5.A$5.2A3.2A$.A.A.A.A
.A.A.A.A$3.A2.2A.2A2.A$.A3.A.A.A.A3.A$3.A2.A3.A2.A$3.3A5.3A$3.A9.A$4.
A7.A$4.A7.A$3.2A7.2A$2.A.A7.A.A2$2.3A7.3A$.A13.A2$.2A2.3A.3A2.2A$.A3.
2A3.2A3.A$4.2A2.A2.2A$3.A2.5A2.A$2.2A.2A3.2A.2A$2.A.2A5.2A.A$2.A11.A$
2.A2.A5.A2.A$2.A.A7.A.A$2.5A3.5A$3.2A2.A.A2.2A$4.A2.A.A2.A$3.A.A.A.A.
A.A$5.A.A.A.A$2.2A3.A.A3.2A$5.A.A.A.A$2.A4.A.A4.A$2.A.2A2.A2.2A.A$.A.
A2.2A.2A2.A.A$2.2A.3A.3A.2A$.A2.A.A.A.A.A2.A$3.A.2A3.2A.A$2.A2.2A3.2A
2.A$3.A2.A3.A2.A$6.A3.A$4.A.A3.A.A$2.2A.2A3.2A.2A$2.3A7.3A$2.A.2A5.2A
.A$5.A5.A$4.2A5.2A$7.A.A$4.A.5A.A$5.A.A.A.A$6.A.A.A$6.A3.A$5.2A.A.2A$
3.2A.A.A.A.2A$2.A.3A3.3A.A$2.A4.A.A4.A$2.6A.6A$2.A11.A$4.2A5.2A$3.2A7.
2A$3.A.7A.A$.A2.2A2.A2.2A2.A$.A4.A.A.A4.A$.5A5.5A$.A2.A7.A2.A$5.A5.A$
6.A3.A$6.A3.A$8.A$3.11A$2.A.A2.A.A2.A.A$2.3A2.A.A2.3A$6.2A.2A$2.A.A3.
A3.A.A$3.A.2A3.2A.A$4.A7.A$2.2A9.2A$.2A2.2A3.2A2.2A$.A.A9.A.A$5.A.3A.
A$6.A3.A$7.A.A$3.A9.A$2.3A.A.A.A.3A$.A3.A5.A3.A$2.2A.A2.A2.A.2A$3.A9.
A$2.2A.A.A.A.A.2A$3.A3.A.A3.A$2.A4.A.A4.A$.A3.A5.A3.A$.A6.A6.A$2.4A2.
A2.4A$4.2A2.A2.2A$2.3A.2A.2A.3A$2.2A.A.3A.A.2A$2.A3.2A.2A3.A6$8.D23.5D
21.5D21.D3.D21.5D21.5D21.5D21.5D21.5D19.D5.5D15.D7.D17.D5.5D15.D5.5D15.
D5.D3.D15.D5.5D15.D5.5D15.D5.5D15.D5.5D15.D5.5D13.5D3.5D13.5D5.D15.5D
3.5D13.5D3.5D13.5D3.D3.D13.5D3.5D13.5D3.5D13.5D3.5D13.5D3.5D13.5D3.5D
13.5D3.5D13.5D5.D15.5D3.5D$7.2D27.D25.D21.D3.D21.D25.D29.D21.D3.D21.D
3.D18.2D5.D3.D14.2D6.2D16.2D9.D14.2D9.D14.2D5.D3.D14.2D5.D18.2D5.D18.
2D9.D14.2D5.D3.D14.2D5.D3.D17.D3.D3.D17.D4.2D19.D7.D17.D7.D17.D3.D3.D
17.D3.D21.D3.D21.D7.D17.D3.D3.D17.D3.D3.D17.D3.D3.D17.D4.2D19.D7.D$8.
D27.D25.D21.D3.D21.D25.D28.D22.D3.D21.D3.D19.D5.D2.2D15.D7.D17.D9.D15.
D9.D15.D5.D3.D15.D5.D19.D5.D19.D8.D16.D5.D3.D15.D5.D3.D17.D3.D2.2D17.
D5.D19.D7.D17.D7.D17.D3.D3.D17.D3.D21.D3.D21.D6.D18.D3.D3.D17.D3.D3.D
17.D3.D2.2D17.D5.D19.D7.D$8.D23.5D22.4D21.5D21.5D21.5D23.D23.5D21.5D19.
D5.D.D.D15.D7.D17.D5.5D15.D6.4D15.D5.5D15.D5.5D15.D5.5D15.D7.D17.D5.5D
15.D5.5D13.5D3.D.D.D13.5D5.D15.5D3.5D13.5D4.4D13.5D3.5D13.5D3.5D13.5D
3.5D13.5D5.D15.5D3.5D13.5D3.5D14.4D3.D.D.D14.4D5.D16.4D3.5D$8.D23.D29.
D25.D25.D21.D3.D22.D24.D3.D25.D19.D5.2D2.D15.D7.D17.D5.D19.D9.D15.D9.
D15.D9.D15.D5.D3.D15.D6.D18.D5.D3.D15.D9.D13.D7.2D2.D13.D9.D15.D7.D17.
D11.D13.D11.D13.D11.D13.D7.D3.D13.D8.D16.D7.D3.D13.D11.D17.D3.2D2.D17.
D5.D19.D3.D$8.D23.D29.D25.D25.D21.D3.D22.D24.D3.D25.D19.D5.D3.D15.D7.
D17.D5.D19.D9.D15.D9.D15.D9.D15.D5.D3.D15.D6.D18.D5.D3.D15.D9.D13.D7.
D3.D13.D9.D15.D7.D17.D11.D13.D11.D13.D11.D13.D7.D3.D13.D8.D16.D7.D3.D
13.D11.D17.D3.D3.D17.D5.D19.D3.D$7.3D22.5D21.5D25.D21.5D21.5D22.D24.5D
21.5D18.3D4.5D14.3D5.3D15.3D4.5D14.3D4.5D14.3D8.D14.3D4.5D14.3D4.5D14.
3D5.D17.3D4.5D14.3D4.5D13.5D3.5D13.5D4.3D14.5D3.5D13.5D3.5D13.5D7.D13.
5D3.5D13.5D3.5D13.5D4.D16.5D3.5D13.5D3.5D13.5D3.5D13.5D4.3D14.5D3.5D!
| position = center
| caption = Maximum c/8 partials from each of the completed subbranches.
}}

=== Branch splitting ===
Generally, it is not recommended to split a branch for others to work on if you are still running a search. However, if you decide to abandon the branch, or there are few or no unclaimed branches, then it's recommended to split any branches that take too long so others can continue to collaborate. You may also split a branch locally at any time if it becomes too computationally expensive to search all at once.

= References =
Link to the c/8 search dump: {{LinkForumThread
|p = 237691
|title = Re: Travelling Ts(b3s23-a5) and its variants
|author = R2INT
|date = October 16, 2026}}
br-00002 and br-00004 subbranches:: {{LinkForumThread
|p = 238909
|title = Re: Travelling Ts(b3s23-a5) and its variants
|author = R2INT
|date = October 29, 2026}}

User:R2INT/OCA:Travelling Ts/Spaceship Search Status Page

2026-10-31T03:32:59Z

TheWayOfTheCon: Claiming branch-00002 subbranches 1 through 3

< [[OCA:Travelling Ts]] • [[User:PK22/OCA:Travelling Ts]] 

Spaceship search status tracker for Travelling Ts.
== c/8 B3/S23-a5 search progress ==

The 128 search branches are tracked below. Claim an unclaimed branch by adding your username in the Claimant column. To verify a branch as completed, please post your longest partial in the RLE below and/or on the Travelling Ts forum thread. Please do not claim a branch if you are not ready to run any c/8 searches.

Each branch can take anywhere from 3 hours to several weeks to complete, depending on the branch. Please run the searches with <code>--dump-mode overwrite</code>, as I forgot to allow search dumping when splitting the branches.

=== Status key ===
* Unclaimed — available to claim
* Claimed — being searched by the listed claimant
* Completed — longest partial posted and verified
* Abandoned — branch has been abandoned either temporarily or permanently, depending on whether it is claimed. If you intend to permanently abandon a branch, please post your latest dump on the forums.
* Split — branch has been split
* Spaceship found — a spaceship was found in the branch or its descendants

{| class="wikitable" style="text-align:center;"
! Backup name !! Claimant !! Search program
|- style="background-color:#b6d7a8;"
| <code>br-00001</code> || R2INT || qfind v2.4b
|- style="background-color:#ccccf4;"
| <code>br-00002</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00003</code> || R2INT || qfind v2.4b
|- style="background-color:#ccccf4;"
| <code>br-00004</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00005</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00006</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00007</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#a8ffff;"
| <code>br-00008</code> || ''unclaimed'' || qlaudefind
|- style="background-color:#b6d7a8;"
| <code>br-00009</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00010</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00011</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00012</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00013</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00014</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00015</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00016</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00017</code> || MDA || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00018</code> || MDA || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00019</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00020</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00021</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00022</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00023</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00024</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00025</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00026</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00027</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00028</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00029</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00030</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00031</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00032</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00033</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00034</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00035</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00036</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00037</code> || MDA || qlaudefind
|- style="background-color:#fff2a8;"
| <code>br-00038</code> || MDA || qlaudefind
|- style="background-color:#fff2a8;"
| <code>br-00039</code> || MDA || qlaudefind
|- style="background-color:#b6d7a8;"
| <code>br-00040</code> || R2INT || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00041</code> || R2INT || qfind v2.4b
|- style="background-color:#f4cccc;"
| <code>br-00042</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00043</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00044</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00045</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00046</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00047</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00048</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00049</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00050</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00051</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00052</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00053</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00054</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00055</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00056</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00057</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00058</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00059</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00060</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00061</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00062</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00063</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00064</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00065</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00066</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00067</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00068</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00069</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00070</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00071</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00072</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00073</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00074</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00075</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00076</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00077</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00078</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00079</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00080</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00081</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00082</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00083</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00084</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00085</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00086</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00087</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00088</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00089</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00090</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00091</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00092</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00093</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00094</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00095</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00096</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00097</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00098</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00099</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00100</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00101</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00102</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00103</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00104</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00105</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00106</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00107</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00108</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00109</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00110</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00111</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00112</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00113</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00114</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00115</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00116</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00117</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00118</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00119</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00120</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00121</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00122</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00123</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00124</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00125</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00126</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00127</code> || ''unclaimed'' ||
|- style="background-color:#fff2a8;"
| <code>br-00128</code> || NNlk05 ||
|}

==== br-00002 ====
br-00002 was split into 32 subbranches.
{| class="wikitable"
! Split branch !! Claimant !! Search Program
|- style="background-color:#fff2a8;"
| <code>c8b2-00001</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>c8b2-00002</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>c8b2-00003</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#f4cccc;"
| <code>c8b2-00004</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00005</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00006</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00007</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00008</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00009</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00010</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00011</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00012</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00013</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00014</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00015</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00016</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00017</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00018</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00019</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00020</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00021</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00022</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00023</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00024</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00025</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00026</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00027</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00028</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00029</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00030</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00031</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00032</code> || ''unclaimed'' ||
|}
==== br-00004 ====
br-00004 was split into 20 branches.
{| class="wikitable"
! Split branch !! Claimant !! Search Program
|- style="background-color:#f4cccc;"
| <code>c8b4-00001</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00002</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00003</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00004</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00005</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00006</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00007</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00008</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00009</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00010</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00011</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00012</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00013</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00014</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00015</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00016</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00017</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00018</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00019</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00020</code> || ''unclaimed'' ||
|}

=== Completion verification ===
When you finish a branch, post its longest partial in the RLE below or the Travelling Ts page and include the associated backup number. Then, color the associated box green to indicate completion.

{{EmbedViewer
| rle = x = 3321, y = 221, rule = B3/S23-a5History
138.A$136.2A.2A$137.A.A$135.3A.3A$137.A.A$135.2A3.2A$134.A2.A.A2.A$132.
2A.2A3.2A.2A$133.A.2A3.2A.A$133.2A7.2A$135.A5.A$133.2A7.2A$138.A$138.
A$133.11A$132.A.A7.A.A$133.A.3A.3A.A$132.2A9.2A$133.A.A.A.A.A.A$60.A76.
A.A$60.A75.2A.2A$58.A.A.A72.3A.3A74.A$57.A5.A70.4A.4A73.A$56.A3.A3.A67.
3A7.3A71.A$55.A.A5.A.A66.2A9.2A$54.2A2.A.A.A2.2A65.A.A7.A.A68.2A.A.2A
490.A$53.3A9.3A63.A2.A7.A2.A66.A3.A3.A306.3A178.A.A.A$53.2A.2A5.2A.2A
64.A11.A67.9A305.5A$57.A2.A2.A69.A9.A66.2A.A5.A.2A302.2A.A.2A176.2A.2A
$57.7A68.A11.A64.A.4A.A.4A.A302.2A.2A176.2A.A.2A$57.A5.A66.A2.A4.A4.A
2.A62.A3.3A.3A3.A482.A.A.A.A.A120.2A7.2A$55.A2.2A.2A2.A68.A3.A3.A67.3A
3.A3.3A305.A176.A.2A.A.2A.A117.A2.A7.A2.A$55.A.A.A.A.A.A72.A75.A3.A309.
A175.A11.A115.A.A.A7.A.A.A$55.A.A5.A.A66.A.3A3.3A.A68.A5.A306.2A.2A173.
A11.A117.A.A7.A.A$55.A2.A3.A2.A67.2A7.2A65.4A.A3.A.4A225.3A256.A3.A119.
A4.A5.A4.A$55.A2.A3.A2.A70.2A.2A68.2A.3A3.3A.2A224.5A72.A2.A2.A176.5A
120.2A.A.A3.A.A.2A$57.A5.A70.A7.A67.A.2A5.2A.A224.3A.3A70.2A.A.A.2A174.
A5.A119.A4.A3.A4.A$55.A9.A69.2A3.2A67.2A.2A5.2A.2A220.A.A.A3.A.A.A67.
4A.4A172.A9.A119.A9.A$56.A7.A147.2A5.2A222.A.A.A5.A.A.A70.A175.A.2A5.
2A.A118.A.2A3.2A.A$54.A.2A.A.A.2A.A68.2A3.2A301.3A9.3A66.2A.A.A.2A176.
3A125.2A3.2A$56.A3.A3.A67.3A.2A.2A.3A67.A7.A225.A7.A69.9A172.2A3.A3.2A
120.2A5.2A$55.A.2A.A.2A.A66.3A2.A.A2.3A379.9A173.A.5A.A300.2A.A7.A.2A
$55.A3.A.A3.A68.2A.A.A.2A69.4A.4A226.2A3.2A252.3A3.3A121.A.A3.A.A171.
3A3.A3.3A$54.2A2.A3.A2.2A68.2A3.2A73.A.A229.2A3.2A252.A7.A119.A11.A168.
2A.2A.A.A.2A.2A$55.A4.A4.A71.A.A71.A3.A.A3.A225.2A3.2A70.2A5.2A302.4A
3.4A$54.2A.2A3.2A.2A66.2A2.A.A2.2A67.A.A.A.A.A.A302.A.A3.A.A171.A.A7.
A.A116.A2.A.A3.A.A2.A171.3A.3A$56.A2.A.A2.A67.A.A.2A.2A.A.A301.A7.A69.
9A171.A11.A115.A2.2A7.2A2.A170.2A3.2A$56.3A.A.3A67.A2.A5.A2.A66.A.A5.
A.A221.A2.A7.A2.A66.A7.A171.3A7.3A117.A11.A171.2A.A.A.2A$55.A.2A3.2A.
A65.6A3.6A66.A.2A.2A.A224.2A7.2A70.2A.2A173.A.A7.A.A116.2A11.2A170.2A
5.2A$55.A.2A.A.2A.A65.3A.A5.A.3A66.A.2A.2A.A221.A4.A5.A4.A66.3A.3A301.
2A11.2A170.2A5.2A$55.A9.A68.4A.4A68.A3.A.A3.A221.3A.A5.A.3A65.2A7.2A169.
2A11.2A118.2A5.2A$55.A3.A.A3.A66.3A7.3A65.2A.2A3.2A.2A222.A.A5.A.A71.
3A175.A2.A3.A2.A117.5A2.A2.5A173.3A$55.3A5.3A66.4A5.4A66.A2.A3.A2.A304.
A.A.A175.2A.A.A.2A119.A3.2A.2A3.A172.A.A.A.A$56.A.A.A.A.A68.2A7.2A68.
3A3.3A225.A2.A.A2.A68.2A.A3.A.2A171.A3.A.A3.A117.2A.A.A.A.A.A.2A172.A
.A.A$57.7A68.A.A7.A.A68.A.3A.A226.A.A3.A.A250.2A.2A.2A.2A116.A15.A$59.
3A68.2A.A.A5.A.A.2A65.A.5A.A224.3A.A.A.3A68.A2.A.A2.A171.A11.A118.3A5.
3A170.3A7.3A$56.A3.A3.A68.A.A5.A.A69.7A224.2A2.2A.2A2.2A66.3A5.3A170.
3A7.3A118.2A.A3.A.2A169.2A.2A5.2A.2A$54.3A.2A.2A.3A147.A3.A226.A2.2A.
2A2.A68.A7.A171.A4.3A4.A118.A9.A175.A.A$55.A2.2A.2A2.A68.A7.A69.3A.A.
3A223.A3.2A.2A3.A65.A11.A170.A.7A.A118.A.A.2A.2A.A.A169.2A3.A.A3.2A$52.
3A3.A3.A3.3A62.2A.A7.A.2A63.3A2.2A.2A2.3A219.2A4.A.A4.2A64.5A3.5A169.
A2.A5.A2.A116.3A2.2A.2A2.3A166.A.A.2A.A.A.2A.A.A$56.A3.A3.A66.2A.A.A3.
A.A.2A63.2A3.A.A.A3.2A218.A3.2A.A.A.2A3.A63.A.2A5.2A.A171.2A5.2A123.2A
.2A172.5A.A.A.5A$56.A2.3A2.A66.6A3.6A64.A4.A.A4.A223.A.A.A.A.A67.A2.A
5.A2.A170.A.3A.3A.A117.2A2.A5.A2.2A170.2A.A.A.2A$57.A5.A68.A2.A5.A2.A
64.2A.A.2A.2A.A.2A224.2A.2A68.5A5.5A169.2A7.2A120.2A5.2A176.A.A$132.2A
.A5.A.2A65.A.A2.3A2.A.A224.A2.A2.A67.A3.A5.A3.A169.5A.5A120.A7.A172.A
3.A.A3.A$56.A.A3.A.A66.A13.A64.13A224.7A67.A.2A.A3.A.2A.A173.A.A125.2A
3.2A171.2A4.A.A4.2A$56.A2.A.A2.A68.A2.A3.A2.A66.2A9.2A225.A.A.A68.A.2A
7.2A.A121.A.A48.5A124.2A3.2A171.A.3A5.3A.A$52.2A.A9.A.2A61.A.A2.A5.A2.
A.A64.A3.A.A3.A225.2A.A.2A66.2A.2A7.2A.2A170.7A122.A.2A.2A.A$52.2A3.A
5.A3.2A61.A.2A9.2A.A64.3A.A.A.3A226.2A.2A67.A.A.A7.A.A.A118.A2.A2.A44.
3A.A.3A122.2A.A.2A$54.2A.2A3.2A.2A64.A.A.A.A.A.A.A.A63.3A.2A3.2A.3A222.
2A.A.A.2A69.2A5.2A121.3A.A.3A42.A.A.A.A.A.A119.A.A.3A.A.A171.3A5.3A$56.
3A3.3A67.A.A3.A3.A.A64.A.A9.A.A220.A2.A.A.A.A2.A64.A.3A5.3A.A116.A.2A
5.2A.A41.A7.A119.A.A.A3.A.A.A169.A.2A5.2A.A$56.A2.A.A2.A68.A9.A65.A13.
A221.A2.2A.2A2.A67.4A3.4A118.13A42.7A120.2A.2A.A.2A.2A169.A3.A3.A3.A$
56.4A.4A68.A3.A.A3.A67.2A.A3.A.2A222.A.2A.A.A.2A.A66.2A.A3.A.2A122.A3.
A48.A.A124.A7.A171.A2.A5.A2.A$55.A.A.A.A.A.A68.2A.3A.2A70.A5.A224.A.A
2.A.A2.A.A70.A.A125.A2.A2.A46.2A.2A123.A2.3A2.A66.A.A9.A.A91.A9.A$53.
A.A.A.A.A.A.A.A65.2A.A.A.A.2A68.A.A3.A.A222.A.A2.A3.A2.A.A66.A2.A.A2.
A123.A.A.A46.A2.A2.A121.3A.3A.3A65.3A9.3A91.A9.A$53.A.2A.A3.A.2A.A64.
A3.2A.2A3.A66.A.A5.A.A221.2A2.A.A.A.A2.2A64.A2.3A.3A2.A120.A5.A41.2A.
A.5A.A.2A117.A9.A65.4A7.4A$55.A9.A67.A2.2A.2A2.A70.2A.2A224.2A4.A.A4.
2A65.2A7.2A123.A.A44.A.A7.A.A120.A5.A67.A2.A7.A2.A89.A.A9.A.A$58.A3.A
69.2A3.A.A3.2A68.A.A.A.A225.3A.A.A.3A200.2A.2A46.2A3.2A123.A5.A68.A.A
7.A.A91.A11.A$59.A.A70.2A.2A3.2A.2A66.4A3.4A224.A2.A.A2.A199.A.A3.A.A
44.A.A.A.A122.3A3.3A72.A.A96.2A.A5.A.2A$55.4A3.4A70.A3.A70.2A7.2A221.
A.A3.A.A3.A.A65.3A5.3A120.A2.A.A2.A41.3A.A3.A.3A120.3A.3A71.A2.A2.A95.
A.A5.A.A$56.3A3.3A146.A3.3A3.A222.A4.A.A4.A196.A2.5A2.A40.3A2.A.A2.3A
120.2A.A.2A68.3A3.A3.3A92.A.A.3A.A.A$60.A73.A.2A.2A.A69.A3.A3.A222.2A
.3A.A.3A.2A65.A2.2A.2A2.A118.13A40.A3.A.A3.A122.A3.A$59.A.A72.3A.A.3A
67.2A.A2.A2.A.2A220.2A3.2A.2A3.2A64.A2.A.A.A.A2.A116.A2.A7.A2.A39.2A.
A3.A.2A196.2A.3A.3A.2A95.A.A.A$54.3A.A.A.A.3A68.A5.A68.2A3.A.A3.2A222.
A.7A.A66.3A.A3.A.3A117.2A2.A.A.A2.2A40.2A7.2A120.A2.A.A2.A67.2A3.A.A3.
2A96.A.A$55.A.2A.A.2A.A67.2A3.A3.2A66.3A2.A.A2.3A226.3A72.A7.A119.A.2A
.3A.2A.A40.2A7.2A120.A2.A.A2.A67.2A.A.A.A.A.2A95.A.A.A$55.A3.A.A3.A67.
A9.A68.2A5.2A225.2A2.A2.2A69.A.A3.A.A46.A.A71.4A3.4A43.A5.A123.A5.A69.
A.A.A.A.A.A96.2A.2A$54.A.A2.A.A2.A.A65.2A3.3A3.2A68.A5.A227.2A3.2A69.
A9.A44.A3.A69.2A3.A.A3.2A39.A2.A5.A2.A120.A5.A69.A2.A3.A2.A95.2A.A.2A
$57.A.A.A.A147.3A5.3A223.2A3.A3.2A68.2A5.2A44.2A.A.2A70.A.2A.2A.A41.A
.A7.A.A195.3A7.3A91.2A3.A.A3.2A$59.A.A76.A75.2A.2A225.2A3.A.A3.2A64.2A
2.A5.A2.2A41.A5.A69.A3.A.A3.A40.2A9.2A119.A.A3.A.A16.2A7.2A40.3A.2A.2A
.3A92.A.3A.3A.A$57.A.A.A.A67.5A5.5A67.A5.A224.2A.A.A.A.A.2A64.A.A9.A.
A41.A.A.A.A69.5A.5A39.A2.A7.A2.A117.A.A5.A.A14.A2.A5.A2.A38.A3.A5.A3.
A92.A.2A.2A.A$56.2A.A.A.2A65.3A11.3A66.A5.A224.2A3.A.A3.2A67.A.2A.2A.
A43.2A5.2A68.2A2.A.A2.2A171.3A5.3A13.A2.A.A3.A.A2.A37.A.A9.A.A91.A2.2A
.2A2.A$56.A.A3.A.A65.3A11.3A299.A.A3.A.A65.4A2.2A.2A2.4A38.A2.2A.2A2.
A67.5A.5A39.A3.A.3A.A3.A38.2A9.2A90.6A3.6A40.A2.3A2.A97.A.A.A$56.2A5.
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.A.A.A.5A37.5A.A.5A92.A2.2A.2A2.A46.A99.A.A3.A.A$56.2A.3A.2A69.9A71.A
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6.2D9.D6.2D6.2D5.D3.D6.2D6.2D5.D10.2D6.2D5.D10.2D6.2D9.D6.2D6.2D5.D3.
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17.D3.D3.D17.D3.D21.D3.D21.D6.D18.D3.D3.D17.D3.D3.D17.D3.D2.2D17.D5.D
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3.5D13.5D3.5D13.5D3.D.D.D13.5D5.D15.5D3.5D13.5D4.4D13.5D3.5D13.5D3.5D
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7.D5.5D3.5D7.D5.5D5.D9.D5.5D3.5D$8.D23.D29.D25.D25.D21.D3.D22.D24.D3.
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D17.D4.D20.D3.D3.D17.D7.D11.D5.2D2.D3.2D2.D7.D5.2D2.D5.D9.D5.2D2.D3.D
11.D5.2D2.D7.D7.D5.2D2.D7.D7.D5.2D2.D7.D7.D5.2D2.D3.D3.D7.D5.2D2.D4.D
10.D5.2D2.D3.D3.D7.D5.2D2.D7.D7.D7.D5.2D2.D7.D7.D7.D9.D7.D5.D11.D7.D9.
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5.D8.D10.D5.D7.D3.D$8.D23.D29.D25.D25.D21.D3.D22.D24.D3.D25.D19.D5.D3.
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D17.D4.D20.D3.D3.D17.D7.D17.D3.D3.D17.D5.D19.D3.D21.D7.D17.D7.D17.D7.
D17.D3.D3.D17.D4.D20.D3.D3.D17.D7.D17.D3.D3.D17.D5.D19.D3.D21.D7.D17.
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3.D14.D7.D17.D6.D3.D14.D10.D13.D3.D3.D3.D13.D3.D5.D15.D3.D3.D17.D3.D7.
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17.D7.D11.D5.D3.D3.D3.D7.D5.D3.D5.D9.D5.D3.D3.D11.D5.D3.D7.D7.D5.D3.D
7.D7.D5.D3.D7.D7.D5.D3.D3.D3.D7.D5.D3.D4.D10.D5.D3.D3.D3.D7.D5.D3.D7.
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11.D7.D5.D11.D7.D5.D11.D7.D5.D7.D3.D7.D5.D8.D10.D5.D7.D3.D$7.3D22.5D21.
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17.D4.D20.D3.5D17.D3.5D13.5D3.5D13.5D4.3D14.5D3.5D13.5D3.5D13.5D7.D13.
5D3.5D13.5D3.5D13.5D4.D16.5D3.5D13.5D3.5D13.5D3.5D13.5D4.3D14.5D3.5D13.
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5D3.5D13.5D3.5D13.5D3.5D13.5D4.3D14.5D3.5D13.5D3.5D13.5D7.D13.5D3.5D13.
5D3.5D13.5D4.D16.5D3.5D13.5D3.5D10.3D4.5D3.5D6.3D4.5D4.3D7.3D4.5D3.5D
6.3D4.5D3.5D6.3D4.5D7.D6.3D4.5D3.5D6.3D4.5D3.5D6.3D4.5D4.D9.3D4.5D3.5D
6.3D4.5D3.5D6.3D5.3D4.5D6.3D5.3D5.3D7.3D5.3D4.5D6.3D5.3D4.5D6.3D5.3D8.
D6.3D5.3D4.5D6.3D5.3D4.5D6.3D5.3D5.D9.3D5.3D4.5D6.3D5.3D4.5D6.3D4.5D3.
5D6.3D4.5D4.3D7.3D4.5D3.5D6.3D4.5D3.5D6.3D4.5D7.D6.3D4.5D3.5D6.3D4.5D
3.5D6.3D4.5D4.D9.3D4.5D3.5D!
| position = center
| caption = Maximum c/8 partials from each of the completed branches.
}}

=== Branch splitting ===
Generally, it is not recommended to split a branch for others to work on if you are still running a search. However, if you decide to abandon the branch, or there are few or no unclaimed branches, then it's recommended to split any branches that take too long so others can continue to collaborate. You may also split a branch locally at any time if it becomes too computationally expensive to search all at once.

= References =
Link to the c/8 search dump: {{LinkForumThread
|p = 237691
|title = Re: Travelling Ts(b3s23-a5) and its variants
|author = R2INT
|date = October 16, 2026}}
br-00002 and br-00004 subbranches:: {{LinkForumThread
|p = 238909
|title = Re: Travelling Ts(b3s23-a5) and its variants
|author = R2INT
|date = October 29, 2026}}

User:R2INT/OCA:Travelling Ts/Spaceship Search Status Page

2026-10-30T05:44:29Z

TheWayOfTheCon: Finished branch 9

< [[OCA:Travelling Ts]] • [[User:PK22/OCA:Travelling Ts]] 

Spaceship search status tracker for Travelling Ts.
== c/8 B3/S23-a5 search progress ==

The 128 search branches are tracked below. Claim an unclaimed branch by adding your username in the Claimant column. To verify a branch as completed, please post your longest partial in the RLE below and/or on the Travelling Ts forum thread. Please do not claim a branch if you are not ready to run any c/8 searches.

Each branch can take anywhere from 3 hours to several weeks to complete, depending on the branch. Please run the searches with <code>--dump-mode overwrite</code>, as I forgot to allow search dumping when splitting the branches.

=== Status key ===
* Unclaimed — available to claim
* Claimed — being searched by the listed claimant
* Completed — longest partial posted and verified
* Abandoned — branch has been abandoned either temporarily or permanently, depending on whether it is claimed. If you intend to permanently abandon a branch, please post your latest dump on the forums.
* Split — branch has been split
* Spaceship found — a spaceship was found in the branch or its descendants

{| class="wikitable" style="text-align:center;"
! Backup name !! Claimant !! Search program
|- style="background-color:#b6d7a8;"
| <code>br-00001</code> || R2INT || qfind v2.4b
|- style="background-color:#ccccf4;"
| <code>br-00002</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00003</code> || R2INT || qfind v2.4b
|- style="background-color:#ccccf4;"
| <code>br-00004</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00005</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00006</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00007</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#a8ffff;"
| <code>br-00008</code> || ''unclaimed'' ||
|- style="background-color:#b6d7a8;"
| <code>br-00009</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00010</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00011</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00012</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00013</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00014</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00015</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00016</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00017</code> || MDA ||
|- style="background-color:#b6d7a8;"
| <code>br-00018</code> || MDA ||
|- style="background-color:#fff2a8;"
| <code>br-00019</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00020</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00021</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00022</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00023</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00024</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00025</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00026</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00027</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00028</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00029</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00030</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00031</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00032</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00033</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00034</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00035</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00036</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00037</code> || MDA ||
|- style="background-color:#fff2a8;"
| <code>br-00038</code> || MDA ||
|- style="background-color:#fff2a8;"
| <code>br-00039</code> || MDA ||
|- style="background-color:#fff2a8;"
| <code>br-00040</code> || R2INT || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00041</code> || R2INT || qfind v2.4b
|- style="background-color:#f4cccc;"
| <code>br-00042</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00043</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00044</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00045</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00046</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00047</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00048</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00049</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00050</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00051</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00052</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00053</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00054</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00055</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00056</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00057</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00058</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00059</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00060</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00061</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00062</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00063</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00064</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00065</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00066</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00067</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00068</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00069</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00070</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00071</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00072</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00073</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00074</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00075</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00076</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00077</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00078</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00079</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00080</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00081</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00082</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00083</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00084</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00085</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00086</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00087</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00088</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00089</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00090</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00091</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00092</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00093</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00094</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00095</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00096</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00097</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00098</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00099</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00100</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00101</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00102</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00103</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00104</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00105</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00106</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00107</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00108</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00109</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00110</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00111</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00112</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00113</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00114</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00115</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00116</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00117</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00118</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00119</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00120</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00121</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00122</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00123</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00124</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00125</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00126</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00127</code> || ''unclaimed'' ||
|- style="background-color:#fff2a8;"
| <code>br-00128</code> || NNlk05 ||
|}

==== br-00002 ====
br-00002 was split into 32 subbranches.
{| class="wikitable"
! Split branch !! Claimant !! Search Program
|- style="background-color:#f4cccc;"
| <code>c8b2-00001</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00002</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00003</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00004</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00005</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00006</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00007</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00008</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00009</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00010</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00011</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00012</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00013</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00014</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00015</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00016</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00017</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00018</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00019</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00020</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00021</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00022</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00023</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00024</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00025</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00026</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00027</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00028</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00029</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00030</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00031</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00032</code> || ''unclaimed'' ||
|}
==== br-00004 ====
br-00004 was split into 20 branches.
{| class="wikitable"
! Split branch !! Claimant !! Search Program
|- style="background-color:#f4cccc;"
| <code>c8b4-00001</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00002</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00003</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00004</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00005</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00006</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00007</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00008</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00009</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00010</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00011</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00012</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00013</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00014</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00015</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00016</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00017</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00018</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00019</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00020</code> || ''unclaimed'' ||
|}

=== Completion verification ===
When you finish a branch, post its longest partial in the RLE below or the Travelling Ts page and include the associated backup number. Then, color the associated box green to indicate completion.

{{EmbedViewer
| rle = x = 3321, y = 221, rule = B3/S23-a5History
138.A$136.2A.2A$137.A.A$135.3A.3A$137.A.A$135.2A3.2A$134.A2.A.A2.A$132.
2A.2A3.2A.2A$133.A.2A3.2A.A$133.2A7.2A$135.A5.A$133.2A7.2A$138.A$138.
A$133.11A$132.A.A7.A.A$133.A.3A.3A.A$132.2A9.2A$133.A.A.A.A.A.A$60.A76.
A.A$60.A75.2A.2A$58.A.A.A72.3A.3A74.A$57.A5.A70.4A.4A73.A$56.A3.A3.A67.
3A7.3A71.A$55.A.A5.A.A66.2A9.2A$54.2A2.A.A.A2.2A65.A.A7.A.A68.2A.A.2A
$53.3A9.3A63.A2.A7.A2.A66.A3.A3.A$53.2A.2A5.2A.2A64.A11.A67.9A$57.A2.
A2.A69.A9.A66.2A.A5.A.2A$57.7A68.A11.A64.A.4A.A.4A.A$57.A5.A66.A2.A4.
A4.A2.A62.A3.3A.3A3.A$55.A2.2A.2A2.A68.A3.A3.A67.3A3.A3.3A$55.A.A.A.A
.A.A72.A75.A3.A$55.A.A5.A.A66.A.3A3.3A.A68.A5.A$55.A2.A3.A2.A67.2A7.2A
65.4A.A3.A.4A225.3A$55.A2.A3.A2.A70.2A.2A68.2A.3A3.3A.2A224.5A$57.A5.
A70.A7.A67.A.2A5.2A.A224.3A.3A$55.A9.A69.2A3.2A67.2A.2A5.2A.2A220.A.A
.A3.A.A.A$56.A7.A147.2A5.2A222.A.A.A5.A.A.A$54.A.2A.A.A.2A.A68.2A3.2A
301.3A9.3A$56.A3.A3.A67.3A.2A.2A.3A67.A7.A225.A7.A$55.A.2A.A.2A.A66.3A
2.A.A2.3A$55.A3.A.A3.A68.2A.A.A.2A69.4A.4A226.2A3.2A$54.2A2.A3.A2.2A68.
2A3.2A73.A.A229.2A3.2A$55.A4.A4.A71.A.A71.A3.A.A3.A225.2A3.2A$54.2A.2A
3.2A.2A66.2A2.A.A2.2A67.A.A.A.A.A.A$56.A2.A.A2.A67.A.A.2A.2A.A.A301.A
7.A$56.3A.A.3A67.A2.A5.A2.A66.A.A5.A.A221.A2.A7.A2.A$55.A.2A3.2A.A65.
6A3.6A66.A.2A.2A.A224.2A7.2A$55.A.2A.A.2A.A65.3A.A5.A.3A66.A.2A.2A.A221.
A4.A5.A4.A$55.A9.A68.4A.4A68.A3.A.A3.A221.3A.A5.A.3A$55.A3.A.A3.A66.3A
7.3A65.2A.2A3.2A.2A222.A.A5.A.A$55.3A5.3A66.4A5.4A66.A2.A3.A2.A$56.A.
A.A.A.A68.2A7.2A68.3A3.3A225.A2.A.A2.A$57.7A68.A.A7.A.A68.A.3A.A226.A
.A3.A.A$59.3A68.2A.A.A5.A.A.2A65.A.5A.A224.3A.A.A.3A$56.A3.A3.A68.A.A
5.A.A69.7A224.2A2.2A.2A2.2A$54.3A.2A.2A.3A147.A3.A226.A2.2A.2A2.A$55.
A2.2A.2A2.A68.A7.A69.3A.A.3A223.A3.2A.2A3.A$52.3A3.A3.A3.3A62.2A.A7.A
.2A63.3A2.2A.2A2.3A219.2A4.A.A4.2A$56.A3.A3.A66.2A.A.A3.A.A.2A63.2A3.
A.A.A3.2A218.A3.2A.A.A.2A3.A$56.A2.3A2.A66.6A3.6A64.A4.A.A4.A223.A.A.
A.A.A$57.A5.A68.A2.A5.A2.A64.2A.A.2A.2A.A.2A224.2A.2A$132.2A.A5.A.2A65.
A.A2.3A2.A.A224.A2.A2.A$56.A.A3.A.A66.A13.A64.13A224.7A$56.A2.A.A2.A68.
A2.A3.A2.A66.2A9.2A225.A.A.A$52.2A.A9.A.2A61.A.A2.A5.A2.A.A64.A3.A.A3.
A225.2A.A.2A$52.2A3.A5.A3.2A61.A.2A9.2A.A64.3A.A.A.3A226.2A.2A$54.2A.
2A3.2A.2A64.A.A.A.A.A.A.A.A63.3A.2A3.2A.3A222.2A.A.A.2A$56.3A3.3A67.A
.A3.A3.A.A64.A.A9.A.A220.A2.A.A.A.A2.A$56.A2.A.A2.A68.A9.A65.A13.A221.
A2.2A.2A2.A$56.4A.4A68.A3.A.A3.A67.2A.A3.A.2A222.A.2A.A.A.2A.A$55.A.A
.A.A.A.A68.2A.3A.2A70.A5.A224.A.A2.A.A2.A.A454.A.A9.A.A$53.A.A.A.A.A.
A.A.A65.2A.A.A.A.2A68.A.A3.A.A222.A.A2.A3.A2.A.A453.3A9.3A$53.A.2A.A3.
A.2A.A64.A3.2A.2A3.A66.A.A5.A.A221.2A2.A.A.A.A2.2A453.4A7.4A$55.A9.A67.
A2.2A.2A2.A70.2A.2A224.2A4.A.A4.2A453.A2.A7.A2.A$58.A3.A69.2A3.A.A3.2A
68.A.A.A.A225.3A.A.A.3A456.A.A7.A.A$59.A.A70.2A.2A3.2A.2A66.4A3.4A224.
A2.A.A2.A462.A.A$55.4A3.4A70.A3.A70.2A7.2A221.A.A3.A.A3.A.A457.A2.A2.
A$56.3A3.3A146.A3.3A3.A222.A4.A.A4.A455.3A3.A3.3A$60.A73.A.2A.2A.A69.
A3.A3.A222.2A.3A.A.3A.2A$59.A.A72.3A.A.3A67.2A.A2.A2.A.2A220.2A3.2A.2A
3.2A454.2A.3A.3A.2A$54.3A.A.A.A.3A68.A5.A68.2A3.A.A3.2A222.A.7A.A456.
2A3.A.A3.2A$55.A.2A.A.2A.A67.2A3.A3.2A66.3A2.A.A2.3A226.3A460.2A.A.A.
A.A.2A$55.A3.A.A3.A67.A9.A68.2A5.2A225.2A2.A2.2A124.A.A331.A.A.A.A.A.
A$54.A.A2.A.A2.A.A65.2A3.3A3.2A68.A5.A227.2A3.2A124.A3.A330.A2.A3.A2.
A$57.A.A.A.A147.3A5.3A223.2A3.A3.2A121.2A.A.2A328.3A7.3A$59.A.A76.A75.
2A.2A225.2A3.A.A3.2A120.A5.A277.2A7.2A40.3A.2A.2A.3A$57.A.A.A.A67.5A5.
5A67.A5.A224.2A.A.A.A.A.2A120.A.A.A.A276.A2.A5.A2.A38.A3.A5.A3.A$56.2A
.A.A.2A65.3A11.3A66.A5.A224.2A3.A.A3.2A119.2A5.2A274.A2.A.A3.A.A2.A37.
A.A9.A.A$56.A.A3.A.A65.3A11.3A299.A.A3.A.A120.A2.2A.2A2.A170.2A9.2A90.
6A3.6A40.A2.3A2.A$56.2A5.2A67.5A3.5A68.3A.3A74.A151.A7.A119.A.A7.A.A169.
5A.A.5A92.A2.2A.2A2.A46.A$56.2A.3A.2A69.9A71.A3.A75.A150.3A5.3A116.2A
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3.5D6.3D4.5D4.D9.3D4.5D3.5D!
| position = center
| caption = Maximum c/8 partials from each of the completed branches.
}}

=== Branch splitting ===
Generally, it is not recommended to split a branch for others to work on if you are still running a search. However, if you decide to abandon the branch, or there are few or no unclaimed branches, then it's recommended to split any branches that take too long so others can continue to collaborate. You may also split a branch locally at any time if it becomes too computationally expensive to search all at once.

= References =
Link to the c/8 search dump: {{LinkForumThread
|p = 237691
|title = Re: Travelling Ts(b3s23-a5) and its variants
|author = R2INT
|date = October 16, 2026}}
br-00002 and br-00004 subbranches:: {{LinkForumThread
|p = 238909
|title = Re: Travelling Ts(b3s23-a5) and its variants
|author = R2INT
|date = October 29, 2026}}

User:R2INT/OCA:Travelling Ts/Spaceship Search Status Page

2026-10-30T04:16:15Z

TheWayOfTheCon:

< [[OCA:Travelling Ts]] • [[User:PK22/OCA:Travelling Ts]] 

Spaceship search status tracker for Travelling Ts.
== c/8 B3/S23-a5 search progress ==

The 128 search branches are tracked below. Claim an unclaimed branch by adding your username in the Claimant column. To verify a branch as completed, please post your longest partial in the RLE below and/or on the Travelling Ts forum thread. Please do not claim a branch if you are not ready to run any c/8 searches.

Each branch can take anywhere from 3 hours to several weeks to complete, depending on the branch. Please run the searches with <code>--dump-mode overwrite</code>, as I forgot to allow search dumping when splitting the branches.

=== Status key ===
* Unclaimed — available to claim
* Claimed — being searched by the listed claimant
* Completed — longest partial posted and verified
* Abandoned — branch has been abandoned either temporarily or permanently, depending on whether it is claimed. If you intend to permanently abandon a branch, please post your latest dump on the forums.
* Split — branch has been split
* Spaceship found — a spaceship was found in the branch or its descendants

{| class="wikitable" style="text-align:center;"
! Backup name !! Claimant !! Search program
|- style="background-color:#b6d7a8;"
| <code>br-00001</code> || R2INT || qfind v2.4b
|- style="background-color:#ccccf4;"
| <code>br-00002</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00003</code> || R2INT || qfind v2.4b
|- style="background-color:#ccccf4;"
| <code>br-00004</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00005</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00006</code> || R2INT || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00007</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#a8ffff;"
| <code>br-00008</code> || ''unclaimed'' ||
|- style="background-color:#fff2a8;"
| <code>br-00009</code> || TheWayOfTheCon || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00010</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00011</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00012</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00013</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00014</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00015</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00016</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00017</code> || MDA ||
|- style="background-color:#b6d7a8;"
| <code>br-00018</code> || MDA ||
|- style="background-color:#fff2a8;"
| <code>br-00019</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00020</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00021</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00022</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00023</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00024</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00025</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00026</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00027</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00028</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00029</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00030</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00031</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00032</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00033</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00034</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00035</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#b6d7a8;"
| <code>br-00036</code> || ThePlayzr || qfind v2.4b
|- style="background-color:#fff2a8;"
| <code>br-00037</code> || MDA ||
|- style="background-color:#fff2a8;"
| <code>br-00038</code> || MDA ||
|- style="background-color:#fff2a8;"
| <code>br-00039</code> || MDA ||
|- style="background-color:#fff2a8;"
| <code>br-00040</code> || R2INT || qfind v2.4b
|- style="background-color:#f4cccc;"
| <code>br-00041</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00042</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00043</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00044</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00045</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00046</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00047</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00048</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00049</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00050</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00051</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00052</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00053</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00054</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00055</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00056</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00057</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00058</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00059</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00060</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00061</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00062</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00063</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00064</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00065</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00066</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00067</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00068</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00069</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00070</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00071</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00072</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00073</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00074</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00075</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00076</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00077</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00078</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00079</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00080</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00081</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00082</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00083</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00084</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00085</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00086</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00087</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00088</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00089</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00090</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00091</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00092</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00093</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00094</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00095</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00096</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00097</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00098</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00099</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00100</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00101</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00102</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00103</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00104</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00105</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00106</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00107</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00108</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00109</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00110</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00111</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00112</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00113</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00114</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00115</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00116</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00117</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00118</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00119</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00120</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00121</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00122</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00123</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00124</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00125</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00126</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>br-00127</code> || ''unclaimed'' ||
|- style="background-color:#fff2a8;"
| <code>br-00128</code> || NNlk05 ||
|}

==== br-00002 ====
br-00002 was split into 32 subbranches.
{| class="wikitable"
! Split branch !! Claimant !! Search Program
|- style="background-color:#f4cccc;"
| <code>c8b2-00001</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00002</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00003</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00004</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00005</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00006</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00007</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00008</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00009</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00010</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00011</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00012</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00013</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00014</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00015</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00016</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00017</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00018</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00019</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00020</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00021</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00022</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00023</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00024</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00025</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00026</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00027</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00028</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00029</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00030</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00031</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b2-00032</code> || ''unclaimed'' ||
|}
==== br-00004 ====
br-00004 was split into 20 branches.
{| class="wikitable"
! Split branch !! Claimant !! Search Program
|- style="background-color:#f4cccc;"
| <code>c8b4-00001</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00002</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00003</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00004</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00005</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00006</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00007</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00008</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00009</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00010</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00011</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00012</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00013</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00014</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00015</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00016</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00017</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00018</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00019</code> || ''unclaimed'' ||
|- style="background-color:#f4cccc;"
| <code>c8b4-00020</code> || ''unclaimed'' ||
|}

=== Completion verification ===
When you finish a branch, post its longest partial in the RLE below or the Travelling Ts page and include the associated backup number. Then, color the associated box green to indicate completion.

{{EmbedViewer
| rle = x = 3321, y = 221, rule = B3/S23-a5History
138.A$136.2A.2A$137.A.A$135.3A.3A$137.A.A$135.2A3.2A$134.A2.A.A2.A$132.
2A.2A3.2A.2A$133.A.2A3.2A.A$133.2A7.2A$135.A5.A$133.2A7.2A$138.A$138.
A$133.11A$132.A.A7.A.A$133.A.3A.3A.A$132.2A9.2A$133.A.A.A.A.A.A$60.A76.
A.A$60.A75.2A.2A$58.A.A.A72.3A.3A$57.A5.A70.4A.4A$56.A3.A3.A67.3A7.3A
$55.A.A5.A.A66.2A9.2A$54.2A2.A.A.A2.2A65.A.A7.A.A$53.3A9.3A63.A2.A7.A
2.A$53.2A.2A5.2A.2A64.A11.A$57.A2.A2.A69.A9.A$57.7A68.A11.A$57.A5.A66.
A2.A4.A4.A2.A$55.A2.2A.2A2.A68.A3.A3.A$55.A.A.A.A.A.A72.A$55.A.A5.A.A
66.A.3A3.3A.A$55.A2.A3.A2.A67.2A7.2A305.3A$55.A2.A3.A2.A70.2A.2A307.5A
$57.A5.A70.A7.A304.3A.3A$55.A9.A69.2A3.2A302.A.A.A3.A.A.A$56.A7.A378.
A.A.A5.A.A.A$54.A.2A.A.A.2A.A68.2A3.2A301.3A9.3A$56.A3.A3.A67.3A.2A.2A
.3A301.A7.A$55.A.2A.A.2A.A66.3A2.A.A2.3A$55.A3.A.A3.A68.2A.A.A.2A304.
2A3.2A$54.2A2.A3.A2.2A68.2A3.2A305.2A3.2A$55.A4.A4.A71.A.A307.2A3.2A$
54.2A.2A3.2A.2A66.2A2.A.A2.2A$56.A2.A.A2.A67.A.A.2A.2A.A.A301.A7.A$56.
3A.A.3A67.A2.A5.A2.A298.A2.A7.A2.A$55.A.2A3.2A.A65.6A3.6A299.2A7.2A$55.
A.2A.A.2A.A65.3A.A5.A.3A296.A4.A5.A4.A$55.A9.A68.4A.4A300.3A.A5.A.3A$
55.A3.A.A3.A66.3A7.3A300.A.A5.A.A$55.3A5.3A66.4A5.4A$56.A.A.A.A.A68.2A
7.2A302.A2.A.A2.A$57.7A68.A.A7.A.A301.A.A3.A.A$59.3A68.2A.A.A5.A.A.2A
298.3A.A.A.3A$56.A3.A3.A68.A.A5.A.A300.2A2.2A.2A2.2A$54.3A.2A.2A.3A378.
A2.2A.2A2.A$55.A2.2A.2A2.A68.A7.A301.A3.2A.2A3.A$52.3A3.A3.A3.3A62.2A
.A7.A.2A297.2A4.A.A4.2A$56.A3.A3.A66.2A.A.A3.A.A.2A296.A3.2A.A.A.2A3.
A$56.A2.3A2.A66.6A3.6A300.A.A.A.A.A$57.A5.A68.A2.A5.A2.A303.2A.2A$132.
2A.A5.A.2A302.A2.A2.A$56.A.A3.A.A66.A13.A301.7A$56.A2.A.A2.A68.A2.A3.
A2.A304.A.A.A$52.2A.A9.A.2A61.A.A2.A5.A2.A.A300.2A.A.2A$52.2A3.A5.A3.
2A61.A.2A9.2A.A301.2A.2A$54.2A.2A3.2A.2A64.A.A.A.A.A.A.A.A300.2A.A.A.
2A$56.3A3.3A67.A.A3.A3.A.A299.A2.A.A.A.A2.A$56.A2.A.A2.A68.A9.A301.A2.
2A.2A2.A$56.4A.4A68.A3.A.A3.A300.A.2A.A.A.2A.A$55.A.A.A.A.A.A68.2A.3A
.2A301.A.A2.A.A2.A.A454.A.A9.A.A$53.A.A.A.A.A.A.A.A65.2A.A.A.A.2A299.
A.A2.A3.A2.A.A453.3A9.3A$53.A.2A.A3.A.2A.A64.A3.2A.2A3.A298.2A2.A.A.A
.A2.2A453.4A7.4A$55.A9.A67.A2.2A.2A2.A299.2A4.A.A4.2A453.A2.A7.A2.A$58.
A3.A69.2A3.A.A3.2A300.3A.A.A.3A456.A.A7.A.A$59.A.A70.2A.2A3.2A.2A301.
A2.A.A2.A462.A.A$55.4A3.4A70.A3.A302.A.A3.A.A3.A.A457.A2.A2.A$56.3A3.
3A379.A4.A.A4.A455.3A3.A3.3A$60.A73.A.2A.2A.A300.2A.3A.A.3A.2A$59.A.A
72.3A.A.3A300.2A3.2A.2A3.2A454.2A.3A.3A.2A$54.3A.A.A.A.3A68.A5.A303.A
.7A.A456.2A3.A.A3.2A$55.A.2A.A.2A.A67.2A3.A3.2A305.3A460.2A.A.A.A.A.2A
$55.A3.A.A3.A67.A9.A302.2A2.A2.2A124.A.A331.A.A.A.A.A.A$54.A.A2.A.A2.
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| position = center
| caption = Maximum c/8 partials from each of the completed branches.
}}

=== Branch splitting ===
Generally, it is not recommended to split a branch for others to work on if you are still running a search. However, if you decide to abandon the branch, or there are few or no unclaimed branches, then it's recommended to split any branches that take too long so others can continue to collaborate. You may also split a branch locally at any time if it becomes too computationally expensive to search all at once.

= References =
Link to the c/8 search dump: {{LinkForumThread
|p = 237691
|title = Re: Travelling Ts(b3s23-a5) and its variants
|author = R2INT
|date = October 16, 2026}}
br-00002 and br-00004 subbranches:: {{LinkForumThread
|p = 238909
|title = Re: Travelling Ts(b3s23-a5) and its variants
|author = R2INT
|date = October 29, 2026}}

LifeInLife

2026-10-27T23:33:00Z

TheWayOfTheCon: I think I know what this is

{{speedydeletion|Appears to cover the same topic as [[Unit cell]]}}

<big>'''Basic Information'''</big>

Type:Self-simulating cellular automaton construction

Designer:Multiple contributors in the Conway's Life community

Release year:2005 (first documented full implementation)

Dimensions:2D

Outer rule:Conway's Game of Life (B3/S23)

Inner rule:Identical to the outer rule (B3/S23)

<big>'''Overview'''</big>

LifeInLife is a landmark nested simulation construction in Conway's Game of Life, where a complete, functional instance of the B3/S23 cellular automaton is fully implemented using nothing but native Life patterns, signals and interactions. Unlike generic universal computer constructions that can run arbitrary programs, LifeInLife is purpose-built to simulate the exact same rule system that hosts it, creating a self-referential "universe inside a universe" effect that has become one of the most famous demonstrations of emergent complexity in the Life community.

The project was first conceptualized in the early 2000s, after the Life community had fully validated the practicality of building universal computers within Conway's Life. A complete working implementation was first documented in 2005, with subsequent refinements over the following decades drastically reducing its footprint and improving its simulation speed. All modern LifeInLife implementations are fully compatible with standard Life simulation software such as Golly, and can run indefinitely on an unbounded grid without external intervention.

<big>'''Core Design Principles'''</big>

LifeInLife operates on a foundational principle: every element required to run a valid Game of Life simulation can be constructed from existing native Life patterns, with no modifications to the outer B3/S23 rule. The entire system does not rely on any hidden logic, special rules or external processing; every state transition in the inner universe is the natural outcome of standard Life cell updates.

The system is built around three non-negotiable design constraints:

Rule consistency: The inner simulated universe strictly follows the B3/S23 birth/survival rules, with no deviations or simplified logic.

Autonomy: Once initialized, the simulation runs indefinitely on its own, with no manual input or external correction required.

Scalability: The construction can be expanded to simulate an arbitrarily large inner grid, simply by extending the repeating unit cell structure.

<big>'''Unit Cell Specifications'''</big>

The fundamental building block of LifeInLife is the unit cell, a self-contained structure that represents exactly one alive or dead cell in the inner simulated Game of Life.

Standard footprint: The canonical 2020 community-optimized unit cell occupies a 2048 × 2048 block of outer Life grid cells. Earlier 2005 implementations used a far larger 8192 × 8192 footprint, while experimental lightweight versions have compressed this to 1024 × 1024 at the cost of reduced simulation speed.

Internal components: Each unit cell contains three core modules:

A stable still-life based memory bank that stores the current alive/dead state of the inner cell, persisting unchanged across millions of outer generations.

A neighbor signal receiver that collects state data from all 8 adjacent inner unit cells via glider streams.

A native Life logic gate array that counts total living neighbors, calculates the next state according to B3/S23 rules, and updates the memory bank at the end of each inner simulation step.

Temporal Properties

The speed of the inner simulation is fundamentally limited by the overhead of processing millions of glider signals to compute a single inner state update:

The outer Game of Life has a maximum signal speed (the "speed of light in Life", denoted c) of 1 outer grid cell per generation.

A full generation update across the entire inner Life grid requires approximately 4,194,304 (2²²) outer generations to complete.

As a result, the maximum possible movement speed of a glider in the inner Life universe is capped at c/2²², meaning an inner glider takes over 4 million outer generations to move just one single inner grid cell.

This extreme temporal scaling creates a dramatic "time dilation" effect: from the perspective of an observer in the outer Life grid, the inner universe unfolds at a near-geologically slow pace, while hypothetical observers inside the inner simulation would experience their own evolution at a perfectly normal, natural speed.

<big>'''Historical Development'''</big>

The LifeInLife concept evolved alongside the maturation of Life's universal computation ecosystem:

1980s-1990s: After the discovery that Conway's Life is Turing complete, the community began to experiment with simple nested simulation prototypes, but no full, scalable implementation was completed.

2000-2005: Advances in glider logic gate optimization, stable memory cell design and signal routing technology allowed the first complete, working LifeInLife implementation to be assembled and verified in Golly.

2010s-2020s: Community-wide optimization projects reduced the unit cell footprint by over 75%, cut the per-generation simulation overhead, and added support for dynamically resizable inner grids.

Present: LifeInLife remains an active area of research, with ongoing projects to build a LifeInLife implementation that is small enough to fit inside a single large pattern, rather than requiring a custom pre-constructed grid.

Related Patterns and Constructions

Universal constructor: The foundational computational framework that makes nested simulation in Life possible.

Self-replicating constructions: Patterns that can produce exact copies of themselves, sharing conceptual overlap with LifeInLife's recursive properties.

Meta-cell patterns: A broader category of constructions that represent a single cell of an outer cellular automaton using a large, complex pattern, of which LifeInLife is the most famous example.

Gosper glider gun: One of the most critical supporting components, used to generate the steady, reliable streams of gliders that carry state data between LifeInLife unit cells.

OCA:Day & Night

2026-10-24T23:50:32Z

TheWayOfTheCon: Gun example, also now that I've downloaded Bell's paper and pattern archive I can probably do a lot more expansion

{{Rule
|name = Day & Night
|imgname = Day&night
|char = Chaotic
|b = 3678
|s = 34678
|reversal = B3678/S34678
|ruleinteger = 242120
|strobing = B01245/S0125
|checkerboard = B1e2cn3acjkr4cny5einqy6ei7c/S01e2-ei3acjkr4-ejr5einqy6-cn7c8
}}
'''Day & Night''' is a [[Life-like cellular automaton]] in which cells survive from one generation to the next if they have 3, 4, 6, 7, or 8 neighbours, and are born if they have 3, 6, 7, or 8 neighbours.

Day & Night is the most well-known [[self-complementary]] rule; that is, if all grid cells have their on/off state exchanged, the history of the pattern is the same as the history of the original.

Nathan Thompson explored the rule starting in April 1997, and [[David Bell]] discussed the rule in detail the following November.

The rule is rich in [[spaceship]]s, [[puffer]]s, and [[oscillator]]s.

On August 14, {{year|2020}}, [[Peter Naszvadi]] constructed a [[Rule 110]] [[unit cell]] in Day & Night, proving the rule [[Turing-complete]].<ref name="post102258" />

== Behavior ==

[[Soups]] and large unstable patterns in Day & Night tend to evolve into large blobby "islands" with active, "frothy"<ref>{{cite web|url=http://www.tip.net.au/~dbell/articles/DayNight.zip|title=Day & Night - An Interesting Variant of Life|author=[[David Bell]]|date=November 30, 1997}}</ref> exteriors and almost completely filled interiors, save for some [[photonegative]] [[oscillators]] and [[still lifes]]. These areas slowly shrink and degenerate, larger ones taking longer, leaking out patterns from their exteriors. Unusual spewing behavior can be observed as well, almost resembling failed spaceships or [[puffers]].

Most of these islands will disappear completely, the resulting [[ash]] being much less dense than ash in [[Conway's Game of Life]]. However, some can stabilize into large still lifes or [[trivial]] oscillators. Escaping [[spaceships]] are rare, though some might form from small active areas that shrink into their [[predecessor|predecessors]].
{{EmbedViewer
|rle = x = 64, y = 64, rule = B3678/S34678
2bob2ob4o3bo2b4o5b2obob4obo2bo5b2ob5o5b6o$obobo3b2obo2b4o5bobobo3bobo
bo4b2ob2o2b3ob5obobobobo$o2bo3b2o3b5o4bo5bo7bobob2ob4o4bob2obobo2bo2b
o$2o2b3ob2obobob2obo2bo4b4o2bo3b2obo7b3o11b2o$4bo3bo2b4o3bobo5b4o6bob
o2bo3bo2bob2ob2o3bobobo$bo2b2o5b3obobo2bo2bob4obo2b3obo2b3o4b7o3b2ob2o
$b2o2bo2bo6bo2b2o3bob3ob2o3bobo5bo3bobobob2ob9o$2o4b2ob6obobo2bob3obo
3bo3b5obo2bobobob2ob5o2bob2o$b3obob2obobo4bob4ob2o5bobobob2o2b6o2bo3b
4obo2bobo$b2o2bo2b2ob2o3b2obobo3b2obo2b2o3bob3o3b7ob2o4bobobo$b3o2bob
2o7bo2bo7b2ob2o3bo2b2ob4obo3bo4b5ob2o$4o2bobo2b2obob2o2bob2o4bo2b5ob2o
b2o4bob2o2b2obob7o$bo4bo2b2obob2o2bo2b3o2bo3b3o5bo2bo3bobobo7bobo2bo$
3bo3bob2obobob2obob2o3b3o2bob4o2bo3bobo5b2o3bo2b2o$4b3obo3bo2bobob4ob
4o2bobobo3bo4b2o3bobo4b3o2b3o$2o8b3obo3bo2b2ob2o2b2obobo5bo5b4o3b3o5b
3o$b2o2b3o2bobo3bo2bo4b2ob3o2b4obo3b3o7bo2bo2bobobobo$2ob2o4b2obo7bob
5obo3b2ob2ob3o2b2ob4o5bob2obobo$2ob8o4bo2bo4bo5bob3o9bob2obob6o3b2o2b
o$ob2ob2o7bobobo2b2obo3bo4bo2bo4bo2bobob2o4b2o3bob3o$bobo2b4o2b4o2bob
o4bo3b2o2b4ob3o3b5o2bob2o4bob2o$2ob2o3bo2b2ob2obo2b2obob2o2bo6b2o2b3o
b5obob2o2b3ob4o$2bobo2bo3b3obo2bo2b3obo3bobo2bob2ob3obo2b2obobobobob3o
bobo$2bo2b4o2b2ob4ob5ob3ob3obobo2bo3b5o2b2o3bo2b2obobo$3o2b7o3b6ob4o2b
obob2obob3o2b2o2bobobo2b3o2b2obobo$obob5o3b2obob7ob4obob2obo2b3o4bob2o
3b2o4bobobo$o3b2ob2obob2o2b2ob3o5bob2o2b2ob3o3b5ob2o5b2obobobo$3bob6o
b5o2bob5ob2o2bobo2b3ob3o3bob2obo2bo3bo3bo$obo2bob3o5b2o4b2o3b3o2b4o2b
3o3bobo2bob2ob5o3bobo$2bobo3b2ob2obob4o7b2o3bo2b3o2bob2o2b2obo2b3ob2o
bo2bo$b2o6b3obo2bo2bo2bo2b6o2b2ob6o3b2o4bob5obobo$2bob3ob2o2b4o3bo2b4o
bobo2bobo2b2obobob2o3bobo4bo3b2obo$6b3ob2o2bob2o2b2obo2bobo2bo2b2o4bo
bo3b2o2bobob2o2b3ob2o$3b4obobo9b4ob2obobo3bobob2o3bob3obobo2bo3bob4o$
o2bob3obobo2b3o3bo2b3obo3b3obob7o3bob2o2b3o2bo2bobo$4b2o2bobobo3b4ob4o
3b3o4b4obobobobo2bo3b6o$2bob2o2b4o3b2ob2o2b3ob2o2bob4o4bo2bo4bob3ob3o
2bo2bo$4b2o3bo6b2o2bo4b2o2b4ob2o4b2o2bo3bobobo3b2obo3bo$3bo2b2ob4o3b3o
bo6b2ob2o2bobob2o4bo4bobo4bo6bo$3ob2ob2ob2o2bo3bo3b3ob2ob2o3bo2b4o2bo
b2ob4o2bobo2b3o$2o5b2obo3bo2bo4b2ob4o2bo2b5obob3ob5o3bo2b2obob2o$4bo2b
obo3bobo2b2ob3o7b3o3bo3bo2b3o3b2o2b2ob2obobo$obo3b3o2b4o2b2obob7o3b4o
b2o2b2o4b3ob2o5bobo2bo$2ob2obob2obo2bo3b2o2bo2bo2b3ob2ob5ob3ob2o4bob2o
3b3o2bo$o3bobob2obobobobob2ob2o4bob2obobo2b3o5bob4o3b2ob5o$bo3bo2b3ob
2o4bo2b2obo7bo3bob2o8bobo3bo2b4obo$6b8ob3o2b2obo3bo2bob3o3bob3o3b3o2b
2ob2ob6o$2bobo4bob2ob8o2bobob3o3bobo2b2obo4b4o4b8o$b3ob8o4bobo2b5ob3o
2b6obob2obo2bob2o7bo3bo$o3bob2obob5ob5o2bo2b2ob2o2bo2b4o2bo4b2o2bo2b3o
2b2o$bob3obob3ob3o2b3obo2bo2bo2b3ob7obo2bo5b3o3bob2obo$2ob3ob4o2b2ob3o
bob2o3bob2o2bobob3o2bob4ob2obob3o3bo2bo$2b2o2bob2ob3ob2o2bo2bob3o5bob
5o2bob5o2bob3obobo3bo$o4bo2b2o2bobo2bobo2b4obob4o2bob2o2bobo2bo2bo3b2o
2bo3b3o$2obob2o4b3o3bo3b2o2bo2bob5o3bo2bo2b2o2bob2o2bo2b5o$bo2b2o2b2o
b2o2b2obo4bo2bobo4b4ob2o3bobobo2b2o2bobo2bo2b2o$o3bo4bob2o2b2o5b2o2b2o
bob2obob3obob3ob2o4b3ob2obo$b3obo2b4obo3b6o2bob2o8bob2o4bo2b3o4b3o4b2o
$2obo5bo2b2obobobo2b4ob2obo2b2ob2o3bo2b2ob4o2b2obobobobo$3bo2b2ob3obo
4b2o2b4o2b2o3b2obo3b3o6b3ob4o2bob3o$obo4bo2bob2ob2o2b2o2b2ob2o2b6obob
3obo5b2o2b4o2b4o$bob2o2bo6bobo2bob3o3bo2bob2o4bob2ob2o7bobobob6o$ob3o
b2ob2obobo2bobob2ob4ob2o4b2o3b2o4b2o2bob4ob7o$b2obob3o3bo2b4o2bobob3o
bobo2b3o2bo2bo2bob3obo3bo2bobobo!
|position = center
|caption = An example of "spewing" behavior, from a 64x64 soup
|viewerconfig = #C [[ WIDTH 700 HEIGHT 700 AUTOSTART PAUSE 1 GPS 30 T 30 LOOP 200 ]]
[[ T 30 T 50 ]]
[[ X -25 Y 20 ZOOM 10 ]]
[[ T 60 GPS 10 ]]
[[ T 60 T 120 ]]
[[ X -60 ZOOM 15 ]]
[[ T 140 T 160 ]]
[[ X 0 Y 0 ZOOM 6.1 ]]
}}
==Oscillators==
Day & Night is home to many different periods of oscillators. Here are the smallest known examples of each period up to 16:
{{EmbedViewer
|rle = x = 183, y = 12, rule = B3678/S34678
2o5bo28b2o9b2o55bo77bo$2o5b2o5b4o7bo8b4o9b2o10bobo20b2o5b2o11bob3o9bo
2bo9bobo7b2o9b3o28b2o$8bo6b2o7b3o7b6o6b5o7b6o6b5o6b3o5b3o10b5o9b3obo9b
o8b2o10b2o28b2o$15b2o8bo10b4o7b4o7b6o7b3o7b2o7b2o6b2o2b4o10b5o8bo11bo
9bo3bo7b2ob2o4b2o$15b2o18bob2o9bo9bo2b2o23bo11b9o8b5o8b2ob2o9b2o11b2o
6b4o3b4o$14b4o19b2o22b3o21b3o11b4o2b2o7b5o12bo10b2o11b2o7b9o$60b3o9bo
11b5o10b2o12b5o12bo32b4o3b4o$70b2o13b3o25bob3o11bobo31b2o4b2ob2o$72bo
13bo27bo2bo$70bo10b2o7b2o$71b2o8b3o5b3o$70bo11b2o5b2o!
|position = center
|viewerconfig = #C [[ WIDTH 1250 HEIGHT 240 ZOOM 6.5 AUTOSTART GPS 6 ]]}}

==Spaceships==
Many periods of c/2 spaceships are known, but different reduced speeds are common as well. The S8 transition allows many of the spaceships in Day & Night to be stable.

===Rocket===

The rocket was the first spaceship found in Day & Night, and it appears spontaneously from many reactions which have symmetry around a line. This spaceship is probably the reason that this particular Life rule was chosen for Day & Night. It is unexpectedly large and has the amazingly large period of 40.

{{EmbedViewer
|pname = rocket
|position = center
|caption = Rocket
|apgcode = xq40_0sfvuvfszw1ovo1z0sgpvpgszwcvvvczookpvpkooz8hvvvvvh8z2pfvvvfp2zw37f73/b3678s34678
|style = width:400px;
}}

The rocket is easily generated from tiny predecessors.

{{EmbedViewer
|rle = x = 412, y = 102, rule = B3678/S34678
b2o$ob2o$8o$ob2o$b2o!
|position = center
|caption = Rocket predecessor
|style = width:400px;
}}

===Elementary===

Unsimplified speeds are yet to be tabulated here.

Green means a spaceship has been proven to have minimal population via [[LLSSS]].
{| class="wikitable"
|-
! Speed
! Period
! Direction
! Smallest known
! Minimum # of [[cell]]s
|-
!rowspan=2| [[c/2 orthogonal|c/2]]
| 2
| orthogonal
| [https://conwaylife.com/forums/viewtopic.php?f=11&t=702&p=73855#p73855 29P2H1V0]
|style="background: #80ff80;"| {{cells|29}}
|-
| 4
| orthogonal
| {{LinkCatagolue|xq4_gkevekgzx2|b3678s34678|name=18P4H2V0|style=raw}}
|style="background: #80ff80;"| {{cells|18}}
|-
! [[3c/7 orthogonal|3c/7]]
| 7
| orthogonal
| {{LinkCatagolue|xq7_oggwdraaaardwggozdvo504sf44fs405ovdzupv80adkrrkda08vpuz0devousvvvvsuovedzwfeqctvvvvtcqefz0266ugvvvvvvgu662zwcujb73w37bjuczw1233y23321|b3678s34678|name=316P7H3V0|style=raw}}
| {{cells|316}}
|-
! [[2c/5 orthogonal|2c/5]]
| 5
| orthogonal
| [https://conwaylife.com/forums/viewtopic.php?f=11&t=702&p=73994#p73994 164P5H2V0]
| {{cells|164}}
|-
! [[c/3 orthogonal|c/3]]
| 3
| orthogonal
| {{LinkCatagolue|xq3_oq7sm9wo6335zx10eu2|b3678s34678|name=35P3H1V0|style=raw}}
|style="background: #80ff80;"| {{cells|35}}
|-
! [[2c/7 orthogonal|2c/7]]
| 7
| orthogonal
| {{LinkCatagolue|xq7_wn76oskkso67nzwgg75l55l57ggzctvvuvquuqvuvvtczw22hpffffph22zx3456w6543|b3678s34678|name=160P7H2V0|style=raw}}
| {{cells|160}}
|-
! [[c/4 orthogonal|c/4]]
| 4
| orthogonal
| [https://conwaylife.com/forums/viewtopic.php?f=11&t=702&p=73855#p73855 32P4H1V0]
| 
| {{cells|76}}
|-
! [[c/7 diagonal|c/7]]
| 7
| diagonal
| [https://conwaylife.com/forums/viewtopic.php?f=11&t=702&p=73855#p73855 48P7H1V1]
| {{cells|48}}
|-
! [[c/8 diagonal|c/8]]<ref>{{CiteDiscord|channel=naturalistic|id=1378190150135189597|author=LuveelVoom|date=May 31, 2025}}, which found the first c/8d (but laughably far from the minimal... yes indeed)</ref>
| 8
| diagonal
| {{LinkCatagolue|xq8_yhgg4esif0sczydgmqs40eun4fzy9oauvvse6s47a41zy3g0ooqipp0ec31zgooc4usvvfnff31z364iug5b23zx107|b3678s34678|name=176P8H1V1|style=raw}}
| {{cells|176}}
|}

{{EmbedViewer
|rle = x = 437, y = 103, rule = B3678/S34678
433bo$2b2ob4o5b3o9b5o4b5o13b3o10b3o12b3o11b4o6b4o7bo4bobo4bo8bo2bo5bo2bo15bo16bo5bo14b2o14b3o2b3o44bo14b3o11b3o17b3o15b2o33bo23bo35b2o$b3o3bobo3bobobo8b3obo4bob3o11b3ob3o6b3ob3o8b2ob2o12b2o3b2o3b2o8b2o3b3o3b2o8b2ob2o3b2ob2o14bobo14bobo3bobo13b2o12bob2o4b2obo40b4o13b2obo9b3obo15b5o14b3o31b3o22b3o30b2ob2o$4ob5o3b5o7bob2obo4bob2obo9b3o2b4ob2ob4o2b3o8bobobo11bo2b2o2b2o2bo9b2o2b3o2b2o8b2o4bobo4b2o13b3o14b3o3b3o26b14o39b5o10b3o2b2o11b2o15b6o12bo2b2o33bo21b4o28b4o2bo$b5o6bob3obo7b3o8b3o11b2o2b3ob4ob3o2b2o8b2o2bo13b10o12b2o3b2o10b3o2b5o2b3o13bobo33b2ob2ob2o9bo4b2o4bo39bob5o8bobo4b2o10b2o17b5o12b5o28b2o27b2o26b5ob3o$o3bo2b2o6bo11b2ob6ob2o11bob3o2bob4obo2b3obo8b4ob2o11b8o14b2ob2o12bobob5obobo31b2o5b2o9b2o2b2o2b2o8b2ob2o2b2ob2o39bob3obo7b4o2b4o10bo19b3o46bob2o22bob4o23bo3bo2b3o$14bobo9bo2b2o4b2o2bo10b3o5b6o5b3o8b2o2b2ob2o10bob2obo15b5o55b2o7b2o9b8o11bobo2bobo40bo2b5o5bo2bobo4b2o31bobo44bobobo21bo3bob2o23bo3b3o2bo$27b12o11bo7bo4bo7bo12b4o12bo2bo34bo9bo31bob2o3b2obo10b6o13b2o2b2o41b2obo9bo2b6o3bo29bobo13bo27b3obob3o17b2obo6b2o21b2o3bobobo$26bob10obo8b2o2bo6b4o6bo2b2o10bo2bo11b2o2b2o17bo41b3o15bobobobo10bob6obo10b8o39bob3obo7b3o3bobo34bo12bobo7bo21b2ob2obo17bobob2o2bob3o19b3ob2ob2obo$29b8o14bobo5bo2bo5bobo10bo15b3o4b3o57b3o15b2o3b2o12b6o13bob2obo41bo17bo2b2o47b2o7b2o16bob3ob4o18b2o2b2obo27bo2b3obo$25b2o3b6o3b2o10b2o16b2o8b4o13b3obo2bob3o54bo2bo2bo15bobo15b4o15bo2bo42bob2o17b2o45b2o9b3o15b8obo19bobo2bo24bo4bo2bo$26b2o2b6o2b2o10bo2b3o10b3o2bo7bo15b5o4b5o52bob5obo32b4o62b2o10bo6bobo47bobo6bob2o14b9o21bo2bo24b4o3b2o$26b2obob4obob2o13b2obo8bob2o9b2obo14b4o4b4o53b9o12b2obob2o13b4o14bo4bo43b2o9b3o4bo2b2o46bo2b3o2bob2o13bob5obo23b2obo20b3ob6obo$30b6o13b8o8b8o21b16o48b4ob5ob4o9b7o11b2ob2ob2o12b2o2b2o43b2o10bob2o2bo49bobobo5bo17b4o27b3o20bob6ob3o$28bo2b4o2bo12bob4o10b4obo21bob14obo47b2obob5obob2o10b5o13bob2obo12bobo2bobo41bobo9b2ob3o3bo46bo3bobo22b6o47bo2b8o$29b8o13b2ob4o8b4ob2o23b14o50b2o4bo4b2o9b3o3b3o10bo6bo9b5o2b5o39bo14bo4b3o49bo22bob2obo50b3ob3o2bo$27b12o13bo2bo10bo2bo24b2o2b8o2b2o55bo13b3o7b3o11b2o14b3o2b3o41b3o16bo2bo73b2o2bo48b2o2bo$27b12o15bo12bo31b6o75b5ob5o11b4o13b8o41b2obo15bobo74bo51bobo3b4o$28b10o18bo8bo31bo2b4o2bo75b7o14b2o11b3o3b2o3b3o38b2obo14bob2o125b6obo$30b6o19b2o8b2o29bob8obo72b11o11bo2bo11bo2bo4bo2bo34bo2bo2b2o15bo2b4o120b6obo2bo$24bob2o2b6o2b2obo14bo8bo30b2ob2o2b2ob2o76b3o15b4o11b2obob2obob2o34bob3o18bo5b2o117b8o$25b2o2bob4obo2b2o57b2o4b2o77b5o15b2o12b3ob4ob3o34b5o20bob4o117bob5o$24b5o3b2o3b5o56bo6bo78b3o14b6o12bob4obo36b3o19b3o2bobo119b7o$24b6o2b2o2b6o159bob2obo12b8o35b3obo17b4o122b9o$24b5ob6ob5o156b2o2b4o2b2o8b10o37bo19b2o2b2o115b2ob7o$22bob3o3bob2obo3b3obo153bo2b8o2bo8b8o33bob3o19bo4bo116b2o4b3o$23bo2bo3bo4bo3bo2bo154b14o6b12o31bo27bo118bobo2b3o$28bo8bo160b12o7b2ob6ob2o31b2o25b2obo115bobo3b2o$26bob3ob2ob3obo157bob10obo48bobo22b6o117bo2bobo$23b3ob2ob2o2b2ob2ob3o155b12o49b3o21bo2b4o118b4o2bo$24bo16bo156bo3bo2bo3bo11b4o32b7o16b2ob2ob2obo120bob2o$23b3o14b3o177b6o30bob4o18bo3bo4b3o117b2o$24bo16bo159b6o14b4o32b3obo20bo6bob2o118bo$23b3o4b6o4b3o157b8o11b2o4b2o30b2o22b2o3bo4bo$25bo4b2o2b2o4bo159bo2b2o2bo11bobo2bobo27b3ob3o22b2ob4o2bo$30bo4bo164bo2b2o2bo11b2ob2ob2o27bobobo22bobo2bo2b2o$30bob2obo166bo2bo48b4o25b2obo2bobo$30bob2obo185bo2bo31bo26bo2bo4b3o$221bo2bo30bo25bo2bobo4bobo$222b2o29bo2bo24b5o3b2o$254bob2o25b2obobobob2o$255b2o27b2o2bobob2o$283b2o6bo$254b3obo24b4o2b5o$255bobo27bo3b5o$253b5o25bob3ob3o$254bo27bob2o6bo$253bob2o27b2o$253b3o25b2o3bo$252b4o26bobo4b3o$251b3o29b4o3b2o$251b4o27bob2o$254bo29b3o$254b2o31b3o$254bo28bob6o$251bobo30b2obob2o$252b4o29bob2o$251b2ob2o27b2o2b4o$251b2o2bo27bo5b2o$250b3ob2o29b3ob2o$249bob3o30bob3o$251b3o32b2ob2o$248b2obo34bob2o$250b3o37b2o$248b3o2bo37bo$249b3obo35bob2o$246bo44b2o$246b2o2bo38b4o$247b2o36b6obo$245b3o34b2ob3ob2obo$244bo37b2ob3obo$244bobo36bob3obo$246b3o33bob4o$244bobob2o35bo$244b4o34b2o2bo$244b3ob2o34bo2b2o$242b2ob2ob2o35b4o$242bob3obo35b2ob2o$244bo38bo2bo$244b2o40bo$285b2o$245b2o$244b3o$244b3o$244b3o$242bob2o$242b3obo$242b4o$241bo2b2o$241bobo$242b2o$242b2o$244bo$241bo$241b2o$240bo$240bobo$238b5o$237b3o$237bob2o$235b5o$237bo$237bo!
|position = center
|viewerconfig = #C [[ ZOOM 2 WIDTH 900 ]]
|caption = A collection of these ships
|style = width:480px;
}}

In February {{year|2020}}, [[AforAmpere]] found the first [[knightship]]s in D&N, of speeds (2,1)c/5<ref name="post89850" /> and (2,1)c/6<ref name="post90043" /> respectively. On October 26, 2020, [[Adam P. Goucher]] found a {{LinkCatagolue|xq5_yzy1g8ik82vcezyzy13um3zyzw8qdf5r58zyz25e9htv652zyxssssvb31zysg0k40ec3011zyrgodpzypddso135zymcnmpa8zyjgo75j1ackzyf8kvvvfvmkp32zyg9vl3ackggzyhsmr1uuaczydcktoltkionzyd25f06d601zyaggog419k7ogzy6gsvvvf60dqsi9o2zy525nvvffs9v6u6zy58umplqgd0kzy45e22gvb2rd01zx4svaf1diphkc3z0k9864ihkjjoz6vj2qo0od51zw1103733|rule=b3678s34678|patternname=second, larger (2,1)c/5 knightship|style=raw}} using [[ikpx2]],<ref name="message770287572152483841" /> and quickly found multiple [[tagalong]]s<ref name="message770293244953100318" /><ref name="message770293800652242944" /> (including a {{LinkCatagolue|xq10_8e9m2zw5dvauo8zy0efdf8gzy32j6dikzy63j7jzy526759qoqgggzybr0klgzybichlrk2zyb21vfqsn6zye137uuttq4zyi1246544kzyngnrus8zyo11evke8zyr24cm468zys7gih73nkggzyt36usvffvvm8zyugw7hlbqczyu2jn9gdtvkzyv1osaee6kf6szyy175vcb7zyykfjih108sgoggzyz2m8rnncvjvvvu8gzyzw3674u8nnvfdnzyzy1gjghmuod94zyzy11et5mvoopbmgzyzy4261pd1ghbjfsozyzy8oj3o946696czyzy914mmo64lot3zyzyb11331|rule=b3678s34678|patternname=period-10 tagalong|style=raw}}<ref name="message770294666461315082" />) and a [[wickstretcher]]<ref name="message770296523916705843" /> based on it. The same day, Goucher found a smaller and thinner (2,1)c/6 spaceship.<ref name="message770389109339324416" />

On October 27, Goucher found a "[[growing spaceship|growing knightship]]" - a pattern in which the front end moves at (2,1)c/5 while the back end moves at (2,1)c/6.<ref name="post107986" />

{{POTY|name=These knightships|year=2020|type=oca|rank=1|collective=true}}

== Infinite growth ==

Day & Night has a few behavioral features that are typically unfavorable for [[gun]] construction, such as uncommon spaceships and little to no recurring evolutionary sequences. Nevertheless, many guns have been constructed in the rule, mainly due to the existence of [[extensible]] [[sparky]] oscillators that can be constructed for a wide range of periods.
{{EmbedViewer
|rle = x = 505, y = 51, rule = B3678/S34678
99boo207boo97boo$80b4o336b6o$99boo8b4o195boo97boo22b4o12boo32boo$80b4o
8b4o8boo34b4o4b4o12b6o45boo10boo94boo14boo43boo26boo6b6o34b4o8boo$61b
oo8boobb4o6boobboo8boo8b4o10boobb4obboo10boo6boobboobboo8boobb4o65boo
62boo24boo51boo6b4o8boo6b4o8boobb4o12boobb4o10boobboo4boo4boo8boobboo$
57boobobb8obboo4b6obboobb8obb8o4b5oboobobboo4boobb10obb6obboobboobb8o
bboo4boboo22boobboo4boo4boo4boo22b4o48b4o4b6obboobboobboobboo6boo4boo
bb8o22boob5obb6o4b8obb6o4b8obboo4b5oboob3obboo4b10obboobb4obb4obb8obb
oobb5oboo$57b23o4b8o4b8obb34o4b4o4b12o6b13o16boob3obboobb4obb4obb4obb
22o4b5oboo36boobo4b4o6boobboobboobboobb6obb4obboo8b3oboo16b5obb26obb6o
6b34o4b8obb31o$58b41obb8o4b69o17b45obb17o36b9obb24obb27o17b27obb22o4b
12obb32obb21o$58b22o4b8o4b8obb34o4b4o4b12o6b12o18b15obb10obb33o38b23o
bb14obb21o18b4obb26obb6o6b34o4b8obb30o$60bobb8obboo4b6obboobb8obb8o4b
5oboobobboo4boobb10obb6obboobboobb8obboo4bo20b44obb16o38b8obb24obb26o
20b5obb6o4b8obb6o4b8obboo4b5oboob3obboo4b10obboobb4obb4obb8obboobb5o$
61boo8boobb4o6boobboo8boo8b4o10boobb4obboo10boo6boobboobboo8boobb4o23b
3obboobb4obb4obb4obb22o4b5o42bo4b4o6boobboobboobboobb6obb4obboo8b3o27b
oo6b4o8boo6b4o8boobb4o12boobb4o10boobboo4boo4boo8boobboo$80b4o8b4o8boo
34b4o4b4o12b6o35boobboo4boo4boo4boo22b4o48b4o4b6obboobboobboobboo6boo
4boobb8o27boo26boo6b6o34b4o8boo$99boo8b4o131boo62boo24boo71boo22b4o12b
oo32boo$80b4o131boo10boo94boo14boo79b6o$99boo207boo97boo$$308boo3$7boo
$5boobo$6b4oboo$3bob8o9boo68boobboo$bb10obo3boob3obo65b10o$b12obb11o
64b10o$24obbo62b10o$b12obb11o64b10o$bb10obo3boob3obo65b10o$3bob8o9boo
68boobboo$6b4oboo$5boobo$7boo3$308boo$$99boo207boo$80b4o131boo10boo94b
oo14boo$99boo8b4o131boo62boo24boo111boo32boo$80b4o8b4o8boo99boobboo4b
oo4boo4boo22b4o48b4o4b6obboobboobboobboo6boo4boobb8o103b4o8boo$61boo8b
oobb4o6boobboo8boo8b4o89b3obboobb4obb4obb4obb22o4b5o42bo4b4o6boobboobb
oobboobb6obb4obboo8b3o87boobb4o10boobboo4boo4boo8boobboo$60bobb8obboo
4b6obboobb8obb8o4b5o82b44obb16o38b8obb24obb26o82b3obboo4b10obboobb4obb
4obb8obboobb5o$58b22o4b8o4b8obb14o80b15obb10obb33o38b23obb14obb21o80b
18o4b8obb30o$58b41obb8o4b7o79b45obb17o36b9obb24obb27o79b5obb32obb21o$
57b23o4b8o4b8obb15o78boob3obboobb4obb4obb4obb22o4b5oboo36boobo4b4o6boo
bboobboobboobb6obb4obboo8b3oboo78b19o4b8obb31o$57boobobb8obboo4b6obboo
bb8obb8o4b5oboo84boobboo4boo4boo4boo22b4o48b4o4b6obboobboobboobboo6boo
4boobb8o84boob3obboo4b10obboobb4obb4obb8obboobb5oboo$61boo8boobb4o6boo
bboo8boo8b4o131boo62boo24boo111boobb4o10boobboo4boo4boo8boobboo$80b4o
8b4o8boo109boo10boo94boo14boo119b4o8boo$99boo8b4o195boo137boo32boo$80b
4o$99boo207boo!
|viewerconfig = #C [[ WIDTH 1500 HEIGHT 600 ZOOM 2.5 GPS 600 LOOP 3671 AUTOSTART ]]
|caption = A period-3671 rocket gun, one of many guns that utilize the extensible sparky oscillator.<ref>{{cite web|url=http://www.tip.net.au/~dbell/articles/DayNight.zip|title=Day & Night - An Interesting Variant of Life|author=[[David Bell]]|date=November 30, 1997}}</ref>
|position = center
|style = width:480px;
}}

==References==
<references>
<ref name="post102258">{{LinkForumThread
|format = ref
|title = Re: List of the Turing-complete totalistic life-like CA
|p = 102258
|author = Peter Naszvadi
|date = August 14, 2020
}}</ref>
<ref name="post89850">{{LinkForumThread
|format = ref
|title = Re: Day & Night (B3678/S34678)
|p = 89850
|author = AforAmpere
|date = February 19, 2020
}}</ref>
<ref name="post90043">{{LinkForumThread
|format = ref
|title = Re: Day & Night (B3678/S34678)
|p = 90043
|author = AforAmpere
|date = February 22, 2020
}}</ref>
<ref name="message770287572152483841">{{CiteDiscord
|author = Adam P. Goucher
|date = October 26, 2020
|channel = naturalistic
|id = 770287572152483841
}}</ref>
<ref name="message770293244953100318">{{CiteDiscord
|author = Adam P. Goucher
|date = October 26, 2020
|channel = naturalistic
|id = 770293244953100318
}}</ref>
<ref name="message770293800652242944">{{CiteDiscord
|author = Adam P. Goucher
|date = October 26, 2020
|channel = naturalistic
|id = 770293800652242944
}}</ref>
<ref name="message770294666461315082">{{CiteDiscord
|author = wwei23
|date = October 26, 2020
|channel = naturalistic
|id = 770294666461315082
}}</ref>
<ref name="message770296523916705843">{{CiteDiscord
|author = Adam P. Goucher
|date = October 26, 2020
|channel = naturalistic
|id = 770296523916705843
}}</ref>
<ref name="message770389109339324416">{{CiteDiscord
|author = Adam P. Goucher
|date = October 26, 2020
|channel = naturalistic
|id = 770389109339324416
}}</ref>
<ref name="post107986">{{LinkForumThread
|format = ref
|title = Re: Day & Night (B3678/S34678)
|p = 107986
|author = Adam P. Goucher
|date = October 27, 2020
}}</ref>
</references>

==External links==
* {{cite web
| author = David I. Bell
| year = 1997
| url = http://www.tip.net.au/~dbell/articles/DayNight.zip
| title = Day & Night - An Interesting Variant of Life
| work = See also Bell's [http://www.tip.net.au/~dbell/archive/b3678s34678.tar.gz Day & Night pattern archive]}}
* {{cite web
| author = Pete Carlton
| url = https://web.archive.org/web/20080617233100/http://www.ocf.berkeley.edu/~pcarlton/CA.html
| title = Pete's Game of Life Page: B3678 S34678}}
* {{LinkForumThread|f=11|t=702|title=Day & Night (B3678/S34678)}}
* {{LinkWikipedia|Day_and_Night_(cellular_automaton)}}
* {{LinkCatagolueRule|b3678s34678}}
* {{LinkEppsteinRule|b3678s34678}}
* {{LinkMirek|rullex_life.html#Day%20%26%20Night|title=MCell built-in Life rules: Day & Night}}
* [https://web.archive.org/web/20150422173051/http://fano.ics.uci.edu/ca/rules/b3678s34678/g15.html The Rocket (glider 19979)]

[[Category:Life-like cellular automata]]
[[Category:Self-complementary rules]]

OCA:Travelling Ts

2026-10-24T01:32:05Z

TheWayOfTheCon: More tidbits, also I think we have enough content to bring the table of contents back. But if not, to get rid of it again just type "__NOTOC__" at the bottom of the page.

{{Rule
|name = Travelling Ts
|imgname = Travelling Ts
|char = Chaotic
|b = 3
|s = 23-a5
|reversal = B01245a78/S01234678
}}
'''Travelling Ts''' is an [[isotropic non-totalistic cellular automaton]] named in reference to its most common [[spaceship]], known as the T. [[Catagolue]] hauls of the rule had been submitted as early as August {{year|2016}},{{refn|{{cata|attribute/xp24_ccr7460647rcczglty3tlgz1167130317611/b357s238/D8_1|attribute page}}}}, but it would only begin gaining traction in May {{year|2025}}, when ThePlayzr started a forum thread for this rule.<ref name="post212502" /> The thread ended up getting over 800 posts by the end of the year.

Travelling Ts has well-developed [[technology]], with many engineered [[gun|guns]], [[Infinite growth|infinite growth patterns]], and [[oscillators]]. The rule is also known to be [[Turing-complete]] and [[omniperiodic]].

== Rulestring ==

Travelling Ts has a [[rulestring]] very similar to that of [[Conway's Game of Life]], having all shared birth conditions and most survival conditions. It differs in S5, as adding that to Life's rulestring makes it [[explosive]]. To allow for exploration, singular [[INT]] condition, S3-a, is thus removed to allow the rule to be more stable. Thus, cells only die with three neighbors if the cells are arranged like so: 
[[image:INT Moore R1 3a.png|center|75px]]
The live neighbors in S3a make up the same neighborhood as any live cell has in [[block]], which consequently rules out the block as a [[still life]] (this is the only still-life lost from B3/S23, and the lost transition otherwise only affects periodic patterns - [[beacon]] is likewise the only finite p2 lost in this rule from B3/S23). Other very common patterns from B3/S23, including the [[glider]] and [[blinker]], do not need S3a, so they work as normal under the rulestring.

The absence of S3a & presence of S5 also allows for [[margolus]]-type oscillators to exist. (see [[OCA:Travelling Ts#Oscillators|#Oscillators]])

== Behavior ==
In this rule, chaotic patterns are similar in many regards to [[Conway's Game of Life]]; many unstable areas are created and persist for hundreds, sometimes thousands of generations, releasing objects and [[spaceships]] as they change shape. These active regoins tend to be less isolated and expansive compared to B3/S23. Due to S5, they are also denser. Active areas persist more from gradually shrinking rather than affecting nearby [[stable]] objects to spawn more activity like in Life.

== Patterns ==

=== Common sequences ===

Due to chaotic patterns being less hollow and isolated than in [[Life]], there is less potential in regards to common [[evolutionary sequence|evolutionary sequences]] in Travelling Ts. Nevertheless, there are a few recognized common evolutionary sequences in the rule.

{{EmbedViewer
|rle = x = 47, y = 4, rule = B3/S23-a5
b2o20bo20b2o$o2bo18bobo18bo2bo$o2bo17b2ob2o17b3o$3o20bo19bobo!
|position = center
|caption = Identified evolutionary sequences include (from left to right): [[Teardrop]] (D), [[Angel]] (A), and Rotator (P)
}}

=== Still lifes ===
Most still lifes from [[Life]] work with this rule. Some of the most common [[still lifes]] are [[loaf]], [[boat]], [[pond]], and [[beehive]]. [[Block]] is notably absent, due to the absence of S3a. [[Small lake]], [[Hat cis-siamese hat|hat siamese hat]], and [[trans-rotated bun]] become much more common in this rule compared to regular Life, as they have relatively common [[predecessor]]s.

S5 allows for [[alien]] still lifes, though they are generally less common. The most common of these alien still lifes, [https://catagolue.hatsya.com/object/xs12_356356/b3s23-a5 xs12_356356], is the 26th most common object overall. Below is a small collection of small alien still lifes:
{{EmbedViewer
|rle = x = 35, y = 21, rule = B3/S23-a5
obo6b2obo6b2o8b2o$3o7b2obo5bobobo5bobobo$bo7b2obo8b3o7b2obo$2o19bo9bo
bo4$bo$obo6b2obo6b2o8b2o$3o5bob2obo5bobo7bobob2o$bo7b2obo8b3o7b2obo$2o
19bobo7bobo5$bo7bob2o6b2o8b2o$b3o4bob2obo5bobo7bobobo$3o6b2obo8b3o7b2o
bo$2bo18bobo7bob2o$22bo!
|position = center
|caption = The still lifes in the first column are called "cat", "cat in a hat"and "stable pinwheel", respectively. (The rest are unnamed.)
}}
Travelling Ts also has alien [[induction coil]]s which can often replace [[tail]]s, [[nine]]s or [[line of three|lines of three]] in general from still lifes from Life:
{{EmbedViewer
|rle = x = 11, y = 11, rule = B3/S23-a5
b2o5b2o$bo6bobo$3o4b3o5$bo6b2o$obo4bobo$bo6bo$3o4b3o!
|position = center
}}

[[Eater 1]] cannot [[eat]] the glider in this rule, but curiously can eat the T.
=== Oscillators ===
Travelling Ts is similar to [[Life]], meaning that some [[oscillators]] from Life work in this rule, such as [[blinker]] and [[toad]].<ref name="Catagolue" /> Blinker remains the most common oscillator, while the second-most common is a period-2 stemming from a line of four cells, called "big blinker".<ref>{{cata|object/xp2_f/b3s23-a5|xp2_f on Catagolue}}</ref> In addition, all of the Margolus oscillators from {{rl|2×2}} work in this rule, due to S5 and the absence of S3a.<ref name="post212541" /> This enables the construction of oscillators with all even periods.<ref name="post128639" /><ref name="post214235" /> Below is a small collection of oscillators in this rule:
{| style="margin:auto; width:300px"
|{{EmbedViewer
|rle = x = 75, y = 73, rule = B3/S23-a5
68b2o$41b2o26bo$26b2o11bo2bo23b2o$26bo13bo$24bobo13bo23bobo$4b3o17b2o
13bo$21b2o18bo20bobo$20bobo17bo$20bo19bo19bobo$19b2o17bo2bo18bo$38b2o
18bo$58b2o3$24bo$23bobo36b2o$22bobobo35bo$20b3o40b3o$5b2o13bobo15bo21b
3o3bo$2bobob2o15b3o12b2o2b2o15bo4b2obo$2bo5bo31bobo15bob3o3bo$3b2obob
o30bobo16bo5b2o$4b2o17b3o12bobo16b2obob2o$20bobo14b2o2b2o15bo4bo$20b3o
19bo15bob3o$22bobobo32bo$23bobo34bo$24bo34b2o5$16b2o$15bo2bo$4bo10bob
o46bo$3b2o11bo3b2o2b2o21bo14b3o$4bo16bo2bobo15b2obo2bo12bo$bo16bo2bo3b
2o15bo6bo7b2obob5o$3o15b3o14b2o7b2ob2o9bobo6bo$7b3o24bobo6b2o12bo2b7o
bo$8bo15b3o7b2o21b3o6bobo$5bo12b2o3bo2bo10b2o2bo2bo15bo3b2o2b2o$5b2o11b
obo2bo13bo5b2o14bo2bo2bobo$5bo13b2o2b2o3bo11bo18b2ob3o2bo$27bobo9bobo
18bobo2b2o$26bo2bo10bobo17bo2bobo$27b2o12bo19b2o2bo$65b2o7$67b2o$3b2o
26b2o34bo$3b2o10bo16bo33b3o$3b2o9bo2bob2o9bo34bo$3b2o8bo6bo7bobo16b2o
17b5o$3b2o9b2ob2o24bobo2bo13bo7bo$3b2o13b2o6bobo13b2ob3o13bob5o2bobob
o$3b2o36b2o19bo5bobob3o$3b2o13bo2bo2bobo17b2o16bo2bo2bobobo$3b2o13b2o
21b2obobo12bo2bobobobo2bo$3b2o18b2o17bo2bo12bobobo2bo2bo$3b2o16bo18bo
bo13b3obobo5bo$3b2o16b2o17b2o14bobobo2b5obo$60bo7bo$60b5o$65bo$62b3o$
63bo$62b2o!
|position = center
|caption = Smallest known oscillators from periods 2 to 17.
}}
|}

A larger collection of the [[SKOP|smallest known oscillators by period]] up to p100 is documented at [[User:PK22/OCA:Travelling Ts/SKOP]].

An [[edgy]] [[dot]] (or in some cases, [[thumb]], [[duoplet]], or [[domino]]) can [[reflect]] a T 90 degrees, enabling the creation of T [[Glider loop oscillator|loop]]s.
The [[sparkers]] below enable the creation of T loops of [[period]]s 3n+30, 5n+30, 6n+30, 7n+28, 8n+32, 10n+30, 11n+33, 20n+40, 24n+48, 25n+50, and 32n+32:
{{EmbedViewer
|pname = TTssparkersreflectingTs
|viewerconfig = #C [[ HEIGHT 400 WIDTH 3600 THUMBSIZE 3 ]]
|position = center
|caption = Sparkers reflecting Ts
|style = width:300px;
}}

On October 19, 2026, [[hotcrystal0]] posted a [[drifter]] loop based on a [[wire]] found by [[LuveelVoom]],<ref name="post237962" /> proving Travelling Ts [[omniperiodic]].<ref name="post237966" />

A number of notable [[engine]]-based higher period oscillators are shown below:
{{gallery item|{{EmbedViewer
|rle = x = 98, y = 56, rule = B3/S23-a5
94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b
4o$94b4o$94b4o$94b4o$62b8o24b4o$62b8o24b4o$62b8o24b4o$62b8o24b4o$94b4o
$94b4o$94b4o$94b4o$56o38b4o$56o5b4o29b4o$56o4bobo31b4o$56o3b2obo2bo28b
4o$62bo31b4o$63b2obo27b4o$94b4o$94b4o$94b4o$56b4o34b4o$56b4o34b4o$56b
4o34b4o$56b4o34b4o$56b4o34b4o$56b4o34b4o$56b4o34b4o$56b4o34b4o$94b4o$
94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b
4o$94b4o$94b4o$94b4o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 30 LOOP 60 ]]
|position = center
|caption = A p60 R hassler (minpop 524)<ref name="post218650" />
|style = width:300px;
|apgcode = xp60_ffffffffffffffffffffffffffffffffffffffffffffffffffffffffzzzzzyboooozybvvvvy1o040qzyb1111y135d1y0oooooooozyjssssy133333333zyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyj7777/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 25, y = 19, rule = B3/S23-a5
20b3o$19bo2b2o$21bo2bo$20bob2o$18b2obo$17bo3bo$20bo$12b3o4bo$14bo$13b
2o2$5bo$4bo$3bo3bo$3bob2o$b2obo$o2bo$b2o2bo$2b3o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 16 GPS 32 LOOP 64 ]]
|position = center
|caption = A p64 R hassler (minpop 42)<ref name="post229016" />
|style = width:300px;
|apgcode = xp64_4aale20gzx1233x8s4zydgcc4ozyf47a552/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 36, y = 10, rule = B3/S23-a5
2bo30bo$bo2bobo22bobo2bo$obobob3obo14bob3obobobo$bo4b2o2bo14bo2b2o4bo
$3o7bo14bo7b3o$3b2o5bo14bo5b2o$2obobob2obo14bob2obobob2o$b2o4b4o7bo6b
4o4b2o$ob3obo2bo7b2o7bo2bob3obo$b2obob2o8bobo9b2obob2o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 15 GPS 33 LOOP 66 ]]
|position = center
|caption = P66 R hassler (minpop 97)<ref name="post229025" />
|style = width:300px;
|apgcode = xp66_ad7qj83dc6sy1127y2s6cd38jq7daz5bl0c0e6407ya7046e0c0lb5/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 33, y = 24, rule = B3/S23-a5
12b2o5b2o$11bo2bo3bo2bo$10bo2bo5bo2bo$10bob2o5b2obo$11bo9bo$2o29b2o$2o
29b2o$2o29b2o9$2o29b2o$2o29b2o$2o29b2o$11bo9bo$10bob2o5b2obo$10bo2bo5b
o2bo$11bo2bo3bo2bo$12b2o5b2o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 15 LOOP 132 ]]
|position = center
|caption = P132 ship predecessor hassler (minpop 64), found using [[apgsearch]]. The largest period to have occurred semi-naturally.
|style = width:300px;
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 41, y = 39, rule = B3/S23-a5
13b2o$12bobo2b2o$12b2obob3o$14bo2b2o2$13b3o$13b3o$14bo3$35bo$34b3o$34b
3o2$16b3o16bo2b2o$16bo2bo13b2obob3o$15bo3bo13bobo2b2o$15bo2b2o14b2o$16b
2o2$23b2o$5b2o14b2o2bo$b2o2bobo13bo3bo$3obob2o13bo2bo$b2o2bo16b3o2$4b
3o$4b3o$5bo3$26bo$25b3o$25b3o2$22b2o2bo$21b3obob2o$22b2o2bobo$26b2o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 11.5 GPS 108 LOOP 216 ]]
|position = center
|caption = P216 teardrop hassler (minpop 86).<ref name="post229276" /> A synthesis is known.<ref name="post229828" />
|apgcode = xp216_y6ccb70qs8zy71273zysg8sozyaciiey966qs0b72zgok0emooy9siicz0116e42zykgogzyh4em1pkdczyl11/b3s23-a5
|style = width:300px;
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 30, y = 30, rule = B3/S23-a5
9bo$9b3o$12bo$11b2o6$28b2o$28bo$8b2o16bobo$7bo2bo15b2o$8b3o$8bobo3$2b2o$bobo$
bo$2o6$17b2o$17bo$18b3o$20bo!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 11.5 GPS 124 LOOP 248 ]]
|position = center
|caption = P248 active region loop (minpop 37), discovered using ntcatforce.<ref name="post223837" />
|style = width:300px;
|apgcode = xp248_y532aczyoggzy34qasyb643z0o4cz11zyd6a8o/b3s23-a5
}}}}
So far, only one stable [[circuitry]] component has been found, and it has only been used to create a p248 oscillator.<ref name="post223837" /> In Travelling Ts, [[reaction]]s tend to not grow as large as they would in standard [[Life]], resulting in fewer opportunities for [[catalyst]] placements. Additionally, most random initial configurations do not usually immediately separate into smaller active regions and objects the same way they do in Life, so catalysts for one specific use only are not as useful.

=== Spaceships ===
Travelling Ts has four common spaceships. The [[Glider]] remains one of them, with the three new spaceships being called the Travelling T, the Climbing C, and the Flying F (often shortened to just T, C, and F). The eponymous Travelling T is the most common spaceship (and object) in the rule<ref>{{cata|object/xq4_27/b3s23-a5|xq4_27 on Catagolue}}</ref>, while the Flying F is the least<ref>{{cata|object/xq4_27/b3s23-a5|xq2_43bu on Catagolue}}</ref>, with a [[relative frequency]] comparable to the [[Lightweight spaceship]] in Life. [[Tagalong|Tagalongs]] for the C and F are known, and have even occurred naturally.
{| style="margin:auto; width:300px"
|{{EmbedViewer
|rle = x = 28, y = 5, rule = B3/S23-a5
7bo8bo8b2o$3o5b2o4b2ob2o4b2ob2o$bo5b2o6bobo6bob2o2$24bo!
|position = center
|caption = From left to right: the Travelling T, the Glider, the Climbing C, and the Flying F.
}}
|}
There are lots of other, larger spaceships. A collection of useful spaceships is displayed below:
{| style="margin:auto; width:300px"
|{{EmbedViewer
|viewerconfig = #C [[ HEIGHT 360 WIDTH 2400 THUMBSIZE 2 ]]
|rle = x = 206, y = 33, rule = B3/S23-a5
184bo$182b4o$179b3obo2b2obo$182bo3bob3o$179bo2bo5bo2b2o$4bo5bo12b3o7b
3o15bo2bo15bo4bo18b5o14bo8b3o12bo11bo29bo4bobob3o2bo$3b3o3b3o11bo2bo2b
o2bo2bo14b2o2b2o13b3o2b3o16b2obob2o12b3o7b2ob2o9bobo9bobo6bo6bo12b2ob
o3b2ob3o4bo$2b2o2bobo2b2o8bobo2bobobobo2bobo10b3ob2ob3o10bo2b4o2bo16b
o3bo13b3o9b2ob2o6bo2bo9bo2bo4b2o6b2o13bo2bobo5b3o2bo$2bo3bobo3bo8bo2b
obobobobobo2bo9b2obo4bob2o31b3obo3bob3o21b3obo7b2o11b2o5bobo4bobo9bo2b
o4bo4b3o2bo2bo$3ob2o3b2ob3o5b2ob2o3bobo3b2ob2o52b2obo3bob2o25bo10bo9b
o6b3ob4ob3o8b2o5bob3obobo3bo2bo$4b3ob3o10bo2bob3ob3obo2bo10bo8bo14b2o
20bobobo11b3ob3o5b2o14b3o5b3o6b12o28bo2bo$6bobo12b2o3bobobobo3b2o8bob
o8bobo10b2o2b2o13b2obo3bo3bob2o7b2ob2o9bo12b2o7b2o5b2ob2o4b2ob2o16bob
o6bo2bo2bo$4bo5bo10bo4bobobobo4bo6bo2bo10bo2bo7b2o4b2o18b3o15bo11bo12b
4o3b4o5b2o2bo4bo2b2o16bob2o6bo2bo2bo$4bo5bo11b2o4bobo4b2o7b3o12b3o8bo
b2obo13b5o5b5o33b3o2bobo2b3o5bobobo2bobobo14b4o2b2o9bo2bo$22b2o4bobo4b
2o34bo2bo14b2o3b5o3b2o20b3o10b3o2bobo2b3o5b2o3b2o3b2o14bobo2bo11bo2bo
$27bo3bo35b2ob6ob2o11bob4ob4obo21bobo14b2ob2o12b6o16b3o13b3obobo$23b2o
3bobo3b2o35bo2bo20bobo26b3o28bo3bo2bo3bo11b3o16bob2ob2o$23bo2b3ob3o2b
o51b2o2b2o7b2o2b2o35b5o10b3o4b3o26bo3b2ob4o$23b2o3bobo3b2o55b2o7b2o39b
obobo10b2obo2bob2o14bo11b2o5bo3bo$26b2obob2o56b3o9b3o19bobobo63bob2ob
o3bob2o$21b5o7b5o86bobo69bo2bo4bo$20bo5b7o5bo83bob3obo63b3obob3o3b2o$
19b2ob4o7b4ob2o50bo11bo19b2o3b2o62b2o4bo5b2o$19b2obo3bo5bo3bob2o51b2o
7b2o20b2o3b2o61bobo3bobo2b2obo$24b3o2bo2b3o57bo7bo22b2ob2o62b3o10bo$27b
5o60bo7bo86bob2o8bo3bo$25b3o3b3o59bo2bo2bo25bo63bo8bob2obo$25bo7bo58b
2obobob2o24bo63bo7bobo$93bobobobo99bo$92b2obobob2o95bo$92bo2bobo2bo95b
2o$93bo5bo$93bo5bo!
|caption = Many of the spaceships that were discovered in this rule. Note that this collection does not include larger spaceships.
}}
|}
The [[c/2|4c/8]] spaceship on the leftmost side has occurred [[seminatural|seminaturally]],<ref>{{cata|object/xq8_8mlp34043plm8zx9y19/b3s23-a5|xq8_8mlp34043plm8zx9y19 on Catagolue}}</ref> and the [[3c/8]] has a useful [[spark]] that can be used in technology to create [[rake]]s and [[puffer]]s. The [[c/4]] spaceship is named "bee",<ref name="post216577"/> and has occurred naturally.<ref>{{cata|object/xq4_8mnwss8z013/b3s23-a5|xq4_8mnwss8z013 on Catagolue}}</ref> It is in fact, one of the smallest natural spaceships outside of the common four.

[[Oblique]] spaceships are known, the first being a (2,1)c/5{{refn|group=note|S5 allows for knightships to have a minimum period of five, contrary to [[(2,1)c/6|six]] in CGOL.}} [[knightship]] discovered by LuveelVoom.<ref name="post213492"/> Additionally, there is a family of [[(2,1)c/5]] [[tagalong]]s, similar to [[minstrel]]s in Life and dubbed 'tinstrels'.<ref name="post232594" /> It is possible to use the [[spark]]s of one tinstrel to support another, leading to arbitrary length tinstrels.<ref name="post232624" />
{{EmbedViewer
|pname = TTstinstrels
|viewerconfig = #C [[ HEIGHT 600 WIDTH 1320 THUMBSIZE 3 ]]
|position = center
|caption = A selection of known 'tinstrels'
|style = width:300px;
}}
A full table of known speeds is shown below. Green means the population has been proven minimal.
{| class="wikitable"
|-
! Speed
! Smallest known
! Minimum # of [[cell]]s
|-
| [[c/2o]]
| [https://catagolue.hatsya.com/object/xq2_4ra/b3s23-a5 Climbing C]
| style="background: #80ff80;" | 7
|-
| [[3c/7o]]
| [https://catagolue.hatsya.com/object/xq7_074btk8go0og8ktb47z0g06h1579s9751h60gz32p26qpy1pq62p23z0o07vggy1ggv70oz0112e7g58885g7e211z0180s2ct4c4tc2s081z4bsg79l2x2l97gsb4zx38kq2v0v2qk83zy1gacgggcagzx84g41m0m14g48zwgg885l1r1l588ggz0988o120111021o889zxqueo0g0g0oeuqzwnua104cfc401aunzd1c50guvxvug05c1dzw7ebhs9f8f9shbe7/b3s23-a5 428P7H3V0]
| 428
|-
| [[2c/5o]]
| [https://catagolue.hatsya.com/object/xq5_wur3e0u4aa6zwdrq9q465uozx36gbgmkvuzy08n0q7qzy4iehle8ggzy08c022hk01z8qr0arz40c106hsozy33mogzy58qo/b3s23-a5 152P5V2H0]
| 152
|-
| [[3c/8o]]
| [https://catagolue.hatsya.com/object/xq8_3152cy4c2513zx1327c22c7231/b3s23-a5 36P8V3H0]
| 36
|-
| [[c/3o]]
| [https://catagolue.hatsya.com/object/xq3_xc825z0e51038442222zff066z07a80c1224444zx314a/b3s23-a5 54P3H1V0]
| style="background: #80ff80;" | 54
|-
| [[2c/7o]]
| [https://catagolue.hatsya.com/object/xq7_ggg0g0ggo804sbwe4owk44oz30lklb11y3kn21tw2m29bsz74606366c80gs8wrhe20khhd23zy93w1/b3s23-a5 115P7H2V0]
| 115
|-
| [[c/4o]]
| [https://catagolue.hatsya.com/object/xq4_27/b3s23-a5 Travelling T]
| style="background: #80ff80;" | 4
|-
| [[c/5o]]
| [https://catagolue.hatsya.com/object/xq5_33deakcz11gmgz0g3i3gzesj2jsezx6/b3s23-a5 47P5H1V0]
| 47
|-
| [[c/6o]]
| [https://catagolue.hatsya.com/object/xq6_7530r80m4zy2haar0vhzsko0r20d4/b3s23-a5 49P6H1V0]
| 49
|-
| [[c/7o]]
| [https://catagolue.hatsya.com/object/xq7_0nd0j99j0dnzgj0pappap0jgz011y211/b3s23-a5 52P7H1V0]
| 52
|-
! colspan="5" |
|-
| [[c/3d]]
| [https://catagolue.hatsya.com/object/xq3_w8gookf2y2goozpa5vg40s0i084b711z12qb3d8os63654y6osczw126dohwcggy0eok0a533zy3136cog0k6uj1g54k10okc64zy8134460fjjq6am35/b3s23-a5 169P3H1V1]
| style="background: #80ff80;" | 169
|-
| [[c/4d]]
| [https://catagolue.hatsya.com/object/xq4_153/b3s23-a5 Glider]
| style="background: #80ff80;" | 5
|-
| [[c/5d]]
| [https://catagolue.hatsya.com/object/xq5_wg0476eh68z9nn483va62zx1/b3s23-a5 37P5H1V1]
| 37
|-
| [[c/6d]]
| [https://catagolue.hatsya.com/object/xq6_ypgggs2g0lpieezyig8w6e444d01ha3u8zyhfdg7975ebu2qf3zybggx4gi0e0c13731zy8k3dgo83uj1zxg0o4m5a5gikl5075z0g8let1y0gvm1zklgk4n647111zx11/b3s23-a5 201P6H1V1]
| 201
|-
! colspan="5" |
|-
| [[c/5k]]
| [https://catagolue.hatsya.com/object/xq5_8s6nj7ac0goooz6g44c88bgloqaz064933321bf38ogzx676l255k20g6z0ocj745c92e9e86zw135xop9ak2s4ggzy3v3aaq46o6agooogzy431c42bjcs1q4nzy7o46mk20gbagzy77050osws65izyg3mgl6u4s8ozyi20evave95cs8zyi8o4niphde0h2zyi25086a80s073zylt55lfc404skzyr5ar7ms4czytgcift0k0gzys3ddd23101/b3s23-a5 386P5H2V1]
| 386
|}
===Infinite growth===
A variety of [[linear growth]] patterns are known, including [[gun]]s,<ref name="post214903" /> [[puffer]]s,<ref name="post212651" /> [[rake]]s,<ref name="post212502"/> [[tubstretcher]]s,<ref name="post213858" /> [[growing spaceship]]s,<ref name="post213591" /> and a [[slide gun]]. The first linear growth patterns known were various puffers found by [[PK22]] during an [[ikpx2]] search.<ref name="post212645"/> The first gun in the rule was a period-204 T gun constructed by [[AbhpzTa]] in July 2025, utilizing an [[over-unity]] reaction.<ref name="post214903"/> Since then, various guns for the glider, Climbing C, and Flying F have been made.

Below is a gallery of small linear growth patterns:
{{gallery item|{{EmbedViewer
|rle = x = 51, y = 85, rule = B3/S23-a5
21b2o5b2o$20b2ob2ob2ob2o$20b2obo3bob2o2$22b2o3b2o$22b3ob3o$24b3o$25bo
2$23b2ob2o$20bo4bo4bo$18b2ob4ob4ob2o$19bo3b5o3bo$21bobobobobo$23bo3bo$
22b2o3b2o$22b3ob3o$17b3o2bobobobo2b3o$18bobobo5bobobo$20bo2bo3bo2bo$
18bobo9bobo$19b2o9b2o$20b2o7b2o$19b3obo3bob3o$22bo5bo$18b2o2bo5bo2b2o$
18bob2obo3bob2obo$20b2o7b2o7$18bo13bo$16bo2bo11bo2bo$16b2o15b2o$17bobo
11bobo$17bobo11bobo8$13bo23bo$12bo25bo$12b3o21b3o10$9bo31bo$8bo33bo$8b
3o29b3o10$5bo39bo$4bo41bo$4b3o37b3o10$bo47bo$o49bo$3o45b3o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 6 GPS 6 TRACKLOOP 16 0/16 -8/16 Y -20 ]]
|position = left
|caption = A p16 c/2 backrake, found using [[ikpx2]]
|style = width:300px;
|apgcode = yl16_1_10_b7e8c7057c5317a06464c1ad917f8c64/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 66, y = 65, rule = B3/S23-a5
3o$o$bo3bo$3b2ob2o2$5bo2bo2$7b2o$8bo$9bo$10b2o$10b2o$11b2o$13b2o$14b3o
3$15b3o$19b2o$19bo2bo$19bobo$22bo$21bo$21b2obo$25bo$24b2o$25b2o$27bob
o$28bo$28bo$31b4o$31bob3o$31b2obobo$31b6o$32bob3obo$33b7o2bo$36bo2b3o
bo$35b2obob2obo$36b2o3bo$37b2o3bo2bo$37b3o2b3ob2o$36bo3b2ob2ob2o$37b2o
2b2ob2o$41b3o3b2obo$40bo2bo3bobobo$41b2o7bobo$41b2ob2o2bobo$44bo2b2ob
o$45bo4bo$44bob4o$45bo6bo$46bo4bobo$52bobo$53bobo$54bobo$55bobo$56bob
o$57bobo$58bobo$59bobo$60bobo$61bobo$62bobo$63bobo$64bo!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 7 GPS 12 X -5 Y -5 TRACKLOOP 4 -1/4 -1/4 ]]
|position = right
|caption = A c/4d [[tubstretcher]], found using [[ikpx2]]
|style = width:300px;
|apgcode = yl4_iforgottheapgcode/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 126, y = 126, rule = B3/S23-a5
5b3o$5bo$6bo$8b2o$9bo$2o5b2ob2o$obo$o4bo4bobo$3bobo6b2o$3b2o6bo$5bobo
2bob2obo$5bo3bo2b2obo$7b2ob2o3b2o$8bob2o4b3o$16b2o$10b3o3bo$12b4o$13b
2o4b2o$13bo4bob2o$17bobobo2bobo$17b2o6b2o$18b2o2bobo$21bo3b2obo$24b2o$
19bobobobo2bo$20bob3o4bo$19b2obo4b2o2bo$26bo2bobo$22bobobobo2bo$25bobo
3bo$31bo$26b8o$31bo2b2o$31bo2b5o$32b2obob3o$32b3ob2o3bo$33bobobo5bo$
33b4o2b2obo$33b2o4b4o$34bo2b2obobob2o$37b3o4b2o$35bo2bo7bo$37b3o4bobo$
36bo6b2obo$39b2ob2o2bo2bo$39b2o5b5o$41b5obo$45b5obo$45bobob3o$44b2ob2o
bobo$45bo2b2ob3ob2o$47b2obo4bobo$49b2o$50bo5bo$56b2o$50b2o3b2o3bo$50bo
2b4ob2o$51bo2bo7bo$56bob2obo$56bobo2bo$55bo4b4o$58b3ob2o$57bo2b2o2bo$
60b2o2bo3b2o$62b2ob4ob2o$64b2o2bob2o$64bobob4o$64bo2b2o$63b7o$63bo2bob
o2bo$64b3o5bo$64b3o2bo2bo$70b2o2b2o$74b2obo$72b2o4bo$72b2o3bo$77b4o$
73bob2o4bo$74bobo3bobo$76bo4bobo$76bobo3bobo$77bobo3bobo$78bobo3bobo$
79bobo3bobo$80bobo3bobo$81bobo3bobo$82bobo3bobo$83bobo3bobo$84bobo3bob
o$85bobo3bobo$86bobo3bobo$87bobo3bobo$88bobo3bobo$89bobo3bobo$90bobo3b
obo$91bobo3bobo$92bobo3bobo$93bobo3bobo$94bobo3bobo$95bobo3bobo$96bobo
3bobo$97bobo3bobo$98bobo3bobo$99bobo3bobo$100bobo3bobo$101bobo3bobo$
102bobo3bobo$103bobo3bobo$104bobo3bobo$105bobo3bobo$106bobo3bobo$107bo
bo3bobo$108bobo3bobo$109bobo3bobo$110bobo3bobo$111bobo3bobo$112bobo3bo
bo$113bobo3bobo$114bobo3bobo$115bobo3bobo$116bobo3bobo$117bobo3bobo$
118bobo3b2o$119bobo$120bobo$121b2o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 12 TRACKLOOP 4 -1/4 -1/4 Y -20 ]]
|position = right
|caption = A c/4d double [[tubstretcher]], found using [[ikpx2]]
|style = width:300px;
|apgcode = yl4_1_4_239f5fb6f41059f03c0b7bf04ded49a8/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 112, y = 139, rule = B3/S23-a5
12b3o$11bo2bob2o$10b2o3bob3o$10bob2ob2obobo$10b2ob2obob2o$8b2obo4b2o$
7b4obo2bo$6b2o5bob2o2b2o$5b2o12bo$5b2o2b2o2b5o3bobo$2b3obo2bo5bo2b3o2b
o$b2ob2o9bo2b2o4b2o$o2bo2bo13bo$o2b2o2bobo9bob2o$2o2bo4bo11b2o$2b2o2b
2ob3o6b2o$bob3obobo9bobo$b2o2bo3bo6b2o3bo$2b3o5b2o3b3obo$2bobo3bo4b2o
6bo$3bo3b4o3bo2b2o2bo2b3o$8bobo2b3obo3bob4o$8bo5b3o5bob3o$8bo2bo3bo2b
2o2b2o4b2o$10bo4bob3o3bo2bob2o$8bob2o3bo6bo2b2o$7bobobo6b2obo4bob2o$6b
o4b2obo2b3obo2bo2b2o$6bo2bo2bobo3b2o4b5o$6bo2bobo2b4ob2obo3bo$12bo3bo
5bo2bo$13b6o3bo5bo$13b4o7b2obo$14bo2bob3obob2obobo$14b4o3b2ob3o$14b2o
5bobo4b2o$18b2obob2o2b3o$16bo4bob6o$15bo4b3o2b2obo$14b2o5b3obo2bo2bo$
15b2o3b6o2b2o2bo$15b2ob2obo2bobo4bo2bo$15b2o2b2obo4b2o4bo$15bob4o4bobo
5bobo$21bobo3bo4b4o$16bobo3bo9bo4b2o$15b3o2bo2bo7bo2bo$15bo2bob2o10bob
o$16bo4b2o7bo2bo$18bo2bo3b3o2b2o$21bo3bo7bobo$19b3o3bo2bobo2bobo$23b2o
2b2ob2o3bo$21bobo3b2ob3obobo$21b2o6b2obo$22bo5b4o2b2o$22bo5bo3b2ob3o$
23b2o3b2o3b2obo$27bo4bobo3b2o$25bobo10bo$28b2o3bo$32b2obob2o$31b3ob3o$
37bo$38b3o$38b2o$41b2o$40b3o$45bo$44b2o$43b3o$42b2o$41b3o2bo$45bobo$
46bobo$47bobo$48bobo$49bobo$50bobo$51bobo$52bobo$53bobo$54bobo$55bobo$
56bobo$57bobo$58bobo$59bobo$60bobo$61bobo$62bobo$63bobo$64bobo$65bobo$
66bobo$67bobo$68bobo$69bobo$70bobo$71bobo$72bobo$73bobo$74bobo$75bobo$
76bobo$77bobo$78bobo$79bobo$80bobo$81bobo$82bobo$83bobo$84bobo$85bobo$
86bobo$87bobo$88bobo$89bobo$90bobo$91bobo$92bobo$93bobo$94bobo$95bobo$
96bobo$97bobo$98bobo$99bobo$100bobo$101bobo$102bobo$103bobo$104bobo$
105bobo$106bobo$107bobo$108bobo$109bobo$110b2o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 12 TRACKLOOP 3 -1/3 -1/3 Y -20 ]]
|position = left
|caption = A c/3d [[tubstretcher]], found using [[ikpx2]] (a reduction is known; see the next gallery item)
|style = width:300px;
|apgcode = yl3_1_2_68230f624fb7a1ce0993de5602efde3f/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 96, y = 39, rule = B3/S23-a5
14b2obo$10b3obob6o$9bo2bobo3b3obo$8b2o6bo4b2o$7b2obob2o5bo2b2o$6b2o4b
obo4b2o4bo$5b2o3b2ob2o4b2obob2o$4b2o5b2o$3b2o4bo2bo7bo2bo$2b2o4bob2o3b
2o4bobobo$bo2bobo2bo2b3o2bo7b2obo$bo4b2obo4b2o8b6o$b2ob2ob2obo2b3o9b2o
bo2bo$4bobo3bob3o10b2o2bobo$3o2b2o3b5ob2o7b2o3bo$o8bob2o5bo10bo$bobo5b
o4bo3bo9bo2b2o$2o8bo3bo3b3o7bo4bo$b2o12b5o8bo3bo$b2ob3o10b2o$b2o2b2ob
o8bo3b2ob2o$bobo5bo10bob2obo$2b3obo13b2obo2b2o$4bo3b2o11b2obo2b6obo$6b
o4bo8bo2bo2bob2o4b2obo$5b2o2b6o5b2o3b4o3bo2bo2bo2b2o$10b5o7bob2o2b2ob
obobo4b2obo$11bo10b2obobobo3bo5bobo$10b3o3b3o4b4o4bob2o3b3obo$11bobob
o7b2ob2o4b2obo2bo2bobo5b3o14b3o14b2o3b2o$14bo8bo8bobo4bo2bobo4bo6b3o7b
o15b2o3b2o$12b2o2bo6bo2bobo6bo7bobo4bo5bo10bo10b3o2bobo3bo$16bobo4bob
o3b2o5b2o6bobo5bo5bob3o6bo7bo2bo3bo$17bo8b4o6b2o7bobo3b3obo4b3ob2o2b4o
b6o5bo5b2o$23b2o3bobo15bobo2bobo4bo3b4o2bobob2ob3o8bo2b2o2bo$24b3o2bo
bo15bobo4b3o6bobobo3bo4bo2b2o5b2o4b4o$32b2o14b3o3b2ob2o7bo4b3ob3ob2o7b
o2bo3bo$24bo7b2o15b2o16b2o2bo4b2ob2o11bo$25bo!
|viewerconfig = #C [[ AUTOSTART AUTOFIT WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 5 GPS 12 TRACKLOOP 200 -1/3 -1/3 Y -20 ]]
|position = left
|caption = A growing spaceship with frontend speed c/3d and backend speed c/4d, made by attaching a c/4d tubeater to a c/3d tubstretcher
|style = width:300px;
|apgcode =
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 49, y = 86, rule = B3/S23-a5
20b2o5b2o$19b2ob2ob2ob2o$19b2obo3bob2o2$21b2o3b2o$21b3ob3o$23b3o$24bo
2$22b2ob2o$19bo4bo4bo$17b2ob4ob4ob2o$18bo3b5o3bo$20bobobobobo$22bo3bo$
21b2o3b2o$21b3ob3o$16b3o2bobobobo2b3o$17bobobo5bobobo$19bo2bo3bo2bo$
17bobo9bobo$18b3o7b3o$20bo7bo$19b2o7b2o$19bo9bo3$17b3o9b3o$17b2o2bo5bo
2b2o$15b2ob2obo5bob2ob2o$2b3o3b3o4b2o2bo9bo2b2o4b3o3b3o$bo2bo3bo2bo4b
2o13b2o4bo2bo3bo2bo$bo3bobo3bo5bobo9bobo5bo3bobo3bo$3bobobobo8bo11bo8b
obobobo$2o2bo3bo2b2o23b2o2bo3bo2b2o$obob2ob2obobo23bobob2ob2obobo$3bob
obobo29bobobobo$4bo3bo31bo3bo$15b2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo
$15b2o15b2o5$15b2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo$15b2o15b2o5$15b
2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo$15b2o15b2o2$20b3o$20bo$21bo$15b
2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo$15b2o15b2o2$20b3o$20bo$21bo$15b
2o$14bo2bo$14bo2bo$15b2o2$20b3o$20bo$21bo$15b2o$14bo2bo$14bo2bo$15b2o
2$20b3o$20bo$21bo!
|viewerconfig = #C [[ WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 ]]
|position = right
|caption = A growing spaceship, with a frontend speed of c/2 and a backend speed of 32c/114.
|style = width:300px;
|apgcode = yl3_1_2_68230f624fb7a1ce0993de5602efde3f/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 106, y = 106, rule = B3/S23-a5
5b3o$5bo$6bo$8b2o$9bo$2o5b2ob2o$obo$o4bo4bobo$3bobo6b2o$3b2o6bo$5bobo
2bob2obo$5bo3bo2b2obo$7b2ob2o3b2o$8bob2o4b3o$16b2o$10b3o3bo$12b4o$13b
2o4b2o$13bo4bob2o$17bobobo2bobo$17b2o6b2o$18b2o2bobo$21bo3b2obo$24b2o$
19bobobobo2bo$20bob3o4bo$19b2obo4b2o2bo$26bo2bobo$22bobobobo2bo$25bobo
3bo$31bo$26b8o$31bo2b2o$31bo2b5o$32b2obob3o$32b3ob2o3bo$33bobobo5bo$
33b4o2b2obo$33b2o4b4o$34bo2b2obobob2o$37b3o4b2o$35bo2bo7bo$37b3o4bobo$
36bo6b2obo$39b2ob2o2bo$39b2o5bob2obo$41b5o2bo3bo$51b3o$45b2o3bo$45bo5b
o$48bo3bo$45bobobo3bo$46b2o2bo3bo$47bo3bo3bo$52bo3bo$53bo3bo$54bo3bo$
55bo3bo$56bo3bo$57bo3bo$58bo3bo$59bo3bo$60bo3bo$61bo3bo$62bo3bo$63bo3b
o$64bo3bo$65bo3bo$66bo3bo$67bo3bo$68bo3bo$69bo3bo$70bo3bo$71bo3bo$72bo
3bo$73bo3bo$74bo3bo$75bo3bo$76bo3bo$77bo3bo$78bo3bo$79bo3bo$80bo3bo$
81bo3bo$82bo3bo$83bo3bo$84bo3bo$85bo3bo$86bo3bo$87bo3bo$88bo3bo$89bo3b
o$90bo3bo$91bo3bo$92bo3bo$93bo3bo$94bo3bo$95bo3bo$96bo3bo$97bo3bo$98bo
3bo$99bo3bobo$100bo3b2o$101bo$102bo$101b2o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 12 TRACKLOOP 4 -1/4 -1/4 Y -20 ]]
|position = right
|caption = A c/4d double [[linestretcher]], found using [[ikpx2]]
|style = width:300px;
|apgcode = yl4_1_2_d900f3c2a36dc20a1459e0d2d1c66e69/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 111, y = 100, rule = B3/S23-a5
2b30o$2b30o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o
30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$
2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b
2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o
30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$
2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b
2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o
30b2o$2o30b2o$2o30b2o$2b30o$2b30o12$20b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o
6b2o6b2o6b2o6b2o$20b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o$20b
2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o4$14bo3bo$10b2obob3obob
2o$9bobobo2bo2bobobo$9b2o2bobobobo2b2o$13bobobobo$9b4obobobob4o$8bo4bo
5bo4bo$9bob2o7b2obo$9b2o2bo5bo2b2o$9bob2o7b2obo$8bo4bo5bo4bo$9b4obobob
ob4o$13bobobobo$9b2o2bobobobo2b2o$9bobobo2bo2bobobo$10b2obob3obob2o$
14bo3bo!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 4 LOOP 32 X -20 ]]
|position = right
|caption = A p32 T gun
|style = width:300px;
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 178, y = 219, rule = B3/S23-a5
67bo$67bo$63bobo2bo$61b3o2b2o$63b3obo$66bo4$47b3o$46b2ob2o$46b3ob2o$
50b2o$48b3o$49b2o$48bo14$26b2o$2b3o21b3o$b2ob2o20b2o$b2o2bo$2bobo$2b3o
2$54b4o$54bo2b2o$53bo5bo$54b2o2bo$54bo3$4b2o$3bobo$3bo$2b2o2$38b3o$37b
2ob2o$36b2ob3o$36b2o$37b3o$37b2o$39bo32bob2o$72b2obo$66b2o5bobobo$65b
3o5bo3bo$66b2o6b3o$75b2o5$42b2o$42bo$43b3o$45bo19$31bo$31b3o$34bo$33b
2o3$53bo$2b2o48bobo$2o49b2ob2ob2o$2ob3o45bobo3b3o$bo3bo43b2o6b3o$2b3o
44b3o7bo$4b2o44b2o3b4o$55bo$55bo$38b2o$37b5o$36b2o2b2o$36bobobobo$36b
3o$37b2o5$70bobo$71b2o$71bo$22bo$20b2ob2o$20bo2bo$20bo$20b2o$21bobo$
22bo$71b2o$69b2ob2o$69bo3bo$69b5o$71b2o15$26b2o$24b5o$16b2o6b2o2b2o$
15b3o5bobobobo$16b2o9b3o$27b2o$11bo$11bo$10b3o$12bo$10bobo$11bobo$8b2o
b2o$10bo63$175bobo$176b2o$176bo!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 3 GPS 42 LOOP 420 X -20 ]]
|position = right
|caption = A p420 glider gun, which uses a G+T->2G+2T [[over-unity reaction]].
|style = width:300px;
}}}}
No infinite growth patterns have occurred [[natural|naturally]] or semi-naturally as of August 2026, despite over 100 billion [[soup]]s having been searched across all official [[symmetry|symmetries]].

On August 23rd 2026, [[I6 I6]] finalised an engineered [[breeder]], the first [[quadratic growth]] known in the rule.<ref name="post233746"/> It utilises many [[rakes]] that shoot gliders to synthesise a variant of the p420 [[gun]] shown above.
{{EmbedViewer
|pname = TravellingTsBreeder
|viewerconfig = #C [[ MAXGRIDSIZE 14 WIDTH 500 HEIGHT 1000 ]]
|position = center
|caption = The first version of the breeder, initial population 18195.
|style = width:400px;
}}
==Universality==
On December 20th, 2025, [[PK22]] posted a [[Rule 110]] [[metacell]], proving the rule [[Universal computer|Turing-complete]].<ref name="post222945" />

== Notes ==
<references group="note">
</references>

== References ==
<references>
<ref name="post212502">{{LinkForumThread
|format = ref
|p = 212502
|title = Travelling Ts(b3s23-a5)
|author = ThePlayzr
|date = May 29, 2025
}}</ref>
<ref name="Catagolue">{{LinkCatagolueRule|b3s23-a5/ror_stdin}}</ref>
<ref name="post212541">{{LinkForumThread
|format = ref
|p = 212541
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 30, 2025
}}</ref>

<ref name="post237962">{{LinkForumThread
|format = ref
|p = 237962
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = October 19, 2026
}}</ref>
<ref name="post237966">{{LinkForumThread
|format = ref
|p = 237966
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = October 19, 2026
}}</ref>
<ref name="post128639">{{LinkForumThread
|format = ref
|p = 128639
|title = Re: Miscellaneous Discoveries in Other Cellular Automata
|author = creeperman7002
|date = April 21, 2021
}}</ref>
<ref name="post218650">{{LinkForumThread
|format = ref
|p = 218650
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = September 26, 2025
}}</ref>
<ref name="post229016">{{LinkForumThread
|format = ref
|p = 229016
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 24, 2026
}}</ref>
<ref name="post229025">{{LinkForumThread
|format = ref
|p = 229025
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 24, 2026
}}</ref>
<ref name="post229276">{{LinkForumThread
|format = ref
|p = 229276
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 30, 2026
}}</ref>
<ref name="post229828">{{LinkForumThread
|format = ref
|p = 229828
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = June 14, 2026
}}</ref>
<ref name="post223837">{{LinkForumThread
|format = ref
|p = 223837
|title = Re: Travelling Ts(b3s23-a5)
|author = R2INT
|date = January 10, 2026
}}</ref>
<ref name="post214235">{{LinkForumThread
|format = ref
|p = 214235
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = July 7, 2025
}}</ref>
<ref name="post214903">{{LinkForumThread
|format = ref
|p = 214903
|title = Re: Travelling Ts(b3s23-a5)
|author = Luka Okanishi
|date = July 21, 2025
}}</ref>
<ref name="post212651">{{LinkForumThread
|format = ref
|p = 212651
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = May 31, 2025
}}</ref>
<ref name="post213858">{{LinkForumThread
|format = ref
|p = 213858
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = June 29, 2025
}}</ref>
<ref name="post213591">{{LinkForumThread
|format = ref
|p = 213591
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = June 22, 2025
}}</ref>
<ref name="post222945">{{LinkForumThread
|format = ref
|p = 222945
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = December 20, 2025
}}</ref>
<ref name="post232594">{{LinkForumThread
|format = ref
|p = 232594
|title = Re: Travelling Ts(b3s23-a5)
|author = ThePlayzr
|date = August 6, 2025
}}</ref>
<ref name="post232624">{{LinkForumThread
|format = ref
|p = 232624
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = August 6, 2026
}}</ref>

<ref name="post233746">{{LinkForumThread
|format = ref
|p = 233746
|title = Re: Travelling Ts(b3s23-a5)
|author = I6_I6
|date = August 23, 2026
}}</ref>
<ref name="post216577">{{LinkForumThread
|format = ref
|p = 216577
|title = Re: Travelling Ts(b3s23-a5)
|author = ThePlayzr
|date = August 23, 2025
}}</ref>
<ref name="post212645">{{LinkForumThread
|format = ref
|p = 212645
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = May 31, 2025
}}</ref>
<ref name="post213492">{{LinkForumThread
|format = ref
|p = 213492
|title = Re: Travelling Ts(b3s23-a5)
|author = LuveelVoom
|date = June 19, 2025
}}</ref>
</references>

== External Links ==
* [[User:PK22/OCA:Travelling Ts]]
* {{LinkForumThread|f=11|t=6970|title=Travelling Ts (B3/S23-a5) and its variants}}
* {{LinkCatagolueRule|b3s23-a5}}

[[Category:Isotropic non-totalistic rules]]
[[Category:2×2 block rules]]

OCA:Travelling Ts

2026-10-23T21:09:46Z

TheWayOfTheCon: Mention of first known knightship

{{Rule
|name = Travelling Ts
|imgname = Travelling Ts
|char = Chaotic
|b = 3
|s = 23-a5
|reversal = B01245a78/S01234678
}}
'''Travelling Ts''' is an [[isotropic non-totalistic cellular automaton]] named in reference to its most common [[spaceship]], known as the T. In May {{year|2025}}, ThePlayzr started a forum thread for this rule,<ref name="post212502" /> which ended up getting over 800 posts by the end of the year.

Travelling Ts has well-developed [[technology]], with many engineered [[gun|guns]], [[Infinite growth|infinite growth patterns]], and [[oscillators]]. The rule is also known to be [[Turing-complete]] and [[omniperiodic]].

== Rulestring ==

Travelling Ts has a [[rulestring]] very similar to that of [[Conway's Game of Life]], having all shared birth conditions and most survival conditions. It differs in S5, as adding that to Life's rulestring makes it [[explosive]]. To allow for exploration, singular [[INT]] condition, S3-a, is thus removed to allow the rule to be more stable. Thus, cells only die with three neighbors if the cells are arranged like so: 
[[image:INT Moore R1 3a.png|center|75px]]
The live neighbors in S3a make up the same neighborhood as any live cell has in [[block]], which consequently rules out the block as a [[still life]] (this is the only still-life lost from B3/S23, and the lost transition otherwise only affects periodic patterns - [[beacon]] is likewise the only finite p2 lost in this rule from B3/S23). Other very common patterns from B3/S23, including the [[glider]] and [[blinker]], do not need S3a, so they work as normal under the rulestring.

The absence of S3a & presence of S5 also allows for [[margolus]]-type oscillators to exist. (see [[OCA:Travelling Ts#Oscillators|#Oscillators]])

== Behavior ==
In this rule, chaotic patterns are similar in many regards to [[Conway's Game of Life]]; many unstable areas are created and persist for hundreds, sometimes thousands of generations, releasing objects and [[spaceships]] as they change shape. These active regoins tend to be less isolated and expansive compared to B3/S23. Due to S5, they are also denser. Active areas persist more from gradually shrinking rather than affecting nearby [[stable]] objects to spawn more activity like in Life.

== Patterns ==

=== Common sequences ===

Due to chaotic patterns being less hollow and isolated than in [[Life]], there is less potential in regards to common [[evolutionary sequence|evolutionary sequences]] in Travelling Ts. Nevertheless, there are a few recognized common evolutionary sequences in the rule.

{{EmbedViewer
|rle = x = 47, y = 4, rule = B3/S23-a5
b2o20bo20b2o$o2bo18bobo18bo2bo$o2bo17b2ob2o17b3o$3o20bo19bobo!
|position = center
|caption = Identified evolutionary sequences include (from left to right): [[Teardrop]] (D), [[Angel]] (A), and Rotator (P)
}}

=== Still lifes ===
Most still lifes from [[Life]] work with this rule. Some of the most common [[still lifes]] are [[loaf]], [[boat]], [[pond]], and [[beehive]]. [[Block]] is notably absent, due to the absence of S3a. [[Small lake]], [[Hat cis-siamese hat|hat siamese hat]], and [[trans-rotated bun]] become much more common in this rule compared to regular Life, as they have relatively common [[predecessor]]s.

S5 allows for [[alien]] still lifes, though they are generally less common. The most common of these alien still lifes, [https://catagolue.hatsya.com/object/xs12_356356/b3s23-a5 xs12_356356], is the 26th most common object overall. Below is a small collection of small alien still lifes:
{{EmbedViewer
|rle = x = 35, y = 21, rule = B3/S23-a5
obo6b2obo6b2o8b2o$3o7b2obo5bobobo5bobobo$bo7b2obo8b3o7b2obo$2o19bo9bo
bo4$bo$obo6b2obo6b2o8b2o$3o5bob2obo5bobo7bobob2o$bo7b2obo8b3o7b2obo$2o
19bobo7bobo5$bo7bob2o6b2o8b2o$b3o4bob2obo5bobo7bobobo$3o6b2obo8b3o7b2o
bo$2bo18bobo7bob2o$22bo!
|position = center
|caption = The still lifes in the first column are called "cat", "cat in a hat"and "stable pinwheel", respectively. (The rest are unnamed.)
}}
Travelling Ts also has [[induction coil]]s which can often replace [[tail]]s, [[nine]]s or [[line of three|lines of three]] in general from still lifes from Life:
{{EmbedViewer
|rle = x = 11, y = 11, rule = B3/S23-a5
b2o5b2o$bo6bobo$3o4b3o5$bo6b2o$obo4bobo$bo6bo$3o4b3o!
|position = center
}}
=== Oscillators ===
Travelling Ts is similar to [[Life]], meaning that some [[oscillators]] from Life work in this rule, such as [[blinker]] and [[toad]].<ref name="Catagolue" /> In addition, all of the Margolus oscillators from {{rl|2×2}} work in this rule, due to S5 and the absence of S3a.<ref name="post212541" /> This enables the construction of oscillators with all even periods.<ref name="post128639" /><ref name="post214235" /> Below is a collection of oscillators in this rule:
{| style="margin:auto; width:300px"
|{{EmbedViewer
|rle = x = 75, y = 73, rule = B3/S23-a5
68b2o$41b2o26bo$26b2o11bo2bo23b2o$26bo13bo$24bobo13bo23bobo$4b3o17b2o
13bo$21b2o18bo20bobo$20bobo17bo$20bo19bo19bobo$19b2o17bo2bo18bo$38b2o
18bo$58b2o3$24bo$23bobo36b2o$22bobobo35bo$20b3o40b3o$5b2o13bobo15bo21b
3o3bo$2bobob2o15b3o12b2o2b2o15bo4b2obo$2bo5bo31bobo15bob3o3bo$3b2obob
o30bobo16bo5b2o$4b2o17b3o12bobo16b2obob2o$20bobo14b2o2b2o15bo4bo$20b3o
19bo15bob3o$22bobobo32bo$23bobo34bo$24bo34b2o5$16b2o$15bo2bo$4bo10bob
o46bo$3b2o11bo3b2o2b2o21bo14b3o$4bo16bo2bobo15b2obo2bo12bo$bo16bo2bo3b
2o15bo6bo7b2obob5o$3o15b3o14b2o7b2ob2o9bobo6bo$7b3o24bobo6b2o12bo2b7o
bo$8bo15b3o7b2o21b3o6bobo$5bo12b2o3bo2bo10b2o2bo2bo15bo3b2o2b2o$5b2o11b
obo2bo13bo5b2o14bo2bo2bobo$5bo13b2o2b2o3bo11bo18b2ob3o2bo$27bobo9bobo
18bobo2b2o$26bo2bo10bobo17bo2bobo$27b2o12bo19b2o2bo$65b2o7$67b2o$3b2o
26b2o34bo$3b2o10bo16bo33b3o$3b2o9bo2bob2o9bo34bo$3b2o8bo6bo7bobo16b2o
17b5o$3b2o9b2ob2o24bobo2bo13bo7bo$3b2o13b2o6bobo13b2ob3o13bob5o2bobob
o$3b2o36b2o19bo5bobob3o$3b2o13bo2bo2bobo17b2o16bo2bo2bobobo$3b2o13b2o
21b2obobo12bo2bobobobo2bo$3b2o18b2o17bo2bo12bobobo2bo2bo$3b2o16bo18bo
bo13b3obobo5bo$3b2o16b2o17b2o14bobobo2b5obo$60bo7bo$60b5o$65bo$62b3o$
63bo$62b2o!
|position = center
|caption = Smallest known oscillators from periods 2 to 17.
}}
|}

A larger collection of the [[SKOP|smallest known oscillators by period]] up to p100 is documented at [[User:PK22/OCA:Travelling Ts/SKOP]].

An [[edgy]] [[dot]] (or in some cases, [[thumb]], [[duoplet]], or [[domino]]) can [[reflect]] a T 90 degrees, enabling the creation of T [[Glider loop oscillator|loop]]s.
The [[sparkers]] below enable the creation of T loops of [[period]]s 3n+30, 5n+30, 6n+30, 7n+28, 8n+32, 10n+30, 11n+33, 20n+40, 24n+48, 25n+50, and 32n+32:
{{EmbedViewer
|pname = TTssparkersreflectingTs
|viewerconfig = #C [[ HEIGHT 400 WIDTH 3600 THUMBSIZE 3 ]]
|position = center
|caption = Sparkers reflecting Ts
|style = width:300px;
}}

On October 19, 2026, [[hotcrystal0]] posted a [[drifter]] loop based on a [[wire]] found by [[LuveelVoom]],<ref name="post237962" /> proving Travelling Ts [[omniperiodic]].<ref name="post237966" />

A number of notable [[engine]]-based higher period oscillators are shown below:
{{gallery item|{{EmbedViewer
|rle = x = 98, y = 56, rule = B3/S23-a5
94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b
4o$94b4o$94b4o$94b4o$62b8o24b4o$62b8o24b4o$62b8o24b4o$62b8o24b4o$94b4o
$94b4o$94b4o$94b4o$56o38b4o$56o5b4o29b4o$56o4bobo31b4o$56o3b2obo2bo28b
4o$62bo31b4o$63b2obo27b4o$94b4o$94b4o$94b4o$56b4o34b4o$56b4o34b4o$56b
4o34b4o$56b4o34b4o$56b4o34b4o$56b4o34b4o$56b4o34b4o$56b4o34b4o$94b4o$
94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b
4o$94b4o$94b4o$94b4o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 30 LOOP 60 ]]
|position = center
|caption = A p60 R hassler (minpop 524)<ref name="post218650" />
|style = width:300px;
|apgcode = xp60_ffffffffffffffffffffffffffffffffffffffffffffffffffffffffzzzzzyboooozybvvvvy1o040qzyb1111y135d1y0oooooooozyjssssy133333333zyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyj7777/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 25, y = 19, rule = B3/S23-a5
20b3o$19bo2b2o$21bo2bo$20bob2o$18b2obo$17bo3bo$20bo$12b3o4bo$14bo$13b
2o2$5bo$4bo$3bo3bo$3bob2o$b2obo$o2bo$b2o2bo$2b3o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 16 GPS 32 LOOP 64 ]]
|position = center
|caption = A p64 R hassler (minpop 42)<ref name="post229016" />
|style = width:300px;
|apgcode = xp64_4aale20gzx1233x8s4zydgcc4ozyf47a552/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 36, y = 10, rule = B3/S23-a5
2bo30bo$bo2bobo22bobo2bo$obobob3obo14bob3obobobo$bo4b2o2bo14bo2b2o4bo
$3o7bo14bo7b3o$3b2o5bo14bo5b2o$2obobob2obo14bob2obobob2o$b2o4b4o7bo6b
4o4b2o$ob3obo2bo7b2o7bo2bob3obo$b2obob2o8bobo9b2obob2o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 15 GPS 33 LOOP 66 ]]
|position = center
|caption = P66 R hassler (minpop 97)<ref name="post229025" />
|style = width:300px;
|apgcode = xp66_ad7qj83dc6sy1127y2s6cd38jq7daz5bl0c0e6407ya7046e0c0lb5/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 33, y = 24, rule = B3/S23-a5
12b2o5b2o$11bo2bo3bo2bo$10bo2bo5bo2bo$10bob2o5b2obo$11bo9bo$2o29b2o$2o
29b2o$2o29b2o9$2o29b2o$2o29b2o$2o29b2o$11bo9bo$10bob2o5b2obo$10bo2bo5b
o2bo$11bo2bo3bo2bo$12b2o5b2o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 15 LOOP 132 ]]
|position = center
|caption = P132 ship predecessor hassler (minpop 64), found using [[apgsearch]]. The largest period to have occurred semi-naturally.
|style = width:300px;
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 41, y = 39, rule = B3/S23-a5
13b2o$12bobo2b2o$12b2obob3o$14bo2b2o2$13b3o$13b3o$14bo3$35bo$34b3o$34b
3o2$16b3o16bo2b2o$16bo2bo13b2obob3o$15bo3bo13bobo2b2o$15bo2b2o14b2o$16b
2o2$23b2o$5b2o14b2o2bo$b2o2bobo13bo3bo$3obob2o13bo2bo$b2o2bo16b3o2$4b
3o$4b3o$5bo3$26bo$25b3o$25b3o2$22b2o2bo$21b3obob2o$22b2o2bobo$26b2o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 11.5 GPS 108 LOOP 216 ]]
|position = center
|caption = P216 teardrop hassler (minpop 86).<ref name="post229276" /> A synthesis is known.<ref name="post229828" />
|apgcode = xp216_y6ccb70qs8zy71273zysg8sozyaciiey966qs0b72zgok0emooy9siicz0116e42zykgogzyh4em1pkdczyl11/b3s23-a5
|style = width:300px;
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 30, y = 30, rule = B3/S23-a5
9bo$9b3o$12bo$11b2o6$28b2o$28bo$8b2o16bobo$7bo2bo15b2o$8b3o$8bobo3$2b2o$bobo$
bo$2o6$17b2o$17bo$18b3o$20bo!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 11.5 GPS 124 LOOP 248 ]]
|position = center
|caption = P248 active region loop (minpop 37), discovered using ntcatforce.<ref name="post223837" />
|style = width:300px;
|apgcode = xp248_y532aczyoggzy34qasyb643z0o4cz11zyd6a8o/b3s23-a5
}}}}
So far, only one stable [[circuitry]] component has been found, and it has only been used to create a p248 oscillator.<ref name="post223837" /> In Travelling Ts, [[reaction]]s tend to not grow as large as they would in standard [[Life]], resulting in fewer opportunities for [[catalyst]] placements. Additionally, most random initial configurations do not usually immediately separate into smaller active regions and objects the same way they do in Life, so catalysts for one specific use only are not as useful.

=== Spaceships ===
Travelling Ts has four common spaceships. The [[Glider]] remains one of them, with the three new spaceships being called the Travelling T, the Climbing C, and the Flying F (often shortened to just T, C, and F). The eponymous Travelling T is the most common spaceship (and object) in the rule<ref>{{cata|object/xq4_27/b3s23-a5|xq4_27 on Catagolue}}</ref>, while the Flying F is the least<ref>{{cata|object/xq4_27/b3s23-a5|xq2_43bu on Catagolue}}</ref>, with a [[relative frequency]] comparable to the [[Lightweight spaceship]] in Life. [[Tagalong|Tagalongs]] for the C and F are known, and have even occurred naturally.
{| style="margin:auto; width:300px"
|{{EmbedViewer
|rle = x = 28, y = 5, rule = B3/S23-a5
7bo8bo8b2o$3o5b2o4b2ob2o4b2ob2o$bo5b2o6bobo6bob2o2$24bo!
|position = center
|caption = From left to right: the Travelling T, the Glider, the Climbing C, and the Flying F.
}}
|}
There are lots of other, larger spaceships. A collection of useful spaceships is displayed below:
{| style="margin:auto; width:300px"
|{{EmbedViewer
|viewerconfig = #C [[ HEIGHT 360 WIDTH 2400 THUMBSIZE 2 ]]
|rle = x = 206, y = 33, rule = B3/S23-a5
184bo$182b4o$179b3obo2b2obo$182bo3bob3o$179bo2bo5bo2b2o$4bo5bo12b3o7b
3o15bo2bo15bo4bo18b5o14bo8b3o12bo11bo29bo4bobob3o2bo$3b3o3b3o11bo2bo2b
o2bo2bo14b2o2b2o13b3o2b3o16b2obob2o12b3o7b2ob2o9bobo9bobo6bo6bo12b2ob
o3b2ob3o4bo$2b2o2bobo2b2o8bobo2bobobobo2bobo10b3ob2ob3o10bo2b4o2bo16b
o3bo13b3o9b2ob2o6bo2bo9bo2bo4b2o6b2o13bo2bobo5b3o2bo$2bo3bobo3bo8bo2b
obobobobobo2bo9b2obo4bob2o31b3obo3bob3o21b3obo7b2o11b2o5bobo4bobo9bo2b
o4bo4b3o2bo2bo$3ob2o3b2ob3o5b2ob2o3bobo3b2ob2o52b2obo3bob2o25bo10bo9b
o6b3ob4ob3o8b2o5bob3obobo3bo2bo$4b3ob3o10bo2bob3ob3obo2bo10bo8bo14b2o
20bobobo11b3ob3o5b2o14b3o5b3o6b12o28bo2bo$6bobo12b2o3bobobobo3b2o8bob
o8bobo10b2o2b2o13b2obo3bo3bob2o7b2ob2o9bo12b2o7b2o5b2ob2o4b2ob2o16bob
o6bo2bo2bo$4bo5bo10bo4bobobobo4bo6bo2bo10bo2bo7b2o4b2o18b3o15bo11bo12b
4o3b4o5b2o2bo4bo2b2o16bob2o6bo2bo2bo$4bo5bo11b2o4bobo4b2o7b3o12b3o8bo
b2obo13b5o5b5o33b3o2bobo2b3o5bobobo2bobobo14b4o2b2o9bo2bo$22b2o4bobo4b
2o34bo2bo14b2o3b5o3b2o20b3o10b3o2bobo2b3o5b2o3b2o3b2o14bobo2bo11bo2bo
$27bo3bo35b2ob6ob2o11bob4ob4obo21bobo14b2ob2o12b6o16b3o13b3obobo$23b2o
3bobo3b2o35bo2bo20bobo26b3o28bo3bo2bo3bo11b3o16bob2ob2o$23bo2b3ob3o2b
o51b2o2b2o7b2o2b2o35b5o10b3o4b3o26bo3b2ob4o$23b2o3bobo3b2o55b2o7b2o39b
obobo10b2obo2bob2o14bo11b2o5bo3bo$26b2obob2o56b3o9b3o19bobobo63bob2ob
o3bob2o$21b5o7b5o86bobo69bo2bo4bo$20bo5b7o5bo83bob3obo63b3obob3o3b2o$
19b2ob4o7b4ob2o50bo11bo19b2o3b2o62b2o4bo5b2o$19b2obo3bo5bo3bob2o51b2o
7b2o20b2o3b2o61bobo3bobo2b2obo$24b3o2bo2b3o57bo7bo22b2ob2o62b3o10bo$27b
5o60bo7bo86bob2o8bo3bo$25b3o3b3o59bo2bo2bo25bo63bo8bob2obo$25bo7bo58b
2obobob2o24bo63bo7bobo$93bobobobo99bo$92b2obobob2o95bo$92bo2bobo2bo95b
2o$93bo5bo$93bo5bo!
|caption = Many of the spaceships that were discovered in this rule. Note that this collection does not include larger spaceships.
}}
|}
The [[c/2|4c/8]] spaceship on the leftmost side has occurred [[seminatural|seminaturally]],<ref>{{cata|object/xq8_8mlp34043plm8zx9y19/b3s23-a5|xq8_8mlp34043plm8zx9y19 on Catagolue}}</ref> and the [[3c/8]] has a useful [[spark]] that can be used in technology to create [[rake]]s and [[puffer]]s. The [[c/4]] spaceship is named "bee",<ref name="post216577"/> and has occurred naturally.<ref>{{cata|object/xq4_8mnwss8z013/b3s23-a5|xq4_8mnwss8z013 on Catagolue}}</ref> It is in fact, one of the smallest natural spaceships outside of the common four.

[[Oblique]] spaceships are known, the first being a (2,1)c/5{{refn|group=note|S5 allows for knightships to have a minimum period of five, contrary to [[(2,1)c/6|six]] in CGOL.}} [[knightship]] discovered by LuveelVoom.<ref name="post213492"/> Additionally, there is a family of [[(2,1)c/5]] [[tagalong]]s, similar to [[minstrel]]s in Life and dubbed 'tinstrels'.<ref name="post232594" /> It is possible to use the [[spark]]s of one tinstrel to support another, leading to arbitrary length tinstrels.<ref name="post232624" />
{{EmbedViewer
|pname = TTstinstrels
|viewerconfig = #C [[ HEIGHT 600 WIDTH 1320 THUMBSIZE 3 ]]
|position = center
|caption = A selection of known 'tinstrels'
|style = width:300px;
}}
A full table of known speeds is shown below. Green means the population has been proven minimal.
{| class="wikitable"
|-
! Speed
! Smallest known
! Minimum # of [[cell]]s
|-
| [[c/2o]]
| [https://catagolue.hatsya.com/object/xq2_4ra/b3s23-a5 Climbing C]
| style="background: #80ff80;" | 7
|-
| [[3c/7o]]
| [https://catagolue.hatsya.com/object/xq7_074btk8go0og8ktb47z0g06h1579s9751h60gz32p26qpy1pq62p23z0o07vggy1ggv70oz0112e7g58885g7e211z0180s2ct4c4tc2s081z4bsg79l2x2l97gsb4zx38kq2v0v2qk83zy1gacgggcagzx84g41m0m14g48zwgg885l1r1l588ggz0988o120111021o889zxqueo0g0g0oeuqzwnua104cfc401aunzd1c50guvxvug05c1dzw7ebhs9f8f9shbe7/b3s23-a5 428P7H3V0]
| 428
|-
| [[2c/5o]]
| [https://catagolue.hatsya.com/object/xq5_wur3e0u4aa6zwdrq9q465uozx36gbgmkvuzy08n0q7qzy4iehle8ggzy08c022hk01z8qr0arz40c106hsozy33mogzy58qo/b3s23-a5 152P5V2H0]
| 152
|-
| [[3c/8o]]
| [https://catagolue.hatsya.com/object/xq8_3152cy4c2513zx1327c22c7231/b3s23-a5 36P8V3H0]
| 36
|-
| [[c/3o]]
| [https://catagolue.hatsya.com/object/xq3_xc825z0e51038442222zff066z07a80c1224444zx314a/b3s23-a5 54P3H1V0]
| style="background: #80ff80;" | 54
|-
| [[2c/7o]]
| [https://catagolue.hatsya.com/object/xq7_ggg0g0ggo804sbwe4owk44oz30lklb11y3kn21tw2m29bsz74606366c80gs8wrhe20khhd23zy93w1/b3s23-a5 115P7H2V0]
| 115
|-
| [[c/4o]]
| [https://catagolue.hatsya.com/object/xq4_27/b3s23-a5 Travelling T]
| style="background: #80ff80;" | 4
|-
| [[c/5o]]
| [https://catagolue.hatsya.com/object/xq5_33deakcz11gmgz0g3i3gzesj2jsezx6/b3s23-a5 47P5H1V0]
| 47
|-
| [[c/6o]]
| [https://catagolue.hatsya.com/object/xq6_7530r80m4zy2haar0vhzsko0r20d4/b3s23-a5 49P6H1V0]
| 49
|-
| [[c/7o]]
| [https://catagolue.hatsya.com/object/xq7_0nd0j99j0dnzgj0pappap0jgz011y211/b3s23-a5 52P7H1V0]
| 52
|-
! colspan="5" |
|-
| [[c/3d]]
| [https://catagolue.hatsya.com/object/xq3_w8gookf2y2goozpa5vg40s0i084b711z12qb3d8os63654y6osczw126dohwcggy0eok0a533zy3136cog0k6uj1g54k10okc64zy8134460fjjq6am35/b3s23-a5 169P3H1V1]
| style="background: #80ff80;" | 169
|-
| [[c/4d]]
| [https://catagolue.hatsya.com/object/xq4_153/b3s23-a5 Glider]
| style="background: #80ff80;" | 5
|-
| [[c/5d]]
| [https://catagolue.hatsya.com/object/xq5_wg0476eh68z9nn483va62zx1/b3s23-a5 37P5H1V1]
| 37
|-
| [[c/6d]]
| [https://catagolue.hatsya.com/object/xq6_ypgggs2g0lpieezyig8w6e444d01ha3u8zyhfdg7975ebu2qf3zybggx4gi0e0c13731zy8k3dgo83uj1zxg0o4m5a5gikl5075z0g8let1y0gvm1zklgk4n647111zx11/b3s23-a5 201P6H1V1]
| 201
|-
! colspan="5" |
|-
| [[c/5k]]
| [https://catagolue.hatsya.com/object/xq5_8s6nj7ac0goooz6g44c88bgloqaz064933321bf38ogzx676l255k20g6z0ocj745c92e9e86zw135xop9ak2s4ggzy3v3aaq46o6agooogzy431c42bjcs1q4nzy7o46mk20gbagzy77050osws65izyg3mgl6u4s8ozyi20evave95cs8zyi8o4niphde0h2zyi25086a80s073zylt55lfc404skzyr5ar7ms4czytgcift0k0gzys3ddd23101/b3s23-a5 386P5H2V1]
| 386
|}
===Infinite growth===
A variety of [[linear growth]] patterns are known, including [[gun]]s,<ref name="post214903" /> [[puffer]]s,<ref name="post212651" /> [[rake]]s,<ref name="post212502"/> [[tubstretcher]]s,<ref name="post213858" /> [[growing spaceship]]s,<ref name="post213591" /> and a [[slide gun]]. The first linear growth patterns known were various puffers found by [[PK22]] during an [[ikpx2]] search.<ref name="post212645"/> The first gun in the rule was a period-204 T gun constructed by [[AbhpzTa]] in July 2025, utilizing an [[over-unity]] reaction.<ref name="post214903"/> Since then, various guns for the glider, Climbing C, and Flying F have been made.

Below is a gallery of small linear growth patterns:
{{gallery item|{{EmbedViewer
|rle = x = 51, y = 85, rule = B3/S23-a5
21b2o5b2o$20b2ob2ob2ob2o$20b2obo3bob2o2$22b2o3b2o$22b3ob3o$24b3o$25bo
2$23b2ob2o$20bo4bo4bo$18b2ob4ob4ob2o$19bo3b5o3bo$21bobobobobo$23bo3bo$
22b2o3b2o$22b3ob3o$17b3o2bobobobo2b3o$18bobobo5bobobo$20bo2bo3bo2bo$
18bobo9bobo$19b2o9b2o$20b2o7b2o$19b3obo3bob3o$22bo5bo$18b2o2bo5bo2b2o$
18bob2obo3bob2obo$20b2o7b2o7$18bo13bo$16bo2bo11bo2bo$16b2o15b2o$17bobo
11bobo$17bobo11bobo8$13bo23bo$12bo25bo$12b3o21b3o10$9bo31bo$8bo33bo$8b
3o29b3o10$5bo39bo$4bo41bo$4b3o37b3o10$bo47bo$o49bo$3o45b3o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 6 GPS 6 TRACKLOOP 16 0/16 -8/16 Y -20 ]]
|position = left
|caption = A p16 c/2 backrake, found using [[ikpx2]]
|style = width:300px;
|apgcode = yl16_1_10_b7e8c7057c5317a06464c1ad917f8c64/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 66, y = 65, rule = B3/S23-a5
3o$o$bo3bo$3b2ob2o2$5bo2bo2$7b2o$8bo$9bo$10b2o$10b2o$11b2o$13b2o$14b3o
3$15b3o$19b2o$19bo2bo$19bobo$22bo$21bo$21b2obo$25bo$24b2o$25b2o$27bob
o$28bo$28bo$31b4o$31bob3o$31b2obobo$31b6o$32bob3obo$33b7o2bo$36bo2b3o
bo$35b2obob2obo$36b2o3bo$37b2o3bo2bo$37b3o2b3ob2o$36bo3b2ob2ob2o$37b2o
2b2ob2o$41b3o3b2obo$40bo2bo3bobobo$41b2o7bobo$41b2ob2o2bobo$44bo2b2ob
o$45bo4bo$44bob4o$45bo6bo$46bo4bobo$52bobo$53bobo$54bobo$55bobo$56bob
o$57bobo$58bobo$59bobo$60bobo$61bobo$62bobo$63bobo$64bo!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 7 GPS 12 X -5 Y -5 TRACKLOOP 4 -1/4 -1/4 ]]
|position = right
|caption = A c/4d [[tubstretcher]], found using [[ikpx2]]
|style = width:300px;
|apgcode = yl4_iforgottheapgcode/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 126, y = 126, rule = B3/S23-a5
5b3o$5bo$6bo$8b2o$9bo$2o5b2ob2o$obo$o4bo4bobo$3bobo6b2o$3b2o6bo$5bobo
2bob2obo$5bo3bo2b2obo$7b2ob2o3b2o$8bob2o4b3o$16b2o$10b3o3bo$12b4o$13b
2o4b2o$13bo4bob2o$17bobobo2bobo$17b2o6b2o$18b2o2bobo$21bo3b2obo$24b2o$
19bobobobo2bo$20bob3o4bo$19b2obo4b2o2bo$26bo2bobo$22bobobobo2bo$25bobo
3bo$31bo$26b8o$31bo2b2o$31bo2b5o$32b2obob3o$32b3ob2o3bo$33bobobo5bo$
33b4o2b2obo$33b2o4b4o$34bo2b2obobob2o$37b3o4b2o$35bo2bo7bo$37b3o4bobo$
36bo6b2obo$39b2ob2o2bo2bo$39b2o5b5o$41b5obo$45b5obo$45bobob3o$44b2ob2o
bobo$45bo2b2ob3ob2o$47b2obo4bobo$49b2o$50bo5bo$56b2o$50b2o3b2o3bo$50bo
2b4ob2o$51bo2bo7bo$56bob2obo$56bobo2bo$55bo4b4o$58b3ob2o$57bo2b2o2bo$
60b2o2bo3b2o$62b2ob4ob2o$64b2o2bob2o$64bobob4o$64bo2b2o$63b7o$63bo2bob
o2bo$64b3o5bo$64b3o2bo2bo$70b2o2b2o$74b2obo$72b2o4bo$72b2o3bo$77b4o$
73bob2o4bo$74bobo3bobo$76bo4bobo$76bobo3bobo$77bobo3bobo$78bobo3bobo$
79bobo3bobo$80bobo3bobo$81bobo3bobo$82bobo3bobo$83bobo3bobo$84bobo3bob
o$85bobo3bobo$86bobo3bobo$87bobo3bobo$88bobo3bobo$89bobo3bobo$90bobo3b
obo$91bobo3bobo$92bobo3bobo$93bobo3bobo$94bobo3bobo$95bobo3bobo$96bobo
3bobo$97bobo3bobo$98bobo3bobo$99bobo3bobo$100bobo3bobo$101bobo3bobo$
102bobo3bobo$103bobo3bobo$104bobo3bobo$105bobo3bobo$106bobo3bobo$107bo
bo3bobo$108bobo3bobo$109bobo3bobo$110bobo3bobo$111bobo3bobo$112bobo3bo
bo$113bobo3bobo$114bobo3bobo$115bobo3bobo$116bobo3bobo$117bobo3bobo$
118bobo3b2o$119bobo$120bobo$121b2o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 12 TRACKLOOP 4 -1/4 -1/4 Y -20 ]]
|position = right
|caption = A c/4d double [[tubstretcher]], found using [[ikpx2]]
|style = width:300px;
|apgcode = yl4_1_4_239f5fb6f41059f03c0b7bf04ded49a8/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 112, y = 139, rule = B3/S23-a5
12b3o$11bo2bob2o$10b2o3bob3o$10bob2ob2obobo$10b2ob2obob2o$8b2obo4b2o$
7b4obo2bo$6b2o5bob2o2b2o$5b2o12bo$5b2o2b2o2b5o3bobo$2b3obo2bo5bo2b3o2b
o$b2ob2o9bo2b2o4b2o$o2bo2bo13bo$o2b2o2bobo9bob2o$2o2bo4bo11b2o$2b2o2b
2ob3o6b2o$bob3obobo9bobo$b2o2bo3bo6b2o3bo$2b3o5b2o3b3obo$2bobo3bo4b2o
6bo$3bo3b4o3bo2b2o2bo2b3o$8bobo2b3obo3bob4o$8bo5b3o5bob3o$8bo2bo3bo2b
2o2b2o4b2o$10bo4bob3o3bo2bob2o$8bob2o3bo6bo2b2o$7bobobo6b2obo4bob2o$6b
o4b2obo2b3obo2bo2b2o$6bo2bo2bobo3b2o4b5o$6bo2bobo2b4ob2obo3bo$12bo3bo
5bo2bo$13b6o3bo5bo$13b4o7b2obo$14bo2bob3obob2obobo$14b4o3b2ob3o$14b2o
5bobo4b2o$18b2obob2o2b3o$16bo4bob6o$15bo4b3o2b2obo$14b2o5b3obo2bo2bo$
15b2o3b6o2b2o2bo$15b2ob2obo2bobo4bo2bo$15b2o2b2obo4b2o4bo$15bob4o4bobo
5bobo$21bobo3bo4b4o$16bobo3bo9bo4b2o$15b3o2bo2bo7bo2bo$15bo2bob2o10bob
o$16bo4b2o7bo2bo$18bo2bo3b3o2b2o$21bo3bo7bobo$19b3o3bo2bobo2bobo$23b2o
2b2ob2o3bo$21bobo3b2ob3obobo$21b2o6b2obo$22bo5b4o2b2o$22bo5bo3b2ob3o$
23b2o3b2o3b2obo$27bo4bobo3b2o$25bobo10bo$28b2o3bo$32b2obob2o$31b3ob3o$
37bo$38b3o$38b2o$41b2o$40b3o$45bo$44b2o$43b3o$42b2o$41b3o2bo$45bobo$
46bobo$47bobo$48bobo$49bobo$50bobo$51bobo$52bobo$53bobo$54bobo$55bobo$
56bobo$57bobo$58bobo$59bobo$60bobo$61bobo$62bobo$63bobo$64bobo$65bobo$
66bobo$67bobo$68bobo$69bobo$70bobo$71bobo$72bobo$73bobo$74bobo$75bobo$
76bobo$77bobo$78bobo$79bobo$80bobo$81bobo$82bobo$83bobo$84bobo$85bobo$
86bobo$87bobo$88bobo$89bobo$90bobo$91bobo$92bobo$93bobo$94bobo$95bobo$
96bobo$97bobo$98bobo$99bobo$100bobo$101bobo$102bobo$103bobo$104bobo$
105bobo$106bobo$107bobo$108bobo$109bobo$110b2o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 12 TRACKLOOP 3 -1/3 -1/3 Y -20 ]]
|position = left
|caption = A c/3d [[tubstretcher]], found using [[ikpx2]] (a reduction is known; see the next gallery item)
|style = width:300px;
|apgcode = yl3_1_2_68230f624fb7a1ce0993de5602efde3f/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 96, y = 39, rule = B3/S23-a5
14b2obo$10b3obob6o$9bo2bobo3b3obo$8b2o6bo4b2o$7b2obob2o5bo2b2o$6b2o4b
obo4b2o4bo$5b2o3b2ob2o4b2obob2o$4b2o5b2o$3b2o4bo2bo7bo2bo$2b2o4bob2o3b
2o4bobobo$bo2bobo2bo2b3o2bo7b2obo$bo4b2obo4b2o8b6o$b2ob2ob2obo2b3o9b2o
bo2bo$4bobo3bob3o10b2o2bobo$3o2b2o3b5ob2o7b2o3bo$o8bob2o5bo10bo$bobo5b
o4bo3bo9bo2b2o$2o8bo3bo3b3o7bo4bo$b2o12b5o8bo3bo$b2ob3o10b2o$b2o2b2ob
o8bo3b2ob2o$bobo5bo10bob2obo$2b3obo13b2obo2b2o$4bo3b2o11b2obo2b6obo$6b
o4bo8bo2bo2bob2o4b2obo$5b2o2b6o5b2o3b4o3bo2bo2bo2b2o$10b5o7bob2o2b2ob
obobo4b2obo$11bo10b2obobobo3bo5bobo$10b3o3b3o4b4o4bob2o3b3obo$11bobob
o7b2ob2o4b2obo2bo2bobo5b3o14b3o14b2o3b2o$14bo8bo8bobo4bo2bobo4bo6b3o7b
o15b2o3b2o$12b2o2bo6bo2bobo6bo7bobo4bo5bo10bo10b3o2bobo3bo$16bobo4bob
o3b2o5b2o6bobo5bo5bob3o6bo7bo2bo3bo$17bo8b4o6b2o7bobo3b3obo4b3ob2o2b4o
b6o5bo5b2o$23b2o3bobo15bobo2bobo4bo3b4o2bobob2ob3o8bo2b2o2bo$24b3o2bo
bo15bobo4b3o6bobobo3bo4bo2b2o5b2o4b4o$32b2o14b3o3b2ob2o7bo4b3ob3ob2o7b
o2bo3bo$24bo7b2o15b2o16b2o2bo4b2ob2o11bo$25bo!
|viewerconfig = #C [[ AUTOSTART AUTOFIT WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 5 GPS 12 TRACKLOOP 200 -1/3 -1/3 Y -20 ]]
|position = left
|caption = A growing spaceship with frontend speed c/3d and backend speed c/4d, made by attaching a c/4d tubeater to a c/3d tubstretcher
|style = width:300px;
|apgcode =
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 49, y = 86, rule = B3/S23-a5
20b2o5b2o$19b2ob2ob2ob2o$19b2obo3bob2o2$21b2o3b2o$21b3ob3o$23b3o$24bo
2$22b2ob2o$19bo4bo4bo$17b2ob4ob4ob2o$18bo3b5o3bo$20bobobobobo$22bo3bo$
21b2o3b2o$21b3ob3o$16b3o2bobobobo2b3o$17bobobo5bobobo$19bo2bo3bo2bo$
17bobo9bobo$18b3o7b3o$20bo7bo$19b2o7b2o$19bo9bo3$17b3o9b3o$17b2o2bo5bo
2b2o$15b2ob2obo5bob2ob2o$2b3o3b3o4b2o2bo9bo2b2o4b3o3b3o$bo2bo3bo2bo4b
2o13b2o4bo2bo3bo2bo$bo3bobo3bo5bobo9bobo5bo3bobo3bo$3bobobobo8bo11bo8b
obobobo$2o2bo3bo2b2o23b2o2bo3bo2b2o$obob2ob2obobo23bobob2ob2obobo$3bob
obobo29bobobobo$4bo3bo31bo3bo$15b2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo
$15b2o15b2o5$15b2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo$15b2o15b2o5$15b
2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo$15b2o15b2o2$20b3o$20bo$21bo$15b
2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo$15b2o15b2o2$20b3o$20bo$21bo$15b
2o$14bo2bo$14bo2bo$15b2o2$20b3o$20bo$21bo$15b2o$14bo2bo$14bo2bo$15b2o
2$20b3o$20bo$21bo!
|viewerconfig = #C [[ WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 ]]
|position = right
|caption = A growing spaceship, with a frontend speed of c/2 and a backend speed of 32c/114.
|style = width:300px;
|apgcode = yl3_1_2_68230f624fb7a1ce0993de5602efde3f/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 106, y = 106, rule = B3/S23-a5
5b3o$5bo$6bo$8b2o$9bo$2o5b2ob2o$obo$o4bo4bobo$3bobo6b2o$3b2o6bo$5bobo
2bob2obo$5bo3bo2b2obo$7b2ob2o3b2o$8bob2o4b3o$16b2o$10b3o3bo$12b4o$13b
2o4b2o$13bo4bob2o$17bobobo2bobo$17b2o6b2o$18b2o2bobo$21bo3b2obo$24b2o$
19bobobobo2bo$20bob3o4bo$19b2obo4b2o2bo$26bo2bobo$22bobobobo2bo$25bobo
3bo$31bo$26b8o$31bo2b2o$31bo2b5o$32b2obob3o$32b3ob2o3bo$33bobobo5bo$
33b4o2b2obo$33b2o4b4o$34bo2b2obobob2o$37b3o4b2o$35bo2bo7bo$37b3o4bobo$
36bo6b2obo$39b2ob2o2bo$39b2o5bob2obo$41b5o2bo3bo$51b3o$45b2o3bo$45bo5b
o$48bo3bo$45bobobo3bo$46b2o2bo3bo$47bo3bo3bo$52bo3bo$53bo3bo$54bo3bo$
55bo3bo$56bo3bo$57bo3bo$58bo3bo$59bo3bo$60bo3bo$61bo3bo$62bo3bo$63bo3b
o$64bo3bo$65bo3bo$66bo3bo$67bo3bo$68bo3bo$69bo3bo$70bo3bo$71bo3bo$72bo
3bo$73bo3bo$74bo3bo$75bo3bo$76bo3bo$77bo3bo$78bo3bo$79bo3bo$80bo3bo$
81bo3bo$82bo3bo$83bo3bo$84bo3bo$85bo3bo$86bo3bo$87bo3bo$88bo3bo$89bo3b
o$90bo3bo$91bo3bo$92bo3bo$93bo3bo$94bo3bo$95bo3bo$96bo3bo$97bo3bo$98bo
3bo$99bo3bobo$100bo3b2o$101bo$102bo$101b2o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 12 TRACKLOOP 4 -1/4 -1/4 Y -20 ]]
|position = right
|caption = A c/4d double [[linestretcher]], found using [[ikpx2]]
|style = width:300px;
|apgcode = yl4_1_2_d900f3c2a36dc20a1459e0d2d1c66e69/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 111, y = 100, rule = B3/S23-a5
2b30o$2b30o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o
30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$
2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b
2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o
30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$
2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b
2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o
30b2o$2o30b2o$2o30b2o$2b30o$2b30o12$20b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o
6b2o6b2o6b2o6b2o$20b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o$20b
2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o4$14bo3bo$10b2obob3obob
2o$9bobobo2bo2bobobo$9b2o2bobobobo2b2o$13bobobobo$9b4obobobob4o$8bo4bo
5bo4bo$9bob2o7b2obo$9b2o2bo5bo2b2o$9bob2o7b2obo$8bo4bo5bo4bo$9b4obobob
ob4o$13bobobobo$9b2o2bobobobo2b2o$9bobobo2bo2bobobo$10b2obob3obob2o$
14bo3bo!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 4 LOOP 32 X -20 ]]
|position = right
|caption = A p32 T gun
|style = width:300px;
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 178, y = 219, rule = B3/S23-a5
67bo$67bo$63bobo2bo$61b3o2b2o$63b3obo$66bo4$47b3o$46b2ob2o$46b3ob2o$
50b2o$48b3o$49b2o$48bo14$26b2o$2b3o21b3o$b2ob2o20b2o$b2o2bo$2bobo$2b3o
2$54b4o$54bo2b2o$53bo5bo$54b2o2bo$54bo3$4b2o$3bobo$3bo$2b2o2$38b3o$37b
2ob2o$36b2ob3o$36b2o$37b3o$37b2o$39bo32bob2o$72b2obo$66b2o5bobobo$65b
3o5bo3bo$66b2o6b3o$75b2o5$42b2o$42bo$43b3o$45bo19$31bo$31b3o$34bo$33b
2o3$53bo$2b2o48bobo$2o49b2ob2ob2o$2ob3o45bobo3b3o$bo3bo43b2o6b3o$2b3o
44b3o7bo$4b2o44b2o3b4o$55bo$55bo$38b2o$37b5o$36b2o2b2o$36bobobobo$36b
3o$37b2o5$70bobo$71b2o$71bo$22bo$20b2ob2o$20bo2bo$20bo$20b2o$21bobo$
22bo$71b2o$69b2ob2o$69bo3bo$69b5o$71b2o15$26b2o$24b5o$16b2o6b2o2b2o$
15b3o5bobobobo$16b2o9b3o$27b2o$11bo$11bo$10b3o$12bo$10bobo$11bobo$8b2o
b2o$10bo63$175bobo$176b2o$176bo!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 3 GPS 42 LOOP 420 X -20 ]]
|position = right
|caption = A p420 glider gun, which uses a G+T->2G+2T [[over-unity reaction]].
|style = width:300px;
}}}}
No infinite growth patterns have occurred [[natural|naturally]] or semi-naturally as of August 2026, despite over 100 billion [[soup]]s having been searched across all official [[symmetry|symmetries]].

On August 23rd 2026, [[I6 I6]] finalised an engineered [[breeder]], the first [[quadratic growth]] known in the rule.<ref name="post233746"/> It utilises many [[rakes]] that shoot gliders to synthesise a variant of the p420 [[gun]] shown above.
{{EmbedViewer
|pname = TravellingTsBreeder
|viewerconfig = #C [[ MAXGRIDSIZE 14 WIDTH 500 HEIGHT 1000 ]]
|position = center
|caption = The first version of the breeder, initial population 18195.
|style = width:400px;
}}
==Universality==
On December 20th, 2025, [[PK22]] posted a [[Rule 110]] [[metacell]], proving the rule [[Universal computer|Turing-complete]].<ref name="post222945" />

== Notes ==
<references group="note">
</references>

== References ==
<references>
<ref name="post212502">{{LinkForumThread
|format = ref
|p = 212502
|title = Travelling Ts(b3s23-a5)
|author = ThePlayzr
|date = May 29, 2025
}}</ref>
<ref name="Catagolue">{{LinkCatagolueRule|b3s23-a5/ror_stdin}}</ref>
<ref name="post212541">{{LinkForumThread
|format = ref
|p = 212541
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 30, 2025
}}</ref>

<ref name="post237962">{{LinkForumThread
|format = ref
|p = 237962
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = October 19, 2026
}}</ref>
<ref name="post237966">{{LinkForumThread
|format = ref
|p = 237966
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = October 19, 2026
}}</ref>
<ref name="post128639">{{LinkForumThread
|format = ref
|p = 128639
|title = Re: Miscellaneous Discoveries in Other Cellular Automata
|author = creeperman7002
|date = April 21, 2021
}}</ref>
<ref name="post218650">{{LinkForumThread
|format = ref
|p = 218650
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = September 26, 2025
}}</ref>
<ref name="post229016">{{LinkForumThread
|format = ref
|p = 229016
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 24, 2026
}}</ref>
<ref name="post229025">{{LinkForumThread
|format = ref
|p = 229025
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 24, 2026
}}</ref>
<ref name="post229276">{{LinkForumThread
|format = ref
|p = 229276
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 30, 2026
}}</ref>
<ref name="post229828">{{LinkForumThread
|format = ref
|p = 229828
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = June 14, 2026
}}</ref>
<ref name="post223837">{{LinkForumThread
|format = ref
|p = 223837
|title = Re: Travelling Ts(b3s23-a5)
|author = R2INT
|date = January 10, 2026
}}</ref>
<ref name="post214235">{{LinkForumThread
|format = ref
|p = 214235
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = July 7, 2025
}}</ref>
<ref name="post214903">{{LinkForumThread
|format = ref
|p = 214903
|title = Re: Travelling Ts(b3s23-a5)
|author = Luka Okanishi
|date = July 21, 2025
}}</ref>
<ref name="post212651">{{LinkForumThread
|format = ref
|p = 212651
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = May 31, 2025
}}</ref>
<ref name="post213858">{{LinkForumThread
|format = ref
|p = 213858
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = June 29, 2025
}}</ref>
<ref name="post213591">{{LinkForumThread
|format = ref
|p = 213591
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = June 22, 2025
}}</ref>
<ref name="post222945">{{LinkForumThread
|format = ref
|p = 222945
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = December 20, 2025
}}</ref>
<ref name="post232594">{{LinkForumThread
|format = ref
|p = 232594
|title = Re: Travelling Ts(b3s23-a5)
|author = ThePlayzr
|date = August 6, 2025
}}</ref>
<ref name="post232624">{{LinkForumThread
|format = ref
|p = 232624
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = August 6, 2026
}}</ref>

<ref name="post233746">{{LinkForumThread
|format = ref
|p = 233746
|title = Re: Travelling Ts(b3s23-a5)
|author = I6_I6
|date = August 23, 2026
}}</ref>
<ref name="post216577">{{LinkForumThread
|format = ref
|p = 216577
|title = Re: Travelling Ts(b3s23-a5)
|author = ThePlayzr
|date = August 23, 2025
}}</ref>
<ref name="post212645">{{LinkForumThread
|format = ref
|p = 212645
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = May 31, 2025
}}</ref>
<ref name="post213492">{{LinkForumThread
|format = ref
|p = 213492
|title = Re: Travelling Ts(b3s23-a5)
|author = LuveelVoom
|date = June 19, 2025
}}</ref>
</references>

== External Links ==
* [[User:PK22/OCA:Travelling Ts]]
* {{LinkForumThread|f=11|t=6970|title=Travelling Ts (B3/S23-a5) and its variants}}
* {{LinkCatagolueRule|b3s23-a5}}

[[Category:Isotropic non-totalistic rules]]
[[Category:2×2 block rules]]
__NOTOC__

OCA:Travelling Ts

2026-10-22T05:09:05Z

TheWayOfTheCon: Several small additions

{{Rule
|name = Travelling Ts
|imgname = Travelling Ts
|char = Chaotic
|b = 3
|s = 23-a5
|reversal = B01245a78/S01234678
}}
'''Travelling Ts''' is an [[isotropic non-totalistic cellular automaton]] named in reference to its most common [[spaceship]], known as the T. In May {{year|2025}}, ThePlayzr started a forum thread for this rule,<ref name="post212502" /> which ended up getting over 800 posts by the end of the year.

Travelling Ts has well-developed [[technology]], with many engineered [[gun|guns]], [[Infinite growth|infinite growth patterns]], and [[oscillators]]. The rule is also known to be [[Turing-complete]] and [[omniperiodic]].

== Rulestring ==

Travelling Ts has a [[rulestring]] very similar to that of [[Conway's Game of Life]], having all shared birth conditions and most survival conditions. It differs in S5, as adding that to Life's rulestring makes it [[explosive]]. To allow for exploration, singular [[INT]] condition, S3-a, is thus removed to allow the rule to be more stable. Thus, cells only die with three neighbors if the cells are arranged like so: 
[[image:INT Moore R1 3a.png|center|75px]]
The live neighbors in S3a make up the same neighborhood as any live cell has in [[block]], which consequently rules out the block as a [[still life]] (this is the only still-life lost from B3/S23, and the lost transition otherwise only affects periodic patterns - [[beacon]] is likewise the only finite p2 lost in this rule from B3/S23). Other very common patterns from B3/S23, including the [[glider]] and [[blinker]], do not need S3a, so they work as normal under the rulestring.

The absence of S3a & presence of S5 also allows for [[margolus]]-type oscillators to exist. (see [[OCA:Travelling Ts#Oscillators|#Oscillators]])

== Behavior ==
In this rule, chaotic patterns are similar in many regards to [[Conway's Game of Life]]; many unstable areas are created and persist for hundreds, sometimes thousands of generations, releasing objects and [[spaceships]] as they change shape. These active regoins tend to be less isolated and expansive compared to B3/S23. Due to S5, they are also denser. Active areas persist more from gradually shrinking rather than affecting nearby [[stable]] objects to spawn more activity like in Life.

== Patterns ==

=== Common sequences ===

Due to chaotic patterns being less hollow and isolated than in [[Life]], there is less potential in regards to common [[evolutionary sequence|evolutionary sequences]] in Travelling Ts. Nevertheless, there are a few recognized common evolutionary sequences in the rule.

{{EmbedViewer
|rle = x = 47, y = 4, rule = B3/S23-a5
b2o20bo20b2o$o2bo18bobo18bo2bo$o2bo17b2ob2o17b3o$3o20bo19bobo!
|position = center
|caption = Identified evolutionary sequences include (from left to right): [[Teardrop]] (D), [[Angel]] (A), and Rotator (P)
}}

=== Still lifes ===
Most still lifes from [[Life]] work with this rule. Some of the most common [[still lifes]] are [[loaf]], [[boat]], [[pond]], and [[beehive]]. [[Block]] is notably absent, due to the absence of S3a. [[Small lake]], [[Hat cis-siamese hat|hat siamese hat]], and [[trans-rotated bun]] become much more common in this rule compared to regular Life, as they have relatively common [[predecessor]]s.

S5 allows for [[alien]] still lifes, though they are generally less common. The most common of these alien still lifes, [https://catagolue.hatsya.com/object/xs12_356356/b3s23-a5 xs12_356356], is the 26th most common object overall. Below is a small collection of small alien still lifes:
{{EmbedViewer
|rle = x = 35, y = 21, rule = B3/S23-a5
obo6b2obo6b2o8b2o$3o7b2obo5bobobo5bobobo$bo7b2obo8b3o7b2obo$2o19bo9bo
bo4$bo$obo6b2obo6b2o8b2o$3o5bob2obo5bobo7bobob2o$bo7b2obo8b3o7b2obo$2o
19bobo7bobo5$bo7bob2o6b2o8b2o$b3o4bob2obo5bobo7bobobo$3o6b2obo8b3o7b2o
bo$2bo18bobo7bob2o$22bo!
|position = center
|caption = The still lifes in the first column are called "cat", "cat in a hat"and "stable pinwheel", respectively. (The rest are unnamed.)
}}
Travelling Ts also has [[induction coil]]s which can often replace [[tail]]s, [[nine]]s or [[line of three|lines of three]] in general from still lifes from Life:
{{EmbedViewer
|rle = x = 11, y = 11, rule = B3/S23-a5
b2o5b2o$bo6bobo$3o4b3o5$bo6b2o$obo4bobo$bo6bo$3o4b3o!
|position = center
}}
=== Oscillators ===
Travelling Ts is similar to [[Life]], meaning that some [[oscillators]] from Life work in this rule, such as [[blinker]] and [[toad]].<ref name="Catagolue" /> In addition, all of the Margolus oscillators from {{rl|2×2}} work in this rule, due to S5 and the absence of S3a.<ref name="post212541" /> This enables the construction of oscillators with all even periods.<ref name="post128639" /><ref name="post214235" /> Below is a collection of oscillators in this rule:
{| style="margin:auto; width:300px"
|{{EmbedViewer
|rle = x = 75, y = 73, rule = B3/S23-a5
68b2o$41b2o26bo$26b2o11bo2bo23b2o$26bo13bo$24bobo13bo23bobo$4b3o17b2o
13bo$21b2o18bo20bobo$20bobo17bo$20bo19bo19bobo$19b2o17bo2bo18bo$38b2o
18bo$58b2o3$24bo$23bobo36b2o$22bobobo35bo$20b3o40b3o$5b2o13bobo15bo21b
3o3bo$2bobob2o15b3o12b2o2b2o15bo4b2obo$2bo5bo31bobo15bob3o3bo$3b2obob
o30bobo16bo5b2o$4b2o17b3o12bobo16b2obob2o$20bobo14b2o2b2o15bo4bo$20b3o
19bo15bob3o$22bobobo32bo$23bobo34bo$24bo34b2o5$16b2o$15bo2bo$4bo10bob
o46bo$3b2o11bo3b2o2b2o21bo14b3o$4bo16bo2bobo15b2obo2bo12bo$bo16bo2bo3b
2o15bo6bo7b2obob5o$3o15b3o14b2o7b2ob2o9bobo6bo$7b3o24bobo6b2o12bo2b7o
bo$8bo15b3o7b2o21b3o6bobo$5bo12b2o3bo2bo10b2o2bo2bo15bo3b2o2b2o$5b2o11b
obo2bo13bo5b2o14bo2bo2bobo$5bo13b2o2b2o3bo11bo18b2ob3o2bo$27bobo9bobo
18bobo2b2o$26bo2bo10bobo17bo2bobo$27b2o12bo19b2o2bo$65b2o7$67b2o$3b2o
26b2o34bo$3b2o10bo16bo33b3o$3b2o9bo2bob2o9bo34bo$3b2o8bo6bo7bobo16b2o
17b5o$3b2o9b2ob2o24bobo2bo13bo7bo$3b2o13b2o6bobo13b2ob3o13bob5o2bobob
o$3b2o36b2o19bo5bobob3o$3b2o13bo2bo2bobo17b2o16bo2bo2bobobo$3b2o13b2o
21b2obobo12bo2bobobobo2bo$3b2o18b2o17bo2bo12bobobo2bo2bo$3b2o16bo18bo
bo13b3obobo5bo$3b2o16b2o17b2o14bobobo2b5obo$60bo7bo$60b5o$65bo$62b3o$
63bo$62b2o!
|position = center
|caption = Smallest known oscillators from periods 2 to 17.
}}
|}

A larger collection of the [[SKOP|smallest known oscillators by period]] up to p100 is documented at [[User:PK22/OCA:Travelling Ts/SKOP]].

An [[edgy]] [[dot]] (or in some cases, [[thumb]], [[duoplet]], or [[domino]]) can [[reflect]] a T 90 degrees, enabling the creation of T [[Glider loop oscillator|loop]]s.
The [[sparkers]] below enable the creation of T loops of [[period]]s 3n+30, 5n+30, 6n+30, 7n+28, 8n+32, 10n+30, 11n+33, 20n+40, 24n+48, 25n+50, and 32n+32:
{{EmbedViewer
|pname = TTssparkersreflectingTs
|viewerconfig = #C [[ HEIGHT 400 WIDTH 3600 THUMBSIZE 3 ]]
|position = center
|caption = Sparkers reflecting Ts
|style = width:300px;
}}

On October 19, 2026, [[hotcrystal0]] posted a [[drifter]] loop based on a [[wire]] found by [[LuveelVoom]],<ref name="post237962" /> proving Travelling Ts [[omniperiodic]].<ref name="post237966" />

A number of notable [[engine]]-based higher period oscillators are shown below:
{{gallery item|{{EmbedViewer
|rle = x = 98, y = 56, rule = B3/S23-a5
94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b
4o$94b4o$94b4o$94b4o$62b8o24b4o$62b8o24b4o$62b8o24b4o$62b8o24b4o$94b4o
$94b4o$94b4o$94b4o$56o38b4o$56o5b4o29b4o$56o4bobo31b4o$56o3b2obo2bo28b
4o$62bo31b4o$63b2obo27b4o$94b4o$94b4o$94b4o$56b4o34b4o$56b4o34b4o$56b
4o34b4o$56b4o34b4o$56b4o34b4o$56b4o34b4o$56b4o34b4o$56b4o34b4o$94b4o$
94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b
4o$94b4o$94b4o$94b4o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 30 LOOP 60 ]]
|position = center
|caption = A p60 R hassler (minpop 524)<ref name="post218650" />
|style = width:300px;
|apgcode = xp60_ffffffffffffffffffffffffffffffffffffffffffffffffffffffffzzzzzyboooozybvvvvy1o040qzyb1111y135d1y0oooooooozyjssssy133333333zyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyj7777/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 25, y = 19, rule = B3/S23-a5
20b3o$19bo2b2o$21bo2bo$20bob2o$18b2obo$17bo3bo$20bo$12b3o4bo$14bo$13b
2o2$5bo$4bo$3bo3bo$3bob2o$b2obo$o2bo$b2o2bo$2b3o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 16 GPS 32 LOOP 64 ]]
|position = center
|caption = A p64 R hassler (minpop 42)<ref name="post229016" />
|style = width:300px;
|apgcode = xp64_4aale20gzx1233x8s4zydgcc4ozyf47a552/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 36, y = 10, rule = B3/S23-a5
2bo30bo$bo2bobo22bobo2bo$obobob3obo14bob3obobobo$bo4b2o2bo14bo2b2o4bo
$3o7bo14bo7b3o$3b2o5bo14bo5b2o$2obobob2obo14bob2obobob2o$b2o4b4o7bo6b
4o4b2o$ob3obo2bo7b2o7bo2bob3obo$b2obob2o8bobo9b2obob2o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 15 GPS 33 LOOP 66 ]]
|position = center
|caption = P66 R hassler (minpop 97)<ref name="post229025" />
|style = width:300px;
|apgcode = xp66_ad7qj83dc6sy1127y2s6cd38jq7daz5bl0c0e6407ya7046e0c0lb5/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 33, y = 24, rule = B3/S23-a5
12b2o5b2o$11bo2bo3bo2bo$10bo2bo5bo2bo$10bob2o5b2obo$11bo9bo$2o29b2o$2o
29b2o$2o29b2o9$2o29b2o$2o29b2o$2o29b2o$11bo9bo$10bob2o5b2obo$10bo2bo5b
o2bo$11bo2bo3bo2bo$12b2o5b2o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 15 LOOP 132 ]]
|position = center
|caption = P132 ship predecessor hassler (minpop 64), found using [[apgsearch]]. The largest period to have occurred semi-naturally.
|style = width:300px;
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 41, y = 39, rule = B3/S23-a5
13b2o$12bobo2b2o$12b2obob3o$14bo2b2o2$13b3o$13b3o$14bo3$35bo$34b3o$34b
3o2$16b3o16bo2b2o$16bo2bo13b2obob3o$15bo3bo13bobo2b2o$15bo2b2o14b2o$16b
2o2$23b2o$5b2o14b2o2bo$b2o2bobo13bo3bo$3obob2o13bo2bo$b2o2bo16b3o2$4b
3o$4b3o$5bo3$26bo$25b3o$25b3o2$22b2o2bo$21b3obob2o$22b2o2bobo$26b2o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 11.5 GPS 108 LOOP 216 ]]
|position = center
|caption = P216 teardrop hassler (minpop 86).<ref name="post229276" /> A synthesis is known.<ref name="post229828" />
|apgcode = xp216_y6ccb70qs8zy71273zysg8sozyaciiey966qs0b72zgok0emooy9siicz0116e42zykgogzyh4em1pkdczyl11/b3s23-a5
|style = width:300px;
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 30, y = 30, rule = B3/S23-a5
9bo$9b3o$12bo$11b2o6$28b2o$28bo$8b2o16bobo$7bo2bo15b2o$8b3o$8bobo3$2b2o$bobo$
bo$2o6$17b2o$17bo$18b3o$20bo!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 11.5 GPS 124 LOOP 248 ]]
|position = center
|caption = P248 active region loop (minpop 37), discovered using ntcatforce.<ref name="post223837" />
|style = width:300px;
|apgcode = xp248_y532aczyoggzy34qasyb643z0o4cz11zyd6a8o/b3s23-a5
}}}}
So far, only one stable [[circuitry]] component has been found, and it has only been used to create a p248 oscillator.<ref name="post223837" /> In Travelling Ts, [[reaction]]s tend to not grow as large as they would in standard [[Life]], resulting in fewer opportunities for [[catalyst]] placements. Additionally, most random initial configurations do not usually immediately separate into smaller active regions and objects the same way they do in Life, so catalysts for one specific use only are not as useful.

=== Spaceships ===
Travelling Ts has four common spaceships. The [[Glider]] remains one of them, with the three new spaceships being called the Travelling T, the Climbing C, and the Flying F (often shortened to just T, C, and F). The eponymous Travelling T is the most common spaceship (and object) in the rule<ref>{{cata|object/xq4_27/b3s23-a5|xq4_27 on Catagolue}}</ref>, while the Flying F is the least<ref>{{cata|object/xq4_27/b3s23-a5|xq2_43bu on Catagolue}}</ref>, with a [[relative frequency]] comparable to the [[Lightweight spaceship]] in Life. [[Tagalong|Tagalongs]] for the C and F are known, and have even occurred naturally.
{| style="margin:auto; width:300px"
|{{EmbedViewer
|rle = x = 28, y = 5, rule = B3/S23-a5
7bo8bo8b2o$3o5b2o4b2ob2o4b2ob2o$bo5b2o6bobo6bob2o2$24bo!
|position = center
|caption = From left to right: the Travelling T, the Glider, the Climbing C, and the Flying F.
}}
|}
There are lots of other, larger spaceships. A collection of useful spaceships is displayed below:
{| style="margin:auto; width:300px"
|{{EmbedViewer
|viewerconfig = #C [[ HEIGHT 360 WIDTH 2400 THUMBSIZE 2 ]]
|rle = x = 206, y = 33, rule = B3/S23-a5
184bo$182b4o$179b3obo2b2obo$182bo3bob3o$179bo2bo5bo2b2o$4bo5bo12b3o7b
3o15bo2bo15bo4bo18b5o14bo8b3o12bo11bo29bo4bobob3o2bo$3b3o3b3o11bo2bo2b
o2bo2bo14b2o2b2o13b3o2b3o16b2obob2o12b3o7b2ob2o9bobo9bobo6bo6bo12b2ob
o3b2ob3o4bo$2b2o2bobo2b2o8bobo2bobobobo2bobo10b3ob2ob3o10bo2b4o2bo16b
o3bo13b3o9b2ob2o6bo2bo9bo2bo4b2o6b2o13bo2bobo5b3o2bo$2bo3bobo3bo8bo2b
obobobobobo2bo9b2obo4bob2o31b3obo3bob3o21b3obo7b2o11b2o5bobo4bobo9bo2b
o4bo4b3o2bo2bo$3ob2o3b2ob3o5b2ob2o3bobo3b2ob2o52b2obo3bob2o25bo10bo9b
o6b3ob4ob3o8b2o5bob3obobo3bo2bo$4b3ob3o10bo2bob3ob3obo2bo10bo8bo14b2o
20bobobo11b3ob3o5b2o14b3o5b3o6b12o28bo2bo$6bobo12b2o3bobobobo3b2o8bob
o8bobo10b2o2b2o13b2obo3bo3bob2o7b2ob2o9bo12b2o7b2o5b2ob2o4b2ob2o16bob
o6bo2bo2bo$4bo5bo10bo4bobobobo4bo6bo2bo10bo2bo7b2o4b2o18b3o15bo11bo12b
4o3b4o5b2o2bo4bo2b2o16bob2o6bo2bo2bo$4bo5bo11b2o4bobo4b2o7b3o12b3o8bo
b2obo13b5o5b5o33b3o2bobo2b3o5bobobo2bobobo14b4o2b2o9bo2bo$22b2o4bobo4b
2o34bo2bo14b2o3b5o3b2o20b3o10b3o2bobo2b3o5b2o3b2o3b2o14bobo2bo11bo2bo
$27bo3bo35b2ob6ob2o11bob4ob4obo21bobo14b2ob2o12b6o16b3o13b3obobo$23b2o
3bobo3b2o35bo2bo20bobo26b3o28bo3bo2bo3bo11b3o16bob2ob2o$23bo2b3ob3o2b
o51b2o2b2o7b2o2b2o35b5o10b3o4b3o26bo3b2ob4o$23b2o3bobo3b2o55b2o7b2o39b
obobo10b2obo2bob2o14bo11b2o5bo3bo$26b2obob2o56b3o9b3o19bobobo63bob2ob
o3bob2o$21b5o7b5o86bobo69bo2bo4bo$20bo5b7o5bo83bob3obo63b3obob3o3b2o$
19b2ob4o7b4ob2o50bo11bo19b2o3b2o62b2o4bo5b2o$19b2obo3bo5bo3bob2o51b2o
7b2o20b2o3b2o61bobo3bobo2b2obo$24b3o2bo2b3o57bo7bo22b2ob2o62b3o10bo$27b
5o60bo7bo86bob2o8bo3bo$25b3o3b3o59bo2bo2bo25bo63bo8bob2obo$25bo7bo58b
2obobob2o24bo63bo7bobo$93bobobobo99bo$92b2obobob2o95bo$92bo2bobo2bo95b
2o$93bo5bo$93bo5bo!
|caption = Many of the spaceships that were discovered in this rule. Note that this collection does not include larger spaceships.
}}
|}
The [[c/2|4c/8]] spaceship on the leftmost side has occurred [[seminatural|seminaturally]],<ref>{{cata|object/xq8_8mlp34043plm8zx9y19/b3s23-a5|xq8_8mlp34043plm8zx9y19 on Catagolue}}</ref> and the [[3c/8]] has a useful [[spark]] that can be used in technology to create [[rake]]s and [[puffer]]s. The [[c/4]] spaceship is named "bee",<ref name="post216577"/> and has occurred naturally.<ref>{{cata|object/xq4_8mnwss8z013/b3s23-a5|xq4_8mnwss8z013 on Catagolue}}</ref> It is in fact, one of the smallest natural spaceships outside of the common four.

Additionally, there is a family of [[(2,1)c/5]] [[tagalong]]s, similar to [[minstrel]]s in Life and dubbed 'tinstrels'.<ref name="post232594" /> It is possible to use the [[spark]]s of one tinstrel to support another, leading to arbitrary length tinstrels.<ref name="post232624" />
{{EmbedViewer
|pname = TTstinstrels
|viewerconfig = #C [[ HEIGHT 600 WIDTH 1320 THUMBSIZE 3 ]]
|position = center
|caption = A selection of known 'tinstrels'
|style = width:300px;
}}
A full table of known speeds is shown below. Green means the population has been proven minimal.
{| class="wikitable"
|-
! Speed
! Smallest known
! Minimum # of [[cell]]s
|-
| [[c/2o]]
| [https://catagolue.hatsya.com/object/xq2_4ra/b3s23-a5 Climbing C]
| style="background: #80ff80;" | 7
|-
| [[3c/7o]]
| [https://catagolue.hatsya.com/object/xq7_074btk8go0og8ktb47z0g06h1579s9751h60gz32p26qpy1pq62p23z0o07vggy1ggv70oz0112e7g58885g7e211z0180s2ct4c4tc2s081z4bsg79l2x2l97gsb4zx38kq2v0v2qk83zy1gacgggcagzx84g41m0m14g48zwgg885l1r1l588ggz0988o120111021o889zxqueo0g0g0oeuqzwnua104cfc401aunzd1c50guvxvug05c1dzw7ebhs9f8f9shbe7/b3s23-a5 428P7H3V0]
| 428
|-
| [[2c/5o]]
| [https://catagolue.hatsya.com/object/xq5_wur3e0u4aa6zwdrq9q465uozx36gbgmkvuzy08n0q7qzy4iehle8ggzy08c022hk01z8qr0arz40c106hsozy33mogzy58qo/b3s23-a5 152P5V2H0]
| 152
|-
| [[3c/8o]]
| [https://catagolue.hatsya.com/object/xq8_3152cy4c2513zx1327c22c7231/b3s23-a5 36P8V3H0]
| 36
|-
| [[c/3o]]
| [https://catagolue.hatsya.com/object/xq3_xc825z0e51038442222zff066z07a80c1224444zx314a/b3s23-a5 54P3H1V0]
| style="background: #80ff80;" | 54
|-
| [[2c/7o]]
| [https://catagolue.hatsya.com/object/xq7_ggg0g0ggo804sbwe4owk44oz30lklb11y3kn21tw2m29bsz74606366c80gs8wrhe20khhd23zy93w1/b3s23-a5 115P7H2V0]
| 115
|-
| [[c/4o]]
| [https://catagolue.hatsya.com/object/xq4_27/b3s23-a5 Travelling T]
| style="background: #80ff80;" | 4
|-
| [[c/5o]]
| [https://catagolue.hatsya.com/object/xq5_33deakcz11gmgz0g3i3gzesj2jsezx6/b3s23-a5 47P5H1V0]
| 47
|-
| [[c/6o]]
| [https://catagolue.hatsya.com/object/xq6_7530r80m4zy2haar0vhzsko0r20d4/b3s23-a5 49P6H1V0]
| 49
|-
| [[c/7o]]
| [https://catagolue.hatsya.com/object/xq7_0nd0j99j0dnzgj0pappap0jgz011y211/b3s23-a5 52P7H1V0]
| 52
|-
! colspan="5" |
|-
| [[c/3d]]
| [https://catagolue.hatsya.com/object/xq3_w8gookf2y2goozpa5vg40s0i084b711z12qb3d8os63654y6osczw126dohwcggy0eok0a533zy3136cog0k6uj1g54k10okc64zy8134460fjjq6am35/b3s23-a5 169P3H1V1]
| style="background: #80ff80;" | 169
|-
| [[c/4d]]
| [https://catagolue.hatsya.com/object/xq4_153/b3s23-a5 Glider]
| style="background: #80ff80;" | 5
|-
| [[c/5d]]
| [https://catagolue.hatsya.com/object/xq5_wg0476eh68z9nn483va62zx1/b3s23-a5 37P5H1V1]
| 37
|-
| [[c/6d]]
| [https://catagolue.hatsya.com/object/xq6_ypgggs2g0lpieezyig8w6e444d01ha3u8zyhfdg7975ebu2qf3zybggx4gi0e0c13731zy8k3dgo83uj1zxg0o4m5a5gikl5075z0g8let1y0gvm1zklgk4n647111zx11/b3s23-a5 201P6H1V1]
| 201
|-
! colspan="5" |
|-
| [[c/5k]]
| [https://catagolue.hatsya.com/object/xq5_8s6nj7ac0goooz6g44c88bgloqaz064933321bf38ogzx676l255k20g6z0ocj745c92e9e86zw135xop9ak2s4ggzy3v3aaq46o6agooogzy431c42bjcs1q4nzy7o46mk20gbagzy77050osws65izyg3mgl6u4s8ozyi20evave95cs8zyi8o4niphde0h2zyi25086a80s073zylt55lfc404skzyr5ar7ms4czytgcift0k0gzys3ddd23101/b3s23-a5 386P5H2V1]
| 386
|}
===Infinite growth===
A variety of [[linear growth]] patterns are known, including [[gun]]s,<ref name="post214903" /> [[puffer]]s,<ref name="post212651" /> [[rake]]s,<ref name="post212502"/> [[tubstretcher]]s,<ref name="post213858" /> [[growing spaceship]]s,<ref name="post213591" /> and a [[slide gun]]. The first linear growth patterns known were various puffers found by [[PK22]] during an [[ikpx2]] search.<ref name="post212645"/> The first gun in the rule was a period-204 T gun constructed by [[AbhpzTa]] in July 2025, utilizing an [[over-unity]] reaction.<ref name="post214903"/> Since then, various guns for the glider, Climbing C, and Flying F have been made.

Below is a gallery of small linear growth patterns:
{{gallery item|{{EmbedViewer
|rle = x = 51, y = 85, rule = B3/S23-a5
21b2o5b2o$20b2ob2ob2ob2o$20b2obo3bob2o2$22b2o3b2o$22b3ob3o$24b3o$25bo
2$23b2ob2o$20bo4bo4bo$18b2ob4ob4ob2o$19bo3b5o3bo$21bobobobobo$23bo3bo$
22b2o3b2o$22b3ob3o$17b3o2bobobobo2b3o$18bobobo5bobobo$20bo2bo3bo2bo$
18bobo9bobo$19b2o9b2o$20b2o7b2o$19b3obo3bob3o$22bo5bo$18b2o2bo5bo2b2o$
18bob2obo3bob2obo$20b2o7b2o7$18bo13bo$16bo2bo11bo2bo$16b2o15b2o$17bobo
11bobo$17bobo11bobo8$13bo23bo$12bo25bo$12b3o21b3o10$9bo31bo$8bo33bo$8b
3o29b3o10$5bo39bo$4bo41bo$4b3o37b3o10$bo47bo$o49bo$3o45b3o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 6 GPS 6 TRACKLOOP 16 0/16 -8/16 Y -20 ]]
|position = left
|caption = A p16 c/2 backrake, found using [[ikpx2]]
|style = width:300px;
|apgcode = yl16_1_10_b7e8c7057c5317a06464c1ad917f8c64/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 66, y = 65, rule = B3/S23-a5
3o$o$bo3bo$3b2ob2o2$5bo2bo2$7b2o$8bo$9bo$10b2o$10b2o$11b2o$13b2o$14b3o
3$15b3o$19b2o$19bo2bo$19bobo$22bo$21bo$21b2obo$25bo$24b2o$25b2o$27bob
o$28bo$28bo$31b4o$31bob3o$31b2obobo$31b6o$32bob3obo$33b7o2bo$36bo2b3o
bo$35b2obob2obo$36b2o3bo$37b2o3bo2bo$37b3o2b3ob2o$36bo3b2ob2ob2o$37b2o
2b2ob2o$41b3o3b2obo$40bo2bo3bobobo$41b2o7bobo$41b2ob2o2bobo$44bo2b2ob
o$45bo4bo$44bob4o$45bo6bo$46bo4bobo$52bobo$53bobo$54bobo$55bobo$56bob
o$57bobo$58bobo$59bobo$60bobo$61bobo$62bobo$63bobo$64bo!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 7 GPS 12 X -5 Y -5 TRACKLOOP 4 -1/4 -1/4 ]]
|position = right
|caption = A c/4d [[tubstretcher]], found using [[ikpx2]]
|style = width:300px;
|apgcode = yl4_iforgottheapgcode/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 126, y = 126, rule = B3/S23-a5
5b3o$5bo$6bo$8b2o$9bo$2o5b2ob2o$obo$o4bo4bobo$3bobo6b2o$3b2o6bo$5bobo
2bob2obo$5bo3bo2b2obo$7b2ob2o3b2o$8bob2o4b3o$16b2o$10b3o3bo$12b4o$13b
2o4b2o$13bo4bob2o$17bobobo2bobo$17b2o6b2o$18b2o2bobo$21bo3b2obo$24b2o$
19bobobobo2bo$20bob3o4bo$19b2obo4b2o2bo$26bo2bobo$22bobobobo2bo$25bobo
3bo$31bo$26b8o$31bo2b2o$31bo2b5o$32b2obob3o$32b3ob2o3bo$33bobobo5bo$
33b4o2b2obo$33b2o4b4o$34bo2b2obobob2o$37b3o4b2o$35bo2bo7bo$37b3o4bobo$
36bo6b2obo$39b2ob2o2bo2bo$39b2o5b5o$41b5obo$45b5obo$45bobob3o$44b2ob2o
bobo$45bo2b2ob3ob2o$47b2obo4bobo$49b2o$50bo5bo$56b2o$50b2o3b2o3bo$50bo
2b4ob2o$51bo2bo7bo$56bob2obo$56bobo2bo$55bo4b4o$58b3ob2o$57bo2b2o2bo$
60b2o2bo3b2o$62b2ob4ob2o$64b2o2bob2o$64bobob4o$64bo2b2o$63b7o$63bo2bob
o2bo$64b3o5bo$64b3o2bo2bo$70b2o2b2o$74b2obo$72b2o4bo$72b2o3bo$77b4o$
73bob2o4bo$74bobo3bobo$76bo4bobo$76bobo3bobo$77bobo3bobo$78bobo3bobo$
79bobo3bobo$80bobo3bobo$81bobo3bobo$82bobo3bobo$83bobo3bobo$84bobo3bob
o$85bobo3bobo$86bobo3bobo$87bobo3bobo$88bobo3bobo$89bobo3bobo$90bobo3b
obo$91bobo3bobo$92bobo3bobo$93bobo3bobo$94bobo3bobo$95bobo3bobo$96bobo
3bobo$97bobo3bobo$98bobo3bobo$99bobo3bobo$100bobo3bobo$101bobo3bobo$
102bobo3bobo$103bobo3bobo$104bobo3bobo$105bobo3bobo$106bobo3bobo$107bo
bo3bobo$108bobo3bobo$109bobo3bobo$110bobo3bobo$111bobo3bobo$112bobo3bo
bo$113bobo3bobo$114bobo3bobo$115bobo3bobo$116bobo3bobo$117bobo3bobo$
118bobo3b2o$119bobo$120bobo$121b2o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 12 TRACKLOOP 4 -1/4 -1/4 Y -20 ]]
|position = right
|caption = A c/4d double [[tubstretcher]], found using [[ikpx2]]
|style = width:300px;
|apgcode = yl4_1_4_239f5fb6f41059f03c0b7bf04ded49a8/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 112, y = 139, rule = B3/S23-a5
12b3o$11bo2bob2o$10b2o3bob3o$10bob2ob2obobo$10b2ob2obob2o$8b2obo4b2o$
7b4obo2bo$6b2o5bob2o2b2o$5b2o12bo$5b2o2b2o2b5o3bobo$2b3obo2bo5bo2b3o2b
o$b2ob2o9bo2b2o4b2o$o2bo2bo13bo$o2b2o2bobo9bob2o$2o2bo4bo11b2o$2b2o2b
2ob3o6b2o$bob3obobo9bobo$b2o2bo3bo6b2o3bo$2b3o5b2o3b3obo$2bobo3bo4b2o
6bo$3bo3b4o3bo2b2o2bo2b3o$8bobo2b3obo3bob4o$8bo5b3o5bob3o$8bo2bo3bo2b
2o2b2o4b2o$10bo4bob3o3bo2bob2o$8bob2o3bo6bo2b2o$7bobobo6b2obo4bob2o$6b
o4b2obo2b3obo2bo2b2o$6bo2bo2bobo3b2o4b5o$6bo2bobo2b4ob2obo3bo$12bo3bo
5bo2bo$13b6o3bo5bo$13b4o7b2obo$14bo2bob3obob2obobo$14b4o3b2ob3o$14b2o
5bobo4b2o$18b2obob2o2b3o$16bo4bob6o$15bo4b3o2b2obo$14b2o5b3obo2bo2bo$
15b2o3b6o2b2o2bo$15b2ob2obo2bobo4bo2bo$15b2o2b2obo4b2o4bo$15bob4o4bobo
5bobo$21bobo3bo4b4o$16bobo3bo9bo4b2o$15b3o2bo2bo7bo2bo$15bo2bob2o10bob
o$16bo4b2o7bo2bo$18bo2bo3b3o2b2o$21bo3bo7bobo$19b3o3bo2bobo2bobo$23b2o
2b2ob2o3bo$21bobo3b2ob3obobo$21b2o6b2obo$22bo5b4o2b2o$22bo5bo3b2ob3o$
23b2o3b2o3b2obo$27bo4bobo3b2o$25bobo10bo$28b2o3bo$32b2obob2o$31b3ob3o$
37bo$38b3o$38b2o$41b2o$40b3o$45bo$44b2o$43b3o$42b2o$41b3o2bo$45bobo$
46bobo$47bobo$48bobo$49bobo$50bobo$51bobo$52bobo$53bobo$54bobo$55bobo$
56bobo$57bobo$58bobo$59bobo$60bobo$61bobo$62bobo$63bobo$64bobo$65bobo$
66bobo$67bobo$68bobo$69bobo$70bobo$71bobo$72bobo$73bobo$74bobo$75bobo$
76bobo$77bobo$78bobo$79bobo$80bobo$81bobo$82bobo$83bobo$84bobo$85bobo$
86bobo$87bobo$88bobo$89bobo$90bobo$91bobo$92bobo$93bobo$94bobo$95bobo$
96bobo$97bobo$98bobo$99bobo$100bobo$101bobo$102bobo$103bobo$104bobo$
105bobo$106bobo$107bobo$108bobo$109bobo$110b2o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 12 TRACKLOOP 3 -1/3 -1/3 Y -20 ]]
|position = left
|caption = A c/3d [[tubstretcher]], found using [[ikpx2]] (a reduction is known; see the next gallery item)
|style = width:300px;
|apgcode = yl3_1_2_68230f624fb7a1ce0993de5602efde3f/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 96, y = 39, rule = B3/S23-a5
14b2obo$10b3obob6o$9bo2bobo3b3obo$8b2o6bo4b2o$7b2obob2o5bo2b2o$6b2o4b
obo4b2o4bo$5b2o3b2ob2o4b2obob2o$4b2o5b2o$3b2o4bo2bo7bo2bo$2b2o4bob2o3b
2o4bobobo$bo2bobo2bo2b3o2bo7b2obo$bo4b2obo4b2o8b6o$b2ob2ob2obo2b3o9b2o
bo2bo$4bobo3bob3o10b2o2bobo$3o2b2o3b5ob2o7b2o3bo$o8bob2o5bo10bo$bobo5b
o4bo3bo9bo2b2o$2o8bo3bo3b3o7bo4bo$b2o12b5o8bo3bo$b2ob3o10b2o$b2o2b2ob
o8bo3b2ob2o$bobo5bo10bob2obo$2b3obo13b2obo2b2o$4bo3b2o11b2obo2b6obo$6b
o4bo8bo2bo2bob2o4b2obo$5b2o2b6o5b2o3b4o3bo2bo2bo2b2o$10b5o7bob2o2b2ob
obobo4b2obo$11bo10b2obobobo3bo5bobo$10b3o3b3o4b4o4bob2o3b3obo$11bobob
o7b2ob2o4b2obo2bo2bobo5b3o14b3o14b2o3b2o$14bo8bo8bobo4bo2bobo4bo6b3o7b
o15b2o3b2o$12b2o2bo6bo2bobo6bo7bobo4bo5bo10bo10b3o2bobo3bo$16bobo4bob
o3b2o5b2o6bobo5bo5bob3o6bo7bo2bo3bo$17bo8b4o6b2o7bobo3b3obo4b3ob2o2b4o
b6o5bo5b2o$23b2o3bobo15bobo2bobo4bo3b4o2bobob2ob3o8bo2b2o2bo$24b3o2bo
bo15bobo4b3o6bobobo3bo4bo2b2o5b2o4b4o$32b2o14b3o3b2ob2o7bo4b3ob3ob2o7b
o2bo3bo$24bo7b2o15b2o16b2o2bo4b2ob2o11bo$25bo!
|viewerconfig = #C [[ AUTOSTART AUTOFIT WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 5 GPS 12 TRACKLOOP 200 -1/3 -1/3 Y -20 ]]
|position = left
|caption = A growing spaceship with frontend speed c/3d and backend speed c/4d, made by attaching a c/4d tubeater to a c/3d tubstretcher
|style = width:300px;
|apgcode =
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 49, y = 86, rule = B3/S23-a5
20b2o5b2o$19b2ob2ob2ob2o$19b2obo3bob2o2$21b2o3b2o$21b3ob3o$23b3o$24bo
2$22b2ob2o$19bo4bo4bo$17b2ob4ob4ob2o$18bo3b5o3bo$20bobobobobo$22bo3bo$
21b2o3b2o$21b3ob3o$16b3o2bobobobo2b3o$17bobobo5bobobo$19bo2bo3bo2bo$
17bobo9bobo$18b3o7b3o$20bo7bo$19b2o7b2o$19bo9bo3$17b3o9b3o$17b2o2bo5bo
2b2o$15b2ob2obo5bob2ob2o$2b3o3b3o4b2o2bo9bo2b2o4b3o3b3o$bo2bo3bo2bo4b
2o13b2o4bo2bo3bo2bo$bo3bobo3bo5bobo9bobo5bo3bobo3bo$3bobobobo8bo11bo8b
obobobo$2o2bo3bo2b2o23b2o2bo3bo2b2o$obob2ob2obobo23bobob2ob2obobo$3bob
obobo29bobobobo$4bo3bo31bo3bo$15b2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo
$15b2o15b2o5$15b2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo$15b2o15b2o5$15b
2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo$15b2o15b2o2$20b3o$20bo$21bo$15b
2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo$15b2o15b2o2$20b3o$20bo$21bo$15b
2o$14bo2bo$14bo2bo$15b2o2$20b3o$20bo$21bo$15b2o$14bo2bo$14bo2bo$15b2o
2$20b3o$20bo$21bo!
|viewerconfig = #C [[ WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 ]]
|position = right
|caption = A growing spaceship, with a frontend speed of c/2 and a backend speed of 32c/114.
|style = width:300px;
|apgcode = yl3_1_2_68230f624fb7a1ce0993de5602efde3f/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 106, y = 106, rule = B3/S23-a5
5b3o$5bo$6bo$8b2o$9bo$2o5b2ob2o$obo$o4bo4bobo$3bobo6b2o$3b2o6bo$5bobo
2bob2obo$5bo3bo2b2obo$7b2ob2o3b2o$8bob2o4b3o$16b2o$10b3o3bo$12b4o$13b
2o4b2o$13bo4bob2o$17bobobo2bobo$17b2o6b2o$18b2o2bobo$21bo3b2obo$24b2o$
19bobobobo2bo$20bob3o4bo$19b2obo4b2o2bo$26bo2bobo$22bobobobo2bo$25bobo
3bo$31bo$26b8o$31bo2b2o$31bo2b5o$32b2obob3o$32b3ob2o3bo$33bobobo5bo$
33b4o2b2obo$33b2o4b4o$34bo2b2obobob2o$37b3o4b2o$35bo2bo7bo$37b3o4bobo$
36bo6b2obo$39b2ob2o2bo$39b2o5bob2obo$41b5o2bo3bo$51b3o$45b2o3bo$45bo5b
o$48bo3bo$45bobobo3bo$46b2o2bo3bo$47bo3bo3bo$52bo3bo$53bo3bo$54bo3bo$
55bo3bo$56bo3bo$57bo3bo$58bo3bo$59bo3bo$60bo3bo$61bo3bo$62bo3bo$63bo3b
o$64bo3bo$65bo3bo$66bo3bo$67bo3bo$68bo3bo$69bo3bo$70bo3bo$71bo3bo$72bo
3bo$73bo3bo$74bo3bo$75bo3bo$76bo3bo$77bo3bo$78bo3bo$79bo3bo$80bo3bo$
81bo3bo$82bo3bo$83bo3bo$84bo3bo$85bo3bo$86bo3bo$87bo3bo$88bo3bo$89bo3b
o$90bo3bo$91bo3bo$92bo3bo$93bo3bo$94bo3bo$95bo3bo$96bo3bo$97bo3bo$98bo
3bo$99bo3bobo$100bo3b2o$101bo$102bo$101b2o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 12 TRACKLOOP 4 -1/4 -1/4 Y -20 ]]
|position = right
|caption = A c/4d double [[linestretcher]], found using [[ikpx2]]
|style = width:300px;
|apgcode = yl4_1_2_d900f3c2a36dc20a1459e0d2d1c66e69/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 111, y = 100, rule = B3/S23-a5
2b30o$2b30o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o
30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$
2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b
2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o
30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$
2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b
2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o
30b2o$2o30b2o$2o30b2o$2b30o$2b30o12$20b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o
6b2o6b2o6b2o6b2o$20b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o$20b
2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o4$14bo3bo$10b2obob3obob
2o$9bobobo2bo2bobobo$9b2o2bobobobo2b2o$13bobobobo$9b4obobobob4o$8bo4bo
5bo4bo$9bob2o7b2obo$9b2o2bo5bo2b2o$9bob2o7b2obo$8bo4bo5bo4bo$9b4obobob
ob4o$13bobobobo$9b2o2bobobobo2b2o$9bobobo2bo2bobobo$10b2obob3obob2o$
14bo3bo!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 4 LOOP 32 X -20 ]]
|position = right
|caption = A p32 T gun
|style = width:300px;
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 178, y = 219, rule = B3/S23-a5
67bo$67bo$63bobo2bo$61b3o2b2o$63b3obo$66bo4$47b3o$46b2ob2o$46b3ob2o$
50b2o$48b3o$49b2o$48bo14$26b2o$2b3o21b3o$b2ob2o20b2o$b2o2bo$2bobo$2b3o
2$54b4o$54bo2b2o$53bo5bo$54b2o2bo$54bo3$4b2o$3bobo$3bo$2b2o2$38b3o$37b
2ob2o$36b2ob3o$36b2o$37b3o$37b2o$39bo32bob2o$72b2obo$66b2o5bobobo$65b
3o5bo3bo$66b2o6b3o$75b2o5$42b2o$42bo$43b3o$45bo19$31bo$31b3o$34bo$33b
2o3$53bo$2b2o48bobo$2o49b2ob2ob2o$2ob3o45bobo3b3o$bo3bo43b2o6b3o$2b3o
44b3o7bo$4b2o44b2o3b4o$55bo$55bo$38b2o$37b5o$36b2o2b2o$36bobobobo$36b
3o$37b2o5$70bobo$71b2o$71bo$22bo$20b2ob2o$20bo2bo$20bo$20b2o$21bobo$
22bo$71b2o$69b2ob2o$69bo3bo$69b5o$71b2o15$26b2o$24b5o$16b2o6b2o2b2o$
15b3o5bobobobo$16b2o9b3o$27b2o$11bo$11bo$10b3o$12bo$10bobo$11bobo$8b2o
b2o$10bo63$175bobo$176b2o$176bo!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 3 GPS 42 LOOP 420 X -20 ]]
|position = right
|caption = A p420 glider gun, which uses a G+T->2G+2T [[over-unity reaction]].
|style = width:300px;
}}}}
No infinite growth patterns have occurred [[natural|naturally]] or semi-naturally as of August 2026, despite over 100 billion [[soup]]s having been searched across all official [[symmetry|symmetries]].

On August 23rd 2026, [[I6 I6]] finalised an engineered [[breeder]], the first [[quadratic growth]] known in the rule.<ref name="post233746"/> It utilises many [[rakes]] that shoot gliders to synthesise a variant of the p420 [[gun]] shown above.
{{EmbedViewer
|pname = TravellingTsBreeder
|viewerconfig = #C [[ MAXGRIDSIZE 14 WIDTH 500 HEIGHT 1000 ]]
|position = center
|caption = The first version of the breeder, initial population 18195.
|style = width:400px;
}}
==Universality==
On December 20th, 2025, [[PK22]] posted a [[Rule 110]] [[metacell]], proving the rule [[Universal computer|Turing-complete]].<ref name="post222945" />
== References ==
<references>
<ref name="post212502">{{LinkForumThread
|format = ref
|p = 212502
|title = Travelling Ts(b3s23-a5)
|author = ThePlayzr
|date = May 29, 2025
}}</ref>
<ref name="Catagolue">{{LinkCatagolueRule|b3s23-a5/ror_stdin}}</ref>
<ref name="post212541">{{LinkForumThread
|format = ref
|p = 212541
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 30, 2025
}}</ref>

<ref name="post237962">{{LinkForumThread
|format = ref
|p = 237962
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = October 19, 2026
}}</ref>
<ref name="post237966">{{LinkForumThread
|format = ref
|p = 237966
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = October 19, 2026
}}</ref>
<ref name="post128639">{{LinkForumThread
|format = ref
|p = 128639
|title = Re: Miscellaneous Discoveries in Other Cellular Automata
|author = creeperman7002
|date = April 21, 2021
}}</ref>
<ref name="post218650">{{LinkForumThread
|format = ref
|p = 218650
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = September 26, 2025
}}</ref>
<ref name="post229016">{{LinkForumThread
|format = ref
|p = 229016
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 24, 2026
}}</ref>
<ref name="post229025">{{LinkForumThread
|format = ref
|p = 229025
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 24, 2026
}}</ref>
<ref name="post229276">{{LinkForumThread
|format = ref
|p = 229276
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 30, 2026
}}</ref>
<ref name="post229828">{{LinkForumThread
|format = ref
|p = 229828
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = June 14, 2026
}}</ref>
<ref name="post223837">{{LinkForumThread
|format = ref
|p = 223837
|title = Re: Travelling Ts(b3s23-a5)
|author = R2INT
|date = January 10, 2026
}}</ref>
<ref name="post214235">{{LinkForumThread
|format = ref
|p = 214235
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = July 7, 2025
}}</ref>
<ref name="post214903">{{LinkForumThread
|format = ref
|p = 214903
|title = Re: Travelling Ts(b3s23-a5)
|author = Luka Okanishi
|date = July 21, 2025
}}</ref>
<ref name="post212651">{{LinkForumThread
|format = ref
|p = 212651
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = May 31, 2025
}}</ref>
<ref name="post213858">{{LinkForumThread
|format = ref
|p = 213858
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = June 29, 2025
}}</ref>
<ref name="post213591">{{LinkForumThread
|format = ref
|p = 213591
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = June 22, 2025
}}</ref>
<ref name="post222945">{{LinkForumThread
|format = ref
|p = 222945
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = December 20, 2025
}}</ref>
<ref name="post232594">{{LinkForumThread
|format = ref
|p = 232594
|title = Re: Travelling Ts(b3s23-a5)
|author = ThePlayzr
|date = August 6, 2025
}}</ref>
<ref name="post232624">{{LinkForumThread
|format = ref
|p = 232624
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = August 6, 2026
}}</ref>

<ref name="post233746">{{LinkForumThread
|format = ref
|p = 233746
|title = Re: Travelling Ts(b3s23-a5)
|author = I6_I6
|date = August 23, 2026
}}</ref>
<ref name="post216577">{{LinkForumThread
|format = ref
|p = 216577
|title = Re: Travelling Ts(b3s23-a5)
|author = ThePlayzr
|date = August 23, 2025
}}</ref>
<ref name="post212645">{{LinkForumThread
|format = ref
|p = 212645
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = May 31, 2025
}}</ref>
</references>

== External Links ==
* [[User:PK22/OCA:Travelling Ts]]
* {{LinkForumThread|f=11|t=6970|title=Travelling Ts (B3/S23-a5) and its variants}}
* {{LinkCatagolueRule|b3s23-a5}}

[[Category:Isotropic non-totalistic rules]]
[[Category:2×2 block rules]]
__NOTOC__

User:TheWayOfTheCon/HighPottery

2026-10-21T18:06:26Z

TheWayOfTheCon: More content

{{permission|Just don't do anything bad}}

{{Rule
|name = HighPottery
|r = 2
|c = 2
|b = 7-9,18
|s = 4,6-9,20
|n = M
|char = Chaotic
}}

'''HighPottery''' (its thread simply referring to it as '''Pottery''') is a [[higher-range outer-totalistic]] [[cellular automaton]] of range 2, devised by TheWayOfTheCon in 2026. The rule has some [[life-like]] behavior, but patterns are less spread out than in [[Life]].

== Subpages ==

== Behavior ==

As said before, HighPottery is rather life-like in nature. Soups and other unstable patterns quickly spread out in a chaotic nature, lasting hundreds or uncommonly thousands of generations before settling down into stable objects. There are many relatively small patterns that can have significant chaotic evolution.

=== Common sequences and sparks ===

Several common sequences have been identified.

Additionally, there are a couple of known common sparks.

==== Tridecamino ====

The tridecamino is a fairly common sequence that is active for 164 generations, stabilizing into two still lifes and a c/3d. Its commonness and spaceship-releasing nature have made it of interest for catalysis, analogous to Life's [[Herschel]].
{{EmbedViewer
|rle = x = 3, y = 5, rule = R2,C2,S4,6-9,20,B7-9,18
3o$3o$3o$3o$o!
|viewerconfig = #C [[ AUTOSTART ZOOM 10 PAUSE 2 LOOP 200 GPS 20 WIDTH 500 HEIGHT 500 ]]
|position = center
|caption = Tridecamino
}}
==== 472-tick diehard ====

Another common sequence is a [[diehard]] that lasts 472 generations.
{{EmbedViewer
|rle = x = 4, y = 4, rule = R2,C2,S4,6-9,20,B7-9,18
b3o$b3o$4o$b3o!
|viewerconfig = #C [[ ZOOM 15 PAUSE 2 AUTOSTART ZOOM 9 WIDTH 500 HEIGHT 500 LOOP 550 ]]
|position = center
|caption = 472-tick diehard
}}
== Still lifes ==

The most common still life in HighPottery is a 3x3 version of the [[block]]. Because of the extended neighborhood and S4 condition, all [[pentaplets]] with a [[bounding box]] of 3x3 are still lifes in the rule. Additional still lifes include hollow 4x4 and 4x3 rectangles, the latter of which is prevalent in catalysis technology.

=== Pottery ===

There is a broad and diverse class of still lifes in this rule called "pottery", which is it's namesake. They are large, geometrical still lives that are entirely hollow, the only live cells being part of a one-cell-thick border. They are almost always symmetric and form from small predecessors.

== Oscillators ==

Several common oscillators exist in HighPottery, however most of them have little use due to their low period of 2.

Rarer, higher-period oscillators exist though, and they are the backbone of some [[technology|technologies]].

== Spaceships ==

=== Elementary ===

'''(To make things simple, c in this context will be equal to one cell each generation, as it does in the most-studied neighborhood, range-1 Moore, contrary to the two cells each generation that a range-2 neighborhood allows the [[speed of light]] to be)'''

There are five elementary spaceships; that is, they all have occured in the [[Catagolue]] C1 census. The two most common by far are a c/3 diagonal and c/6 orthogonal.

Less common are a c/4 diagonal, a c/2 orthogonal, and 6c/24 orthogonal. Guns have been constructed for each elementary spaceship but the 6c/24o.

==== c/3 diagonal ====
The c/3 diagonal spaceship is the most common, slightly more so than the c/6 orthogonal. It appears from the common tridecamino. The first gun constructed was for this spaceship.

==== c/6 orthogonal ====

==== 6c/24 orthogonal ====
The 6c/24 orthogonal is the largest and least common of the five elementary spaceships. It creates strong [[spark|sparks]] on its backend, and is in fact the only known spaceship so far that creates sparks. It has been used to make the first [[puffer|puffers]].

==== c/2o and c/4d ====

=== Searched ===

== Technology ==

=== Period-50 ===

=== Period-160 ===

=== Period-100 ===

=== Stable ===

==== Catalysts and conduits ====

== Infinite growth ==

No natural or semi-natural infinite growth patterns have appeared in HighPottery as of October 2026. All currently-known infinite growth patterns have either been engineered or were found by search programs.

Guns in HighPottery have been constructed, utilizing the large sparks of the period-160 and period-100 oscillators. Currently, no gun utilizing the period-50 is known.

The first known gun was assembled by TheWayOfTheCon and fires c/3d's. It uses four copies of the period-160 oscillator. Later c/6d and c/2o guns, using [[synthesis]] and [[reflection]] technology, were made by yyh_baboon.

== Misc ==

=== Extendable patterns and wicks ===

=== Methuselae ===

No dedicated search for [[methuselae]] in HighPottery has been conducted yet.

== External links ==
{{LinkForumThread|f=11|t=7364|title=Pottery (R2,C2,S4,6-9,20,B7-9,18)}}
{{LinkCatagolueRule|r2b0201c0s0801e8}}

User:TheWayOfTheCon/B35/S126

2026-10-21T17:33:54Z

TheWayOfTheCon: Removing WIP template, probably wont be updated for a while

{{permission|- Do not create new subpages or edit sections 2 or 3 (unless you have something to update)}}
{{Rule
|name = Flockenstein
|b = 35
|s = 126
|char = Chaotic
|ruleinteger = 35880
|reversal = B013458/S0124678
}}
'''B35/S126''', named '''Flockenstein''', is a [[outer-totalistic]] rule where cells are born if they have 3 or 5 neighbors, and survive if they have 1, 2, or 6 neighbors. The rulestring resembles that [[2x2]]'s. This rule was probably first explored in the 1990s, with the first spaceship discovered in 1994<ref name="gliderdb" />, but not seriously investigated until newcomer [https://conwaylife.com/forums/memberlist.php?mode=viewprofile&u=4096 Hunter] made a topic about it<ref name="post231219"/>. This rule has similar behavior to [[Life]], but with overall shorter-lived chaos and less diversity in stable patterns like [[still lives]] and [[oscillators]].

== Subpages ==

== Goals ==

* Find 12 different spaceship speeds (currently 9)
* Reach 100 billion objects in C1 and D8_1 (currently 88 billion and 109 billion)
* Find a [[reflector]] (completed by Hunter)<ref name="post232283"/>
* Find a glider collision that outputs a glider (or even better an [[over-unity reaction]])
* Find a new oscillator above period 30 using [[apgsearch]] (completed by Hunter's p37)
* Catalog common evolutionary sequences (completed by TheWayOfTheCon)

The end goal for some of these is to use the [[technology]] to make a [[gun]] or [[rake]].

== How does it compare to LowLife? ==

[[OCA:LowLife|LowLife]] is another rule I was [[User:TheWayOfTheCon/LowLife zone|interested in for a while]], and made many discoveries in over the course of early to mid 2026. Seeing as I now have interest in this rule (and they are both B3xx/S1xx), I thought it would be nice to compare them.

* The behavior of '''B35/S126''' is more active and spurty than '''LowLife'''
* '''LowLife''' seems to have more easy variety in still lifes and oscillators than '''B35/S126'''
* There seems to be a less intense king effect among [[domino|dominoes]] and [[duoplet|duoplets]] and their commonness in '''B35/S126''' than '''LowLife'''. In the latter rule, those two still lifes (plus the [[block]]) make up over 99.9% of all still life occurrences, while in the former its more like 90.1%.
* '''B36/S126''' has much more common elementary spaceships than '''LowLife''', although the latter has more elementary spaceships than the former.

== General behavior ==

As mentioned previously, chaotic patterns in this rule evolve similarly to Life, but are shorter-lived and less spurty. They also seem to be denser. I have not yet identified any common evolutionary sequences outside of a few [[predecessor|predecessors]].

=== Constellations ===
B35/S126 has a few common constellations. It has the Radiator pseudo still life and Flock constellation from [[Flock]], as well as a slightly different, much more common version of flock where one side is spaced by two units instead of one. There is also a common arrangement of two parallel dominoes.

{{EmbedViewer
|rle = x = 24, y = 7, rule = B35/S126
bo$obo$10b3o8b2o$3o7bobo7bo2bo$10b3o8b2o$obo$bo!
o$o!
|viewerconfig = #C [[ AUTOSTART WIDTH 800 HEIGHT 400 GPS 5 LOOP 25 ]]
|position = center
|caption = Predecessors for Radiator, Flock, and "wide Flock".
}}

== Still lifes ==

The most common [[still life]]s in the rule are the [[domino]] and [[duoplet]], making up around 90% of all still life occurrences in the C1 census. The [[block]] does not exist due to a lack of S3.
{{EmbedViewer
|rle = x = 28, y = 4, rule = B35/S126
18b2o6bo$o8b2o6bo7bobo$bo9bo5bo9bo$2bo8bo6b2o6bo!
o$o!
|viewerconfig = #C [[ WIDTH 800 HEIGHT 400 ]]
|position = center
|caption = Several of the most common still lifes outside of the domino and duoplet.
}}
Because of S1 and S2, arbitrarily long diagonal lines can be still lifes.

As of August 2026, the largest still life to have occurred [[natural]]ly is [[Lake 2]], and typically forms from this large diagonally symmetric predecessor.
{{EmbedViewer
|rle = x = 6, y = 6, rule = B35/S126
3b3o$b2ob2o$5bo$o3bo$bo2bo$2bo!
|viewerconfig = #C [[ WIDTH 500 HEIGHT 500 AUTOSTART GPS 3 LOOP 18 ]]
|position = center
|caption = Lake 2's predecessor.
}}
== Oscillators ==
B35/S125 has only one common oscillator, a small period-12 which gets its own section in the article. The most common oscillators beside it tend to be boring. However, there are a handful of high-period oscillators across various symmetries in [[Catagolue]], producing various usable sparks.
{{EmbedViewer
|rle = x = 60, y = 0, rule = B35/S126
obo4bobobo12bobo4bo3bo12bobobo2bobobo2$2bo8bo14bo4bo3bo16bo6bo2$2bo4b
obobo14bo4bobobo12bobobo2bobobo2$2bo8bo14bo8bo16bo2bo2$obobo2bobobo12b
obobo6bo12bobobo2bobobo3$4bo2bo17bo$4bo2bo18bo22bo2bo3bobo$4bo2bo18bo
23bo2bo2b3o$b3o3bo40bob3o$27bo22bo2bo2b3o$9b4o15bo20bo2bo3bobo$b4o24b
o$31b2o$6bo3b3o20bo$6bo2bo$6bo2bo$6bo2bo!
|viewerconfig = #C [[ WIDTH 800 HEIGHT 400 ]]
|position = center
|caption = (UNFINISHED) a collection of known oscillators with strong, external sparks.
}}
=== Period-12 [[T-tetromino]] oscillator ===
This is by far the most common oscillator in the rule. It is a small [[flipper]] with a relatively wide range of motion that also produces a moderately strong [[spark]]. Its smallest predecessor is the [[V spark|C-triplet]]. For simplicity, this will be called the 'T-oscillator' throughout the rest of the article.
{{gallery top}}
{{gallery item|{{EmbedViewer
|rle = x = 4, y = 3, rule = B35/S126
o$bobo$o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 400 AUTOSTART GPS 4 ZOOM 64 ]]
|position = center
|caption = The T-oscillator.
|apgcode = xp12_27/b35s126
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 7, y = 5, rule = B35/S126
bo$2o$bo3bo$5b2o$5bo!
|viewerconfig = #C [[ WIDTH 800 HEIGHT 400 AUTOSTART GPS 4 ZOOM 50 ]]
|position = center
|caption = The T-oscillator can safely interact with a copy of itself.
|apgcode = xp12_27xs8/b35s126
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 18, y = 15, rule = B35/S126
b2o14bo$2o3b2o2b2o2b2o2bo$b2o3$15bo$15bo3$15bo$15bo3$15bo$15bo!

|viewerconfig = #C [[ WIDTH 700 HEIGHT 600 AUTOSTART PAUSE 1 GPS 12 ZOOM 28 T 23 PAUSE 0.5 LOOP 72 ]]
|position = center
|caption = The T-oscillator can burn along dominoes. It can also make turns.
}}}}
{{gallery bottom}}
=== Hunter's p37 ===

This is a high-period, sparky oscillator that was found semi-naturally via agpsearch by Hunter on July 30th, 2026.
{{EmbedViewer
|rle = x = 16, y = 14, rule = B35/S126
5b2o2b2o4$7b2o$o5bo2bo5bo$bo4bo2bo4bo4$6bo2bo$5bo4bo$5bo4bo$5b2o2b2o!

|viewerconfig = #C [[ WIDTH 500 HEIGHT 600 ZOOM 23 GPS 15 AUTOSTART ]]
|position = center
|caption =
}}

Due to its powerful dot sparks, high period, and recessive motion after sparking, it has been used to construct the first spaceship reflectors.
== Spaceships ==
B35/S126 has only one common [[spaceship]]; Glider 317. A few other spaceships have occurred semi-naturally.
{| class="wikitable"
|-
! Speed
! First discovered (discoverer)
! Smallest discovered (discoverer)
! Minimum cells
|-
!|[[c/3o]]
|{{LinkCatagolue|xq3_sm7iy18ih05z02688a65441zgk6h156a22ogz36e4y11480a|b35s126|name=xq3_sm7iy18ih05z02688a65441zgk6h156a22ogz36e4y11480a|style=raw}} <ref name="gliderdb" />
|{{LinkCatagolue|xq3_0h0fz131061e|b35s126|name=xq3_0h0fz131061e|style=raw}} (Hunter)
|16

|-
![[c/4o]]
|
|
|
|-
![[c/5o]]
|
|
|
|-
![[c/6o]]
|{{LinkCatagolue|xq6_3gpjjpg3zwcppc|b35s126|name=Smileship|style=raw}} <ref name="gliderdb" />
|{{LinkCatagolue|xq6_3gpjjpg3zwcppc|b35s126|name=Smileship|style=raw}}
|22
|-
![[c/7o]]
|{{LinkCatagolue|xq7_1l2hb18081bh2l1|b35s126|name=Butterflyer|style=raw}} (Hunter)<ref name="gliderdb" />
|{{LinkCatagolue|xq7_1l2hb18081bh2l1|b35s126|name=Butterflyer|style=raw}}
|24
|-
![[2c/5o]]
|
|
|
|-
![[c/3o|2c/6o]]
|{{LinkCatagolue|xq6_369|b35s126|name=Skidaddler|style=raw}} (Robert Wainwright)<ref name="gliderdb" />
|{{LinkCatagolue|xq6_369|b35s126|name=Skidaddler|style=raw}}
|6
|-
![[c/4d]]
|{{LinkCatagolue|xq4_w45hb0is8u4z4o06p3nu0o69czw406x1|b35s126|name=xq4_w45hb0is8u4z4o06p3nu0o69czw406x1|style=raw}} (Dean Hickerson)<ref name="gliderdb" />
|{{LinkCatagolue|xq4_w45hb0is8u4z4o06p3nu0o69czw406x1|b35s126|name=xq4_w45hb0is8u4z4o06p3nu0o69czw406x1|style=raw}}
|49
|-
![[c/5d]]
|
|
|
|-
|}
{{EmbedViewer
|rle = x = 142, y = 54, rule = B35/S126
11bo17b4o8b4o7b2o14bo9b6o4b2ob3o3b3ob2o21b3o$10b3o39bobo12b2obo19bobo
5bobo22bo3bo$b6o2b2ob2o2b6o7bobo6b3o3bo5bo4bo11bo21bo11bo23bobo$3bo2b
2o7b2o2bo17b4o8b2o3bo13bo8bo2b2o2bo7bobobobo17b2o3b3o3bo$8bo2bo2bo24b
o9b4o3bo12bo8b2o2b2o5bobo7bobo16b4o2bobo$5bo2bob3obo2bo19b3o10b4obo13b
o8bo4bo33b3obo2bo$8b2obob2o25bo9b2o15bobo45b3o4b3o8b2o$6b4obob4o22b2o
8bo14b2o2bo11b2o30bob4o5bo8bo2b3o$6bob2o3b2obo22b2o22b4o12b4o30b2obo5b
2o9bo4bo$7bob5obo24b2o9bo14bo4bo38bo11b2o9bo5bo$6bo2bo3bo2bo26bo5bob2o
17bo39b3o7b3obo9b2o4bo$6b3o2bo2b3o26bo7b2o13bo44b2obo4b3o2bo15bo$8bob
obobo25bob3o4b3o12b2o3bobo38bo9b2o15bo2bo$5bobob2ob2obobo21b2o8b2obo11b
3obo39bo3bo3bo2b2o16bo3bo$4bo5bobo5bo22bobo5bob3o10bo5bo37bo10bo18b2o
bo$2bo4bo7bo4bo21bo9b3o13b4o35b2o5bob2o2bo19bo$bo3bo3bo3bo3bo3bo20b2o
9b3o13b3o33bo10b2o$bo4bo4bo4bo4bo17b3o8b2o2bo52bo7bob2o$b2o5bo5bo5b2o
16bo2bo7bobo15bobo37bo$2b3o3bo5bo3b3o21bo69b3o$2b2o15b2o20bo67b2obo$b
o4bo9bo4bo17b2o$ob2o3bo7bo3b2obo19b2o67bo$o2bo2bo9bo2bo2bo17bobo$2b2o
15b2o$3bo15bo$o3bo13bo3bo17b5o$3bobo11bobo$obob2o11b2obobo18bobo$2bob
2o11b2obo21bo$bo3bo11bo3bo2$3b7o3b7o$2bo7bobo7bo$4bo13bo$3bo15bo$5b2o
3bobo3b2o$10bobo$7b2o5b2o$6bob2o3b2obo$7bo7bo$6bobo5bobo$8b3ob3o$6bo9b
o$9b2ob2o$7b3o3b3o$9bo3bo$4b4obo3bob4o$6bo2bo3bo2bo$3bo15bo$4b2o11b2o
$4bo13bo$3b3o11b3o$3b2obo9bob2o!

|viewerconfig = #C [[ WIDTH 1500 HEIGHT 900 ]]
|position = center
|caption = All known spaceship speeds. The c/6, c/7, and c/5d have all occurred semi-naturally.
}}

=== Glider 317 ===
'''Glider 317''', as named by [[David Eppstein]] and, also known as '''Skedaddler'''<ref name="post232524"/>, is the most common and only common spaceship in B35/S125. It is a [[glide-symmetric]] [[c/3o|2c/6 orthogonal]] spaceship. On its backend it produces a weak [[obo! spark]].
{{EmbedViewer
|rle = x = 3, y = 4, rule = B35/S126
2bo$obo$2bo$obo!
|viewerconfig = #C [[ WIDTH 700 HEIGHT 500 ZOOM 64 AUTOSTART GPS 3 TRACK 1/3 0 ]]
|position = center
|caption = Glider 317
|apgcode = xq6_369/b35s126
}}
==== Reactions ====

Despite the spaceship not being super common, there are several extremely easy ways to make it by manipulating stable objects with sparks or colliding stable objects with each other. If there's any way of making a [[gun]] or [[rake]], these will probably be it.
{{gallery top}}
{{gallery item|{{EmbedViewer
|rle = x = 13, y = 4, rule = B35/S126
bo6bobobo$3o7bobo$obo8bo$4bo4bo!
|viewerconfig = #C [[ WIDTH 800 HEIGHT 400 ZOOM 40 AUTOSTART PAUSE 1 GPS 3 LOOP 10 ]]
|position = center
|caption = Adding [[dot spark|dot sparks]] to the T-oscillator in certain phases.
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 6, y = 5, rule = B35/S126
o$2bo$o2bo$4bo$5bo!
|viewerconfig = #C [[ WIDTH 500 HEIGHT 400 ZOOM 50 AUTOSTART PAUSE 1 GPS 3 LOOP 10 ]]
|position = center
|caption = Adding an [[obo! spark]] to a diagonal line of four.
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 27, y = 8, rule = B35/S126
20b2o3b2o$2bobo17bobo$2bobo17bobo$2o3b2o2$2bobo17bobo$2bobo17b3o$3bo19b
o!
|viewerconfig = #C [[ WIDTH 900 HEIGHT 500 ZOOM 25 AUTOSTART PAUSE 1 GPS 20 T 11 PAUSE 1 T 43 PAUSE 1 LOOP 80 ]]
|position = center
|caption = Colliding a T-oscillator with half-ponds in certain ways can produce two Glider 317's.<ref name="post231558"/>
}}}}

==== Syntheses ====

''See also: [[User:TheWayOfTheCon/B35/S126/Syntheses|B35/S126/Syntheses]]''

Collisions between Glider 317s can be used to synthesize many objects, much like the [[gliders]] in [[Life]]. Catagolue has three symmetries for glider collisions: 3G_stdin, 5G_stdin, and 8G_stdin.

== Infinite growth ==

Infinite growth is currently only known in the form of diagonal [[linestretcher|linestretchers]]. The first was a [[c/5 diagonal]] found by TheWayOfTheCon using [[Rlifesrc]].<ref name="post231467"/>

{{EmbedViewer
|rle = x = 32, y = 32, rule = B35/S126
23b2o$22bo3bo$24b4o2$22b2ob2o2bo$22b2obobob2o$20b2o4b2obo$29bobo$19bo
2bo3b2o3bo$16b3o4bo2b2o2bo$14bo10bo$14bo2b3o5bo$16b2o2bo2bo$10b2o8bob
o$9bo3bo5b2obo$11b4o4bo2bo2$9b2ob2o2bo3b2o$9b2obobob2o$13b2obo$8bo7bo
bo$7bo5b2o3bo$6bo6b2o2bo$5bo5bo$4bo5bo$3bo5bo$2bo5bo$bo5bo$o5bo$5bo$4b
o$3bo!

|viewerconfig = #C [[ WIDTH 800 HEIGHT 700 X 5 Y -5 AUTOSTART GPS 10 TRACK 1/5 -1/5 ZOOM 20 ]]
|position = center
|caption = The c/5d diagonal linestretcher. This is actually 3 different spaceships very close to each other, including the bottom, actual line-stretching pattern. But this is what Rlifesrc spat out so I didn't notice at first.
}}

== Technology ==

=== Wicks and fuses ===

=== Reflectors ===

One spaceship reflector is known in B35/S126. It was found by Hunter on July 31st, 2026 and utilizes a newly-discovered period-37 oscillator, and thus has a repeat time of 37.<ref name="post232283"/>
{{EmbedViewer
|rle = x = 32, y = 60, rule = B35/S126
5bo4bo$5b2o2b2o$6bo2bo2$6b4o$o4bob2obo4bo$bo2bo2b2o2bo2bo$3bo8bo2$2bo
b8obo$2bo2b6o2bo$5bo4bo15bo$4b8o13bo$5b6o$6b4o2$17b3o11bo$17bo2bo4b2o
4bo$18bo8bo$18bo8bo$17bo2bo4b2o4bo$17b3o11bo4$25bo$26bo6$9bo2bo$10b2o
$9b2o10$10b2o$9b4o$9bob2o11$9b4o2$10bobo!

|viewerconfig = #C [[ WIDTH 800 HEIGHT 600 Y -15 ZOOM 15 GPS 30 AUTOSTART T 36 PAUSE 1 T 41 PAUSE 0.5 T 44 PAUSE 0.5 T 45 PAUSE 0.5 LOOP 150 ]]
|position = center
|caption = The period-37 reflector for Glider 317.
}}

Previously, there had been a period-13 "almost reflector".<ref name="post231667"/> It utilizes two period-13 strong sparkers, and successfully reflects the glider. Unfortunately, there is not enough time or clearance for the glider to make it past the second copy, and the whole pattern is destroyed.
{{EmbedViewer
|rle = x = 26, y = 20, rule = B35/S126
13bobo2$12b4o4$4bo4bo$5bo$5bobo3bo5bo2bo$4bobo9b6o$o2bo5bo5bobob3o$b2o
5bo5b3o3bo$3bo5b2o4bo7b2o$2bo5bo2bo3b2o5b4o$5bobo6b4o5b2o$o3bobo8b2o7b
o$6bo12bo3b3o$2bo4bo10b3obobo$18b6o$19bo2bo!

|viewerconfig = #C [[ WIDTH 900 HEIGHT 600 AUTOSTART T 0 GPS 10 T 12 PAUSE 1 T 17 PAUSE 1 LOOP 45 ]]
|position = center
|caption = The "almost reflector".
}}

== References ==
<references>
<ref name="gliderdb">[https://jedlimlx.github.io/gliderdb-searcher/ GliderDB Database]</ref>
<ref name="post231219">{{LinkForumThread
|format = ref
|f = 11
|t = 7320
|p = 231219
|title = Re: b35s126
|author = Hunter
|date = July 11, 2026
}}</ref>
<ref name="post231467">{{LinkForumThread
|format = ref
|f = 11
|t = 7320
|p = 231467
|title = Re: b35s126
|author = TheWayOfTheCon
|date = July 14, 2026
}}</ref>
<ref name="post232283">{{LinkForumThread
|format = ref
|f = 11
|t = 7320
|p = 232283
|title = Re: b35s126
|author = Hunter
|date = July 31, 2026
}}</ref>
<ref name="post232524">{{LinkForumThread
|format = ref
|f = 11
|t = 7320
|p = 232524
|title = Re: b35s126
|author = Hunter
|date = August 4th, 2026
}}</ref>
<ref name="post231667">{{LinkForumThread
|format = ref
|f = 11
|t = 7320
|p = 231667
|title = Re: b35s126
|author = TheWayOfTheCon
|date = July 17th, 2026
}}</ref>
<ref name="post231558">{{LinkForumThread
|format = ref
|f = 11
|t = 7320
|p = 231558
|title = Re: b35s126
|author = TheWayOfTheCon
|date = July 16th, 2026
}}</ref>
</references>

User:TheWayOfTheCon

2026-10-20T17:48:09Z

TheWayOfTheCon:

I could've chose a better username, but oh well.

Just someone who finds Conway's Game of Life fascinating.

{{EmbedViewer
|rle = x = 9, y = 8, rule = R2,C2,S4,6-9,20-24,B7-9,19-21
4bo$3b4o$2b2ob3o$2o5b2o$o7bo$2o5b2o$b3o2b3o$2b4o!

|viewerconfig = #C [[ AUTOSTART GPS 20 Y 2 LOOP 60 TRACK 6/20 -1/20 WIDTH 800 HEIGHT 700 LABEL 4 14 15 "(6,1)c/20" LABEL 4 16 15 "R2, S4,6-9,20-24, B7-9,19-21" COLOR LABEL 250 150 182 LABEL 4 12 15 "Flamingoship" ]]
|position = center
|caption =
}}

[[User:TheWayOfTheCon/LowLife zone|TheWayOfTheCon/LowLife zone]] 
[[User:TheWayOfTheCon/If CGOL was more popular...|TheWayOfTheCon/If CGOL was more popular...]] 
[[User:TheWayOfTheCon/B35/S126|TheWayOfTheCon/B35/S126]] 
[[User:TheWayOfTheCon/Various discoveries in Range-2 OT rules|TheWayOfTheCon/Various discoveries in Range-2 OT rules]] [[User:TheWayOfTheCon/HighPottery|TheWayOfTheCon/HighPottery]] <-- '''Main rule of interest''' 
[[User:TheWayOfTheCon/Useful_userspace_pages|TheWayOfTheCon/Useful userspace pages]]

== LifeWiki to-do ==

*Expand OCA articles, focusing on description and properties (Most likely will be for [[Day & Night]], [[Travelling Ts]], and [[DryLife]])
*Add more snippets for the OCA page
*Work on userpages
**[[User:TheWayOfTheCon/For newcomers: Think you've discovered something?|For newcomers: Think you've discovered something?]]
**[[User:TheWayOfTheCon/HighPottery|HighPottery]]
**[[User:TheWayOfTheCon/Draft|ShipWorld draft]]
*Eventually, create userpages for
**Useful Golly scripts
**Underrated threads

== Timeline of contributions to B3/S23 on Catagolue ==

{| class="wikitable"
|-
|+ C1 (in millions)
|-
!Date
!Objects contributed by me
!Objects contributed by everyone else
!Makeup of contributions
|-
|9/24/26
|22
|1,907,642
|0.0011%
|-
|10/5/26
|10,532
|2,623,485
|0.399%
|-
|10/12/26
|3,188
|2,606,291
|0.122%
|-
|10/13/26
|24,032
|1,213,059
|1.94%
|-
|10/15/26
|36,591
|591,903
|5.82%
|}

{| class="wikitable"
|-
|+ D8_1 (in millions)
|-
!Date
!Objects contributed by me
|-
|10/7/26
|~1,192
|}

User:TheWayOfTheCon/Useful userspace pages

2026-10-20T15:52:47Z

TheWayOfTheCon: One new page in data

Suggestions can be made through the discussion page.

== Guides ==

* [[User:LuveelVoom/A_Primer_On_OCA|LuveelVoom/A Primer On OCA]] -- Unfinished, general guide to rulegolfing and exploring OCA

* [[User:Saka/Dictionary_of_obscure_terms|Saka/Dictionary of obscure terms AKA DoOT]] -- Exactly what it sounds like

== Data/Statistics ==

* [[User:77topaz/Forum_handles_table|77topaz/Forum handles table]] -- Suggested by [[User:LuveelVoom|LuveelVoom]], table of forum users and their handles across adjacent websites

* [[User:Saka/Table of Lifeenthusiast Computers|Saka/Table of Lifeenthusiast Computers]] -- Suggested by [[User:LuveelVoom|LuveelVoom]], table of life enthusiasts and their device specs

* [[User:Goldenratio/Forum records|Goldenratio/Forum records]] -- Subject to being outdated, various records and extremes on the ConwayLife.com forums

* [[User:Haycat2009/one-letter finds|Haycat2009/one-letter finds]] -- List of search programs that are named "alphabet letter+find", one for each letter

== Rules ==

'''! This section is not for specific rules that are hosted on userspace pages !'''

* [[User:DroneBetter/userspace rule pages|DroneBetter/userspace rule pages]] -- Suggested by [[User:LuveelVoom|LuveelVoom]], list of rule articles in userspace

* [[User:Confocal/R|Confocal/R]] -- Suggested by [[User:MDA|MDA]], has links to threads, Catagolue censuses, fano pages, and other information on hundreds of rules

* [[User:PK22/OCA:Travelling Ts/Syntheses|PK22/OCA:Travelling Ts/Syntheses]] -- Syntheses pertaining to [[Travelling Ts]]

* [[User:ThePlayzr/OCA:Travelling Ts/Travelling Ts animated timeline|ThePlayzr/OCA:Travelling Ts/Travelling Ts animated timeline]] -- Unifinished, history of Travelling Ts presented through LifeViewer

== Fun ==

* [[User:Goldenratio/Obsession Quiz|Goldenratio/Are You Obsessed with CA?]] -- Test your knowledge of cellular automata

* [[User:H. H. P. M. P. Cole/Rulespaces in the CA Kingdom|H. H. P. M. P. Cole/Rulespaces in the CA Kingdom]] -- Unfinished, a traveler's guide to exploring the CA kingdom and the rulespaces that... rule it

== Other ==

User:R2INT/OCA:Travelling Ts/Spaceship Search Status Page

2026-10-20T15:46:35Z

TheWayOfTheCon: LuveelVoom will be searching branch 00008 instead (https://conwaylife.com/forums/viewtopic.php?p=238078#p238078)

Spaceship search status tracker for Travelling Ts.
== c/8 B3/S23-a5 search progress ==

The 128 search branches are tracked below. Claim an unclaimed branch by adding your username in the Claimant column. To verify a branch as completed, please post your longest partial in the RLE below and/or on the Travelling Ts forum thread. Please do not claim a branch if you are not ready to run any c/8 searches.

Each branch can take anywhere from 3 hours to several weeks to complete, depending on the branch. Please run the searches with <code>--dump-mode overwrite</code>, as I forgot to allow search dumping when splitting the branches.

{| class="wikitable" style="text-align:center;"
! Backup name !! Claimant
|- style="background-color:#b6d7a8;"
| <code>br-00001</code> || R2INT
|- style="background-color:#fff2a8;"
| <code>br-00002</code> || R2INT
|- style="background-color:#fff2a8;"
| <code>br-00003</code> || R2INT
|- style="background-color:#fff2a8;"
| <code>br-00004</code> || R2INT
|- style="background-color:#fff2a8;"
| <code>br-00005</code> || R2INT
|- style="background-color:#fff2a8;"
| <code>br-00006</code> || R2INT
|- style="background-color:#b6d7a8;"
| <code>br-00007</code> || TheWayOfTheCon
|- style="background-color:#fff2a8;"
| <code>br-00008</code> || LuveelVoom
|- style="background-color:#fff2a8;"
| <code>br-00009</code> || TheWayOfTheCon
|- style="background-color:#b6d7a8;"
| <code>br-00010</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00011</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00012</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00013</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00014</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00015</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00016</code> || speedydelete
|- style="background-color:#b6d7a8;"
| <code>br-00017</code> || MDA
|- style="background-color:#fff2a8;"
| <code>br-00018</code> || MDA
|- style="background-color:#f4cccc;"
| <code>br-00019</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00020</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00021</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00022</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00023</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00024</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00025</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00026</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00027</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00028</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00029</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00030</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00031</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00032</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00033</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00034</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00035</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00036</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00037</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00038</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00039</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00040</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00041</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00042</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00043</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00044</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00045</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00046</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00047</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00048</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00049</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00050</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00051</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00052</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00053</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00054</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00055</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00056</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00057</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00058</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00059</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00060</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00061</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00062</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00063</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00064</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00065</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00066</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00067</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00068</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00069</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00070</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00071</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00072</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00073</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00074</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00075</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00076</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00077</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00078</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00079</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00080</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00081</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00082</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00083</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00084</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00085</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00086</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00087</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00088</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00089</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00090</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00091</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00092</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00093</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00094</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00095</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00096</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00097</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00098</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00099</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00100</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00101</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00102</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00103</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00104</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00105</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00106</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00107</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00108</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00109</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00110</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00111</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00112</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00113</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00114</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00115</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00116</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00117</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00118</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00119</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00120</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00121</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00122</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00123</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00124</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00125</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00126</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00127</code> || ''unclaimed''
|- style="background-color:#fff2a8;"
| <code>br-00128</code> || NNlk05
|}

=== Status key ===
* Unclaimed — available to claim
* Claimed — being searched by the listed claimant
* Completed — longest partial posted and verified
* Split — branch has been split
* Spaceship found — a spaceship was found in the branch or its descendants

=== Completion verification ===
When you finish a branch, post its longest partial in the RLE below or the Travelling Ts page and include the associated backup number. Then, color the associated box green to indicate completion.

{{EmbedViewer
| rle = x = 3321, y = 126, rule = B3/S23-a5History
164.A$163.3A$159.11A$159.A4.A4.A$159.A2.5A2.A$159.A2.A3.A2.A$162.A.A.
A$161.A5.A$157.4A.A.A.A.4A$156.2A3.A5.A3.2A$157.4A.2A.2A.4A$157.A.A2.
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160.2A5.2A$161.A.A.A.A$163.A.A$162.A3.A$161.A5.A$160.2A.A.A.2A$161.3A
.3A$159.A2.A3.A2.A$160.A3.A3.A$157.2A11.2A$157.2A11.2A$159.A9.A$158.
3A7.3A3$157.3A9.3A$8.A148.A.A2.2A.2A2.A.A$8.A149.2A2.2A.2A2.2A$7.A.A
148.2A.A.A.A.A.2A$159.A.2A3.2A.A$6.A3.A146.4A7.4A$5.7A$5.A5.A147.A3.
3A3.A253.3A$7.A.A153.A.A$4.A2.A.A2.A145.3A.A.A.A.3A252.A.A$4.3A3.3A
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147.A7.A72.3A175.A.A2.A2.A.A$8.A151.9A72.3A176.A2.A.A2.A$8.A148.A2.A.
5A.A2.A251.A.A$3.2A.A3.A.2A144.2A.A2.A2.A.2A70.3A175.3A.A.A.3A$2.A.A.
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2A.A146.A9.A65.A.4A.A.4A.A168.3A7.3A$5.A5.A146.2A.2A.A.2A.2A65.A4.3A
4.A169.A.A7.A.A$159.A3.3A3.A66.2A2.A.A.A2.2A168.2A.A7.A.2A$4.2A.A.A.
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2.A.A5.A.A2.A169.A.2A.2A.A$2.13A219.A3.A2.A.A2.A3.A169.2A5.2A$4.2A5.
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| position = center
| caption = Maximum c/8 partials from each of the completed branches.
}}

=== Branch splitting ===
Generally, it is not recommended to split a branch for others to work on if you are still running a search. However, if you decide to abandon the branch, or there are few or no unclaimed branches, then it's recommended to split any branches that take too long so others can continue to collaborate. You may also split a branch locally at any time if it becomes too computationally expensive to search all at once.

= References =
Link to the c/8 search dump: {{LinkForumThread
|p = 237691
|title = Re: Travelling Ts(b3s23-a5) and its variants
|author = R2INT
|date = October 16, 2026}}

User:TheWayOfTheCon/Draft

2026-10-20T06:16:14Z

TheWayOfTheCon:

Where I keep my drafts for future LifeWiki articles.

Current draft is for '''ShipWorld'''.

{{Rule
|name = ShipWorld
|char = Chaotic
|b = 3acijy4-a5cjkr6-in78
|s = 2n3-c4-aijz5-jy6-k
}}

'''ShipWorld''' is an [[isotropic non-totallistic]] [[cellular automaton]] discovered by [[May13]]. Soups evolve into "collapsing clouds of [[space dust]]"[cite: the first post in the thread] that slowly dissipate over time, releasing [[spaceships]] before finally degrading into [[still lives]] and [[oscillators]]. True to its name, ShipWorld has many different spaceships. A W110 unit cell has been constructed.[rephrase, [https://conwaylife.com/forums/viewtopic.php?p=133246#p133246 cite]]

== Spaceships ==

=== Elementary ===

ShipWorld has many known spaceship speeds. As of September 2026, 27 different speeds are known, including speeds [[c/2]] to [[c/10 orthogonal]] orthogonal, and different [[oblique]] slopes.[cite: the first post in the thread]
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3o33b2o25b3ob4o59b2o70bo9b8o10b2obo2bob2o9bobobobobo13b2o2b2o2b2o30b2o
11b3o16b2o2b2o14b3o20b6o15bob2ob2ob2ob2obo11bob2obo13b2o6b2obo4bob2o29b
3ob2o4b2ob3o16b11o$14b3o28b4o27b4o59b2obo70bobo5bo2b2o2b2o2bo8b3o4b3o
10b7o13b2obo4bob2o27b5o11bo16bob4obo14bo20b2ob2ob2o14b3ob2obob2ob3o10b
2ob2ob2o12b3o9b4o33b2o3bo4bo3b2o16b4obob4o$12bob3o29b2o30b4o58b3o69b4o
5b2obo4bob2o8b10o10bobobobo13bob8obo11b2o2b2o13bo10b5o13bob6obo12b3o20b
6o15b7ob7o9b10o11b3o8b6o32b2obo8bob2o15bobob5obobo$14bobo30b2o30bo62b
o70bo6b5o4b5o7b10o13bo16b3ob4ob3o8bo2b6o2bo6bob3o11b3o13b3ob4ob3o12bo
20bo2b2o2bo15bob2o5b2obo9bo2b2o2b2o2bo8bob3o10b2o35b3o8b3o16bo2bob3ob
o2bo$15b4o28b2o29bob2o58b3o69bobo5b3o8b3o8b3o2b3o10b9o13b2o2b2o2b2o13b
o2bo9b7o8b7o13bob4obo13b3o19b3o2b3o14bo4b5o4bo7b2o2bob2obo2b2o7b2ob2o
8b6o35bo8bo17bobob7obobo$16b3o28bobo26b3ob2obo56b2o80bo8bo9bob6obo10b
obobobo16b2o2b2o11b4o4b4o8bobo11bobo18b2o16b3o41b2o3b5o3b2o10b3o2b3o11b
obo8bo6bo30bobobo8bobobo16b3obob3o$15bob3o29b2o25b2ob5o56b3o80b3o2b3o
10b2ob4ob2o51b2o6b2o8b5o9bobobo16bo2bo16bo20b3o2b3o16bo2bo3bo2bo10b3o
2b2o2b3o10bobo8b6o31b6o6b6o15b2ob5ob2o$17bobo27b2o28bo2b3o57bobo58bo4b
o6bo8b4o2b4o8b2o8b2o50bob2o2b2obo6b3obo13bo37b3o21bo2bo17b3o2b3o2b3o10b
3ob2ob3o9b3o10b2o2b2o32b3o10b3o18bo5bo$15bobo31b2o28b3o58b5o55b3o2b3o
4b3o6bob8obo29bo10bo31bo2bo9b3o13b2ob2o36bo23b2o22b5o15bo2b2o2bo11b3o
7b10o31b2o10b2o18bo7bo$15b2obobo27bobo28b3obo56bo2bo57bo4bo6bo8b2ob4o
b2o30b2o8b2o46bobo11b5o35b3o42b2ob2o3b2ob2o9b3ob4ob3o10b4o8bo2bo34b2o
10b2o18b2o5b2o$16bob4obo24bobobo28b5o54bob3o56bo4bo6bo7b2o8b2o29b3o6b
3o29b3o2b3o8b4o12bobo36b3o42b3ob5ob3o9bo2b2o2b2o2bo10b2o45bob3o10b3ob
o15bob5obo$22b2o23b2o2bo31bobo56b2o57b2o2b2o5b2o7bobo2b2o2bobo29bo10b
o29b2ob2ob2o9b2obo30b6o15bo44b3ob3ob3o10b2ob6ob2o8b3obo7b2o4b2o30bobo
4bo2bo4bobo16b2o2bo2b2o$17bob2obobo21b2o3b2o30bobobo51bobo3bo55b2o2b2o
7b2o4b6o2b6o28b2o8b2o12b4o15b4o12b2o32b4o15b3o21bo2bo16b4obobobob4o11b
6o12bo10b2o4b2o31b2obob6obob2o17b2ob3ob2o$17bo3b4o23b4o33bo53b5o56b2o
4b2o5b2o6b3o6b3o30bo8bo12b6o13bob2obo9b2obo31bob2obo12b7o41b4obob4o12b
ob4obo12bo11bo2bo34b2ob2ob2ob2ob2o17b3ob3ob3o$19b2ob4o21bobo35b4o54bo
bobo53bo4bo7bo6b2obo4bob2o31b2o4b2o11b3o4b3o12b4o12b2o32b4o13b2obob2o
16b10o13bobob2obob2obobo11b6o12b3o10bo2bo33b2ob2o6b2ob2o16b2o3bo3b2o$
19bob2ob3o21b3obo33bob2o52bobo3b2o53b2o9bo6bo2bo4bo2bo31bo6bo11b4o2b4o
12bo2bo11b2obo29bo6bo11b3ob3o15b2obo4bob2o11b3ob9ob3o10b2o2b2o13b2o10b
o2bo32b3ob2obo2bob2ob3o17bobobobo$20b2obo2bo24bo33b4o53b2ob4o52bob2ob
o8b2o48bo4bo15b4o14bo4bo11bo33b4o15b3o19b3o2b3o15b4obobob4o12b6o12b3o
10b4o34b2o4b2o4b2o21bobo$20b6obo20b5o33b3obo51bo3bo53b8o6bobo48b2o2b2o
11b2obo4bob2o7bobo2b2o2bobo7b3o12bo16b2o2b2o2b2o11b2ob2o17b10o11b2o4b
o2bo2bo4b2o10b4o13bo2b2o8b4o34bob3o4b3obo20bo3bo$22b2obo24b2o37b2o54b
2o54b6o55b3o2b2o2b3o6b3o10b3o4b6o2b6o7bo12b3o16bo2b2o2bo13bobo39b3obo
b7obob3o28b4o6b8o33b4o4b4o19b3o3b3o$24b2obo23b4o34b3o54b3o52b2o2b2o56b
3o4b3o7b3ob2o4b2ob3o9bo2bo12bo11b2ob2o15bob4obo12b5o16bobo6bobo10bobo
b3o2bo2b3obobo11b2o15b3o7b3o2b3o32bo3b2o2b2o3bo18b9o$22b3o2b2o22b2o37b
o53bobobo133b2o8b2o7bo2b6o2bo9bo10b2ob2o15b3o2b3o11b3ob3o14b5o4b5o11b
3ob7ob3o13b2o15b4o7bob2obo32b7o2b7o18b3ob3o$21b4o3b2o21b5o34bo53b2ob2o
132b3o2bo2bo2b3o6b2ob6ob2o8bo12bobo15bobo4bobo10bob3obo15b5o2b5o10bob
2obo2b3o2bob2obo27bob2o9bo2bo34b3ob2o2b2ob3o21bobo$24b3ob2o22b3o35bo53b
2ob2o72b2o9b2o48bob2o4b2obo6b3o2b4o2b3o6b3o8bobo3bobo14b6o14b3o15b5ob
4ob5o8b6o2b3o2b6o30b3o5b8o32b2ob8ob2o$51b4o35b2o55b2o71b2ob2o5b2ob2o47b
2obo4bob2o11b4o12b2o7b11o14bo2bo13bob3obo14b3ob6ob3o14b9o32b5o5b2ob4o
b2o32b2o2b4o2b2o21bobobo$25bob3o20b4o35b3o130b3o5b3o50bob2o2b2obo9bo3b
2o3bo7bobobo6b4o3b4o13b2o2b2o13bobobo16b4o4b4o14b11o29b4obo8bob2obo33b
14o19bo2bo2bo$27bo2b3o17bob4o34b2o54b2o3bo70b3o5b3o49b4o4b4o9b2o4b2o9b
3o8b2obobob2o14b2o2b2o14bobo17b2ob2o2b2ob2o12b2o3b5o3b2o29b2obo8bob2o
bo33bob3ob2ob3obo17bob3ob3obo$27bo3b2o17b4o36b2o55b5o70b3o5b3o49bobo6b
obo8b4o2b4o7bo11bo3bo3bo13bo2b2o2bo30b3ob3o4b3ob3o9b5ob3ob5o28b3ob2o6b
3o2b3o31bobob2o4b2obobo16bo2bo3bo2bo$28b4o19bo40b2o57bo71b4ob4o70b2o6b
2o8bo11b3ob3o15b6o31bob2o10b2obo9b3obob3obob3o14bo13b2ob3o46bo2b2o4b2o
2bo17b2obo3bob2o$30b2obo57b3o53bo2b2o71b9o70b2o6b2o7b3o11bo3bo16b6o32b
o2b2o2b2o2b2o2bo9bobo3b5o3bobo28bo50b2obo6bob2o17b3o5b3o$31bo115b4o71b
3o2bo2b3o84bobobo12bobo54b2obo4b2o4bob2o7b5o3b3o3b5o11b3o13b3o49b4o4b
4o18b2o7b2o$32bo61b3o50b5o69b2o9b2o86bobo12bo18b2o2b2o31b3ob2o2b2o2b2o
b3o8bo2b3ob3ob3o2bo11bobobo13b2o47b16o15bo2bo5bo2bo$32b2o62bo50b5o68b
2o4bobo4b2o84bobo12bobo18bo2bo32bob4o6b4obo8b2obobo5bobob2o11b2ob2o12b
o49bobobobo2bobobobo16b3o5b3o$3b3o88bobo49bo2bobo69b2o3b3o3b2o50bo21b
2o12b3o9b2o3b2o14bob4obo29b2o4bo6bo4b2o7bo3b9o3bo8b3obobob3o9b2o48b2o
bobob2obobob2o16bobo5bobo$bob3o87bobob2o48b2o4bo66b2o4bobo4b2o48b3o18b
ob2obo9b4o8b3o3b3o14bo4bo31bo6b4o6bo9b2o3b5o3b2o9b3obobob3o9b2o47b6o6b
6o16bo7bo$2bo2bo90b3o50bob2o69bo2b2ob2o2bo50b4o18b4o10bob2o8b4ob4o57b
6o13b7o2bo2b7o7bo9bo7b4o48b2o12b2o15bob2o5b2obo$2obob2o89bob2o50b2o68b
o5bobo5bo47bob3o16b2ob2ob2o8b3o10b7o55b2o2b4o2b2o11b3ob2obobob2ob3o7b
2ob7ob2o7bob2o46b3obo3b2o3bob3o13b2o2bo5bo2b2o$2o3bo91b2o50b2o69b3o9b
3o47bo2bo17b8o8bo13b2ob2o17b4o35b2o3b2o3b2o11bo2b11o2bo7b2ob2o3b2ob2o
10bo46bo2bo2b6o2bo2bo13bo13bo$2b5o89bobo51b3o68b2o9b2o46b7o18bo2bo10b
ob2o10b5o15b2ob2ob2o34bo2b4o2bo13b4obobobob4o8b6ob6o6b2obo12b3o33bo3b
8o3bo13b3obo7bob3o$2ob3o90b3o49b5o70b2o5b2o50b3ob2o16b2o2b2o8b2obo9b9o
13bobo2bobo32b2ob8ob2o11b3ob2obob2ob3o9bo3b3o3bo8bobo10b2obob2o30b6ob
o2bob6o13bobo9bobo$3ob3o89b3o48b7o128bobobo16bo6bo8b6o6b2o2bo2b2o13bo
b4obo32b14o10b2obobo2bo2bobob2o8b2obobobob2o8bob2o8b9o29b2ob4ob2ob4ob
2o15bo9bo$b2ob3o89b2o53b5o125b3ob4o14b8o6b7o10b3o16b8o32b2obob4obob2o
11b3obo5bob3o9bob7obo7b2o2b2o9b5o32b2obob6obob2o15b3o7b3o$bobob2o91bo
49bo2b3o129bobobo15b8o6b5o10b7o13bob6obo28b2o4bobo2bobo4b2o6bob3obo5b
ob3obo7b2ob5ob2o8bo2b2o7bob5obo34bobo2bobo20b2o7b2o$2bo2b2obo88b3o48b
ob2obo131b2o18bo2bo9b6o8b7o14bobo2bobo37bo2bo14b2o4bo5bo4b2o9b2o3b2o9b
5o8b4ob4o31b3ob6ob3o17b2o7b2o$b8o89b3o49b2ob2o130b3o16b6o9bo2b2o10b3o
18b4o38bob2obo13b3o2b3obob3o2b3o8b2o5b2o9bob2o6b3o7b3o29bob2obo2bob2o
bo16bobo7bobo$2b5obo90b2o51b2o131b3o16b6o10b5o8b2ob2o18b2o39b2o2b2o13b
2obo2bob3obo2bob2o10b2ob2o11b4o7b2o7b2o30b2o10b2o16bobo7bobo$b6o2b2o88b
ob4o47b3o127b2obo18b6o11b4o7b2obob2o78bo3bo2b3o2bo3bo10bobobobo10bob2o
48bo12bo15b2ob2o5b2ob2o$6bo2b2o90b3o47b2ob2o127bo21b4o14bo8bob3obo77b
3o4bobobo4b3o10bo3bo12b2o6b3o9b3o28b4o6b4o16bob3obob3obo$3bob4ob2o89b
obob2o46b4o165b3o8b5o14b3o4b3o56bo3bobobobo3bo11bobobobo8b8o3bob2o7b2o
bo30b2o6b2o18b13o$3b5ob2o94bob2o44b2obo147bo4bo23b2ob2o15b2ob2ob2o58b
2o2b5o2b2o13b5o10b2ob2o6b3o7b3o30b2obo4bob2o16b2o2bob3obo2b2o$4bob5o93b
ob3o43b2ob2o146b3o2b3o10bobo10bobo17bob2obo57b2ob2o2b3o2b2ob2o9b2ob3o
b2o8bobobo7bo9bo31b3o6b3o19bob5obo$5b6o94b2o45b4obo146bo4bo23bobobo15b
3o2b3o57b5o2bo2b5o11b7o10bobo8bo9bo31b2o8b2o19bob2ob2obo$4b4o3bobo93b
o44b6o146bo4bo10b3o8b9o14b2o2b2o57b4o2bobobo2b4o11b5o12b2o8b3o5b3o31b
2o8b2o18b11o$4bobo5bo93b2o44b2o2bo129bo16bobo2bobo8bob2o7b5ob5o12b2ob
2ob2o37bo2bo15b4o2b5o2b4o10b7o11bo81b2ob2ob2ob2o$5b3o3bo92b2o47b4o127b
obo16b2ob2ob2o6b2ob4o6b3obobob3o14bo2bo58bob2ob7ob2obo10bob3obo9b3o8b
3obo3bob3o62b2o3b2o$3bob3o2bobo92b3o47bobo127bo16bo2b4o2bo6b2o3bo7b9o
15b4o36b10o10b2o2bo2b2obob2o2bo2b2o7bob5obo8b2o10b11o59b4ob2ob2ob4o$4b
obo2b2o94b3o47b3o124b2obo15bobob4obobo5b3obo7b11o13bob2obo34b2obo4bob
2o9bo4b2o7b2o4bo7b3obob3o8b2o10b2ob5ob2o59b7ob7o$4bo3b4o144b2o124b2ob
2o14b5o2b5o9b2o6b2obobobob2o12bob4obo35b3o2b3o12b4o2bo5bo2b4o10b5o11b
o11b3obob3o59b2ob2o2bobo2b2ob2o$2bobo2b3obo94bo50b2o124bo3bo15bo6bo9b
ob2o10b3o58b10o12b3ob3o3b3ob3o10b2obob2o10bo11b2ob3ob2o37bo21b4o2b2ob
2o2b4o$2bobo2b4obo94b2o49b2o121b3ob2o19b2o12bob2o11bo83bo2b2o3b2o2bo12b
3ob3o9b4o12bobo39b3o22bo4bobo4bo$bob2ob6o94b2o48b5o120bob3o19b4o11bob
o10b2ob2o56bobo6bobo13b4o5b4o13b5o10b4o12bobo36bob2ob2obo22b3ob3o$3b2o
bob3obo93b5o46bobobo119bobobo18bob2obo11b2o10b2ob2o55b5o4b5o12bob3o3b
3obo13b5o12b2o50b11o22b5o$5b5o2bo97b4o44b5o120b2o19bob2obo9b4o11bobo57b
5o2b5o15b3o3b3o14b2o3b2o11b2o11bobobo33b3ob5ob3o19b4ob4o$4b7o2bo94bob
o48bob2o120b4o18b4o10b2obo11bobo55b5ob4ob5o11bobo2bobo2bobo12bobobobo
10bo14bobo34bob9obo21b2ob2o$4b3ob7o95b3o48bob3o116b2o3bo17bo2bo12bo13b
o57b3ob6ob3o12b3obo3bob3o12bobobobo10bo13bobobo33b2o2b5o2b2o20b2o3b2o
$110bo50b6o115bob3o19b2o12b2o9b9o54b4o4b4o15b2obobob2o15b2ob2o9bo15b2o
b2o37b5o22bo2b2ob2o2bo$5b8o97b2ob2o48bob2o119bo17b2o2b2o11bo11b5o56b2o
b2o2b2ob2o15b2o5b2o15bobobo11bo12b2o3b2o32b2obo5bob2o17b13o$5b2ob5o98b
obo51b3o116bo21b2o13b2o9b7o52b3ob3o4b3ob3o12b2o5b2o15bo3bo10b3o10b4ob
4o30bobo2b2ob2o2bobo17b4obob4o$5b2o2bob3o97b3o54bo114b3o19b4o13bo8b2o
5b2o51bob2o10b2obo11b4o3b4o13bo2bo2bo10b2o11b7o32b3o3bo3b3o17b2o3bobo
3b2o$6b3ob5o96b2o52b2o116b4o33b3o10bobobo54bo2b2o2b2o2b2o2bo38b3o11bo
2bo10b3ob3o31b4o3bo3b4o18b3o3b3o$8b3ob2o150bo3bo113b2obo18bo4bo10b2o11b
2ob2o53b2obo4b2o4bob2o11b3o5b3o14bobobo9b7o8b7o32b2o2b2ob2o2b2o22b3o$
7bobobobo150bob3o113b4o17b3o2b3o11bo10bobobo53b3ob2o2b2o2b2ob3o11b5ob
5o14bobobo9bo2bob2o8b2o3b2o32b5o3b5o20b3ob3o$10b2ob2o150b3o113bobobo18b
o4bo12bo10b2ob2o53bob4o6b4obo12bo2b3o2bo14bob3obo10b5o9b5o35b2obobob2o
20b3o2bo2b3o$10b5o152b3o110b2o2bo18bob4obo10b3o11bo54b2o4bo6bo4b2o10b
4obob4o15b3o12b4o10b5o34bobob3obobo18b5o3b5o$9b2ob2o153b4o112bobo18b6o
12b2o10b3o54bo6b4o6bo11bo3bobo3bo16bo14bob2o9b5o33b2ob2obob2ob2o18b2o
2b3o2b2o$7bo2b3o154b3o110b2o2bo18b2ob2ob2o10bob2o10bo61b6o17b2o2bobo2b
2o14b2ob2o11b3o12b3o38b5o23b2o5b2o$6b3obo157bobo109bob2o20bob2obo11b3o
10b3o57b2o2b4o2b2o12bobo2bo3bo2bobo12bobobo11b2ob2o11bo36bo3b3o3bo21b
7o$7b5o156bobo111bo20bo6bo10b2o11b3o57b2o3b2o3b2o13bo2bo5bo2bo13bo3bo
12b2o50b2ob5ob2o20b3o3b3o$3b4ob2o158b4o110bo23b2o12b4o9b5o57bo2b4o2bo
13b5o5b5o10b4ob4o10bo12bobobo35bob5obo21bobobobobo$3b2ob4o156b5o110b4o
21b2o12bo2b2o8b2ob2o55b2ob8ob2o12b4ob3ob4o10b2obobobob2o9bo11b7o31bo5b
3o5bo16b6ob6o$3bo2b2ob2o155b2o2bobo110b2o20bo2bo11b2o10b7o54b14o11bob
o2b5o2bobo9b4o3b4o9bobo8b2ob3ob2o31b13o19b4ob4o$3b6ob3o153bo3b3o110b2o
21b2o12bo2bo9b5o55b2obob4obob2o11b2o4bobo4b2o8b5o3b5o7b4o8b2obobob2o30b
2ob3obob3ob2o18b2obobob2o$2b3ob7o154bo3b3o109bobo18b2o2b2o9b2ob2o9b5o
52b2o4bobo2bobo4b2o14b3o14b2obo5bob2o7b2o11b7o32b4ob3ob4o19b4ob4o$2bo
b3ob4obo153bobob3o128bob6obo7b2o2bo10bobo61bo2bo17bo3b2ob2o3bo12b2o3b
2o11b2o9b2o2bo2b2o32b5ob5o20b2o5b2o$3b2ob3ob2o156b5o129b10o7b2o2bo8b2o
3b2o58bob2obo20b2ob2o14bobob3obobo7b4o8b3o5b3o31b2ob5ob2o19bobobobobo
bo$2bob4ob2o157b4o129b12o5bo3b3o5b2o7b2o56b2o2b2o22bo19b2ob2o11bo10bo
2b5o2bo31b2o7b2o16b4o2b2ob2o2b4o$4b4o2b2o157b4o129b4o2b4o6b2ob2o9b3ob
3o86bo17b9o9b3o8b5ob5o29b4obobobob4o15b3ob3ob3ob3o$6b3ob2o157b3o132bo
4bo10b3obo8b2ob2o60bo26bo18b7o22b2ob3ob2o33b4ob4o19bo2b7o2bo$6b5o157b
o2b2o129bobo4bobo11b2o8bobobo58bobo45bo5bo10b2o9b3o5b3o31bob2obob2obo
17b15o$4b3o161bo135bo4bo11b3o11bo60b3o46b5o10b4o8b2o7b2o32b3obob3o19b
o11bo$5bobo2b2o157bobobo130b2o2b2o12bo10bobobo59b2o45b3ob3o9b2o11bob5o
bo33b2o5b2o20b2o7b2o$5bobobo159b2o2bo132b2o14bo10b2ob2o58bob2o46bobo12b
o10bobob3obobo34b5o24bo5bo$3b3o2bobo160b3o131b4o12b3o10bobo60b4o45b3o
12bo10bo2b5o2bo31b11o20b4ob4o$2b2obo4b3o157b4o146bob3o7b7o58bobo27b2o
15b2obob2o8b2obo11b7o34bob5obo20bo2b5o2bo$2bobobob2o2bo157bobo149bo9b
7o61bo25b2ob2o14b2ob2o9bob4o7b3o2bo2b3o33b7o22b9o$2b2ob3ob4o156b3o147b
2ob2o9bobobo63bo22b3o2b2o13bo2bo2bo10b5o8b2obob2o33b11o18bob9obo$3b2o
2b3ob3o157bob2o129b6o9b2ob2o10b3o64bo23bobo2b2o13b5o11b3obo48bob7obo19b
11o$2b3o4b2ob2o158bobo129b2o2b2o9b2ob2o11bo88b2obobobo13bobobo13bo49b
obob5obobo17b2o3bobo3b2o$4bo2b5o158bob2o130b6o24b3o59bo13bo12b4ob2o2b
obo8b2ob3ob2o10b2o10b3ob3o34bob5obo20b2o2bobo2b2o$4b4ob2obo159b3o129b
2o2b2o10bo14bo58b2obo11bob2o12b2o3bo2b3o9b5o12b2o8bo2bo3bo2bo33b7o21b
2obobobob2o$6b3o162bo2b3o143b2o13bo58b3ob2o7b2ob3o12b2o3b5o9bob3obo12b
obo6b2o2bobo2b2o32b4ob4o22b3ob3o$6bobo2b2o159b2obo143b4o10b2ob2o56b3o
2b3o3b3o2b3o11b2o2bob5obo8b5o12b3o7b3ob3ob3o34bo3bo23b3obob3o$6b5ob2o
157b5o143bob2o10bobobo55bo4b4obob4o4bo11bob2ob3ob3o8b5o13bo10bob3obo32b
3obo3bob3o20bob3obo$6bob2obobo157b2o2b2o142b2o11bo2bo2bo53b5ob2o2b3o2b
2ob5o10b2o2b2o2bo12bobo14b2o12bo36b4o3b4o19b5ob5o$8bobo3bo158b2o144bo
bo9b2obobob2o50b2obo3bobob5obobo3bob2o7b2ob4ob4o28bo9b7o35b2o3b2o22b3o
3b3o$6b2obo2b2o157b6o143b2o10b7o55b8obob8o13b5ob2o30b3o8b2ob2o34b4obo
b4o20b4ob4o$6b4o163bobo144bobo8bob2ob2obo52bob6o3bo3b6obo11b3obobob2o
28b3o8b2ob2o32bob4obob4obo15b2obo2b3o2bob2o$8b4o162bo146b3o70b2obo5bo
5bob2o14b2o2b2obo40bobobo33bo2b3ob3o2bo16b2o3b5o3b2o$8b3o162bobo145b2o
69bo2b5o3bo3b5o2bo13b8o12b2o11b3obo9bobobo34b2obobobob2o17b2o3b5o3b2o
$4b2obo165b4o215b2obo2b4obob4o2bob2o12bo2b3ob2o9bob4obo7b5o8b4ob4o31b
2ob2obob2ob2o17b4ob3ob4o$3b2ob3obo162b2obo213bob2o2b2o3b2ob2o3b2o2b2o
bo10bobo3bobo10b2o2b2o8bo2b2obo8b5o34b5ob5o19b5ob5o$3bob4o165b2o216b2o
b2o5b3o5b2ob2o10b2o5b3ob2o7b3o2b3o6bobob2o10b5o34b3o5b3o19b3o5b3o$3b2o
2b2o392bo3bo20b11o7bob6obo6bobobobo10bo38b3ob3o21b3o5b3o$4b4ob2o164b2o
158b2o64b5o20b6o2bobo6b2o2b4o2b2o5b2ob4o9b3o36b4ob4o$4b7o164bob3o152b
ob4obo61bo3bo20b5ob2obo8b2ob4ob2o9bo13bo39b2ob2o20b4o7b4o$5b2obob2o161b
4o2bo150bo2b6o2bo58b2obob2o19b3obob2obo8bob6obo10b2o9b5o35b9o19bo11bo
$3b3o2b3ob3o161b3o151b2o2b4o2b2o57bob5obo18b6o3bo8bobob2obobo10b2o8b3o
b3o35b7o20b2o9b2o$3b2o2bo2b2ob2o160bob3o151b2obo2bob2o58b3o3b3o18bob6o
9bob2o4b2obo19b2o3b2o36bo3bo22bo9bo$3b5ob2o166bobo154b4o61b9o22b4obo8b
o8bo20b2obob2o34b9o19b4o5b4o$5bob4o165b4o151b3o4b3o58b3o3b3o22b2o2bo9b
o8bo9bo50b2obo3bob2o20bobo3bobo$6bobobob2o165b3o150bo6bo60b3ob3o23bo4b
o7bo2b2o2b2o2bo7b3o49b2ob5ob2o18b3ob2ob2ob3o$10bobo165b3o151b3o2b3o57b
13o19b3o2b3o7b2ob4ob2o9bo51b2ob3ob2o20b2ob2ob2ob2o$10bobo165b4o150bob
4obo59b2o5b2o20b3o4b2o26bo11b5o33bo2b2obob2o2bo18b2o7b2o$11b3o166bo154b
2o62bobo3bobo19bob3obo12b6o12bo10b2ob2o34b2ob5ob2o20b3o3b3o$12b2o166b
o218b3obob3o19b3obob3o9b3o2b3o12bo10b3o37bo5bo20b2o9b2o$10b3o165b4o149b
2ob4ob2o60b2ob2o23b4o31b2o9b2ob2o33b5obob5o17bobob5obobo$5b3ob4o166b3o
149b10o59bob3obo23b6o28b3o8bo3bo33b3ob5ob3o17bob2ob3ob2obo$5b3ob5o318b
o2b2o2bo60b7o21b2ob2o15b2o14b3o8b2ob2o33b2o2b2ob2o2b2o17b3ob5ob3o$5b5o
bo167b3o149bob2o2b2obo59b7o23b4o12b2o2b2o10bob2o10b3o35bo2b2ob2o2bo17b
4ob5ob4o$4b2o2b2ob3o167bo148b12o59bobobo22b3obo13b6o10b2ob2o8b5o33bob
3obob3obo18bob2o3b2obo$4b3ob4obo165b3o150bob4obo61b5o23bob2o14b4o12b3o
11bo34b2o2b2o3b2o2b2o15b5obobob5o$4b2obo3b3o166bo151b2ob2ob2o59b4ob4o
20b2obo14bo4bo12b3o8bobobo35b9o17bob2obobobobob2obo$6b2obobo167b2ob2o
147b2ob4ob2o58b2o5b2o23bo15b4o11b3o11bobo34bob2o5b2obo17b3o2b3o2b3o$5b
3ob2obo168b3o149b6o92b4o10b3o2b3o11bo12bo37bob5obo18b2ob3obob3ob2o$5b
obob2ob2o168b3o148b6o91b3o12b8o9bob2o11bo36bob3ob3obo17b4ob2ob2ob4o$5b
ob2ob3obo167b2o150b4o90b2obob2o11b6o9bobobo11bo35b4obobob4o16bob2ob5o
b2obo$4b4obob3o169b2o242bo2b2obo6b8o2b8o6bo12bo34b5obobob5o15b3o2b5o2b
3o$6b5ob3o168b3o242b4o8bo2b3obo2bob3o2bo4b2o52b3ob3o21bo9bo$6b3ob5o170b
o147b6o67b3o19bobob2o7b2o2b3o2b3o2b2o5b2o9b9o32b3ob3ob3o20bo2b3o2bo$6b
2o3b3o169b4o145b2ob2ob2o66b3o20bob2o9bob3ob2ob3obo7b3o7b2obobob2o30b3o
b7ob3o17bo2b5o2bo$7b2o2b3o169b2o147b2ob2ob2o63b9o17bo13b2ob6ob2o7bo2b
2o8bo3bo34b11o19bob2o3b2obo$8b6o173bo144bo6bo60b4o2bobo2b4o14b2ob2o9b
o4b2o4bo9b4o6b2o3b2o35b3ob3o21b4o3b4o$9b4o172b2o145b2o4b2o60b2o11b2o15b
obo10b2obo4bob2o9bobo8bo3bo34bob2obob2obo19b4o3b4o$9b2ob2o171b3o145bo
b2obo62b3o2bobo2b3o17b4o8bo10bo10b2o8bobobo35bo2bobo2bo18b2obob2ob2ob
ob2o$8b2o2b2o170b2ob2o143b2o4b2o57b3o3bo7bo3b3o46b3o8bobobo35b2ob3ob2o
20b2obobobob2o$9bo2b2o171bob2o143b3o2b3o56b2o19b2o15bo28b3o8b2obob2o38b
o22bob2o2b3o2b2obo$5b2obobo2b2o169bobo147bo2bo56bobob2o15b2obobo10b4o
28b2obo6b2ob3ob2o34bobobobo19bobob2o3b2obobo$3bob2ob2ob3o170b4o145b6o
54b4obo17bob4o9bo2bo28b3o7b2obobob2o33b9o18bob2obobobob2obo$2b4o7b2o171b
4o145b2o55bo2b5o15b5o2bo5b3obob2o11b3o13b2o2bo9bo37b2ob3ob2o18bob4obo
b4obo$3b3ob3ob2o173b4o142b2ob2ob2o53bob4o17b4obo8b2obo12bobobo11b5o7b
3ob3o34bo7bo22b2obob2o$b2ob2obobob3o172b3o142b4o2b4o52bobo23bobo8b5o9b
3o3b3o9bobo10bobobo34bo2b5o2bo19b2ob5ob2o$bob2ob3o2b3o174b3o142b2o2b2o
56b2o21b2o10bob2o9b2ob5ob2o6b2ob2o8b9o33bo2b3o2bo20b2obo3bob2o$2bob3o
3b4o173bob3o140b8o55b2o21b2o10b2obo8b3ob2ob2ob3o5bobo9b3ob3ob3o31b2o7b
2o19b4obob4o$3bo3b3o2bo175bob2o142bo2bo55b2o25b2o7b6o7bobo2bobo2bobo17b
4obob4o32b3o3b3o19b4obobob4o$2b4o3b3o178b2o143b2o59b2o19b2o11b5o6b4o2b
obo2b4o3b6o8bobobobobo34b7o20bob3o3b3obo$3b3o2b2o2bo176b2o144b2o57b2o
bo19bob2o9b5o8b2o2bobo2b2o5b2ob4o8b2o3b2o35bob3obo19b3ob7ob3o$3b4ob4o
176b4obo197b3ob3o19b3ob3o6b3o12bobobobo8b2ob4o7b3ob3o36bobobo20b5o2bo
2b5o$4b6o180bo2b2o139b4o52b2ob4o21b4ob2o6b2obo9b4ob4o7bo2bobo8b3ob3o36b
5o20bob2o7b2obo$4bo2b5o178b4o140bo2bo56b4o19b4o12b2obo8bo5bo8b2ob2o9b
7o36bobobo19bo2b2o7b2o2bo$6bo2b3o177b4obo137b3o2b3o54bob2o19b2obo11b4o
24b6o9bo3bo39bo22bob2o3bo3b2obo$9b2o180bo140b8o57bo19bo14b2ob2o6bob2o
3b2obo7bob4o7b3ob3o60bob2o3b3o3b2obo$7bob3o180b2o138bobo2bobo54b2obo19b
ob2o10bo2b3o6b3obobob3o5b5ob2o7b7o61b6obob6o$8b4o180b2o138bob4obo54b2o
23b2o9b3ob2o7b3ob3ob3o8bob2o11bo66b4obob4o$9bob2o180bo139b2o2b2o56bob
o19bobo11b3obo6b4ob3ob4o5bobob2o9b5o62b2ob3obob3ob2o$8b3o182bo138b2o4b
2o55b3o19b3o10b4o6bob2obob3obob2obo3b6obo74b2ob9ob2o$8bob2o383bo23bo10b
obo7b2obo2b2ob2o2bob2o3b2o2bo11bobo64b2ob2o3b2ob2o$9bobo320b2ob2ob2o54b
o2bo19bo2bo9bobo8b6o3b6o5b2ob2o9b2ob2o63bob3o3b3obo$10b3o320b2o2b2o54b
2ob2o19b2ob2o7bo2bo8bob2ob2ob2ob2obo5b2o13b3o66b3o3b3o$9bobo321b6o53b
3o25b3o6bobo9b2ob9ob2o5bo13b2ob2o63bob3obob3obo$7bo2bobo322b2o54b4o25b
4o6b2o9b2o3bobobo3b2o4b3ob2o9bobobo64b3ob3ob3o$6b5o323b4o52bobob2obo19b
ob2obobo6bo13b3ob3o11b3o9b5o65bob2ob2obo$7bobob2o321b4o53b2o3b2o19b2o
3b2o7b3o8b2obo5bob2o7b4o9b5o65bob2ob2obo$5b2o3b2obo317bo3b2o3bo52bobo
23bobo9bo9b5o5b5o6b3o12bo68b2o3b2o$3b2ob2ob4o318bob6obo53bo25bo21b2ob
o5bob2o7b2obo7bo7bo63b2ob3ob2o$2b3obob3ob2o317b4o2b4o54bob2o17b2obo22b
4o5b4o5b2ob3o6b2o7b2o62bob2ob2obo$2bobob2ob4o317bobo2b2o2bobo52b3o21b
3o23b2obobob2o6b5obo7bo7bo62b2ob2ob2ob2o$bob8obo318b4o2b4o54b3obo15bo
b3o23bob7obo6b2ob3o6bobob3obobo64b5o$2bob5o3bo318b3o4b3o53bo2b2o17b2o
2bo24b2obob2o8b4o12b3o69b3o$2b3ob5o322bob2obo54bob4o17b4obo22b2obobob
2o7bobo14bo70bobo$6b2o2bo322b6o54b2o25b2o26bo11bobo$3b2o2bobobo382b3o
21b3o22b5ob5o9bo9b2o5b2o$3b5o326b4o56bobo21bobo22b11o10b3o7b2o3b2o$4b
ob2ob4o321bo2bo106b4ob4o11bob2o3b6ob6o$3bo2b7o322b2o106b5ob5o9b2o8b4o
b4o$3b2obob2o2bo433b2ob2o11b2ob2o5bobo5bobo$3b2ob3obobo430b3o5b3o10b2o
7bo7bo$4b4o4bo431bobo3bobo10b4o5bobo5bobo$5b2o4b2o429b4o5b4o6bo3b2o7b
o5bo$6bo435bob2o5b2obo7b5o$4bo2b2o432bobo9bobo5b2obo$5b4o434b2o7b2o8b
ob2o$7b3o2bo428b3o9b3o6b3o$7bobobo429b3o9b3o5b3o$9bo2bo449b3o$10bobo450b
o$463bo$463bo$462b3o$3o18b3o17b2o9bobo3bo13bo21b2o38bo118b2o22bo183b3o
bo$2o18b2o18b4o7bob2o3b2o11b3o20b4o34bob2o116b4o20b3o183b2ob3o$obo17b
obo18b2o7bob2obo2bo11b2obo21bo35b2o2bo2bo113bo24bo184bo2b2o$20bo21bo8b
6o2bo10bobobo20bobo35bob7o108b2o2b2o19b4o182b2obo$50b2ob5obo11b2o17b2o
38b2o3b5obo108bobo2bo19b2obo181b4obo$52b4o2b3o10b3o16b4o3bobo31b12o107b
2ob3obo15b6obo178b5o$53b2o2bob3o12bo16bo4b2obo33b3obob3obo107bobobo15b
ob6obo179b2o$54bob2obo31bobob3obobo31b6o2b2o112b4o11b4ob5o180b2o2bo$50b
3o2bo3b2o13b2o22b2obobo28b4ob2ob3ob3o109bo14bob5o2b2o178b2ob2o$51bob7o
14b2obo17b6obo30b4o2bobobobo131bob6o175bobobo$5o20b3o27b2obobo13b3o22b
3obobo27bob2obobo2b3o129b2ob3ob2o177b5o$2o2b3o18b3o28bo18b2o20b2ob3ob
ob2o25b7ob3o2bo131b2o3b2o176b2o2bo$o4b2o18b2o72bob6o28bob2o2b6obo130b
2ob3o175b4o$5bo23bo47b3o18bobob3o2bo28bo2b8o2b2o128b4o2b2o175bo$5bobo
13b3o4b3o45b2ob2o20b5o2bo29bobob7ob2o127bob2ob3o173bo2bo$20b2o7b2o45b
obo21bobob5o29b3ob6o2b2o131b2o4b5o166b3o$20bobo5b4o44b2ob2o20b2o2b5o28b
o2b6o3bob2o129b2ob6obo166bo$20bo3bo4b5o44bob3o18bobob2o2bo34b2obo2b3o
133b3o2bobobo164bo$23b5ob3obo46bo23b3obob3o29bobo3b5o133b2o6bo166bo$23b
2o2b2o50bobo24b2obo2b2o29bo4b4o133b2o2b5o166b3o$25bo2b5o11bo36b2o25bo
bob2o29b10o4bo127b2o2b2ob3o167b2o$27b2obob3o7b2ob2o33bobo25bo4bo30b2o
b4ob2o2b3o126b3obo4b3o164b3o$27bobob3o7b2obobo35b2o24b3ob3o31b3ob7o2b
o125bo3b2o4b2o163bob2obobo$31bo9bobo2bobo33b3o24b5obo30bo4b3ob2obo126b
3ob2o3bob3o160b2o5bo$40bobo3b2o2bo31bo29bob2ob2obo31bob6o128bob2ob2ob
ob2o165b3o$41bo3bo2bobo31b2o29b5obo32b8o127bo3b2o2b2o4bo159bo3b2o$41b
4o3b2o33b2o30b4o32b7o2bobo128b5o2b2obo159b2ob3o$44bo4b4o61b5o31b2o2b5o
4bo129bo3bo4bo159b2obo$43bob2ob3ob2o60bob2obo31bob3obobobob2o128b2obo
2b2o162bo$46b8o61bo2bo33bob2o2b3o3bo129bobob3o2bo158bob2o$44b2ob5o2bo
bo57bo41bo2bo2bob2o132b5o158b5o$47bob2ob2o2bo101bo3b4obo127b2o3b3obo156b
2ob2o$47b3ob2ob3o99bo3b4ob3o129bo2b5obo152bobobobo$48b2obobobo101b2o2b
3ob3o131bo2b5obo151b7o$50bobob3o101b4o2bob3obo130b5o2b2o150bob4o$52b3o
2bo36b2o64b4o3bo2b2o131b7o154bo$50b3obob2obobo32b2obo64b3ob2o2bo131b2o
b2ob3o153b3o$55b8o31b4o63b6o2b4o132bo3b2obo149bobo$57bob4o28bo4b2o66b
o3bo3bo130b4o3bob2obo146b3o$56b9o26bo4b3o68bob7o128b4obobo2b3o145bobo
$57b4obob2o25b2o4bo3bo62b4obo2b5o129b3obob6o2bo141b3o$56b4ob5o2bo22b2o
4bob3o63bobobo4b3o132bo2b4obo2bo141b3o$57b6o2bob2o21bob4o2b2ob2o64b4o
3b2o131b2ob3o2b3obo140b2o2b2o$59bobo3b2obo21b3ob3ob3o68b2o5bo131bob2o
3bob4o139b5o$59b3o4b5o24bo5bo67b4ob2obobo129b3o2b2obob2o138bob3o$60b4o
b3obo26b4o2b3o64b4ob3o2b2o127b10obo142b5o$63b3ob5o24b2ob4obo65b2obob4o
b2o127b2obo2b2o2b2o141bo3bo$62bob3obob2o27b2o3bob2o66bobob6o126b6o3bo
142b4o$61b4ob7o26b2o3b2obo68b2ob4obo128bo4bob2o143bo$64b3ob2o2bo26b2o
2b3ob2o65b2ob2o2b2o129b6ob3o141b4o$64bob3ob4o30b3o2bo65b4obob5obo121b
2ob2obob3o143bo$66b3ob2ob2o25bob4obobo66b4obob3obo130b2ob2o140b3o$68b
3o2b2o28b2o3b2o67b4ob4obo133b3o139b2o$70b3obo29b2o2bo2bo65bo2b5o137b4o
135bob2o$71b5o30bo2bob2o65bob5o2bo2b2o131b3o135b4o$74b3o28bob4ob2obo64b
3o5b3o132b2o$75b2o30b3obo2b3o63bo6b5obo271bo$77b2o28b4o5bo64b2obob3ob
ob2o267bob3o$77b3o28b2o6b2o62bo4b3o2bob3o266bo2b2o$78b3o27b3o5b3o66b2o
2bo3b3o264bob5o$79b3o27bobobo4bob2o62b5ob2o3b2o263bo2bob3o$80b2obo33b
5o62bobo3b3obobo263b2o$82bo28b2obobob5o64b2o2b2o266b2ob3o$81bobo30b2o
b2ob2o64b4o3bob2obo260b3o2bob2o$112b4obobob2o65b2obo3b2o263b7o$115bo3b
obob2o64b2o2b2obo2bo260b5o$116bob2ob5o64b2ob3o2b2o264b2o$116b4ob3obo71b
3ob2o262bo$118b3obobo68bo2b3obo263b3o$119b4o72b3obob2o257b5o$121b2o75b
obob3o256b2ob2o$121b2o74bobo2bobo256b3obo$197bob6o256bo$200bobob2o257b
2o$200b4o2bobo255bo$203bo3b2o254bo$204bobo2b2o254bo$205bobob2o251b3o$
204b2o3bo254b2o$206b5o250b2ob2o$206b2ob2obo248b2o$212b2o249bo$210b4o250b
o$211b4o246b3o$213b3obo243bob2o$214bo3b2o241b3o$216b2o2b2o238bo2b2o$214b
obo4bo238b2obo$215bo3b3obo235b2ob3o$215bo2b2ob2obo234b2o2bo$216bobo2b
2obo235b4obo$216b5ob2obo2b2o230b2o2bo$219b6ob3o232b2obo$218bo2b2o2b2o
2bobo230b3o$219b2obob3ob4o228b6o$221bob4ob2o230bob2ob3o$222b6ob3o231b
o$222bo3b2o2b2o228b2obo$221b2ob2o234b5o$221bob4o3bo229bobobo$224bob2o
b2obo231bo$223b2ob2o3b2o228b3o$230b5o225bo2bo$232b2obo226b4o$232bob2o
227b3o$233b7o222bobo$235bobobo221b2o$235b6o220b3o$235bob4o221bo$235b6o
220b3o$237b4ob2o218bo$243b2o216b4o$240bobo2bo215bobo$240b2ob6o212b2o$
241bob2ob2o213b3o$242b2o4bo213bo$243b2obo214bo$243b2o216b2obo$243bobo
213bob5o$460bob4o$460b5o$462bob2o$461b2o2b2o$463b2obo$464bo$462b2obo$
461b2ob2o$462bobo$462bobo$462b2o$461bob2o$462b3o3$464bo$463b3o$463bob
2o$463b2o$462b4o$463b2o$463bo$462b4o2$462b2ob2o$463b2o$462bobo$462bob
o$463bo$462b3o$462bo2bo!
|position = center
|viewerconfig = #C [[ WIDTH 1000 HEIGHT 700 ]]
|caption = The smallest known spaceships for each speed.
}}

In addition the rule has many natural spaceships, and they are generally given human names.

=== Engineered ===

On August 30, 2026, [[May13]] would finish construction of a 13c/90 [[macro-spaceship]], based on a [[climber]].

== Oscillators ==

Many oscillators, both natural and constructed are known in ShipWorld. Oscillators can be made for every period past 203, and from 1 to 203, only 7 periods are not known. Many high-period oscillators have been constructed from [[gun]] and [[spaceship]] technology.

== Infinite growth ==

User:TheWayOfTheCon/Draft

2026-10-20T06:12:56Z

TheWayOfTheCon:

Where I keep my drafts for future LifeWiki articles.

Current draft is for '''ShipWorld'''.

{{Rule
|name = ShipWorld
|char = Chaotic
|b = 3acijy4-a5cjkr6-in78
|s = 2n3-c4-aijz5-jy6-k
}}

'''ShipWorld''' is an [[isotropic non-totallistic]] [[cellular automaton]] discovered by [[May13]]. Soups evolve into "collapsing clouds of [[space dust]]"[cite: the first post in the thread] that slowly dissipate over time, releasing [[spaceships]] before finally degrading into [[still lives]] and [[oscillators]]. True to its name, ShipWorld has many different spaceships.

== Spaceships ==

=== Elementary ===

ShipWorld has many known spaceship speeds. As of September 2026, 27 different speeds are known, including speeds [[c/2]] to [[c/10 orthogonal]] orthogonal, and different [[oblique]] slopes.[cite: the first post in the thread]
{{EmbedViewer
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4bo41bo15bo61bo76bo5bo5bo7b2o19b3o8bo8bo2bo8bo10bobo15b2obob2o10b3o10b
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38b3o14b2o59bobobo73b3o3b3o3b3o6b2o9b2o8b3o17b4o4b4o11bobo15b2obob2o10b
3o9bobobo15b2o20b3o41b3ob2obob2ob3o10bob4obo12bo10b6o14bobobo16b10o20b
obobobobo$2b5o37b2o14b4o57b7o73bo5bo5bo7bob3o6b2o7bo3bo5b5o6b4o4bob3o
9b5o17bo13b2o10b2ob2o15bo20b5o17b10o13bob3obobob3obo11b2o2b2o10b3ob2o
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2ob2o7bob3o4bobobo6b3o7b4o6b2o8b2obobob2o14b3o12bo12b3o17bo20b3o17b2o
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3obob3o$3ob3o37bobo15b3o57bobobobo72b2o3bobo3b2o9b2o6b2ob2o17bo7b6o6b
2o8b2o3b2o12bob5obo6b3obo31bo20b3o19b3o2b3o13b6o5b6o8bob6obo7bobo10b4o
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3obo53b2ob3ob5o68b2o11b2o10b2o2b4o2b2o15b3o7b4o8bo7b3o3b3o9bob3obob3o
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2o7b3ob4o13b5o6bo2bo5b2o10b3ob3o11b5ob5o5b3ob2obo48b2ob2o15b5o4b5o10b
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2o55bo3bob2obobo65bo5bo5bo9b4o25b3o17b2o2bo6bo5bo14bobobo10b3o13b3o18b
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bobo65bo5bo5bo9b2o2bo46b3o28b3o9bob3obo11b3o16b2o2b2o15bo18b4o4b4o11b
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2o19bob2o55b5obob4o65bo5bo5bo10b2o26bo8bob2obo7bobo4b3o5b3o27b2ob2o10b
5o16b4o16bo18b2ob2o2b2ob2o9b4o3bobobobo3b4o6b2ob4ob2o8b4o11b4o39b4o23b
3o3b3o$2b10o30bob2o19b5o56bob2obob4obo61b2o5b2o4b2o36b3o6b8o6bob2o3b2o
7b2o11b3ob3o9b3o13b3o15bo2b2o2bo13bobo14b3ob3o4b3ob3o9b3o4bo4b3o27b3o
b2o51b6o19bobobob3obobobo$2b2ob9o27b4o20bob5o54b10o2bo63b2o3b2o4b2o38b
2o6b6o5b6o25b2o3b2o9b4o9b9o10bob8obo10b5o13bob2o10b2obo7b3o2bob5obo2b
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2o62b2o3b2o4b2o37b4o5b8o4b2obo28bobobo13b2o11b3o15b3o2b3o11b2o3b2o13b
o2b2o2b2o2b2o2bo8bo2b2o2bo3bo2b2o2bo8b3o2b3o8bob2o13b2o39b6o21bo3bobo
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8b3o14bobo34bobobobo12b2obo4b2o4bob2o7bo2b2ob2o3b2ob2o2bo24bob3obo8bo
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18b3o29b3ob3o7b3o2bo10bo2bo2bo16b2o14b7o12b3ob2o2b2o2b2ob3o6b5o2bo5bo
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6b2o35bob2o16bo2b2o27b2o3b2o8b4o11bo2bo2bo33b2ob2o13bob4o6b4obo8b2obo
b2o3b2obob2o12b2o11b4obo2bo8b2o34b2ob2ob4ob2ob2o17b3o3b3o$9b2obobo27b
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2ob2o15b3o4b3o12b5o9bob2o9b4o3b4o11bobo2bobo13bobo14bo7b2o7bo7bobob11o
bobo10bo2bo11bob2ob3o8b2o33bob3obob2obob3obo13b4ob2ob2ob4o$7b3o4b2o28b
o29bo63bob2o79bob3o2b3obo22bo6bobobo15bob6obo11b2o3b2o7b2ob2o9bob7obo
9b2obo4bob2o10bobobo18b3o2b3o14bo2b4ob4o2bo12b4o10b4ob4o7b4o32bobob10o
bobo17b7o$7bob2obo2bo27b2o28bob3o60b3obo77b2ob2o4b2ob2o28b2ob2o16b2ob
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o15bo2bo12bo3b2o7bo4bo34b3ob4ob3o16b3ob3ob3ob3o$9b2obob3o24b2ob2o27b3o
63bobo81b2o4b2o31b5o14b2obo4bob2o10b7o8b2o13bo2bo2bo12b2obo2bob2o13bo
17bobob6obobo10b4ob2o3b2ob4o9b2ob2ob2o9b3o2bo7b3o2b3o30b2obobo6bobob2o
14b3ob2ob2ob3o$8bobo2bo2b2o23bob4o28b2o62b2o60bo5bo5bo9b3o2b3o10b3o4b
3o9b3o3b3o12bo2bo4bo2bo10bobobobo10b2o10b4ob4o11b2o2b2o2b2o13bo17b3ob
6ob3o12b5o3b5o13b4o14bobo7b2ob2ob2o32bob10obo13b2ob4ob3ob4ob2o$8bob3o
b3o26b2obo27b4o61bobo58b3o3b3o3b3o10bo2bo13b3o2b3o10bobo3bobo11bob4o2b
4obo10b5o10b3obo9b3ob3o12bob6obo13bo16bob2o2b4o2b2obo11b3ob2ob2ob3o9b
4o4b4o10b3o9bo2bo33b2ob2obo2bob2ob2o12b5ob3ob3ob5o$7bobobo2bob2o26bo2b
2o24b2o62b2ob3o58bo5bo5bo8b3o4b3o10b2o4b2o11bo5bo12b6o2b6o10bo3bo9b5o
9b2obobob2o11b2o2b2o2b2o11b2ob2o14b16o11b5o3b5o9b5o2b5o9b5o46b4ob4ob4o
14b2o2bobo3bobo2b2o$8bob4o2bo29b2o25bob2o60b6o57b3o3b3o4bo7b2ob6ob2o8b
4o2b4o31b3o4b3o12bobobo9b5o8b2o2bobo2b2o12b2o2b2o13b2ob2o15bobobob2ob
obobo11bob2obo3bob2obo9bobo4bobo10b2ob2o5b4o2b4o31bob10obo14b4obo2bo2b
ob4o$8b2ob3o31bobo26b2o62b2ob2o59bo3bo6b2o7bobob2obobo10b8o11b3ob3o16b
2o2b2o13bob3obo7b3o12bobobobobo13bo4bo15bo18b2o8b2o12b15o9b2obo2bob2o
11bo2bo6b3o2b3o33bob8obo16b2o2bob3obo2b2o$10bobo2bo31bo27bo62b2o60b9o
4b2o7bo8bo10bo6bo11b3ob3o15bob4obo12bobobobo8b4o11bob3obo15b4o15bobo18b
obo4bobo12bob5o3b5obo8b2o2b2o2b2o12bobo6b3o2b3o33bo2b6o2bo15bob5o3b5o
bo$10b2ob2o30b3obo24b2o2b2o120b9o3b2o9b2o4b2o13bo2bo14b2ob2o16b2ob2ob
2o29b3o12bobo16bob2obo14b3o18bob2o2b2obo13b2o2bob3obo2b2o10bo6bo14bo6b
3ob2ob3o31bob4o2b4obo15b3o2bobobo2b3o$13bo31b2o2bo24bo2b4o58bobo59b2o
bob2o5bo9b2o4b2o11bo6bo11bob3obo14b2o2b2o2b2o30bo10bobobobo16b2o17bo21b
o4bo17b3ob3ob3o11bobo4bobo10bobo6b2ob6ob2o30bo2b3o2b3o2bo17b3o5b3o$11b
3o33b2o25b3ob4o59b2o70bo9b8o10b2obo2bob2o9bobobobobo13b2o2b2o2b2o30b2o
11b3o16b2o2b2o14b3o20b6o15bob2ob2ob2ob2obo11bob2obo13b2o6b2obo4bob2o29b
3ob2o4b2ob3o16b11o$14b3o28b4o27b4o59b2obo70bobo5bo2b2o2b2o2bo8b3o4b3o
10b7o13b2obo4bob2o27b5o11bo16bob4obo14bo20b2ob2ob2o14b3ob2obob2ob3o10b
2ob2ob2o12b3o9b4o33b2o3bo4bo3b2o16b4obob4o$12bob3o29b2o30b4o58b3o69b4o
5b2obo4bob2o8b10o10bobobobo13bob8obo11b2o2b2o13bo10b5o13bob6obo12b3o20b
6o15b7ob7o9b10o11b3o8b6o32b2obo8bob2o15bobob5obobo$14bobo30b2o30bo62b
o70bo6b5o4b5o7b10o13bo16b3ob4ob3o8bo2b6o2bo6bob3o11b3o13b3ob4ob3o12bo
20bo2b2o2bo15bob2o5b2obo9bo2b2o2b2o2bo8bob3o10b2o35b3o8b3o16bo2bob3ob
o2bo$15b4o28b2o29bob2o58b3o69bobo5b3o8b3o8b3o2b3o10b9o13b2o2b2o2b2o13b
o2bo9b7o8b7o13bob4obo13b3o19b3o2b3o14bo4b5o4bo7b2o2bob2obo2b2o7b2ob2o
8b6o35bo8bo17bobob7obobo$16b3o28bobo26b3ob2obo56b2o80bo8bo9bob6obo10b
obobobo16b2o2b2o11b4o4b4o8bobo11bobo18b2o16b3o41b2o3b5o3b2o10b3o2b3o11b
obo8bo6bo30bobobo8bobobo16b3obob3o$15bob3o29b2o25b2ob5o56b3o80b3o2b3o
10b2ob4ob2o51b2o6b2o8b5o9bobobo16bo2bo16bo20b3o2b3o16bo2bo3bo2bo10b3o
2b2o2b3o10bobo8b6o31b6o6b6o15b2ob5ob2o$17bobo27b2o28bo2b3o57bobo58bo4b
o6bo8b4o2b4o8b2o8b2o50bob2o2b2obo6b3obo13bo37b3o21bo2bo17b3o2b3o2b3o10b
3ob2ob3o9b3o10b2o2b2o32b3o10b3o18bo5bo$15bobo31b2o28b3o58b5o55b3o2b3o
4b3o6bob8obo29bo10bo31bo2bo9b3o13b2ob2o36bo23b2o22b5o15bo2b2o2bo11b3o
7b10o31b2o10b2o18bo7bo$15b2obobo27bobo28b3obo56bo2bo57bo4bo6bo8b2ob4o
b2o30b2o8b2o46bobo11b5o35b3o42b2ob2o3b2ob2o9b3ob4ob3o10b4o8bo2bo34b2o
10b2o18b2o5b2o$16bob4obo24bobobo28b5o54bob3o56bo4bo6bo7b2o8b2o29b3o6b
3o29b3o2b3o8b4o12bobo36b3o42b3ob5ob3o9bo2b2o2b2o2bo10b2o45bob3o10b3ob
o15bob5obo$22b2o23b2o2bo31bobo56b2o57b2o2b2o5b2o7bobo2b2o2bobo29bo10b
o29b2ob2ob2o9b2obo30b6o15bo44b3ob3ob3o10b2ob6ob2o8b3obo7b2o4b2o30bobo
4bo2bo4bobo16b2o2bo2b2o$17bob2obobo21b2o3b2o30bobobo51bobo3bo55b2o2b2o
7b2o4b6o2b6o28b2o8b2o12b4o15b4o12b2o32b4o15b3o21bo2bo16b4obobobob4o11b
6o12bo10b2o4b2o31b2obob6obob2o17b2ob3ob2o$17bo3b4o23b4o33bo53b5o56b2o
4b2o5b2o6b3o6b3o30bo8bo12b6o13bob2obo9b2obo31bob2obo12b7o41b4obob4o12b
ob4obo12bo11bo2bo34b2ob2ob2ob2ob2o17b3ob3ob3o$19b2ob4o21bobo35b4o54bo
bobo53bo4bo7bo6b2obo4bob2o31b2o4b2o11b3o4b3o12b4o12b2o32b4o13b2obob2o
16b10o13bobob2obob2obobo11b6o12b3o10bo2bo33b2ob2o6b2ob2o16b2o3bo3b2o$
19bob2ob3o21b3obo33bob2o52bobo3b2o53b2o9bo6bo2bo4bo2bo31bo6bo11b4o2b4o
12bo2bo11b2obo29bo6bo11b3ob3o15b2obo4bob2o11b3ob9ob3o10b2o2b2o13b2o10b
o2bo32b3ob2obo2bob2ob3o17bobobobo$20b2obo2bo24bo33b4o53b2ob4o52bob2ob
o8b2o48bo4bo15b4o14bo4bo11bo33b4o15b3o19b3o2b3o15b4obobob4o12b6o12b3o
10b4o34b2o4b2o4b2o21bobo$20b6obo20b5o33b3obo51bo3bo53b8o6bobo48b2o2b2o
11b2obo4bob2o7bobo2b2o2bobo7b3o12bo16b2o2b2o2b2o11b2ob2o17b10o11b2o4b
o2bo2bo4b2o10b4o13bo2b2o8b4o34bob3o4b3obo20bo3bo$22b2obo24b2o37b2o54b
2o54b6o55b3o2b2o2b3o6b3o10b3o4b6o2b6o7bo12b3o16bo2b2o2bo13bobo39b3obo
b7obob3o28b4o6b8o33b4o4b4o19b3o3b3o$24b2obo23b4o34b3o54b3o52b2o2b2o56b
3o4b3o7b3ob2o4b2ob3o9bo2bo12bo11b2ob2o15bob4obo12b5o16bobo6bobo10bobo
b3o2bo2b3obobo11b2o15b3o7b3o2b3o32bo3b2o2b2o3bo18b9o$22b3o2b2o22b2o37b
o53bobobo133b2o8b2o7bo2b6o2bo9bo10b2ob2o15b3o2b3o11b3ob3o14b5o4b5o11b
3ob7ob3o13b2o15b4o7bob2obo32b7o2b7o18b3ob3o$21b4o3b2o21b5o34bo53b2ob2o
132b3o2bo2bo2b3o6b2ob6ob2o8bo12bobo15bobo4bobo10bob3obo15b5o2b5o10bob
2obo2b3o2bob2obo27bob2o9bo2bo34b3ob2o2b2ob3o21bobo$24b3ob2o22b3o35bo53b
2ob2o72b2o9b2o48bob2o4b2obo6b3o2b4o2b3o6b3o8bobo3bobo14b6o14b3o15b5ob
4ob5o8b6o2b3o2b6o30b3o5b8o32b2ob8ob2o$51b4o35b2o55b2o71b2ob2o5b2ob2o47b
2obo4bob2o11b4o12b2o7b11o14bo2bo13bob3obo14b3ob6ob3o14b9o32b5o5b2ob4o
b2o32b2o2b4o2b2o21bobobo$25bob3o20b4o35b3o130b3o5b3o50bob2o2b2obo9bo3b
2o3bo7bobobo6b4o3b4o13b2o2b2o13bobobo16b4o4b4o14b11o29b4obo8bob2obo33b
14o19bo2bo2bo$27bo2b3o17bob4o34b2o54b2o3bo70b3o5b3o49b4o4b4o9b2o4b2o9b
3o8b2obobob2o14b2o2b2o14bobo17b2ob2o2b2ob2o12b2o3b5o3b2o29b2obo8bob2o
bo33bob3ob2ob3obo17bob3ob3obo$27bo3b2o17b4o36b2o55b5o70b3o5b3o49bobo6b
obo8b4o2b4o7bo11bo3bo3bo13bo2b2o2bo30b3ob3o4b3ob3o9b5ob3ob5o28b3ob2o6b
3o2b3o31bobob2o4b2obobo16bo2bo3bo2bo$28b4o19bo40b2o57bo71b4ob4o70b2o6b
2o8bo11b3ob3o15b6o31bob2o10b2obo9b3obob3obob3o14bo13b2ob3o46bo2b2o4b2o
2bo17b2obo3bob2o$30b2obo57b3o53bo2b2o71b9o70b2o6b2o7b3o11bo3bo16b6o32b
o2b2o2b2o2b2o2bo9bobo3b5o3bobo28bo50b2obo6bob2o17b3o5b3o$31bo115b4o71b
3o2bo2b3o84bobobo12bobo54b2obo4b2o4bob2o7b5o3b3o3b5o11b3o13b3o49b4o4b
4o18b2o7b2o$32bo61b3o50b5o69b2o9b2o86bobo12bo18b2o2b2o31b3ob2o2b2o2b2o
b3o8bo2b3ob3ob3o2bo11bobobo13b2o47b16o15bo2bo5bo2bo$32b2o62bo50b5o68b
2o4bobo4b2o84bobo12bobo18bo2bo32bob4o6b4obo8b2obobo5bobob2o11b2ob2o12b
o49bobobobo2bobobobo16b3o5b3o$3b3o88bobo49bo2bobo69b2o3b3o3b2o50bo21b
2o12b3o9b2o3b2o14bob4obo29b2o4bo6bo4b2o7bo3b9o3bo8b3obobob3o9b2o48b2o
bobob2obobob2o16bobo5bobo$bob3o87bobob2o48b2o4bo66b2o4bobo4b2o48b3o18b
ob2obo9b4o8b3o3b3o14bo4bo31bo6b4o6bo9b2o3b5o3b2o9b3obobob3o9b2o47b6o6b
6o16bo7bo$2bo2bo90b3o50bob2o69bo2b2ob2o2bo50b4o18b4o10bob2o8b4ob4o57b
6o13b7o2bo2b7o7bo9bo7b4o48b2o12b2o15bob2o5b2obo$2obob2o89bob2o50b2o68b
o5bobo5bo47bob3o16b2ob2ob2o8b3o10b7o55b2o2b4o2b2o11b3ob2obobob2ob3o7b
2ob7ob2o7bob2o46b3obo3b2o3bob3o13b2o2bo5bo2b2o$2o3bo91b2o50b2o69b3o9b
3o47bo2bo17b8o8bo13b2ob2o17b4o35b2o3b2o3b2o11bo2b11o2bo7b2ob2o3b2ob2o
10bo46bo2bo2b6o2bo2bo13bo13bo$2b5o89bobo51b3o68b2o9b2o46b7o18bo2bo10b
ob2o10b5o15b2ob2ob2o34bo2b4o2bo13b4obobobob4o8b6ob6o6b2obo12b3o33bo3b
8o3bo13b3obo7bob3o$2ob3o90b3o49b5o70b2o5b2o50b3ob2o16b2o2b2o8b2obo9b9o
13bobo2bobo32b2ob8ob2o11b3ob2obob2ob3o9bo3b3o3bo8bobo10b2obob2o30b6ob
o2bob6o13bobo9bobo$3ob3o89b3o48b7o128bobobo16bo6bo8b6o6b2o2bo2b2o13bo
b4obo32b14o10b2obobo2bo2bobob2o8b2obobobob2o8bob2o8b9o29b2ob4ob2ob4ob
2o15bo9bo$b2ob3o89b2o53b5o125b3ob4o14b8o6b7o10b3o16b8o32b2obob4obob2o
11b3obo5bob3o9bob7obo7b2o2b2o9b5o32b2obob6obob2o15b3o7b3o$bobob2o91bo
49bo2b3o129bobobo15b8o6b5o10b7o13bob6obo28b2o4bobo2bobo4b2o6bob3obo5b
ob3obo7b2ob5ob2o8bo2b2o7bob5obo34bobo2bobo20b2o7b2o$2bo2b2obo88b3o48b
ob2obo131b2o18bo2bo9b6o8b7o14bobo2bobo37bo2bo14b2o4bo5bo4b2o9b2o3b2o9b
5o8b4ob4o31b3ob6ob3o17b2o7b2o$b8o89b3o49b2ob2o130b3o16b6o9bo2b2o10b3o
18b4o38bob2obo13b3o2b3obob3o2b3o8b2o5b2o9bob2o6b3o7b3o29bob2obo2bob2o
bo16bobo7bobo$2b5obo90b2o51b2o131b3o16b6o10b5o8b2ob2o18b2o39b2o2b2o13b
2obo2bob3obo2bob2o10b2ob2o11b4o7b2o7b2o30b2o10b2o16bobo7bobo$b6o2b2o88b
ob4o47b3o127b2obo18b6o11b4o7b2obob2o78bo3bo2b3o2bo3bo10bobobobo10bob2o
48bo12bo15b2ob2o5b2ob2o$6bo2b2o90b3o47b2ob2o127bo21b4o14bo8bob3obo77b
3o4bobobo4b3o10bo3bo12b2o6b3o9b3o28b4o6b4o16bob3obob3obo$3bob4ob2o89b
obob2o46b4o165b3o8b5o14b3o4b3o56bo3bobobobo3bo11bobobobo8b8o3bob2o7b2o
bo30b2o6b2o18b13o$3b5ob2o94bob2o44b2obo147bo4bo23b2ob2o15b2ob2ob2o58b
2o2b5o2b2o13b5o10b2ob2o6b3o7b3o30b2obo4bob2o16b2o2bob3obo2b2o$4bob5o93b
ob3o43b2ob2o146b3o2b3o10bobo10bobo17bob2obo57b2ob2o2b3o2b2ob2o9b2ob3o
b2o8bobobo7bo9bo31b3o6b3o19bob5obo$5b6o94b2o45b4obo146bo4bo23bobobo15b
3o2b3o57b5o2bo2b5o11b7o10bobo8bo9bo31b2o8b2o19bob2ob2obo$4b4o3bobo93b
o44b6o146bo4bo10b3o8b9o14b2o2b2o57b4o2bobobo2b4o11b5o12b2o8b3o5b3o31b
2o8b2o18b11o$4bobo5bo93b2o44b2o2bo129bo16bobo2bobo8bob2o7b5ob5o12b2ob
2ob2o37bo2bo15b4o2b5o2b4o10b7o11bo81b2ob2ob2ob2o$5b3o3bo92b2o47b4o127b
obo16b2ob2ob2o6b2ob4o6b3obobob3o14bo2bo58bob2ob7ob2obo10bob3obo9b3o8b
3obo3bob3o62b2o3b2o$3bob3o2bobo92b3o47bobo127bo16bo2b4o2bo6b2o3bo7b9o
15b4o36b10o10b2o2bo2b2obob2o2bo2b2o7bob5obo8b2o10b11o59b4ob2ob2ob4o$4b
obo2b2o94b3o47b3o124b2obo15bobob4obobo5b3obo7b11o13bob2obo34b2obo4bob
2o9bo4b2o7b2o4bo7b3obob3o8b2o10b2ob5ob2o59b7ob7o$4bo3b4o144b2o124b2ob
2o14b5o2b5o9b2o6b2obobobob2o12bob4obo35b3o2b3o12b4o2bo5bo2b4o10b5o11b
o11b3obob3o59b2ob2o2bobo2b2ob2o$2bobo2b3obo94bo50b2o124bo3bo15bo6bo9b
ob2o10b3o58b10o12b3ob3o3b3ob3o10b2obob2o10bo11b2ob3ob2o37bo21b4o2b2ob
2o2b4o$2bobo2b4obo94b2o49b2o121b3ob2o19b2o12bob2o11bo83bo2b2o3b2o2bo12b
3ob3o9b4o12bobo39b3o22bo4bobo4bo$bob2ob6o94b2o48b5o120bob3o19b4o11bob
o10b2ob2o56bobo6bobo13b4o5b4o13b5o10b4o12bobo36bob2ob2obo22b3ob3o$3b2o
bob3obo93b5o46bobobo119bobobo18bob2obo11b2o10b2ob2o55b5o4b5o12bob3o3b
3obo13b5o12b2o50b11o22b5o$5b5o2bo97b4o44b5o120b2o19bob2obo9b4o11bobo57b
5o2b5o15b3o3b3o14b2o3b2o11b2o11bobobo33b3ob5ob3o19b4ob4o$4b7o2bo94bob
o48bob2o120b4o18b4o10b2obo11bobo55b5ob4ob5o11bobo2bobo2bobo12bobobobo
10bo14bobo34bob9obo21b2ob2o$4b3ob7o95b3o48bob3o116b2o3bo17bo2bo12bo13b
o57b3ob6ob3o12b3obo3bob3o12bobobobo10bo13bobobo33b2o2b5o2b2o20b2o3b2o
$110bo50b6o115bob3o19b2o12b2o9b9o54b4o4b4o15b2obobob2o15b2ob2o9bo15b2o
b2o37b5o22bo2b2ob2o2bo$5b8o97b2ob2o48bob2o119bo17b2o2b2o11bo11b5o56b2o
b2o2b2ob2o15b2o5b2o15bobobo11bo12b2o3b2o32b2obo5bob2o17b13o$5b2ob5o98b
obo51b3o116bo21b2o13b2o9b7o52b3ob3o4b3ob3o12b2o5b2o15bo3bo10b3o10b4ob
4o30bobo2b2ob2o2bobo17b4obob4o$5b2o2bob3o97b3o54bo114b3o19b4o13bo8b2o
5b2o51bob2o10b2obo11b4o3b4o13bo2bo2bo10b2o11b7o32b3o3bo3b3o17b2o3bobo
3b2o$6b3ob5o96b2o52b2o116b4o33b3o10bobobo54bo2b2o2b2o2b2o2bo38b3o11bo
2bo10b3ob3o31b4o3bo3b4o18b3o3b3o$8b3ob2o150bo3bo113b2obo18bo4bo10b2o11b
2ob2o53b2obo4b2o4bob2o11b3o5b3o14bobobo9b7o8b7o32b2o2b2ob2o2b2o22b3o$
7bobobobo150bob3o113b4o17b3o2b3o11bo10bobobo53b3ob2o2b2o2b2ob3o11b5ob
5o14bobobo9bo2bob2o8b2o3b2o32b5o3b5o20b3ob3o$10b2ob2o150b3o113bobobo18b
o4bo12bo10b2ob2o53bob4o6b4obo12bo2b3o2bo14bob3obo10b5o9b5o35b2obobob2o
20b3o2bo2b3o$10b5o152b3o110b2o2bo18bob4obo10b3o11bo54b2o4bo6bo4b2o10b
4obob4o15b3o12b4o10b5o34bobob3obobo18b5o3b5o$9b2ob2o153b4o112bobo18b6o
12b2o10b3o54bo6b4o6bo11bo3bobo3bo16bo14bob2o9b5o33b2ob2obob2ob2o18b2o
2b3o2b2o$7bo2b3o154b3o110b2o2bo18b2ob2ob2o10bob2o10bo61b6o17b2o2bobo2b
2o14b2ob2o11b3o12b3o38b5o23b2o5b2o$6b3obo157bobo109bob2o20bob2obo11b3o
10b3o57b2o2b4o2b2o12bobo2bo3bo2bobo12bobobo11b2ob2o11bo36bo3b3o3bo21b
7o$7b5o156bobo111bo20bo6bo10b2o11b3o57b2o3b2o3b2o13bo2bo5bo2bo13bo3bo
12b2o50b2ob5ob2o20b3o3b3o$3b4ob2o158b4o110bo23b2o12b4o9b5o57bo2b4o2bo
13b5o5b5o10b4ob4o10bo12bobobo35bob5obo21bobobobobo$3b2ob4o156b5o110b4o
21b2o12bo2b2o8b2ob2o55b2ob8ob2o12b4ob3ob4o10b2obobobob2o9bo11b7o31bo5b
3o5bo16b6ob6o$3bo2b2ob2o155b2o2bobo110b2o20bo2bo11b2o10b7o54b14o11bob
o2b5o2bobo9b4o3b4o9bobo8b2ob3ob2o31b13o19b4ob4o$3b6ob3o153bo3b3o110b2o
21b2o12bo2bo9b5o55b2obob4obob2o11b2o4bobo4b2o8b5o3b5o7b4o8b2obobob2o30b
2ob3obob3ob2o18b2obobob2o$2b3ob7o154bo3b3o109bobo18b2o2b2o9b2ob2o9b5o
52b2o4bobo2bobo4b2o14b3o14b2obo5bob2o7b2o11b7o32b4ob3ob4o19b4ob4o$2bo
b3ob4obo153bobob3o128bob6obo7b2o2bo10bobo61bo2bo17bo3b2ob2o3bo12b2o3b
2o11b2o9b2o2bo2b2o32b5ob5o20b2o5b2o$3b2ob3ob2o156b5o129b10o7b2o2bo8b2o
3b2o58bob2obo20b2ob2o14bobob3obobo7b4o8b3o5b3o31b2ob5ob2o19bobobobobo
bo$2bob4ob2o157b4o129b12o5bo3b3o5b2o7b2o56b2o2b2o22bo19b2ob2o11bo10bo
2b5o2bo31b2o7b2o16b4o2b2ob2o2b4o$4b4o2b2o157b4o129b4o2b4o6b2ob2o9b3ob
3o86bo17b9o9b3o8b5ob5o29b4obobobob4o15b3ob3ob3ob3o$6b3ob2o157b3o132bo
4bo10b3obo8b2ob2o60bo26bo18b7o22b2ob3ob2o33b4ob4o19bo2b7o2bo$6b5o157b
o2b2o129bobo4bobo11b2o8bobobo58bobo45bo5bo10b2o9b3o5b3o31bob2obob2obo
17b15o$4b3o161bo135bo4bo11b3o11bo60b3o46b5o10b4o8b2o7b2o32b3obob3o19b
o11bo$5bobo2b2o157bobobo130b2o2b2o12bo10bobobo59b2o45b3ob3o9b2o11bob5o
bo33b2o5b2o20b2o7b2o$5bobobo159b2o2bo132b2o14bo10b2ob2o58bob2o46bobo12b
o10bobob3obobo34b5o24bo5bo$3b3o2bobo160b3o131b4o12b3o10bobo60b4o45b3o
12bo10bo2b5o2bo31b11o20b4ob4o$2b2obo4b3o157b4o146bob3o7b7o58bobo27b2o
15b2obob2o8b2obo11b7o34bob5obo20bo2b5o2bo$2bobobob2o2bo157bobo149bo9b
7o61bo25b2ob2o14b2ob2o9bob4o7b3o2bo2b3o33b7o22b9o$2b2ob3ob4o156b3o147b
2ob2o9bobobo63bo22b3o2b2o13bo2bo2bo10b5o8b2obob2o33b11o18bob9obo$3b2o
2b3ob3o157bob2o129b6o9b2ob2o10b3o64bo23bobo2b2o13b5o11b3obo48bob7obo19b
11o$2b3o4b2ob2o158bobo129b2o2b2o9b2ob2o11bo88b2obobobo13bobobo13bo49b
obob5obobo17b2o3bobo3b2o$4bo2b5o158bob2o130b6o24b3o59bo13bo12b4ob2o2b
obo8b2ob3ob2o10b2o10b3ob3o34bob5obo20b2o2bobo2b2o$4b4ob2obo159b3o129b
2o2b2o10bo14bo58b2obo11bob2o12b2o3bo2b3o9b5o12b2o8bo2bo3bo2bo33b7o21b
2obobobob2o$6b3o162bo2b3o143b2o13bo58b3ob2o7b2ob3o12b2o3b5o9bob3obo12b
obo6b2o2bobo2b2o32b4ob4o22b3ob3o$6bobo2b2o159b2obo143b4o10b2ob2o56b3o
2b3o3b3o2b3o11b2o2bob5obo8b5o12b3o7b3ob3ob3o34bo3bo23b3obob3o$6b5ob2o
157b5o143bob2o10bobobo55bo4b4obob4o4bo11bob2ob3ob3o8b5o13bo10bob3obo32b
3obo3bob3o20bob3obo$6bob2obobo157b2o2b2o142b2o11bo2bo2bo53b5ob2o2b3o2b
2ob5o10b2o2b2o2bo12bobo14b2o12bo36b4o3b4o19b5ob5o$8bobo3bo158b2o144bo
bo9b2obobob2o50b2obo3bobob5obobo3bob2o7b2ob4ob4o28bo9b7o35b2o3b2o22b3o
3b3o$6b2obo2b2o157b6o143b2o10b7o55b8obob8o13b5ob2o30b3o8b2ob2o34b4obo
b4o20b4ob4o$6b4o163bobo144bobo8bob2ob2obo52bob6o3bo3b6obo11b3obobob2o
28b3o8b2ob2o32bob4obob4obo15b2obo2b3o2bob2o$8b4o162bo146b3o70b2obo5bo
5bob2o14b2o2b2obo40bobobo33bo2b3ob3o2bo16b2o3b5o3b2o$8b3o162bobo145b2o
69bo2b5o3bo3b5o2bo13b8o12b2o11b3obo9bobobo34b2obobobob2o17b2o3b5o3b2o
$4b2obo165b4o215b2obo2b4obob4o2bob2o12bo2b3ob2o9bob4obo7b5o8b4ob4o31b
2ob2obob2ob2o17b4ob3ob4o$3b2ob3obo162b2obo213bob2o2b2o3b2ob2o3b2o2b2o
bo10bobo3bobo10b2o2b2o8bo2b2obo8b5o34b5ob5o19b5ob5o$3bob4o165b2o216b2o
b2o5b3o5b2ob2o10b2o5b3ob2o7b3o2b3o6bobob2o10b5o34b3o5b3o19b3o5b3o$3b2o
2b2o392bo3bo20b11o7bob6obo6bobobobo10bo38b3ob3o21b3o5b3o$4b4ob2o164b2o
158b2o64b5o20b6o2bobo6b2o2b4o2b2o5b2ob4o9b3o36b4ob4o$4b7o164bob3o152b
ob4obo61bo3bo20b5ob2obo8b2ob4ob2o9bo13bo39b2ob2o20b4o7b4o$5b2obob2o161b
4o2bo150bo2b6o2bo58b2obob2o19b3obob2obo8bob6obo10b2o9b5o35b9o19bo11bo
$3b3o2b3ob3o161b3o151b2o2b4o2b2o57bob5obo18b6o3bo8bobob2obobo10b2o8b3o
b3o35b7o20b2o9b2o$3b2o2bo2b2ob2o160bob3o151b2obo2bob2o58b3o3b3o18bob6o
9bob2o4b2obo19b2o3b2o36bo3bo22bo9bo$3b5ob2o166bobo154b4o61b9o22b4obo8b
o8bo20b2obob2o34b9o19b4o5b4o$5bob4o165b4o151b3o4b3o58b3o3b3o22b2o2bo9b
o8bo9bo50b2obo3bob2o20bobo3bobo$6bobobob2o165b3o150bo6bo60b3ob3o23bo4b
o7bo2b2o2b2o2bo7b3o49b2ob5ob2o18b3ob2ob2ob3o$10bobo165b3o151b3o2b3o57b
13o19b3o2b3o7b2ob4ob2o9bo51b2ob3ob2o20b2ob2ob2ob2o$10bobo165b4o150bob
4obo59b2o5b2o20b3o4b2o26bo11b5o33bo2b2obob2o2bo18b2o7b2o$11b3o166bo154b
2o62bobo3bobo19bob3obo12b6o12bo10b2ob2o34b2ob5ob2o20b3o3b3o$12b2o166b
o218b3obob3o19b3obob3o9b3o2b3o12bo10b3o37bo5bo20b2o9b2o$10b3o165b4o149b
2ob4ob2o60b2ob2o23b4o31b2o9b2ob2o33b5obob5o17bobob5obobo$5b3ob4o166b3o
149b10o59bob3obo23b6o28b3o8bo3bo33b3ob5ob3o17bob2ob3ob2obo$5b3ob5o318b
o2b2o2bo60b7o21b2ob2o15b2o14b3o8b2ob2o33b2o2b2ob2o2b2o17b3ob5ob3o$5b5o
bo167b3o149bob2o2b2obo59b7o23b4o12b2o2b2o10bob2o10b3o35bo2b2ob2o2bo17b
4ob5ob4o$4b2o2b2ob3o167bo148b12o59bobobo22b3obo13b6o10b2ob2o8b5o33bob
3obob3obo18bob2o3b2obo$4b3ob4obo165b3o150bob4obo61b5o23bob2o14b4o12b3o
11bo34b2o2b2o3b2o2b2o15b5obobob5o$4b2obo3b3o166bo151b2ob2ob2o59b4ob4o
20b2obo14bo4bo12b3o8bobobo35b9o17bob2obobobobob2obo$6b2obobo167b2ob2o
147b2ob4ob2o58b2o5b2o23bo15b4o11b3o11bobo34bob2o5b2obo17b3o2b3o2b3o$5b
3ob2obo168b3o149b6o92b4o10b3o2b3o11bo12bo37bob5obo18b2ob3obob3ob2o$5b
obob2ob2o168b3o148b6o91b3o12b8o9bob2o11bo36bob3ob3obo17b4ob2ob2ob4o$5b
ob2ob3obo167b2o150b4o90b2obob2o11b6o9bobobo11bo35b4obobob4o16bob2ob5o
b2obo$4b4obob3o169b2o242bo2b2obo6b8o2b8o6bo12bo34b5obobob5o15b3o2b5o2b
3o$6b5ob3o168b3o242b4o8bo2b3obo2bob3o2bo4b2o52b3ob3o21bo9bo$6b3ob5o170b
o147b6o67b3o19bobob2o7b2o2b3o2b3o2b2o5b2o9b9o32b3ob3ob3o20bo2b3o2bo$6b
2o3b3o169b4o145b2ob2ob2o66b3o20bob2o9bob3ob2ob3obo7b3o7b2obobob2o30b3o
b7ob3o17bo2b5o2bo$7b2o2b3o169b2o147b2ob2ob2o63b9o17bo13b2ob6ob2o7bo2b
2o8bo3bo34b11o19bob2o3b2obo$8b6o173bo144bo6bo60b4o2bobo2b4o14b2ob2o9b
o4b2o4bo9b4o6b2o3b2o35b3ob3o21b4o3b4o$9b4o172b2o145b2o4b2o60b2o11b2o15b
obo10b2obo4bob2o9bobo8bo3bo34bob2obob2obo19b4o3b4o$9b2ob2o171b3o145bo
b2obo62b3o2bobo2b3o17b4o8bo10bo10b2o8bobobo35bo2bobo2bo18b2obob2ob2ob
ob2o$8b2o2b2o170b2ob2o143b2o4b2o57b3o3bo7bo3b3o46b3o8bobobo35b2ob3ob2o
20b2obobobob2o$9bo2b2o171bob2o143b3o2b3o56b2o19b2o15bo28b3o8b2obob2o38b
o22bob2o2b3o2b2obo$5b2obobo2b2o169bobo147bo2bo56bobob2o15b2obobo10b4o
28b2obo6b2ob3ob2o34bobobobo19bobob2o3b2obobo$3bob2ob2ob3o170b4o145b6o
54b4obo17bob4o9bo2bo28b3o7b2obobob2o33b9o18bob2obobobob2obo$2b4o7b2o171b
4o145b2o55bo2b5o15b5o2bo5b3obob2o11b3o13b2o2bo9bo37b2ob3ob2o18bob4obo
b4obo$3b3ob3ob2o173b4o142b2ob2ob2o53bob4o17b4obo8b2obo12bobobo11b5o7b
3ob3o34bo7bo22b2obob2o$b2ob2obobob3o172b3o142b4o2b4o52bobo23bobo8b5o9b
3o3b3o9bobo10bobobo34bo2b5o2bo19b2ob5ob2o$bob2ob3o2b3o174b3o142b2o2b2o
56b2o21b2o10bob2o9b2ob5ob2o6b2ob2o8b9o33bo2b3o2bo20b2obo3bob2o$2bob3o
3b4o173bob3o140b8o55b2o21b2o10b2obo8b3ob2ob2ob3o5bobo9b3ob3ob3o31b2o7b
2o19b4obob4o$3bo3b3o2bo175bob2o142bo2bo55b2o25b2o7b6o7bobo2bobo2bobo17b
4obob4o32b3o3b3o19b4obobob4o$2b4o3b3o178b2o143b2o59b2o19b2o11b5o6b4o2b
obo2b4o3b6o8bobobobobo34b7o20bob3o3b3obo$3b3o2b2o2bo176b2o144b2o57b2o
bo19bob2o9b5o8b2o2bobo2b2o5b2ob4o8b2o3b2o35bob3obo19b3ob7ob3o$3b4ob4o
176b4obo197b3ob3o19b3ob3o6b3o12bobobobo8b2ob4o7b3ob3o36bobobo20b5o2bo
2b5o$4b6o180bo2b2o139b4o52b2ob4o21b4ob2o6b2obo9b4ob4o7bo2bobo8b3ob3o36b
5o20bob2o7b2obo$4bo2b5o178b4o140bo2bo56b4o19b4o12b2obo8bo5bo8b2ob2o9b
7o36bobobo19bo2b2o7b2o2bo$6bo2b3o177b4obo137b3o2b3o54bob2o19b2obo11b4o
24b6o9bo3bo39bo22bob2o3bo3b2obo$9b2o180bo140b8o57bo19bo14b2ob2o6bob2o
3b2obo7bob4o7b3ob3o60bob2o3b3o3b2obo$7bob3o180b2o138bobo2bobo54b2obo19b
ob2o10bo2b3o6b3obobob3o5b5ob2o7b7o61b6obob6o$8b4o180b2o138bob4obo54b2o
23b2o9b3ob2o7b3ob3ob3o8bob2o11bo66b4obob4o$9bob2o180bo139b2o2b2o56bob
o19bobo11b3obo6b4ob3ob4o5bobob2o9b5o62b2ob3obob3ob2o$8b3o182bo138b2o4b
2o55b3o19b3o10b4o6bob2obob3obob2obo3b6obo74b2ob9ob2o$8bob2o383bo23bo10b
obo7b2obo2b2ob2o2bob2o3b2o2bo11bobo64b2ob2o3b2ob2o$9bobo320b2ob2ob2o54b
o2bo19bo2bo9bobo8b6o3b6o5b2ob2o9b2ob2o63bob3o3b3obo$10b3o320b2o2b2o54b
2ob2o19b2ob2o7bo2bo8bob2ob2ob2ob2obo5b2o13b3o66b3o3b3o$9bobo321b6o53b
3o25b3o6bobo9b2ob9ob2o5bo13b2ob2o63bob3obob3obo$7bo2bobo322b2o54b4o25b
4o6b2o9b2o3bobobo3b2o4b3ob2o9bobobo64b3ob3ob3o$6b5o323b4o52bobob2obo19b
ob2obobo6bo13b3ob3o11b3o9b5o65bob2ob2obo$7bobob2o321b4o53b2o3b2o19b2o
3b2o7b3o8b2obo5bob2o7b4o9b5o65bob2ob2obo$5b2o3b2obo317bo3b2o3bo52bobo
23bobo9bo9b5o5b5o6b3o12bo68b2o3b2o$3b2ob2ob4o318bob6obo53bo25bo21b2ob
o5bob2o7b2obo7bo7bo63b2ob3ob2o$2b3obob3ob2o317b4o2b4o54bob2o17b2obo22b
4o5b4o5b2ob3o6b2o7b2o62bob2ob2obo$2bobob2ob4o317bobo2b2o2bobo52b3o21b
3o23b2obobob2o6b5obo7bo7bo62b2ob2ob2ob2o$bob8obo318b4o2b4o54b3obo15bo
b3o23bob7obo6b2ob3o6bobob3obobo64b5o$2bob5o3bo318b3o4b3o53bo2b2o17b2o
2bo24b2obob2o8b4o12b3o69b3o$2b3ob5o322bob2obo54bob4o17b4obo22b2obobob
2o7bobo14bo70bobo$6b2o2bo322b6o54b2o25b2o26bo11bobo$3b2o2bobobo382b3o
21b3o22b5ob5o9bo9b2o5b2o$3b5o326b4o56bobo21bobo22b11o10b3o7b2o3b2o$4b
ob2ob4o321bo2bo106b4ob4o11bob2o3b6ob6o$3bo2b7o322b2o106b5ob5o9b2o8b4o
b4o$3b2obob2o2bo433b2ob2o11b2ob2o5bobo5bobo$3b2ob3obobo430b3o5b3o10b2o
7bo7bo$4b4o4bo431bobo3bobo10b4o5bobo5bobo$5b2o4b2o429b4o5b4o6bo3b2o7b
o5bo$6bo435bob2o5b2obo7b5o$4bo2b2o432bobo9bobo5b2obo$5b4o434b2o7b2o8b
ob2o$7b3o2bo428b3o9b3o6b3o$7bobobo429b3o9b3o5b3o$9bo2bo449b3o$10bobo450b
o$463bo$463bo$462b3o$3o18b3o17b2o9bobo3bo13bo21b2o38bo118b2o22bo183b3o
bo$2o18b2o18b4o7bob2o3b2o11b3o20b4o34bob2o116b4o20b3o183b2ob3o$obo17b
obo18b2o7bob2obo2bo11b2obo21bo35b2o2bo2bo113bo24bo184bo2b2o$20bo21bo8b
6o2bo10bobobo20bobo35bob7o108b2o2b2o19b4o182b2obo$50b2ob5obo11b2o17b2o
38b2o3b5obo108bobo2bo19b2obo181b4obo$52b4o2b3o10b3o16b4o3bobo31b12o107b
2ob3obo15b6obo178b5o$53b2o2bob3o12bo16bo4b2obo33b3obob3obo107bobobo15b
ob6obo179b2o$54bob2obo31bobob3obobo31b6o2b2o112b4o11b4ob5o180b2o2bo$50b
3o2bo3b2o13b2o22b2obobo28b4ob2ob3ob3o109bo14bob5o2b2o178b2ob2o$51bob7o
14b2obo17b6obo30b4o2bobobobo131bob6o175bobobo$5o20b3o27b2obobo13b3o22b
3obobo27bob2obobo2b3o129b2ob3ob2o177b5o$2o2b3o18b3o28bo18b2o20b2ob3ob
ob2o25b7ob3o2bo131b2o3b2o176b2o2bo$o4b2o18b2o72bob6o28bob2o2b6obo130b
2ob3o175b4o$5bo23bo47b3o18bobob3o2bo28bo2b8o2b2o128b4o2b2o175bo$5bobo
13b3o4b3o45b2ob2o20b5o2bo29bobob7ob2o127bob2ob3o173bo2bo$20b2o7b2o45b
obo21bobob5o29b3ob6o2b2o131b2o4b5o166b3o$20bobo5b4o44b2ob2o20b2o2b5o28b
o2b6o3bob2o129b2ob6obo166bo$20bo3bo4b5o44bob3o18bobob2o2bo34b2obo2b3o
133b3o2bobobo164bo$23b5ob3obo46bo23b3obob3o29bobo3b5o133b2o6bo166bo$23b
2o2b2o50bobo24b2obo2b2o29bo4b4o133b2o2b5o166b3o$25bo2b5o11bo36b2o25bo
bob2o29b10o4bo127b2o2b2ob3o167b2o$27b2obob3o7b2ob2o33bobo25bo4bo30b2o
b4ob2o2b3o126b3obo4b3o164b3o$27bobob3o7b2obobo35b2o24b3ob3o31b3ob7o2b
o125bo3b2o4b2o163bob2obobo$31bo9bobo2bobo33b3o24b5obo30bo4b3ob2obo126b
3ob2o3bob3o160b2o5bo$40bobo3b2o2bo31bo29bob2ob2obo31bob6o128bob2ob2ob
ob2o165b3o$41bo3bo2bobo31b2o29b5obo32b8o127bo3b2o2b2o4bo159bo3b2o$41b
4o3b2o33b2o30b4o32b7o2bobo128b5o2b2obo159b2ob3o$44bo4b4o61b5o31b2o2b5o
4bo129bo3bo4bo159b2obo$43bob2ob3ob2o60bob2obo31bob3obobobob2o128b2obo
2b2o162bo$46b8o61bo2bo33bob2o2b3o3bo129bobob3o2bo158bob2o$44b2ob5o2bo
bo57bo41bo2bo2bob2o132b5o158b5o$47bob2ob2o2bo101bo3b4obo127b2o3b3obo156b
2ob2o$47b3ob2ob3o99bo3b4ob3o129bo2b5obo152bobobobo$48b2obobobo101b2o2b
3ob3o131bo2b5obo151b7o$50bobob3o101b4o2bob3obo130b5o2b2o150bob4o$52b3o
2bo36b2o64b4o3bo2b2o131b7o154bo$50b3obob2obobo32b2obo64b3ob2o2bo131b2o
b2ob3o153b3o$55b8o31b4o63b6o2b4o132bo3b2obo149bobo$57bob4o28bo4b2o66b
o3bo3bo130b4o3bob2obo146b3o$56b9o26bo4b3o68bob7o128b4obobo2b3o145bobo
$57b4obob2o25b2o4bo3bo62b4obo2b5o129b3obob6o2bo141b3o$56b4ob5o2bo22b2o
4bob3o63bobobo4b3o132bo2b4obo2bo141b3o$57b6o2bob2o21bob4o2b2ob2o64b4o
3b2o131b2ob3o2b3obo140b2o2b2o$59bobo3b2obo21b3ob3ob3o68b2o5bo131bob2o
3bob4o139b5o$59b3o4b5o24bo5bo67b4ob2obobo129b3o2b2obob2o138bob3o$60b4o
b3obo26b4o2b3o64b4ob3o2b2o127b10obo142b5o$63b3ob5o24b2ob4obo65b2obob4o
b2o127b2obo2b2o2b2o141bo3bo$62bob3obob2o27b2o3bob2o66bobob6o126b6o3bo
142b4o$61b4ob7o26b2o3b2obo68b2ob4obo128bo4bob2o143bo$64b3ob2o2bo26b2o
2b3ob2o65b2ob2o2b2o129b6ob3o141b4o$64bob3ob4o30b3o2bo65b4obob5obo121b
2ob2obob3o143bo$66b3ob2ob2o25bob4obobo66b4obob3obo130b2ob2o140b3o$68b
3o2b2o28b2o3b2o67b4ob4obo133b3o139b2o$70b3obo29b2o2bo2bo65bo2b5o137b4o
135bob2o$71b5o30bo2bob2o65bob5o2bo2b2o131b3o135b4o$74b3o28bob4ob2obo64b
3o5b3o132b2o$75b2o30b3obo2b3o63bo6b5obo271bo$77b2o28b4o5bo64b2obob3ob
ob2o267bob3o$77b3o28b2o6b2o62bo4b3o2bob3o266bo2b2o$78b3o27b3o5b3o66b2o
2bo3b3o264bob5o$79b3o27bobobo4bob2o62b5ob2o3b2o263bo2bob3o$80b2obo33b
5o62bobo3b3obobo263b2o$82bo28b2obobob5o64b2o2b2o266b2ob3o$81bobo30b2o
b2ob2o64b4o3bob2obo260b3o2bob2o$112b4obobob2o65b2obo3b2o263b7o$115bo3b
obob2o64b2o2b2obo2bo260b5o$116bob2ob5o64b2ob3o2b2o264b2o$116b4ob3obo71b
3ob2o262bo$118b3obobo68bo2b3obo263b3o$119b4o72b3obob2o257b5o$121b2o75b
obob3o256b2ob2o$121b2o74bobo2bobo256b3obo$197bob6o256bo$200bobob2o257b
2o$200b4o2bobo255bo$203bo3b2o254bo$204bobo2b2o254bo$205bobob2o251b3o$
204b2o3bo254b2o$206b5o250b2ob2o$206b2ob2obo248b2o$212b2o249bo$210b4o250b
o$211b4o246b3o$213b3obo243bob2o$214bo3b2o241b3o$216b2o2b2o238bo2b2o$214b
obo4bo238b2obo$215bo3b3obo235b2ob3o$215bo2b2ob2obo234b2o2bo$216bobo2b
2obo235b4obo$216b5ob2obo2b2o230b2o2bo$219b6ob3o232b2obo$218bo2b2o2b2o
2bobo230b3o$219b2obob3ob4o228b6o$221bob4ob2o230bob2ob3o$222b6ob3o231b
o$222bo3b2o2b2o228b2obo$221b2ob2o234b5o$221bob4o3bo229bobobo$224bob2o
b2obo231bo$223b2ob2o3b2o228b3o$230b5o225bo2bo$232b2obo226b4o$232bob2o
227b3o$233b7o222bobo$235bobobo221b2o$235b6o220b3o$235bob4o221bo$235b6o
220b3o$237b4ob2o218bo$243b2o216b4o$240bobo2bo215bobo$240b2ob6o212b2o$
241bob2ob2o213b3o$242b2o4bo213bo$243b2obo214bo$243b2o216b2obo$243bobo
213bob5o$460bob4o$460b5o$462bob2o$461b2o2b2o$463b2obo$464bo$462b2obo$
461b2ob2o$462bobo$462bobo$462b2o$461bob2o$462b3o3$464bo$463b3o$463bob
2o$463b2o$462b4o$463b2o$463bo$462b4o2$462b2ob2o$463b2o$462bobo$462bob
o$463bo$462b3o$462bo2bo!
|position = center
|viewerconfig = #C [[ WIDTH 1000 HEIGHT 700 ]]
|caption = The smallest known spaceships for each speed.
}}

In addition the rule has many natural spaceships, and they are generally given human names.

=== Engineered ===

On August 30, 2026, [[May13]] would finish construction of a 13c/90 [[macro-spaceship]], based on a [[climber]].

== Oscillators ==

Many oscillators, both natural and constructed are known in ShipWorld. Oscillators can be made for every period past 203, and from 1 to 203, only 7 periods are not known. Many high-period oscillators have been constructed from [[gun]] and [[spaceship]] technology.

== Infinite growth ==

OCA:Travelling Ts

2026-10-19T18:46:14Z

TheWayOfTheCon: New "Behavior" section

{{Rule
|name = Travelling Ts
|imgname = Travelling Ts
|char = Chaotic
|b = 3
|s = 23-a5
|reversal = B01245a78/S01234678
}}
'''Travelling Ts''' is an [[isotropic non-totalistic cellular automaton]] named in reference to its most common [[spaceship]], known as the T. In May {{year|2025}}, ThePlayzr started a forum thread for this rule,<ref name="post212502" /> which ended up getting over 800 posts by the end of the year.

Travelling Ts has well-developed [[technology]], with many engineered [[gun|guns]], [[Infinite growth|infinite growth patterns]], and [[oscillators]]. The rule is also known to be [[Turing-complete]] and [[omniperiodic]].

== Rulestring ==

Travelling Ts has a [[rulestring]] very similar to that of [[Conway's Game of Life]], having B3 and S23. It differs in S5, as adding that to Life's rulestring makes it [[explosive]]. This, however, is prevented by a singular [[INT]] condition, that being S3-a. Thus, cells only die with three neighbors if the cells are arranged like so: 
[[image:INT Moore R1 3a.png|center|75px]]
The live neighbors in S3a make up the same neighborhood as any live cell has in [[block]], which consequently rules out the block as a [[still life]]. Other very common patterns, like the [[glider]] and [[blinker]], do not need S3a, so they work as normal under the rulestring.

== Behavior ==
In this rule, chaotic patterns are similar in many regards to [[Conway's Game of Life]]; many unstable areas are created and persist for hundreds, sometimes thousands of generations, releasing objects and [[spaceships]] as they change shape. These areas, compared to Life, tend to be less isolated and expansive. Due to S5, they are also denser. Active areas persist more from gradually shrinking rather than affecting nearby [[stable]] objects to spawn more activity like in Life.

== Patterns ==

=== Common sequences ===

Due to chaotic patterns being less hollow and isolated than in [[Life]], there is less potential in regards to common [[evolutionary sequence|evolutionary sequences]] in Travelling Ts. Nevertheless, there are a few recognized common evolutionary sequences in the rule.

{{EmbedViewer
|rle = x = 47, y = 4, rule = B3/S23-a5
b2o20bo20b2o$o2bo18bobo18bo2bo$o2bo17b2ob2o17b3o$3o20bo19bobo!
|position = center
|caption = Identified evolutionary sequences include (from left to right): [[Teardrop]] (D), [[Angel]] (A), and Rotator (P)
}}

=== Still lifes ===
Most still lifes from [[Life]] work with this rule. Some of the most common [[still lifes]] are [[loaf]], [[boat]], [[pond]], and [[beehive]]. [[Block]] is notably absent, due to the absence of S3a. [[Small lake]], [[Hat cis-siamese hat|hat siamese hat]], and [[trans-rotated bun]] become much more common in this rule compared to regular Life, as they have relatively common [[predecessor]]s.

[[Alien]] still lifes are generally less common. Below is a small collection of small alien still lifes:
{{EmbedViewer
|rle = x = 35, y = 21, rule = B3/S23-a5
obo6b2obo6b2o8b2o$3o7b2obo5bobobo5bobobo$bo7b2obo8b3o7b2obo$2o19bo9bo
bo4$bo$obo6b2obo6b2o8b2o$3o5bob2obo5bobo7bobob2o$bo7b2obo8b3o7b2obo$2o
19bobo7bobo5$bo7bob2o6b2o8b2o$b3o4bob2obo5bobo7bobobo$3o6b2obo8b3o7b2o
bo$2bo18bobo7bob2o$22bo!
|position = center
|caption = The still lifes in the first column are called "cat", "cat in a hat"and "stable pinwheel", respectively. (The rest are unnamed.)
}}
Travelling Ts also has [[induction coil]]s which can often replace [[tail]]s, [[nine]]s or [[line of three|lines of three]] in general from still lifes from Life:
{{EmbedViewer
|rle = x = 11, y = 11, rule = B3/S23-a5
b2o5b2o$bo6bobo$3o4b3o5$bo6b2o$obo4bobo$bo6bo$3o4b3o!
|position = center
}}
=== Oscillators ===
Travelling Ts is similar to [[Life]], meaning that some [[oscillators]] from Life work in this rule.<ref name="Catagolue" /> In addition, all of the Margolus oscillators from {{rl|2×2}} work in this rule, due to S5 and the absence of S3a.<ref name="post212541" /> This enables the construction of oscillators with all even periods.<ref name="post128639" /><ref name="post214235" /> Below is a collection of oscillators in this rule:
{| style="margin:auto; width:300px"
|{{EmbedViewer
|rle = x = 75, y = 73, rule = B3/S23-a5
68b2o$41b2o26bo$26b2o11bo2bo23b2o$26bo13bo$24bobo13bo23bobo$4b3o17b2o
13bo$21b2o18bo20bobo$20bobo17bo$20bo19bo19bobo$19b2o17bo2bo18bo$38b2o
18bo$58b2o3$24bo$23bobo36b2o$22bobobo35bo$20b3o40b3o$5b2o13bobo15bo21b
3o3bo$2bobob2o15b3o12b2o2b2o15bo4b2obo$2bo5bo31bobo15bob3o3bo$3b2obob
o30bobo16bo5b2o$4b2o17b3o12bobo16b2obob2o$20bobo14b2o2b2o15bo4bo$20b3o
19bo15bob3o$22bobobo32bo$23bobo34bo$24bo34b2o5$16b2o$15bo2bo$4bo10bob
o46bo$3b2o11bo3b2o2b2o21bo14b3o$4bo16bo2bobo15b2obo2bo12bo$bo16bo2bo3b
2o15bo6bo7b2obob5o$3o15b3o14b2o7b2ob2o9bobo6bo$7b3o24bobo6b2o12bo2b7o
bo$8bo15b3o7b2o21b3o6bobo$5bo12b2o3bo2bo10b2o2bo2bo15bo3b2o2b2o$5b2o11b
obo2bo13bo5b2o14bo2bo2bobo$5bo13b2o2b2o3bo11bo18b2ob3o2bo$27bobo9bobo
18bobo2b2o$26bo2bo10bobo17bo2bobo$27b2o12bo19b2o2bo$65b2o7$67b2o$3b2o
26b2o34bo$3b2o10bo16bo33b3o$3b2o9bo2bob2o9bo34bo$3b2o8bo6bo7bobo16b2o
17b5o$3b2o9b2ob2o24bobo2bo13bo7bo$3b2o13b2o6bobo13b2ob3o13bob5o2bobob
o$3b2o36b2o19bo5bobob3o$3b2o13bo2bo2bobo17b2o16bo2bo2bobobo$3b2o13b2o
21b2obobo12bo2bobobobo2bo$3b2o18b2o17bo2bo12bobobo2bo2bo$3b2o16bo18bo
bo13b3obobo5bo$3b2o16b2o17b2o14bobobo2b5obo$60bo7bo$60b5o$65bo$62b3o$
63bo$62b2o!
|position = center
|caption = Smallest known oscillators from periods 2 to 17.
}}
|}

A larger collection of the [[SKOP|smallest known oscillators by period]] up to p100 is documented at [[User:PK22/OCA:Travelling Ts/SKOP]].

An [[edgy]] [[dot]] (or in some cases, [[thumb]], [[duoplet]], or [[domino]]) can [[reflect]] a T 90 degrees, enabling the creation of T [[Glider loop oscillator|loop]]s.
The [[sparkers]] below enable the creation of T loops of [[period]]s 3n+30, 5n+30, 6n+30, 7n+28, 8n+32, 10n+30, 11n+33, 20n+40, 24n+48, 25n+50, and 32n+32:
{{EmbedViewer
|pname = TTssparkersreflectingTs
|viewerconfig = #C [[ HEIGHT 400 WIDTH 3600 THUMBSIZE 3 ]]
|position = center
|caption = Sparkers reflecting Ts
|style = width:300px;
}}

On October 19, 2026, [[hotcrystal0]] posted a [[drifter]] loop based on a [[wire]] found by [[LuveelVoom]],<ref name="post237962" /> proving Travelling Ts [[omniperiodic]].<ref name="post237966" />

A number of notable [[engine]]-based higher period oscillators are shown below:
{{gallery item|{{EmbedViewer
|rle = x = 98, y = 56, rule = B3/S23-a5
94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b
4o$94b4o$94b4o$94b4o$62b8o24b4o$62b8o24b4o$62b8o24b4o$62b8o24b4o$94b4o
$94b4o$94b4o$94b4o$56o38b4o$56o5b4o29b4o$56o4bobo31b4o$56o3b2obo2bo28b
4o$62bo31b4o$63b2obo27b4o$94b4o$94b4o$94b4o$56b4o34b4o$56b4o34b4o$56b
4o34b4o$56b4o34b4o$56b4o34b4o$56b4o34b4o$56b4o34b4o$56b4o34b4o$94b4o$
94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b
4o$94b4o$94b4o$94b4o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 30 LOOP 60 ]]
|position = center
|caption = A p60 R hassler (minpop 524)<ref name="post218650" />
|style = width:300px;
|apgcode = xp60_ffffffffffffffffffffffffffffffffffffffffffffffffffffffffzzzzzyboooozybvvvvy1o040qzyb1111y135d1y0oooooooozyjssssy133333333zyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyj7777/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 25, y = 19, rule = B3/S23-a5
20b3o$19bo2b2o$21bo2bo$20bob2o$18b2obo$17bo3bo$20bo$12b3o4bo$14bo$13b
2o2$5bo$4bo$3bo3bo$3bob2o$b2obo$o2bo$b2o2bo$2b3o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 16 GPS 32 LOOP 64 ]]
|position = center
|caption = A p64 R hassler (minpop 42)<ref name="post229016" />
|style = width:300px;
|apgcode = xp64_4aale20gzx1233x8s4zydgcc4ozyf47a552/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 36, y = 10, rule = B3/S23-a5
2bo30bo$bo2bobo22bobo2bo$obobob3obo14bob3obobobo$bo4b2o2bo14bo2b2o4bo
$3o7bo14bo7b3o$3b2o5bo14bo5b2o$2obobob2obo14bob2obobob2o$b2o4b4o7bo6b
4o4b2o$ob3obo2bo7b2o7bo2bob3obo$b2obob2o8bobo9b2obob2o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 15 GPS 33 LOOP 66 ]]
|position = center
|caption = P66 R hassler (minpop 97)<ref name="post229025" />
|style = width:300px;
|apgcode = xp66_ad7qj83dc6sy1127y2s6cd38jq7daz5bl0c0e6407ya7046e0c0lb5/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 33, y = 24, rule = B3/S23-a5
12b2o5b2o$11bo2bo3bo2bo$10bo2bo5bo2bo$10bob2o5b2obo$11bo9bo$2o29b2o$2o
29b2o$2o29b2o9$2o29b2o$2o29b2o$2o29b2o$11bo9bo$10bob2o5b2obo$10bo2bo5b
o2bo$11bo2bo3bo2bo$12b2o5b2o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 15 LOOP 132 ]]
|position = center
|caption = P132 ship predecessor hassler (minpop 64), found using [[apgsearch]]. The largest period to have occurred semi-naturally.
|style = width:300px;
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 41, y = 39, rule = B3/S23-a5
13b2o$12bobo2b2o$12b2obob3o$14bo2b2o2$13b3o$13b3o$14bo3$35bo$34b3o$34b
3o2$16b3o16bo2b2o$16bo2bo13b2obob3o$15bo3bo13bobo2b2o$15bo2b2o14b2o$16b
2o2$23b2o$5b2o14b2o2bo$b2o2bobo13bo3bo$3obob2o13bo2bo$b2o2bo16b3o2$4b
3o$4b3o$5bo3$26bo$25b3o$25b3o2$22b2o2bo$21b3obob2o$22b2o2bobo$26b2o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 11.5 GPS 108 LOOP 216 ]]
|position = center
|caption = P216 teardrop hassler (minpop 86).<ref name="post229276" /> A synthesis is known.<ref name="post229828" />
|apgcode = xp216_y6ccb70qs8zy71273zysg8sozyaciiey966qs0b72zgok0emooy9siicz0116e42zykgogzyh4em1pkdczyl11/b3s23-a5
|style = width:300px;
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 30, y = 30, rule = B3/S23-a5
9bo$9b3o$12bo$11b2o6$28b2o$28bo$8b2o16bobo$7bo2bo15b2o$8b3o$8bobo3$2b2o$bobo$
bo$2o6$17b2o$17bo$18b3o$20bo!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 11.5 GPS 124 LOOP 248 ]]
|position = center
|caption = P248 active region loop (minpop 37), discovered using ntcatforce.<ref name="post223837" />
|style = width:300px;
|apgcode = xp248_y532aczyoggzy34qasyb643z0o4cz11zyd6a8o/b3s23-a5
}}}}
So far, only one stable [[circuitry]] component has been found, and it has only been used to create a p248 oscillator.<ref name="post223837" /> In Travelling Ts, [[reaction]]s tend to not grow as large as they would in standard [[Life]], resulting in fewer opportunities for [[catalyst]] placements. Additionally, most random initial configurations do not usually immediately separate into smaller active regions and objects the same way they do in Life, so catalysts for one specific use only are not as useful.

=== Spaceships ===
Travelling Ts has four common spaceships. The [[Glider]] remains one of them, with the three new spaceships being called the Travelling T, the Climbing C, and the Flying F (often shortened to just T, C, and F). The eponymous Travelling T is the most common spaceship (and object) in the rule<ref>{{cata|object/xq4_27/b3s23-a5|xq4_27 on Catagolue}}</ref>, while the Flying F is the least<ref>{{cata|object/xq4_27/b3s23-a5|xq2_43bu on Catagolue}}</ref>, with a [[relative frequency]] comparable to the [[Lightweight spaceship]] in Life.
{| style="margin:auto; width:300px"
|{{EmbedViewer
|rle = x = 28, y = 5, rule = B3/S23-a5
7bo8bo8b2o$3o5b2o4b2ob2o4b2ob2o$bo5b2o6bobo6bob2o2$24bo!
|position = center
|caption = From left to right: the Travelling T, the Glider, the Climbing C, and the Flying F.
}}
|}
There are lots of other, larger spaceships. A collection of useful spaceships is displayed below:
{| style="margin:auto; width:300px"
|{{EmbedViewer
|viewerconfig = #C [[ HEIGHT 360 WIDTH 2400 THUMBSIZE 2 ]]
|rle = x = 206, y = 33, rule = B3/S23-a5
184bo$182b4o$179b3obo2b2obo$182bo3bob3o$179bo2bo5bo2b2o$4bo5bo12b3o7b
3o15bo2bo15bo4bo18b5o14bo8b3o12bo11bo29bo4bobob3o2bo$3b3o3b3o11bo2bo2b
o2bo2bo14b2o2b2o13b3o2b3o16b2obob2o12b3o7b2ob2o9bobo9bobo6bo6bo12b2ob
o3b2ob3o4bo$2b2o2bobo2b2o8bobo2bobobobo2bobo10b3ob2ob3o10bo2b4o2bo16b
o3bo13b3o9b2ob2o6bo2bo9bo2bo4b2o6b2o13bo2bobo5b3o2bo$2bo3bobo3bo8bo2b
obobobobobo2bo9b2obo4bob2o31b3obo3bob3o21b3obo7b2o11b2o5bobo4bobo9bo2b
o4bo4b3o2bo2bo$3ob2o3b2ob3o5b2ob2o3bobo3b2ob2o52b2obo3bob2o25bo10bo9b
o6b3ob4ob3o8b2o5bob3obobo3bo2bo$4b3ob3o10bo2bob3ob3obo2bo10bo8bo14b2o
20bobobo11b3ob3o5b2o14b3o5b3o6b12o28bo2bo$6bobo12b2o3bobobobo3b2o8bob
o8bobo10b2o2b2o13b2obo3bo3bob2o7b2ob2o9bo12b2o7b2o5b2ob2o4b2ob2o16bob
o6bo2bo2bo$4bo5bo10bo4bobobobo4bo6bo2bo10bo2bo7b2o4b2o18b3o15bo11bo12b
4o3b4o5b2o2bo4bo2b2o16bob2o6bo2bo2bo$4bo5bo11b2o4bobo4b2o7b3o12b3o8bo
b2obo13b5o5b5o33b3o2bobo2b3o5bobobo2bobobo14b4o2b2o9bo2bo$22b2o4bobo4b
2o34bo2bo14b2o3b5o3b2o20b3o10b3o2bobo2b3o5b2o3b2o3b2o14bobo2bo11bo2bo
$27bo3bo35b2ob6ob2o11bob4ob4obo21bobo14b2ob2o12b6o16b3o13b3obobo$23b2o
3bobo3b2o35bo2bo20bobo26b3o28bo3bo2bo3bo11b3o16bob2ob2o$23bo2b3ob3o2b
o51b2o2b2o7b2o2b2o35b5o10b3o4b3o26bo3b2ob4o$23b2o3bobo3b2o55b2o7b2o39b
obobo10b2obo2bob2o14bo11b2o5bo3bo$26b2obob2o56b3o9b3o19bobobo63bob2ob
o3bob2o$21b5o7b5o86bobo69bo2bo4bo$20bo5b7o5bo83bob3obo63b3obob3o3b2o$
19b2ob4o7b4ob2o50bo11bo19b2o3b2o62b2o4bo5b2o$19b2obo3bo5bo3bob2o51b2o
7b2o20b2o3b2o61bobo3bobo2b2obo$24b3o2bo2b3o57bo7bo22b2ob2o62b3o10bo$27b
5o60bo7bo86bob2o8bo3bo$25b3o3b3o59bo2bo2bo25bo63bo8bob2obo$25bo7bo58b
2obobob2o24bo63bo7bobo$93bobobobo99bo$92b2obobob2o95bo$92bo2bobo2bo95b
2o$93bo5bo$93bo5bo!
|caption = Many of the spaceships that were discovered in this rule. Note that this collection does not include larger spaceships.
}}
|}
The [[c/2|4c/8]] spaceship on the leftmost side has occurred [[seminatural|seminaturally]],<ref>{{cata|object/xq8_8mlp34043plm8zx9y19/b3s23-a5|xq8_8mlp34043plm8zx9y19 on Catagolue}}</ref> and the [[3c/8]] has a useful [[spark]] that can be used in technology to create [[rake]]s and [[puffer]]s.

Additionally, there is a family of [[(2,1)c/5]] [[tagalong]]s, similar to [[minstrel]]s in Life and dubbed 'tinstrels'.<ref name="post232594" /> It is possible to use the [[spark]]s of one tinstrel to support another, leading to arbitrary length tinstrels.<ref name="post232624" />
{{EmbedViewer
|pname = TTstinstrels
|viewerconfig = #C [[ HEIGHT 600 WIDTH 1320 THUMBSIZE 3 ]]
|position = center
|caption = A selection of known 'tinstrels'
|style = width:300px;
}}
A full table of known speeds is shown below. Green means the population has been proven minimal.
{| class="wikitable"
|-
! Speed
! Smallest known
! Minimum # of [[cell]]s
|-
| [[c/2o]]
| [https://catagolue.hatsya.com/object/xq2_4ra/b3s23-a5 Climbing C]
| style="background: #80ff80;" | 7
|-
| [[3c/7o]]
| [https://catagolue.hatsya.com/object/xq7_074btk8go0og8ktb47z0g06h1579s9751h60gz32p26qpy1pq62p23z0o07vggy1ggv70oz0112e7g58885g7e211z0180s2ct4c4tc2s081z4bsg79l2x2l97gsb4zx38kq2v0v2qk83zy1gacgggcagzx84g41m0m14g48zwgg885l1r1l588ggz0988o120111021o889zxqueo0g0g0oeuqzwnua104cfc401aunzd1c50guvxvug05c1dzw7ebhs9f8f9shbe7/b3s23-a5 428P7H3V0]
| 428
|-
| [[2c/5o]]
| [https://catagolue.hatsya.com/object/xq5_wur3e0u4aa6zwdrq9q465uozx36gbgmkvuzy08n0q7qzy4iehle8ggzy08c022hk01z8qr0arz40c106hsozy33mogzy58qo/b3s23-a5 152P5V2H0]
| 152
|-
| [[3c/8o]]
| [https://catagolue.hatsya.com/object/xq8_3152cy4c2513zx1327c22c7231/b3s23-a5 36P8V3H0]
| 36
|-
| [[c/3o]]
| [https://catagolue.hatsya.com/object/xq3_xc825z0e51038442222zff066z07a80c1224444zx314a/b3s23-a5 54P3H1V0]
| style="background: #80ff80;" | 54
|-
| [[2c/7o]]
| [https://catagolue.hatsya.com/object/xq7_ggg0g0ggo804sbwe4owk44oz30lklb11y3kn21tw2m29bsz74606366c80gs8wrhe20khhd23zy93w1/b3s23-a5 115P7H2V0]
| 115
|-
| [[c/4o]]
| [https://catagolue.hatsya.com/object/xq4_27/b3s23-a5 Travelling T]
| style="background: #80ff80;" | 4
|-
| [[c/5o]]
| [https://catagolue.hatsya.com/object/xq5_33deakcz11gmgz0g3i3gzesj2jsezx6/b3s23-a5 47P5H1V0]
| 47
|-
| [[c/6o]]
| [https://catagolue.hatsya.com/object/xq6_7530r80m4zy2haar0vhzsko0r20d4/b3s23-a5 49P6H1V0]
| 49
|-
| [[c/7o]]
| [https://catagolue.hatsya.com/object/xq7_0nd0j99j0dnzgj0pappap0jgz011y211/b3s23-a5 52P7H1V0]
| 52
|-
! colspan="5" |
|-
| [[c/3d]]
| [https://catagolue.hatsya.com/object/xq3_w8gookf2y2goozpa5vg40s0i084b711z12qb3d8os63654y6osczw126dohwcggy0eok0a533zy3136cog0k6uj1g54k10okc64zy8134460fjjq6am35/b3s23-a5 169P3H1V1]
| style="background: #80ff80;" | 169
|-
| [[c/4d]]
| [https://catagolue.hatsya.com/object/xq4_153/b3s23-a5 Glider]
| style="background: #80ff80;" | 5
|-
| [[c/5d]]
| [https://catagolue.hatsya.com/object/xq5_wg0476eh68z9nn483va62zx1/b3s23-a5 37P5H1V1]
| 37
|-
| [[c/6d]]
| [https://catagolue.hatsya.com/object/xq6_ypgggs2g0lpieezyig8w6e444d01ha3u8zyhfdg7975ebu2qf3zybggx4gi0e0c13731zy8k3dgo83uj1zxg0o4m5a5gikl5075z0g8let1y0gvm1zklgk4n647111zx11/b3s23-a5 201P6H1V1]
| 201
|-
! colspan="5" |
|-
| [[c/5k]]
| [https://catagolue.hatsya.com/object/xq5_8s6nj7ac0goooz6g44c88bgloqaz064933321bf38ogzx676l255k20g6z0ocj745c92e9e86zw135xop9ak2s4ggzy3v3aaq46o6agooogzy431c42bjcs1q4nzy7o46mk20gbagzy77050osws65izyg3mgl6u4s8ozyi20evave95cs8zyi8o4niphde0h2zyi25086a80s073zylt55lfc404skzyr5ar7ms4czytgcift0k0gzys3ddd23101/b3s23-a5 386P5H2V1]
| 386
|}
===Infinite growth===
A variety of [[linear growth]] patterns are known, including [[gun]]s,<ref name="post214903" /> [[puffer]]s,<ref name="post212651" /> [[rake]]s,<ref name="post212502"/> [[tubstretcher]]s,<ref name="post213858" /> [[growing spaceship]]s,<ref name="post213591" /> and a [[slide gun]].
Below is a gallery of small linear growth patterns:
{{gallery item|{{EmbedViewer
|rle = x = 51, y = 85, rule = B3/S23-a5
21b2o5b2o$20b2ob2ob2ob2o$20b2obo3bob2o2$22b2o3b2o$22b3ob3o$24b3o$25bo
2$23b2ob2o$20bo4bo4bo$18b2ob4ob4ob2o$19bo3b5o3bo$21bobobobobo$23bo3bo$
22b2o3b2o$22b3ob3o$17b3o2bobobobo2b3o$18bobobo5bobobo$20bo2bo3bo2bo$
18bobo9bobo$19b2o9b2o$20b2o7b2o$19b3obo3bob3o$22bo5bo$18b2o2bo5bo2b2o$
18bob2obo3bob2obo$20b2o7b2o7$18bo13bo$16bo2bo11bo2bo$16b2o15b2o$17bobo
11bobo$17bobo11bobo8$13bo23bo$12bo25bo$12b3o21b3o10$9bo31bo$8bo33bo$8b
3o29b3o10$5bo39bo$4bo41bo$4b3o37b3o10$bo47bo$o49bo$3o45b3o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 6 GPS 6 TRACKLOOP 16 0/16 -8/16 Y -20 ]]
|position = left
|caption = A p16 c/2 backrake, found using [[ikpx2]]
|style = width:300px;
|apgcode = yl16_1_10_b7e8c7057c5317a06464c1ad917f8c64/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 66, y = 65, rule = B3/S23-a5
3o$o$bo3bo$3b2ob2o2$5bo2bo2$7b2o$8bo$9bo$10b2o$10b2o$11b2o$13b2o$14b3o
3$15b3o$19b2o$19bo2bo$19bobo$22bo$21bo$21b2obo$25bo$24b2o$25b2o$27bob
o$28bo$28bo$31b4o$31bob3o$31b2obobo$31b6o$32bob3obo$33b7o2bo$36bo2b3o
bo$35b2obob2obo$36b2o3bo$37b2o3bo2bo$37b3o2b3ob2o$36bo3b2ob2ob2o$37b2o
2b2ob2o$41b3o3b2obo$40bo2bo3bobobo$41b2o7bobo$41b2ob2o2bobo$44bo2b2ob
o$45bo4bo$44bob4o$45bo6bo$46bo4bobo$52bobo$53bobo$54bobo$55bobo$56bob
o$57bobo$58bobo$59bobo$60bobo$61bobo$62bobo$63bobo$64bo!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 7 GPS 12 X -5 Y -5 TRACKLOOP 4 -1/4 -1/4 ]]
|position = right
|caption = A c/4d [[tubstretcher]], found using [[ikpx2]]
|style = width:300px;
|apgcode = yl4_iforgottheapgcode/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 126, y = 126, rule = B3/S23-a5
5b3o$5bo$6bo$8b2o$9bo$2o5b2ob2o$obo$o4bo4bobo$3bobo6b2o$3b2o6bo$5bobo
2bob2obo$5bo3bo2b2obo$7b2ob2o3b2o$8bob2o4b3o$16b2o$10b3o3bo$12b4o$13b
2o4b2o$13bo4bob2o$17bobobo2bobo$17b2o6b2o$18b2o2bobo$21bo3b2obo$24b2o$
19bobobobo2bo$20bob3o4bo$19b2obo4b2o2bo$26bo2bobo$22bobobobo2bo$25bobo
3bo$31bo$26b8o$31bo2b2o$31bo2b5o$32b2obob3o$32b3ob2o3bo$33bobobo5bo$
33b4o2b2obo$33b2o4b4o$34bo2b2obobob2o$37b3o4b2o$35bo2bo7bo$37b3o4bobo$
36bo6b2obo$39b2ob2o2bo2bo$39b2o5b5o$41b5obo$45b5obo$45bobob3o$44b2ob2o
bobo$45bo2b2ob3ob2o$47b2obo4bobo$49b2o$50bo5bo$56b2o$50b2o3b2o3bo$50bo
2b4ob2o$51bo2bo7bo$56bob2obo$56bobo2bo$55bo4b4o$58b3ob2o$57bo2b2o2bo$
60b2o2bo3b2o$62b2ob4ob2o$64b2o2bob2o$64bobob4o$64bo2b2o$63b7o$63bo2bob
o2bo$64b3o5bo$64b3o2bo2bo$70b2o2b2o$74b2obo$72b2o4bo$72b2o3bo$77b4o$
73bob2o4bo$74bobo3bobo$76bo4bobo$76bobo3bobo$77bobo3bobo$78bobo3bobo$
79bobo3bobo$80bobo3bobo$81bobo3bobo$82bobo3bobo$83bobo3bobo$84bobo3bob
o$85bobo3bobo$86bobo3bobo$87bobo3bobo$88bobo3bobo$89bobo3bobo$90bobo3b
obo$91bobo3bobo$92bobo3bobo$93bobo3bobo$94bobo3bobo$95bobo3bobo$96bobo
3bobo$97bobo3bobo$98bobo3bobo$99bobo3bobo$100bobo3bobo$101bobo3bobo$
102bobo3bobo$103bobo3bobo$104bobo3bobo$105bobo3bobo$106bobo3bobo$107bo
bo3bobo$108bobo3bobo$109bobo3bobo$110bobo3bobo$111bobo3bobo$112bobo3bo
bo$113bobo3bobo$114bobo3bobo$115bobo3bobo$116bobo3bobo$117bobo3bobo$
118bobo3b2o$119bobo$120bobo$121b2o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 12 TRACKLOOP 4 -1/4 -1/4 Y -20 ]]
|position = right
|caption = A c/4d double [[tubstretcher]], found using [[ikpx2]]
|style = width:300px;
|apgcode = yl4_1_4_239f5fb6f41059f03c0b7bf04ded49a8/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 112, y = 139, rule = B3/S23-a5
12b3o$11bo2bob2o$10b2o3bob3o$10bob2ob2obobo$10b2ob2obob2o$8b2obo4b2o$
7b4obo2bo$6b2o5bob2o2b2o$5b2o12bo$5b2o2b2o2b5o3bobo$2b3obo2bo5bo2b3o2b
o$b2ob2o9bo2b2o4b2o$o2bo2bo13bo$o2b2o2bobo9bob2o$2o2bo4bo11b2o$2b2o2b
2ob3o6b2o$bob3obobo9bobo$b2o2bo3bo6b2o3bo$2b3o5b2o3b3obo$2bobo3bo4b2o
6bo$3bo3b4o3bo2b2o2bo2b3o$8bobo2b3obo3bob4o$8bo5b3o5bob3o$8bo2bo3bo2b
2o2b2o4b2o$10bo4bob3o3bo2bob2o$8bob2o3bo6bo2b2o$7bobobo6b2obo4bob2o$6b
o4b2obo2b3obo2bo2b2o$6bo2bo2bobo3b2o4b5o$6bo2bobo2b4ob2obo3bo$12bo3bo
5bo2bo$13b6o3bo5bo$13b4o7b2obo$14bo2bob3obob2obobo$14b4o3b2ob3o$14b2o
5bobo4b2o$18b2obob2o2b3o$16bo4bob6o$15bo4b3o2b2obo$14b2o5b3obo2bo2bo$
15b2o3b6o2b2o2bo$15b2ob2obo2bobo4bo2bo$15b2o2b2obo4b2o4bo$15bob4o4bobo
5bobo$21bobo3bo4b4o$16bobo3bo9bo4b2o$15b3o2bo2bo7bo2bo$15bo2bob2o10bob
o$16bo4b2o7bo2bo$18bo2bo3b3o2b2o$21bo3bo7bobo$19b3o3bo2bobo2bobo$23b2o
2b2ob2o3bo$21bobo3b2ob3obobo$21b2o6b2obo$22bo5b4o2b2o$22bo5bo3b2ob3o$
23b2o3b2o3b2obo$27bo4bobo3b2o$25bobo10bo$28b2o3bo$32b2obob2o$31b3ob3o$
37bo$38b3o$38b2o$41b2o$40b3o$45bo$44b2o$43b3o$42b2o$41b3o2bo$45bobo$
46bobo$47bobo$48bobo$49bobo$50bobo$51bobo$52bobo$53bobo$54bobo$55bobo$
56bobo$57bobo$58bobo$59bobo$60bobo$61bobo$62bobo$63bobo$64bobo$65bobo$
66bobo$67bobo$68bobo$69bobo$70bobo$71bobo$72bobo$73bobo$74bobo$75bobo$
76bobo$77bobo$78bobo$79bobo$80bobo$81bobo$82bobo$83bobo$84bobo$85bobo$
86bobo$87bobo$88bobo$89bobo$90bobo$91bobo$92bobo$93bobo$94bobo$95bobo$
96bobo$97bobo$98bobo$99bobo$100bobo$101bobo$102bobo$103bobo$104bobo$
105bobo$106bobo$107bobo$108bobo$109bobo$110b2o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 12 TRACKLOOP 3 -1/3 -1/3 Y -20 ]]
|position = left
|caption = A c/3d [[tubstretcher]], found using [[ikpx2]] (a reduction is known; see the next gallery item)
|style = width:300px;
|apgcode = yl3_1_2_68230f624fb7a1ce0993de5602efde3f/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 96, y = 39, rule = B3/S23-a5
14b2obo$10b3obob6o$9bo2bobo3b3obo$8b2o6bo4b2o$7b2obob2o5bo2b2o$6b2o4b
obo4b2o4bo$5b2o3b2ob2o4b2obob2o$4b2o5b2o$3b2o4bo2bo7bo2bo$2b2o4bob2o3b
2o4bobobo$bo2bobo2bo2b3o2bo7b2obo$bo4b2obo4b2o8b6o$b2ob2ob2obo2b3o9b2o
bo2bo$4bobo3bob3o10b2o2bobo$3o2b2o3b5ob2o7b2o3bo$o8bob2o5bo10bo$bobo5b
o4bo3bo9bo2b2o$2o8bo3bo3b3o7bo4bo$b2o12b5o8bo3bo$b2ob3o10b2o$b2o2b2ob
o8bo3b2ob2o$bobo5bo10bob2obo$2b3obo13b2obo2b2o$4bo3b2o11b2obo2b6obo$6b
o4bo8bo2bo2bob2o4b2obo$5b2o2b6o5b2o3b4o3bo2bo2bo2b2o$10b5o7bob2o2b2ob
obobo4b2obo$11bo10b2obobobo3bo5bobo$10b3o3b3o4b4o4bob2o3b3obo$11bobob
o7b2ob2o4b2obo2bo2bobo5b3o14b3o14b2o3b2o$14bo8bo8bobo4bo2bobo4bo6b3o7b
o15b2o3b2o$12b2o2bo6bo2bobo6bo7bobo4bo5bo10bo10b3o2bobo3bo$16bobo4bob
o3b2o5b2o6bobo5bo5bob3o6bo7bo2bo3bo$17bo8b4o6b2o7bobo3b3obo4b3ob2o2b4o
b6o5bo5b2o$23b2o3bobo15bobo2bobo4bo3b4o2bobob2ob3o8bo2b2o2bo$24b3o2bo
bo15bobo4b3o6bobobo3bo4bo2b2o5b2o4b4o$32b2o14b3o3b2ob2o7bo4b3ob3ob2o7b
o2bo3bo$24bo7b2o15b2o16b2o2bo4b2ob2o11bo$25bo!
|viewerconfig = #C [[ AUTOSTART AUTOFIT WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 5 GPS 12 TRACKLOOP 200 -1/3 -1/3 Y -20 ]]
|position = left
|caption = A growing spaceship with frontend speed c/3d and backend speed c/4d, made by attaching a c/4d tubeater to a c/3d tubstretcher
|style = width:300px;
|apgcode =
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 49, y = 86, rule = B3/S23-a5
20b2o5b2o$19b2ob2ob2ob2o$19b2obo3bob2o2$21b2o3b2o$21b3ob3o$23b3o$24bo
2$22b2ob2o$19bo4bo4bo$17b2ob4ob4ob2o$18bo3b5o3bo$20bobobobobo$22bo3bo$
21b2o3b2o$21b3ob3o$16b3o2bobobobo2b3o$17bobobo5bobobo$19bo2bo3bo2bo$
17bobo9bobo$18b3o7b3o$20bo7bo$19b2o7b2o$19bo9bo3$17b3o9b3o$17b2o2bo5bo
2b2o$15b2ob2obo5bob2ob2o$2b3o3b3o4b2o2bo9bo2b2o4b3o3b3o$bo2bo3bo2bo4b
2o13b2o4bo2bo3bo2bo$bo3bobo3bo5bobo9bobo5bo3bobo3bo$3bobobobo8bo11bo8b
obobobo$2o2bo3bo2b2o23b2o2bo3bo2b2o$obob2ob2obobo23bobob2ob2obobo$3bob
obobo29bobobobo$4bo3bo31bo3bo$15b2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo
$15b2o15b2o5$15b2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo$15b2o15b2o5$15b
2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo$15b2o15b2o2$20b3o$20bo$21bo$15b
2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo$15b2o15b2o2$20b3o$20bo$21bo$15b
2o$14bo2bo$14bo2bo$15b2o2$20b3o$20bo$21bo$15b2o$14bo2bo$14bo2bo$15b2o
2$20b3o$20bo$21bo!
|viewerconfig = #C [[ WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 ]]
|position = right
|caption = A growing spaceship, with a frontend speed of c/2 and a backend speed of 32c/114.
|style = width:300px;
|apgcode = yl3_1_2_68230f624fb7a1ce0993de5602efde3f/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 106, y = 106, rule = B3/S23-a5
5b3o$5bo$6bo$8b2o$9bo$2o5b2ob2o$obo$o4bo4bobo$3bobo6b2o$3b2o6bo$5bobo
2bob2obo$5bo3bo2b2obo$7b2ob2o3b2o$8bob2o4b3o$16b2o$10b3o3bo$12b4o$13b
2o4b2o$13bo4bob2o$17bobobo2bobo$17b2o6b2o$18b2o2bobo$21bo3b2obo$24b2o$
19bobobobo2bo$20bob3o4bo$19b2obo4b2o2bo$26bo2bobo$22bobobobo2bo$25bobo
3bo$31bo$26b8o$31bo2b2o$31bo2b5o$32b2obob3o$32b3ob2o3bo$33bobobo5bo$
33b4o2b2obo$33b2o4b4o$34bo2b2obobob2o$37b3o4b2o$35bo2bo7bo$37b3o4bobo$
36bo6b2obo$39b2ob2o2bo$39b2o5bob2obo$41b5o2bo3bo$51b3o$45b2o3bo$45bo5b
o$48bo3bo$45bobobo3bo$46b2o2bo3bo$47bo3bo3bo$52bo3bo$53bo3bo$54bo3bo$
55bo3bo$56bo3bo$57bo3bo$58bo3bo$59bo3bo$60bo3bo$61bo3bo$62bo3bo$63bo3b
o$64bo3bo$65bo3bo$66bo3bo$67bo3bo$68bo3bo$69bo3bo$70bo3bo$71bo3bo$72bo
3bo$73bo3bo$74bo3bo$75bo3bo$76bo3bo$77bo3bo$78bo3bo$79bo3bo$80bo3bo$
81bo3bo$82bo3bo$83bo3bo$84bo3bo$85bo3bo$86bo3bo$87bo3bo$88bo3bo$89bo3b
o$90bo3bo$91bo3bo$92bo3bo$93bo3bo$94bo3bo$95bo3bo$96bo3bo$97bo3bo$98bo
3bo$99bo3bobo$100bo3b2o$101bo$102bo$101b2o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 12 TRACKLOOP 4 -1/4 -1/4 Y -20 ]]
|position = right
|caption = A c/4d double [[linestretcher]], found using [[ikpx2]]
|style = width:300px;
|apgcode = yl4_1_2_d900f3c2a36dc20a1459e0d2d1c66e69/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 111, y = 100, rule = B3/S23-a5
2b30o$2b30o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o
30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$
2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b
2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o
30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$
2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b
2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o
30b2o$2o30b2o$2o30b2o$2b30o$2b30o12$20b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o
6b2o6b2o6b2o6b2o$20b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o$20b
2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o4$14bo3bo$10b2obob3obob
2o$9bobobo2bo2bobobo$9b2o2bobobobo2b2o$13bobobobo$9b4obobobob4o$8bo4bo
5bo4bo$9bob2o7b2obo$9b2o2bo5bo2b2o$9bob2o7b2obo$8bo4bo5bo4bo$9b4obobob
ob4o$13bobobobo$9b2o2bobobobo2b2o$9bobobo2bo2bobobo$10b2obob3obob2o$
14bo3bo!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 4 LOOP 32 X -20 ]]
|position = right
|caption = A p32 T gun
|style = width:300px;
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 178, y = 219, rule = B3/S23-a5
67bo$67bo$63bobo2bo$61b3o2b2o$63b3obo$66bo4$47b3o$46b2ob2o$46b3ob2o$
50b2o$48b3o$49b2o$48bo14$26b2o$2b3o21b3o$b2ob2o20b2o$b2o2bo$2bobo$2b3o
2$54b4o$54bo2b2o$53bo5bo$54b2o2bo$54bo3$4b2o$3bobo$3bo$2b2o2$38b3o$37b
2ob2o$36b2ob3o$36b2o$37b3o$37b2o$39bo32bob2o$72b2obo$66b2o5bobobo$65b
3o5bo3bo$66b2o6b3o$75b2o5$42b2o$42bo$43b3o$45bo19$31bo$31b3o$34bo$33b
2o3$53bo$2b2o48bobo$2o49b2ob2ob2o$2ob3o45bobo3b3o$bo3bo43b2o6b3o$2b3o
44b3o7bo$4b2o44b2o3b4o$55bo$55bo$38b2o$37b5o$36b2o2b2o$36bobobobo$36b
3o$37b2o5$70bobo$71b2o$71bo$22bo$20b2ob2o$20bo2bo$20bo$20b2o$21bobo$
22bo$71b2o$69b2ob2o$69bo3bo$69b5o$71b2o15$26b2o$24b5o$16b2o6b2o2b2o$
15b3o5bobobobo$16b2o9b3o$27b2o$11bo$11bo$10b3o$12bo$10bobo$11bobo$8b2o
b2o$10bo63$175bobo$176b2o$176bo!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 3 GPS 42 LOOP 420 X -20 ]]
|position = right
|caption = A p420 glider gun, which uses a G+T->2G+2T [[over-unity reaction]].
|style = width:300px;
}}}}
No infinite growth patterns have occurred [[natural|naturally]] or semi-naturally as of August 2026, despite over 100 billion [[soup]]s having been searched across all official [[symmetry|symmetries]].

On August 23rd 2026, [[I6 I6]] finalised an engineered [[breeder]], the first [[quadratic growth]] known in the rule.<ref name="post233746"/> It utilises many [[rakes]] that shoot gliders to synthesise a variant of the p420 [[gun]] shown above.
{{EmbedViewer
|pname = TravellingTsBreeder
|viewerconfig = #C [[ MAXGRIDSIZE 14 WIDTH 500 HEIGHT 1000 ]]
|position = center
|caption = The first version of the breeder, initial population 18195.
|style = width:400px;
}}
==Universality==
On December 20th, 2025, [[PK22]] posted a [[Rule 110]] [[metacell]], proving the rule [[Universal computer|Turing-complete]].<ref name="post222945" />
== References ==
<references>
<ref name="post212502">{{LinkForumThread
|format = ref
|p = 212502
|title = Travelling Ts(b3s23-a5)
|author = ThePlayzr
|date = May 29, 2025
}}</ref>
<ref name="Catagolue">{{LinkCatagolueRule|b3s23-a5/ror_stdin}}</ref>
<ref name="post212541">{{LinkForumThread
|format = ref
|p = 212541
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 30, 2025
}}</ref>

<ref name="post237962">{{LinkForumThread
|format = ref
|p = 237962
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = October 19, 2026
}}</ref>
<ref name="post237966">{{LinkForumThread
|format = ref
|p = 237966
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = October 19, 2026
}}</ref>
<ref name="post128639">{{LinkForumThread
|format = ref
|p = 128639
|title = Re: Miscellaneous Discoveries in Other Cellular Automata
|author = creeperman7002
|date = April 21, 2021
}}</ref>
<ref name="post218650">{{LinkForumThread
|format = ref
|p = 218650
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = September 26, 2025
}}</ref>
<ref name="post229016">{{LinkForumThread
|format = ref
|p = 229016
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 24, 2026
}}</ref>
<ref name="post229025">{{LinkForumThread
|format = ref
|p = 229025
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 24, 2026
}}</ref>
<ref name="post229276">{{LinkForumThread
|format = ref
|p = 229276
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 30, 2026
}}</ref>
<ref name="post229828">{{LinkForumThread
|format = ref
|p = 229828
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = June 14, 2026
}}</ref>
<ref name="post223837">{{LinkForumThread
|format = ref
|p = 223837
|title = Re: Travelling Ts(b3s23-a5)
|author = R2INT
|date = January 10, 2026
}}</ref>
<ref name="post214235">{{LinkForumThread
|format = ref
|p = 214235
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = July 7, 2025
}}</ref>
<ref name="post214903">{{LinkForumThread
|format = ref
|p = 214903
|title = Re: Travelling Ts(b3s23-a5)
|author = Luka Okanishi
|date = July 21, 2025
}}</ref>
<ref name="post212651">{{LinkForumThread
|format = ref
|p = 212651
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = May 31, 2025
}}</ref>
<ref name="post213858">{{LinkForumThread
|format = ref
|p = 213858
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = June 29, 2025
}}</ref>
<ref name="post213591">{{LinkForumThread
|format = ref
|p = 213591
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = June 22, 2025
}}</ref>
<ref name="post222945">{{LinkForumThread
|format = ref
|p = 222945
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = December 20, 2025
}}</ref>
<ref name="post232594">{{LinkForumThread
|format = ref
|p = 232594
|title = Re: Travelling Ts(b3s23-a5)
|author = ThePlayzr
|date = August 6, 2025
}}</ref>
<ref name="post232624">{{LinkForumThread
|format = ref
|p = 232624
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = August 6, 2026
}}</ref>

<ref name="post233746">{{LinkForumThread
|format = ref
|p = 233746
|title = Re: Travelling Ts(b3s23-a5)
|author = I6_I6
|date = August 23, 2026
}}</ref>
</references>

== External Links ==
* [[User:PK22/OCA:Travelling Ts]]
* {{LinkForumThread|f=11|t=6970|title=Travelling Ts (B3/S23-a5) and its variants}}
* {{LinkCatagolueRule|b3s23-a5}}

[[Category:Isotropic non-totalistic rules]]
[[Category:2×2 block rules]]
__NOTOC__

Template:OCACurrentNews/editcopy

2026-10-19T14:45:11Z

TheWayOfTheCon: Omniperiodicity of Travelling Ts

The Life CurrentNews news item submissions page can be found at [[Template:CurrentNews/editcopy]]; it follows the same style guide as this template.
----

* '''October 19''': [[Hotcrystal0]] [https://conwaylife.com/forums/viewtopic.php?p=237962#p237962 proves] [[Travelling Ts]] [[omniperiodic]] using a series of new [[drifter]] loops, proof [https://conwaylife.com/forums/viewtopic.php?p=237966#p237966 formalized] by [[PK22]].

User:R2INT/OCA:Travelling Ts/Spaceship Search Status Page

2026-10-19T14:39:40Z

TheWayOfTheCon: Per ThePlayzr's request; forfeiting my branch 26 and 27 claims to the first two claims available past mine, branches 8 and 9.

Spaceship search status tracker for Travelling Ts.
== c/8 B3/S23-a5 search progress ==

The 128 search branches are tracked below. Claim an unclaimed branch by adding your username in the Claimant column. To verify a branch as completed, please post your longest partial in the Travelling Ts forum thread. Please do not claim a branch if you do not intend to do it within a month.

{| class="wikitable" style="text-align:center;"
! Backup name !! Claimant
|- style="background-color:#b6d7a8;"
| <code>br-00001</code> || R2INT
|- style="background-color:#fff2a8;"
| <code>br-00002</code> || R2INT
|- style="background-color:#fff2a8;"
| <code>br-00003</code> || R2INT
|- style="background-color:#fff2a8;"
| <code>br-00004</code> || R2INT
|- style="background-color:#fff2a8;"
| <code>br-00005</code> || R2INT
|- style="background-color:#fff2a8;"
| <code>br-00006</code> || R2INT
|- style="background-color:#b6d7a8;"
| <code>br-00007</code> || TheWayOfTheCon
|- style="background-color:#fff2a8;"
| <code>br-00008</code> || TheWayOfTheCon
|- style="background-color:#fff2a8;"
| <code>br-00009</code> || TheWayOfTheCon
|- style="background-color:#b6d7a8;"
| <code>br-00010</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00011</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00012</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00013</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00014</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00015</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00016</code> || speedydelete
|- style="background-color:#fff2a8;"
| <code>br-00017</code> || MDA
|- style="background-color:#f4cccc;"
| <code>br-00018</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00019</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00020</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00021</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00022</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00023</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00024</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00025</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00026</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00027</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00028</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00029</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00030</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00031</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00032</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00033</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00034</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00035</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00036</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00037</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00038</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00039</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00040</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00041</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00042</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00043</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00044</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00045</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00046</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00047</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00048</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00049</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00050</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00051</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00052</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00053</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00054</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00055</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00056</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00057</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00058</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00059</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00060</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00061</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00062</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00063</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00064</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00065</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00066</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00067</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00068</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00069</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00070</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00071</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00072</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00073</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00074</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00075</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00076</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00077</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00078</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00079</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00080</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00081</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00082</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00083</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00084</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00085</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00086</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00087</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00088</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00089</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00090</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00091</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00092</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00093</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00094</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00095</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00096</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00097</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00098</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00099</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00100</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00101</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00102</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00103</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00104</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00105</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00106</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00107</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00108</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00109</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00110</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00111</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00112</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00113</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00114</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00115</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00116</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00117</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00118</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00119</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00120</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00121</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00122</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00123</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00124</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00125</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00126</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00127</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00128</code> || ''unclaimed''
|}

=== Status key ===
* Unclaimed — available to claim
* Claimed — being searched by the listed claimant
* Completed — longest partial posted and verified

=== Completion verification ===
When you finish a branch, post its longest partial in the RLE below or the Travelling Ts page and include the associated backup number. Then, color the associated box green to indicate completion.

{{EmbedViewer
| rle = x = 3321, y = 126, rule = B3/S23-a5History
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D17.D3.D3.D17.D3.D7.D13.D3.D3.D3.D13.D3.D3.D3.D13.D3.D3.D3.D13.D3.D4.
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| position = center
| caption = Maximum c/8 partials from each of the completed branches.
}}

= References =
Link to the c/8 search dump: {{LinkForumThread
|p = 237691
|title = Re: Travelling Ts(b3s23-a5) and its variants
|author = R2INT
|date = October 16, 2026}}

OCA:Travelling Ts

2026-10-19T06:18:09Z

TheWayOfTheCon:

{{Rule
|name = Travelling Ts
|imgname = Travelling Ts
|char = Chaotic
|b = 3
|s = 23-a5
|reversal = B01245a78/S01234678
}}
'''Travelling Ts''' is an [[isotropic non-totalistic cellular automaton]] named in reference to its most common [[spaceship]], known as the T. In this rule, chaotic patterns are similar in many regards to [[Conway's Game of Life]], but are denser, shorter-lived, and expand more slowly. In May {{year|2025}}, ThePlayzr started a forum thread for this rule,<ref name="post212502" /> which ended up getting over 800 posts by the end of the year. Travelling Ts has well-developed [[technology]], with many engineered [[gun|guns]], [[Infinite growth|infinite growth patterns]], and [[oscillators]], and is also known to be [[Turing-complete]].

== Rulestring ==

Travelling Ts has a [[rulestring]] very similar to that of [[Conway's Game of Life]], having B3 and S23. It differs in S5, as adding that to Life's rulestring makes it [[explosive]]. This, however, is prevented by a singular [[INT]] condition, that being S3-a. Thus, cells only die with three neighbors if the cells are arranged like so: 
[[image:INT Moore R1 3a.png|center|75px]]
The live neighbors in S3a make up the same neighborhood as any live cell has in [[block]], which consequently rules out the block as a [[still life]]. Other very common patterns, like the [[glider]] and [[blinker]], do not need S3a, so they work as normal under the rulestring.

== Patterns ==

=== Common sequences ===

Due to chaotic patterns being less hollow and isolated than in [[Life]], there is less potential in regards to common [[evolutionary sequence|evolutionary sequences]] in Travelling Ts. Nevertheless, there are a few recognized common evolutionary sequences in the rule.

{{EmbedViewer
|rle = x = 47, y = 4, rule = B3/S23-a5
b2o20bo20b2o$o2bo18bobo18bo2bo$o2bo17b2ob2o17b3o$3o20bo19bobo!
|position = center
|caption = Identified evolutionary sequences include (from left to right): [[Teardrop]] (D), [[Angel]] (A), and Rotator (P)
}}

=== Still lifes ===
Most still lifes from [[Life]] work with this rule. Some of the most common [[still lifes]] are [[loaf]], [[boat]], [[pond]], and [[beehive]]. [[Block]] is notably absent, due to the absence of S3a. [[Small lake]], [[Hat cis-siamese hat|hat siamese hat]], and [[trans-rotated bun]] become much more common in this rule compared to regular Life, as they have relatively common [[predecessor]]s.

[[Alien]] still lifes are generally less common. Below is a small collection of small alien still lifes:
{{EmbedViewer
|rle = x = 35, y = 21, rule = B3/S23-a5
obo6b2obo6b2o8b2o$3o7b2obo5bobobo5bobobo$bo7b2obo8b3o7b2obo$2o19bo9bo
bo4$bo$obo6b2obo6b2o8b2o$3o5bob2obo5bobo7bobob2o$bo7b2obo8b3o7b2obo$2o
19bobo7bobo5$bo7bob2o6b2o8b2o$b3o4bob2obo5bobo7bobobo$3o6b2obo8b3o7b2o
bo$2bo18bobo7bob2o$22bo!
|position = center
|caption = The still lifes in the first column are called "cat", "cat in a hat"and "stable pinwheel", respectively. (The rest are unnamed.)
}}
Travelling Ts also has [[induction coil]]s which can often replace [[tail]]s, [[nine]]s or [[line of three|lines of three]] in general from still lifes from Life:
{{EmbedViewer
|rle = x = 11, y = 11, rule = B3/S23-a5
b2o5b2o$bo6bobo$3o4b3o5$bo6b2o$obo4bobo$bo6bo$3o4b3o!
|position = center
}}
=== Oscillators ===
Travelling Ts is similar to [[Life]], meaning that some [[oscillators]] from Life work in this rule.<ref name="Catagolue" /> In addition, all of the Margolus oscillators from {{rl|2×2}} work in this rule, due to S5 and the absence of S3a.<ref name="post212541" /> This enables the construction of oscillators with all even periods.<ref name="post128639" /><ref name="post214235" /> Below is a collection of oscillators in this rule:
{| style="margin:auto; width:300px"
|{{EmbedViewer
|rle = x = 75, y = 73, rule = B3/S23-a5
68b2o$41b2o26bo$26b2o11bo2bo23b2o$26bo13bo$24bobo13bo23bobo$4b3o17b2o
13bo$21b2o18bo20bobo$20bobo17bo$20bo19bo19bobo$19b2o17bo2bo18bo$38b2o
18bo$58b2o3$24bo$23bobo36b2o$22bobobo35bo$20b3o40b3o$5b2o13bobo15bo21b
3o3bo$2bobob2o15b3o12b2o2b2o15bo4b2obo$2bo5bo31bobo15bob3o3bo$3b2obob
o30bobo16bo5b2o$4b2o17b3o12bobo16b2obob2o$20bobo14b2o2b2o15bo4bo$20b3o
19bo15bob3o$22bobobo32bo$23bobo34bo$24bo34b2o5$16b2o$15bo2bo$4bo10bob
o46bo$3b2o11bo3b2o2b2o21bo14b3o$4bo16bo2bobo15b2obo2bo12bo$bo16bo2bo3b
2o15bo6bo7b2obob5o$3o15b3o14b2o7b2ob2o9bobo6bo$7b3o24bobo6b2o12bo2b7o
bo$8bo15b3o7b2o21b3o6bobo$5bo12b2o3bo2bo10b2o2bo2bo15bo3b2o2b2o$5b2o11b
obo2bo13bo5b2o14bo2bo2bobo$5bo13b2o2b2o3bo11bo18b2ob3o2bo$27bobo9bobo
18bobo2b2o$26bo2bo10bobo17bo2bobo$27b2o12bo19b2o2bo$65b2o7$67b2o$3b2o
26b2o34bo$3b2o10bo16bo33b3o$3b2o9bo2bob2o9bo34bo$3b2o8bo6bo7bobo16b2o
17b5o$3b2o9b2ob2o24bobo2bo13bo7bo$3b2o13b2o6bobo13b2ob3o13bob5o2bobob
o$3b2o36b2o19bo5bobob3o$3b2o13bo2bo2bobo17b2o16bo2bo2bobobo$3b2o13b2o
21b2obobo12bo2bobobobo2bo$3b2o18b2o17bo2bo12bobobo2bo2bo$3b2o16bo18bo
bo13b3obobo5bo$3b2o16b2o17b2o14bobobo2b5obo$60bo7bo$60b5o$65bo$62b3o$
63bo$62b2o!
|position = center
|caption = Smallest known oscillators from periods 2 to 17.
}}
|}

A larger collection of the [[SKOP|smallest known oscillators by period]] up to p100 is documented at [[User:PK22/OCA:Travelling Ts/SKOP]].

An [[edgy]] [[dot]] (or in some cases, [[thumb]], [[duoplet]], or [[domino]]) can [[reflect]] a T 90 degrees, enabling the creation of T [[Glider loop oscillator|loop]]s.
The [[sparkers]] below enable the creation of T loops of [[period]]s 3n+30, 5n+30, 6n+30, 7n+28, 8n+32, 10n+30, 11n+33, 20n+40, 24n+48, 25n+50, and 32n+32:
{{EmbedViewer
|pname = TTssparkersreflectingTs
|viewerconfig = #C [[ HEIGHT 400 WIDTH 3600 THUMBSIZE 3 ]]
|position = center
|caption = Sparkers reflecting Ts
|style = width:300px;
}}
As a result, about 79.2% of periods can be constructed, but there is no general solution for all periods above a given number yet, hindering potential progress towards [[omniperiodicity]].

A number of notable [[engine]]-based higher period oscillators are shown below:
{{gallery item|{{EmbedViewer
|rle = x = 98, y = 56, rule = B3/S23-a5
94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b
4o$94b4o$94b4o$94b4o$62b8o24b4o$62b8o24b4o$62b8o24b4o$62b8o24b4o$94b4o
$94b4o$94b4o$94b4o$56o38b4o$56o5b4o29b4o$56o4bobo31b4o$56o3b2obo2bo28b
4o$62bo31b4o$63b2obo27b4o$94b4o$94b4o$94b4o$56b4o34b4o$56b4o34b4o$56b
4o34b4o$56b4o34b4o$56b4o34b4o$56b4o34b4o$56b4o34b4o$56b4o34b4o$94b4o$
94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b4o$94b
4o$94b4o$94b4o$94b4o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 30 LOOP 60 ]]
|position = center
|caption = A p60 R hassler (minpop 524)<ref name="post218650" />
|style = width:300px;
|apgcode = xp60_ffffffffffffffffffffffffffffffffffffffffffffffffffffffffzzzzzyboooozybvvvvy1o040qzyb1111y135d1y0oooooooozyjssssy133333333zyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyjvvvvzyj7777/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 25, y = 19, rule = B3/S23-a5
20b3o$19bo2b2o$21bo2bo$20bob2o$18b2obo$17bo3bo$20bo$12b3o4bo$14bo$13b
2o2$5bo$4bo$3bo3bo$3bob2o$b2obo$o2bo$b2o2bo$2b3o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 16 GPS 32 LOOP 64 ]]
|position = center
|caption = A p64 R hassler (minpop 42)<ref name="post229016" />
|style = width:300px;
|apgcode = xp64_4aale20gzx1233x8s4zydgcc4ozyf47a552/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 36, y = 10, rule = B3/S23-a5
2bo30bo$bo2bobo22bobo2bo$obobob3obo14bob3obobobo$bo4b2o2bo14bo2b2o4bo
$3o7bo14bo7b3o$3b2o5bo14bo5b2o$2obobob2obo14bob2obobob2o$b2o4b4o7bo6b
4o4b2o$ob3obo2bo7b2o7bo2bob3obo$b2obob2o8bobo9b2obob2o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 15 GPS 33 LOOP 66 ]]
|position = center
|caption = P66 R hassler (minpop 97)<ref name="post229025" />
|style = width:300px;
|apgcode = xp66_ad7qj83dc6sy1127y2s6cd38jq7daz5bl0c0e6407ya7046e0c0lb5/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 33, y = 24, rule = B3/S23-a5
12b2o5b2o$11bo2bo3bo2bo$10bo2bo5bo2bo$10bob2o5b2obo$11bo9bo$2o29b2o$2o
29b2o$2o29b2o9$2o29b2o$2o29b2o$2o29b2o$11bo9bo$10bob2o5b2obo$10bo2bo5b
o2bo$11bo2bo3bo2bo$12b2o5b2o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 15 LOOP 132 ]]
|position = center
|caption = P132 ship predecessor hassler (minpop 64), found using [[apgsearch]]. The largest period to have occurred semi-naturally.
|style = width:300px;
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 41, y = 39, rule = B3/S23-a5
13b2o$12bobo2b2o$12b2obob3o$14bo2b2o2$13b3o$13b3o$14bo3$35bo$34b3o$34b
3o2$16b3o16bo2b2o$16bo2bo13b2obob3o$15bo3bo13bobo2b2o$15bo2b2o14b2o$16b
2o2$23b2o$5b2o14b2o2bo$b2o2bobo13bo3bo$3obob2o13bo2bo$b2o2bo16b3o2$4b
3o$4b3o$5bo3$26bo$25b3o$25b3o2$22b2o2bo$21b3obob2o$22b2o2bobo$26b2o!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 11.5 GPS 108 LOOP 216 ]]
|position = center
|caption = P216 teardrop hassler (minpop 86).<ref name="post229276" /> A synthesis is known.<ref name="post229828" />
|apgcode = xp216_y6ccb70qs8zy71273zysg8sozyaciiey966qs0b72zgok0emooy9siicz0116e42zykgogzyh4em1pkdczyl11/b3s23-a5
|style = width:300px;
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 30, y = 30, rule = B3/S23-a5
9bo$9b3o$12bo$11b2o6$28b2o$28bo$8b2o16bobo$7bo2bo15b2o$8b3o$8bobo3$2b2o$bobo$
bo$2o6$17b2o$17bo$18b3o$20bo!
|viewerconfig = #C [[ WIDTH 600 HEIGHT 500 THUMBSIZE 2 ZOOM 11.5 GPS 124 LOOP 248 ]]
|position = center
|caption = P248 active region loop (minpop 37), discovered using ntcatforce.<ref name="post223837" />
|style = width:300px;
|apgcode = xp248_y532aczyoggzy34qasyb643z0o4cz11zyd6a8o/b3s23-a5
}}}}
So far, only one stable [[circuitry]] component has been found, and it has only been used to create a p248 oscillator.<ref name="post223837" /> In Travelling Ts, [[reaction]]s tend to not grow as large as they would in standard [[Life]], resulting in fewer opportunities for [[catalyst]] placements. Additionally, most random initial configurations do not usually immediately separate into smaller active regions and objects the same way they do in Life, so catalysts for one specific use only are not as useful.

=== Spaceships ===
Travelling Ts has four common spaceships. The [[Glider]] remains one of them, with the three new spaceships being called the Travelling T, the Climbing C, and the Flying F (often shortened to just T, C, and F). The eponymous Travelling T is the most common spaceship (and object) in the rule<ref>{{cata|object/xq4_27/b3s23-a5|xq4_27 on Catagolue}}</ref>, while the Flying F is the least<ref>{{cata|object/xq4_27/b3s23-a5|xq2_43bu on Catagolue}}</ref>, with a [[relative frequency]] comparable to the [[Lightweight spaceship]] in Life.
{| style="margin:auto; width:300px"
|{{EmbedViewer
|rle = x = 28, y = 5, rule = B3/S23-a5
7bo8bo8b2o$3o5b2o4b2ob2o4b2ob2o$bo5b2o6bobo6bob2o2$24bo!
|position = center
|caption = From left to right: the Travelling T, the Glider, the Climbing C, and the Flying F.
}}
|}
There are lots of other, larger spaceships. A collection of useful spaceships is displayed below:
{| style="margin:auto; width:300px"
|{{EmbedViewer
|viewerconfig = #C [[ HEIGHT 360 WIDTH 2400 THUMBSIZE 2 ]]
|rle = x = 206, y = 33, rule = B3/S23-a5
184bo$182b4o$179b3obo2b2obo$182bo3bob3o$179bo2bo5bo2b2o$4bo5bo12b3o7b
3o15bo2bo15bo4bo18b5o14bo8b3o12bo11bo29bo4bobob3o2bo$3b3o3b3o11bo2bo2b
o2bo2bo14b2o2b2o13b3o2b3o16b2obob2o12b3o7b2ob2o9bobo9bobo6bo6bo12b2ob
o3b2ob3o4bo$2b2o2bobo2b2o8bobo2bobobobo2bobo10b3ob2ob3o10bo2b4o2bo16b
o3bo13b3o9b2ob2o6bo2bo9bo2bo4b2o6b2o13bo2bobo5b3o2bo$2bo3bobo3bo8bo2b
obobobobobo2bo9b2obo4bob2o31b3obo3bob3o21b3obo7b2o11b2o5bobo4bobo9bo2b
o4bo4b3o2bo2bo$3ob2o3b2ob3o5b2ob2o3bobo3b2ob2o52b2obo3bob2o25bo10bo9b
o6b3ob4ob3o8b2o5bob3obobo3bo2bo$4b3ob3o10bo2bob3ob3obo2bo10bo8bo14b2o
20bobobo11b3ob3o5b2o14b3o5b3o6b12o28bo2bo$6bobo12b2o3bobobobo3b2o8bob
o8bobo10b2o2b2o13b2obo3bo3bob2o7b2ob2o9bo12b2o7b2o5b2ob2o4b2ob2o16bob
o6bo2bo2bo$4bo5bo10bo4bobobobo4bo6bo2bo10bo2bo7b2o4b2o18b3o15bo11bo12b
4o3b4o5b2o2bo4bo2b2o16bob2o6bo2bo2bo$4bo5bo11b2o4bobo4b2o7b3o12b3o8bo
b2obo13b5o5b5o33b3o2bobo2b3o5bobobo2bobobo14b4o2b2o9bo2bo$22b2o4bobo4b
2o34bo2bo14b2o3b5o3b2o20b3o10b3o2bobo2b3o5b2o3b2o3b2o14bobo2bo11bo2bo
$27bo3bo35b2ob6ob2o11bob4ob4obo21bobo14b2ob2o12b6o16b3o13b3obobo$23b2o
3bobo3b2o35bo2bo20bobo26b3o28bo3bo2bo3bo11b3o16bob2ob2o$23bo2b3ob3o2b
o51b2o2b2o7b2o2b2o35b5o10b3o4b3o26bo3b2ob4o$23b2o3bobo3b2o55b2o7b2o39b
obobo10b2obo2bob2o14bo11b2o5bo3bo$26b2obob2o56b3o9b3o19bobobo63bob2ob
o3bob2o$21b5o7b5o86bobo69bo2bo4bo$20bo5b7o5bo83bob3obo63b3obob3o3b2o$
19b2ob4o7b4ob2o50bo11bo19b2o3b2o62b2o4bo5b2o$19b2obo3bo5bo3bob2o51b2o
7b2o20b2o3b2o61bobo3bobo2b2obo$24b3o2bo2b3o57bo7bo22b2ob2o62b3o10bo$27b
5o60bo7bo86bob2o8bo3bo$25b3o3b3o59bo2bo2bo25bo63bo8bob2obo$25bo7bo58b
2obobob2o24bo63bo7bobo$93bobobobo99bo$92b2obobob2o95bo$92bo2bobo2bo95b
2o$93bo5bo$93bo5bo!
|caption = Many of the spaceships that were discovered in this rule. Note that this collection does not include larger spaceships.
}}
|}
The [[c/2|4c/8]] spaceship on the leftmost side has occurred [[seminatural|seminaturally]],<ref>{{cata|object/xq8_8mlp34043plm8zx9y19/b3s23-a5|xq8_8mlp34043plm8zx9y19 on Catagolue}}</ref> and the [[3c/8]] has a useful [[spark]] that can be used in technology to create [[rake]]s and [[puffer]]s.

Additionally, there is a family of [[(2,1)c/5]] [[tagalong]]s, similar to [[minstrel]]s in Life and dubbed 'tinstrels'.<ref name="post232594" /> It is possible to use the [[spark]]s of one tinstrel to support another, leading to arbitrary length tinstrels.<ref name="post232624" />
{{EmbedViewer
|pname = TTstinstrels
|viewerconfig = #C [[ HEIGHT 600 WIDTH 1320 THUMBSIZE 3 ]]
|position = center
|caption = A selection of known 'tinstrels'
|style = width:300px;
}}
A full table of known speeds is shown below. Green means the population has been proven minimal.
{| class="wikitable"
|-
! Speed
! Smallest known
! Minimum # of [[cell]]s
|-
| [[c/2o]]
| [https://catagolue.hatsya.com/object/xq2_4ra/b3s23-a5 Climbing C]
| style="background: #80ff80;" | 7
|-
| [[3c/7o]]
| [https://catagolue.hatsya.com/object/xq7_074btk8go0og8ktb47z0g06h1579s9751h60gz32p26qpy1pq62p23z0o07vggy1ggv70oz0112e7g58885g7e211z0180s2ct4c4tc2s081z4bsg79l2x2l97gsb4zx38kq2v0v2qk83zy1gacgggcagzx84g41m0m14g48zwgg885l1r1l588ggz0988o120111021o889zxqueo0g0g0oeuqzwnua104cfc401aunzd1c50guvxvug05c1dzw7ebhs9f8f9shbe7/b3s23-a5 428P7H3V0]
| 428
|-
| [[2c/5o]]
| [https://catagolue.hatsya.com/object/xq5_wur3e0u4aa6zwdrq9q465uozx36gbgmkvuzy08n0q7qzy4iehle8ggzy08c022hk01z8qr0arz40c106hsozy33mogzy58qo/b3s23-a5 152P5V2H0]
| 152
|-
| [[3c/8o]]
| [https://catagolue.hatsya.com/object/xq8_3152cy4c2513zx1327c22c7231/b3s23-a5 36P8V3H0]
| 36
|-
| [[c/3o]]
| [https://catagolue.hatsya.com/object/xq3_xc825z0e51038442222zff066z07a80c1224444zx314a/b3s23-a5 54P3H1V0]
| style="background: #80ff80;" | 54
|-
| [[2c/7o]]
| [https://catagolue.hatsya.com/object/xq7_ggg0g0ggo804sbwe4owk44oz30lklb11y3kn21tw2m29bsz74606366c80gs8wrhe20khhd23zy93w1/b3s23-a5 115P7H2V0]
| 115
|-
| [[c/4o]]
| [https://catagolue.hatsya.com/object/xq4_27/b3s23-a5 Travelling T]
| style="background: #80ff80;" | 4
|-
| [[c/5o]]
| [https://catagolue.hatsya.com/object/xq5_33deakcz11gmgz0g3i3gzesj2jsezx6/b3s23-a5 47P5H1V0]
| 47
|-
| [[c/6o]]
| [https://catagolue.hatsya.com/object/xq6_7530r80m4zy2haar0vhzsko0r20d4/b3s23-a5 49P6H1V0]
| 49
|-
| [[c/7o]]
| [https://catagolue.hatsya.com/object/xq7_0nd0j99j0dnzgj0pappap0jgz011y211/b3s23-a5 52P7H1V0]
| 52
|-
! colspan="5" |
|-
| [[c/3d]]
| [https://catagolue.hatsya.com/object/xq3_w8gookf2y2goozpa5vg40s0i084b711z12qb3d8os63654y6osczw126dohwcggy0eok0a533zy3136cog0k6uj1g54k10okc64zy8134460fjjq6am35/b3s23-a5 169P3H1V1]
| style="background: #80ff80;" | 169
|-
| [[c/4d]]
| [https://catagolue.hatsya.com/object/xq4_153/b3s23-a5 Glider]
| style="background: #80ff80;" | 5
|-
| [[c/5d]]
| [https://catagolue.hatsya.com/object/xq5_wg0476eh68z9nn483va62zx1/b3s23-a5 37P5H1V1]
| 37
|-
| [[c/6d]]
| [https://catagolue.hatsya.com/object/xq6_ypgggs2g0lpieezyig8w6e444d01ha3u8zyhfdg7975ebu2qf3zybggx4gi0e0c13731zy8k3dgo83uj1zxg0o4m5a5gikl5075z0g8let1y0gvm1zklgk4n647111zx11/b3s23-a5 201P6H1V1]
| 201
|-
! colspan="5" |
|-
| [[c/5k]]
| [https://catagolue.hatsya.com/object/xq5_8s6nj7ac0goooz6g44c88bgloqaz064933321bf38ogzx676l255k20g6z0ocj745c92e9e86zw135xop9ak2s4ggzy3v3aaq46o6agooogzy431c42bjcs1q4nzy7o46mk20gbagzy77050osws65izyg3mgl6u4s8ozyi20evave95cs8zyi8o4niphde0h2zyi25086a80s073zylt55lfc404skzyr5ar7ms4czytgcift0k0gzys3ddd23101/b3s23-a5 386P5H2V1]
| 386
|}
===Infinite growth===
A variety of [[linear growth]] patterns are known, including [[gun]]s,<ref name="post214903" /> [[puffer]]s,<ref name="post212651" /> [[rake]]s,<ref name="post212502"/> [[tubstretcher]]s,<ref name="post213858" /> [[growing spaceship]]s,<ref name="post213591" /> and a [[slide gun]].
Below is a gallery of small linear growth patterns:
{{gallery item|{{EmbedViewer
|rle = x = 51, y = 85, rule = B3/S23-a5
21b2o5b2o$20b2ob2ob2ob2o$20b2obo3bob2o2$22b2o3b2o$22b3ob3o$24b3o$25bo
2$23b2ob2o$20bo4bo4bo$18b2ob4ob4ob2o$19bo3b5o3bo$21bobobobobo$23bo3bo$
22b2o3b2o$22b3ob3o$17b3o2bobobobo2b3o$18bobobo5bobobo$20bo2bo3bo2bo$
18bobo9bobo$19b2o9b2o$20b2o7b2o$19b3obo3bob3o$22bo5bo$18b2o2bo5bo2b2o$
18bob2obo3bob2obo$20b2o7b2o7$18bo13bo$16bo2bo11bo2bo$16b2o15b2o$17bobo
11bobo$17bobo11bobo8$13bo23bo$12bo25bo$12b3o21b3o10$9bo31bo$8bo33bo$8b
3o29b3o10$5bo39bo$4bo41bo$4b3o37b3o10$bo47bo$o49bo$3o45b3o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 6 GPS 6 TRACKLOOP 16 0/16 -8/16 Y -20 ]]
|position = left
|caption = A p16 c/2 backrake, found using [[ikpx2]]
|style = width:300px;
|apgcode = yl16_1_10_b7e8c7057c5317a06464c1ad917f8c64/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 66, y = 65, rule = B3/S23-a5
3o$o$bo3bo$3b2ob2o2$5bo2bo2$7b2o$8bo$9bo$10b2o$10b2o$11b2o$13b2o$14b3o
3$15b3o$19b2o$19bo2bo$19bobo$22bo$21bo$21b2obo$25bo$24b2o$25b2o$27bob
o$28bo$28bo$31b4o$31bob3o$31b2obobo$31b6o$32bob3obo$33b7o2bo$36bo2b3o
bo$35b2obob2obo$36b2o3bo$37b2o3bo2bo$37b3o2b3ob2o$36bo3b2ob2ob2o$37b2o
2b2ob2o$41b3o3b2obo$40bo2bo3bobobo$41b2o7bobo$41b2ob2o2bobo$44bo2b2ob
o$45bo4bo$44bob4o$45bo6bo$46bo4bobo$52bobo$53bobo$54bobo$55bobo$56bob
o$57bobo$58bobo$59bobo$60bobo$61bobo$62bobo$63bobo$64bo!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 7 GPS 12 X -5 Y -5 TRACKLOOP 4 -1/4 -1/4 ]]
|position = right
|caption = A c/4d [[tubstretcher]], found using [[ikpx2]]
|style = width:300px;
|apgcode = yl4_iforgottheapgcode/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 126, y = 126, rule = B3/S23-a5
5b3o$5bo$6bo$8b2o$9bo$2o5b2ob2o$obo$o4bo4bobo$3bobo6b2o$3b2o6bo$5bobo
2bob2obo$5bo3bo2b2obo$7b2ob2o3b2o$8bob2o4b3o$16b2o$10b3o3bo$12b4o$13b
2o4b2o$13bo4bob2o$17bobobo2bobo$17b2o6b2o$18b2o2bobo$21bo3b2obo$24b2o$
19bobobobo2bo$20bob3o4bo$19b2obo4b2o2bo$26bo2bobo$22bobobobo2bo$25bobo
3bo$31bo$26b8o$31bo2b2o$31bo2b5o$32b2obob3o$32b3ob2o3bo$33bobobo5bo$
33b4o2b2obo$33b2o4b4o$34bo2b2obobob2o$37b3o4b2o$35bo2bo7bo$37b3o4bobo$
36bo6b2obo$39b2ob2o2bo2bo$39b2o5b5o$41b5obo$45b5obo$45bobob3o$44b2ob2o
bobo$45bo2b2ob3ob2o$47b2obo4bobo$49b2o$50bo5bo$56b2o$50b2o3b2o3bo$50bo
2b4ob2o$51bo2bo7bo$56bob2obo$56bobo2bo$55bo4b4o$58b3ob2o$57bo2b2o2bo$
60b2o2bo3b2o$62b2ob4ob2o$64b2o2bob2o$64bobob4o$64bo2b2o$63b7o$63bo2bob
o2bo$64b3o5bo$64b3o2bo2bo$70b2o2b2o$74b2obo$72b2o4bo$72b2o3bo$77b4o$
73bob2o4bo$74bobo3bobo$76bo4bobo$76bobo3bobo$77bobo3bobo$78bobo3bobo$
79bobo3bobo$80bobo3bobo$81bobo3bobo$82bobo3bobo$83bobo3bobo$84bobo3bob
o$85bobo3bobo$86bobo3bobo$87bobo3bobo$88bobo3bobo$89bobo3bobo$90bobo3b
obo$91bobo3bobo$92bobo3bobo$93bobo3bobo$94bobo3bobo$95bobo3bobo$96bobo
3bobo$97bobo3bobo$98bobo3bobo$99bobo3bobo$100bobo3bobo$101bobo3bobo$
102bobo3bobo$103bobo3bobo$104bobo3bobo$105bobo3bobo$106bobo3bobo$107bo
bo3bobo$108bobo3bobo$109bobo3bobo$110bobo3bobo$111bobo3bobo$112bobo3bo
bo$113bobo3bobo$114bobo3bobo$115bobo3bobo$116bobo3bobo$117bobo3bobo$
118bobo3b2o$119bobo$120bobo$121b2o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 12 TRACKLOOP 4 -1/4 -1/4 Y -20 ]]
|position = right
|caption = A c/4d double [[tubstretcher]], found using [[ikpx2]]
|style = width:300px;
|apgcode = yl4_1_4_239f5fb6f41059f03c0b7bf04ded49a8/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 112, y = 139, rule = B3/S23-a5
12b3o$11bo2bob2o$10b2o3bob3o$10bob2ob2obobo$10b2ob2obob2o$8b2obo4b2o$
7b4obo2bo$6b2o5bob2o2b2o$5b2o12bo$5b2o2b2o2b5o3bobo$2b3obo2bo5bo2b3o2b
o$b2ob2o9bo2b2o4b2o$o2bo2bo13bo$o2b2o2bobo9bob2o$2o2bo4bo11b2o$2b2o2b
2ob3o6b2o$bob3obobo9bobo$b2o2bo3bo6b2o3bo$2b3o5b2o3b3obo$2bobo3bo4b2o
6bo$3bo3b4o3bo2b2o2bo2b3o$8bobo2b3obo3bob4o$8bo5b3o5bob3o$8bo2bo3bo2b
2o2b2o4b2o$10bo4bob3o3bo2bob2o$8bob2o3bo6bo2b2o$7bobobo6b2obo4bob2o$6b
o4b2obo2b3obo2bo2b2o$6bo2bo2bobo3b2o4b5o$6bo2bobo2b4ob2obo3bo$12bo3bo
5bo2bo$13b6o3bo5bo$13b4o7b2obo$14bo2bob3obob2obobo$14b4o3b2ob3o$14b2o
5bobo4b2o$18b2obob2o2b3o$16bo4bob6o$15bo4b3o2b2obo$14b2o5b3obo2bo2bo$
15b2o3b6o2b2o2bo$15b2ob2obo2bobo4bo2bo$15b2o2b2obo4b2o4bo$15bob4o4bobo
5bobo$21bobo3bo4b4o$16bobo3bo9bo4b2o$15b3o2bo2bo7bo2bo$15bo2bob2o10bob
o$16bo4b2o7bo2bo$18bo2bo3b3o2b2o$21bo3bo7bobo$19b3o3bo2bobo2bobo$23b2o
2b2ob2o3bo$21bobo3b2ob3obobo$21b2o6b2obo$22bo5b4o2b2o$22bo5bo3b2ob3o$
23b2o3b2o3b2obo$27bo4bobo3b2o$25bobo10bo$28b2o3bo$32b2obob2o$31b3ob3o$
37bo$38b3o$38b2o$41b2o$40b3o$45bo$44b2o$43b3o$42b2o$41b3o2bo$45bobo$
46bobo$47bobo$48bobo$49bobo$50bobo$51bobo$52bobo$53bobo$54bobo$55bobo$
56bobo$57bobo$58bobo$59bobo$60bobo$61bobo$62bobo$63bobo$64bobo$65bobo$
66bobo$67bobo$68bobo$69bobo$70bobo$71bobo$72bobo$73bobo$74bobo$75bobo$
76bobo$77bobo$78bobo$79bobo$80bobo$81bobo$82bobo$83bobo$84bobo$85bobo$
86bobo$87bobo$88bobo$89bobo$90bobo$91bobo$92bobo$93bobo$94bobo$95bobo$
96bobo$97bobo$98bobo$99bobo$100bobo$101bobo$102bobo$103bobo$104bobo$
105bobo$106bobo$107bobo$108bobo$109bobo$110b2o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 12 TRACKLOOP 3 -1/3 -1/3 Y -20 ]]
|position = left
|caption = A c/3d [[tubstretcher]], found using [[ikpx2]] (a reduction is known; see the next gallery item)
|style = width:300px;
|apgcode = yl3_1_2_68230f624fb7a1ce0993de5602efde3f/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 96, y = 39, rule = B3/S23-a5
14b2obo$10b3obob6o$9bo2bobo3b3obo$8b2o6bo4b2o$7b2obob2o5bo2b2o$6b2o4b
obo4b2o4bo$5b2o3b2ob2o4b2obob2o$4b2o5b2o$3b2o4bo2bo7bo2bo$2b2o4bob2o3b
2o4bobobo$bo2bobo2bo2b3o2bo7b2obo$bo4b2obo4b2o8b6o$b2ob2ob2obo2b3o9b2o
bo2bo$4bobo3bob3o10b2o2bobo$3o2b2o3b5ob2o7b2o3bo$o8bob2o5bo10bo$bobo5b
o4bo3bo9bo2b2o$2o8bo3bo3b3o7bo4bo$b2o12b5o8bo3bo$b2ob3o10b2o$b2o2b2ob
o8bo3b2ob2o$bobo5bo10bob2obo$2b3obo13b2obo2b2o$4bo3b2o11b2obo2b6obo$6b
o4bo8bo2bo2bob2o4b2obo$5b2o2b6o5b2o3b4o3bo2bo2bo2b2o$10b5o7bob2o2b2ob
obobo4b2obo$11bo10b2obobobo3bo5bobo$10b3o3b3o4b4o4bob2o3b3obo$11bobob
o7b2ob2o4b2obo2bo2bobo5b3o14b3o14b2o3b2o$14bo8bo8bobo4bo2bobo4bo6b3o7b
o15b2o3b2o$12b2o2bo6bo2bobo6bo7bobo4bo5bo10bo10b3o2bobo3bo$16bobo4bob
o3b2o5b2o6bobo5bo5bob3o6bo7bo2bo3bo$17bo8b4o6b2o7bobo3b3obo4b3ob2o2b4o
b6o5bo5b2o$23b2o3bobo15bobo2bobo4bo3b4o2bobob2ob3o8bo2b2o2bo$24b3o2bo
bo15bobo4b3o6bobobo3bo4bo2b2o5b2o4b4o$32b2o14b3o3b2ob2o7bo4b3ob3ob2o7b
o2bo3bo$24bo7b2o15b2o16b2o2bo4b2ob2o11bo$25bo!
|viewerconfig = #C [[ AUTOSTART AUTOFIT WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 5 GPS 12 TRACKLOOP 200 -1/3 -1/3 Y -20 ]]
|position = left
|caption = A growing spaceship with frontend speed c/3d and backend speed c/4d, made by attaching a c/4d tubeater to a c/3d tubstretcher
|style = width:300px;
|apgcode =
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 49, y = 86, rule = B3/S23-a5
20b2o5b2o$19b2ob2ob2ob2o$19b2obo3bob2o2$21b2o3b2o$21b3ob3o$23b3o$24bo
2$22b2ob2o$19bo4bo4bo$17b2ob4ob4ob2o$18bo3b5o3bo$20bobobobobo$22bo3bo$
21b2o3b2o$21b3ob3o$16b3o2bobobobo2b3o$17bobobo5bobobo$19bo2bo3bo2bo$
17bobo9bobo$18b3o7b3o$20bo7bo$19b2o7b2o$19bo9bo3$17b3o9b3o$17b2o2bo5bo
2b2o$15b2ob2obo5bob2ob2o$2b3o3b3o4b2o2bo9bo2b2o4b3o3b3o$bo2bo3bo2bo4b
2o13b2o4bo2bo3bo2bo$bo3bobo3bo5bobo9bobo5bo3bobo3bo$3bobobobo8bo11bo8b
obobobo$2o2bo3bo2b2o23b2o2bo3bo2b2o$obob2ob2obobo23bobob2ob2obobo$3bob
obobo29bobobobo$4bo3bo31bo3bo$15b2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo
$15b2o15b2o5$15b2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo$15b2o15b2o5$15b
2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo$15b2o15b2o2$20b3o$20bo$21bo$15b
2o15b2o$14bo2bo13bo2bo$14bo2bo13bo2bo$15b2o15b2o2$20b3o$20bo$21bo$15b
2o$14bo2bo$14bo2bo$15b2o2$20b3o$20bo$21bo$15b2o$14bo2bo$14bo2bo$15b2o
2$20b3o$20bo$21bo!
|viewerconfig = #C [[ WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 ]]
|position = right
|caption = A growing spaceship, with a frontend speed of c/2 and a backend speed of 32c/114.
|style = width:300px;
|apgcode = yl3_1_2_68230f624fb7a1ce0993de5602efde3f/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 106, y = 106, rule = B3/S23-a5
5b3o$5bo$6bo$8b2o$9bo$2o5b2ob2o$obo$o4bo4bobo$3bobo6b2o$3b2o6bo$5bobo
2bob2obo$5bo3bo2b2obo$7b2ob2o3b2o$8bob2o4b3o$16b2o$10b3o3bo$12b4o$13b
2o4b2o$13bo4bob2o$17bobobo2bobo$17b2o6b2o$18b2o2bobo$21bo3b2obo$24b2o$
19bobobobo2bo$20bob3o4bo$19b2obo4b2o2bo$26bo2bobo$22bobobobo2bo$25bobo
3bo$31bo$26b8o$31bo2b2o$31bo2b5o$32b2obob3o$32b3ob2o3bo$33bobobo5bo$
33b4o2b2obo$33b2o4b4o$34bo2b2obobob2o$37b3o4b2o$35bo2bo7bo$37b3o4bobo$
36bo6b2obo$39b2ob2o2bo$39b2o5bob2obo$41b5o2bo3bo$51b3o$45b2o3bo$45bo5b
o$48bo3bo$45bobobo3bo$46b2o2bo3bo$47bo3bo3bo$52bo3bo$53bo3bo$54bo3bo$
55bo3bo$56bo3bo$57bo3bo$58bo3bo$59bo3bo$60bo3bo$61bo3bo$62bo3bo$63bo3b
o$64bo3bo$65bo3bo$66bo3bo$67bo3bo$68bo3bo$69bo3bo$70bo3bo$71bo3bo$72bo
3bo$73bo3bo$74bo3bo$75bo3bo$76bo3bo$77bo3bo$78bo3bo$79bo3bo$80bo3bo$
81bo3bo$82bo3bo$83bo3bo$84bo3bo$85bo3bo$86bo3bo$87bo3bo$88bo3bo$89bo3b
o$90bo3bo$91bo3bo$92bo3bo$93bo3bo$94bo3bo$95bo3bo$96bo3bo$97bo3bo$98bo
3bo$99bo3bobo$100bo3b2o$101bo$102bo$101b2o!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 12 TRACKLOOP 4 -1/4 -1/4 Y -20 ]]
|position = right
|caption = A c/4d double [[linestretcher]], found using [[ikpx2]]
|style = width:300px;
|apgcode = yl4_1_2_d900f3c2a36dc20a1459e0d2d1c66e69/b3s23-a5
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 111, y = 100, rule = B3/S23-a5
2b30o$2b30o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o
30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$
2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b
2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o
30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$
2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b
2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o30b2o$2o
30b2o$2o30b2o$2o30b2o$2b30o$2b30o12$20b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o
6b2o6b2o6b2o6b2o$20b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o5b3o$20b
2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o6b2o4$14bo3bo$10b2obob3obob
2o$9bobobo2bo2bobobo$9b2o2bobobobo2b2o$13bobobobo$9b4obobobob4o$8bo4bo
5bo4bo$9bob2o7b2obo$9b2o2bo5bo2b2o$9bob2o7b2obo$8bo4bo5bo4bo$9b4obobob
ob4o$13bobobobo$9b2o2bobobobo2b2o$9bobobo2bo2bobobo$10b2obob3obob2o$
14bo3bo!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 4 GPS 4 LOOP 32 X -20 ]]
|position = right
|caption = A p32 T gun
|style = width:300px;
}}}}
{{gallery item|{{EmbedViewer
|rle = x = 178, y = 219, rule = B3/S23-a5
67bo$67bo$63bobo2bo$61b3o2b2o$63b3obo$66bo4$47b3o$46b2ob2o$46b3ob2o$
50b2o$48b3o$49b2o$48bo14$26b2o$2b3o21b3o$b2ob2o20b2o$b2o2bo$2bobo$2b3o
2$54b4o$54bo2b2o$53bo5bo$54b2o2bo$54bo3$4b2o$3bobo$3bo$2b2o2$38b3o$37b
2ob2o$36b2ob3o$36b2o$37b3o$37b2o$39bo32bob2o$72b2obo$66b2o5bobobo$65b
3o5bo3bo$66b2o6b3o$75b2o5$42b2o$42bo$43b3o$45bo19$31bo$31b3o$34bo$33b
2o3$53bo$2b2o48bobo$2o49b2ob2ob2o$2ob3o45bobo3b3o$bo3bo43b2o6b3o$2b3o
44b3o7bo$4b2o44b2o3b4o$55bo$55bo$38b2o$37b5o$36b2o2b2o$36bobobobo$36b
3o$37b2o5$70bobo$71b2o$71bo$22bo$20b2ob2o$20bo2bo$20bo$20b2o$21bobo$
22bo$71b2o$69b2ob2o$69bo3bo$69b5o$71b2o15$26b2o$24b5o$16b2o6b2o2b2o$
15b3o5bobobobo$16b2o9b3o$27b2o$11bo$11bo$10b3o$12bo$10bobo$11bobo$8b2o
b2o$10bo63$175bobo$176b2o$176bo!
|viewerconfig = #C [[ AUTOSTART WIDTH 500 HEIGHT 500 THUMBSIZE 2 ZOOM 3 GPS 42 LOOP 420 X -20 ]]
|position = right
|caption = A p420 glider gun, which uses a G+T->2G+2T [[over-unity reaction]].
|style = width:300px;
}}}}
No infinite growth patterns have occurred [[natural|naturally]] or semi-naturally as of August 2026, despite over 100 billion [[soup]]s having been searched across all official [[symmetry|symmetries]].

On August 23rd 2026, [[I6 I6]] finalised an engineered [[breeder]], the first [[quadratic growth]] known in the rule.<ref name="post233746"/> It utilises many [[rakes]] that shoot gliders to synthesise a variant of the p420 [[gun]] shown above.
{{EmbedViewer
|pname = TravellingTsBreeder
|viewerconfig = #C [[ MAXGRIDSIZE 14 WIDTH 500 HEIGHT 1000 ]]
|position = center
|caption = The first version of the breeder, initial population 18195.
|style = width:400px;
}}
==Universality==
On December 20th, 2025, [[PK22]] posted a [[Rule 110]] [[metacell]], proving the rule [[Universal computer|Turing-complete]].<ref name="post222945" />
== References ==
<references>
<ref name="post212502">{{LinkForumThread
|format = ref
|p = 212502
|title = Travelling Ts(b3s23-a5)
|author = ThePlayzr
|date = May 29, 2025
}}</ref>
<ref name="Catagolue">{{LinkCatagolueRule|b3s23-a5/ror_stdin}}</ref>
<ref name="post212541">{{LinkForumThread
|format = ref
|p = 212541
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 30, 2025
}}</ref>
<ref name="post128639">{{LinkForumThread
|format = ref
|p = 128639
|title = Re: Miscellaneous Discoveries in Other Cellular Automata
|author = creeperman7002
|date = April 21, 2021
}}</ref>
<ref name="post218650">{{LinkForumThread
|format = ref
|p = 218650
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = September 26, 2025
}}</ref>
<ref name="post229016">{{LinkForumThread
|format = ref
|p = 229016
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 24, 2026
}}</ref>
<ref name="post229025">{{LinkForumThread
|format = ref
|p = 229025
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 24, 2026
}}</ref>
<ref name="post229276">{{LinkForumThread
|format = ref
|p = 229276
|title = Re: Travelling Ts(b3s23-a5)
|author = hotcrystal0
|date = May 30, 2026
}}</ref>
<ref name="post229828">{{LinkForumThread
|format = ref
|p = 229828
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = June 14, 2026
}}</ref>
<ref name="post223837">{{LinkForumThread
|format = ref
|p = 223837
|title = Re: Travelling Ts(b3s23-a5)
|author = R2INT
|date = January 10, 2026
}}</ref>
<ref name="post214235">{{LinkForumThread
|format = ref
|p = 214235
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = July 7, 2025
}}</ref>
<ref name="post214903">{{LinkForumThread
|format = ref
|p = 214903
|title = Re: Travelling Ts(b3s23-a5)
|author = Luka Okanishi
|date = July 21, 2025
}}</ref>
<ref name="post212651">{{LinkForumThread
|format = ref
|p = 212651
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = May 31, 2025
}}</ref>
<ref name="post213858">{{LinkForumThread
|format = ref
|p = 213858
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = June 29, 2025
}}</ref>
<ref name="post213591">{{LinkForumThread
|format = ref
|p = 213591
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = June 22, 2025
}}</ref>
<ref name="post222945">{{LinkForumThread
|format = ref
|p = 222945
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = December 20, 2025
}}</ref>
<ref name="post232594">{{LinkForumThread
|format = ref
|p = 232594
|title = Re: Travelling Ts(b3s23-a5)
|author = ThePlayzr
|date = August 6, 2025
}}</ref>
<ref name="post232624">{{LinkForumThread
|format = ref
|p = 232624
|title = Re: Travelling Ts(b3s23-a5)
|author = PK22
|date = August 6, 2026
}}</ref>

<ref name="post233746">{{LinkForumThread
|format = ref
|p = 233746
|title = Re: Travelling Ts(b3s23-a5)
|author = I6_I6
|date = August 23, 2026
}}</ref>
</references>

== External Links ==
* [[User:PK22/OCA:Travelling Ts]]
* {{LinkForumThread|f=11|t=6970|title=Travelling Ts (B3/S23-a5) and its variants}}
* {{LinkCatagolueRule|b3s23-a5}}

[[Category:Isotropic non-totalistic rules]]
[[Category:2×2 block rules]]
__NOTOC__

User:R2INT/OCA:Travelling Ts/Spaceship Search Status Page

2026-10-19T05:05:04Z

TheWayOfTheCon: Claiming 26 and 27

Spaceship search status tracker for Travelling Ts.
== c/8 B3/S23-a5 search progress ==

The 128 search branches are tracked below. Claim an unclaimed branch by adding your username in the Claimant column. To verify a branch as completed, please post your longest partial in the Travelling Ts forum thread. Please do not claim a branch if you do not intend to do it within a month.

{| class="wikitable" style="text-align:center;"
! Backup name !! Claimant
|- style="background-color:#b6d7a8;"
| <code>br-00001</code> || R2INT
|- style="background-color:#fff2a8;"
| <code>br-00002</code> || R2INT
|- style="background-color:#fff2a8;"
| <code>br-00003</code> || R2INT
|- style="background-color:#fff2a8;"
| <code>br-00004</code> || R2INT
|- style="background-color:#fff2a8;"
| <code>br-00005</code> || R2INT
|- style="background-color:#fff2a8;"
| <code>br-00006</code> || R2INT
|- style="background-color:#b6d7a8;"
| <code>br-00007</code> || TheWayOfTheCon
|- style="background-color:#f4cccc;"
| <code>br-00008</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00009</code> || ''unclaimed''
|- style="background-color:#b6d7a8;"
| <code>br-00010</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00011</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00012</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00013</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00014</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00015</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00016</code> || speedydelete
|- style="background-color:#fff2a8;"
| <code>br-00017</code> || MDA
|- style="background-color:#f4cccc;"
| <code>br-00018</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00019</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00020</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00021</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00022</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00023</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00024</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00025</code> || ''unclaimed''
|- style="background-color:#fff2a8;"
| <code>br-00026</code> || TheWayOfTheCon
|- style="background-color:#fff2a8;"
| <code>br-00027</code> || TheWayOfTheCon
|- style="background-color:#f4cccc;"
| <code>br-00028</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00029</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00030</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00031</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00032</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00033</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00034</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00035</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00036</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00037</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00038</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00039</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00040</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00041</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00042</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00043</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00044</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00045</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00046</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00047</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00048</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00049</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00050</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00051</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00052</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00053</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00054</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00055</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00056</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00057</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00058</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00059</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00060</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00061</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00062</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00063</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00064</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00065</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00066</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00067</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00068</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00069</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00070</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00071</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00072</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00073</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00074</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00075</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00076</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00077</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00078</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00079</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00080</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00081</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00082</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00083</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00084</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00085</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00086</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00087</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00088</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00089</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00090</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00091</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00092</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00093</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00094</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00095</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00096</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00097</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00098</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00099</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00100</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00101</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00102</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00103</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00104</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00105</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00106</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00107</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00108</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00109</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00110</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00111</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00112</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00113</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00114</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00115</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00116</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00117</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00118</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00119</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00120</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00121</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00122</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00123</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00124</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00125</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00126</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00127</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00128</code> || ''unclaimed''
|}

=== Status key ===
* Unclaimed — available to claim
* Claimed — being searched by the listed claimant
* Completed — longest partial posted and verified

=== Completion verification ===
When you finish a branch, post its longest partial in the RLE below or the Travelling Ts page and include the associated backup number. Then, color the associated box green to indicate completion.

{{EmbedViewer
| rle = x = 3321, y = 126, rule = B3/S23-a5History
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D17.D4.2D19.D7.D17.D7.D17.D3.D3.D17.D3.D21.D3.D21.D7.D17.D3.D3.D17.D3.
D3.D13.D3.D3.D3.D13.D3.D4.2D15.D3.D7.D13.D3.D7.D13.D3.D3.D3.D13.D3.D3.
D17.D3.D3.D17.D3.D7.D13.D3.D3.D3.D13.D3.D3.D3.D13.D3.D3.D3.D13.D3.D4.
2D15.D3.D7.D13.D3.D7.D13.D3.D3.D3.D13.D3.D3.D17.D3.D3.D17.D3.D7.D13.D
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5.D3.D3.D3.D6.2D5.D3.D3.D3.D6.2D6.2D5.D3.D6.2D6.2D6.2D8.2D6.2D9.D6.2D
6.2D9.D6.2D6.2D5.D3.D6.2D6.2D5.D10.2D6.2D5.D10.2D6.2D9.D6.2D6.2D5.D3.
D6.2D6.2D5.D3.D6.2D9.D3.D3.D6.2D9.D4.2D8.2D9.D7.D6.2D9.D7.D6.2D9.D3.D
3.D6.2D9.D3.D10.2D9.D3.D10.2D9.D7.D6.2D9.D3.D3.D$8.D27.D25.D21.D3.D21.
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5.D19.D5.D19.D8.D16.D5.D3.D15.D5.D3.D17.D3.D2.2D17.D5.D19.D7.D17.D7.D
17.D3.D3.D17.D3.D21.D3.D21.D6.D18.D3.D3.D17.D3.D3.D17.D3.D2.2D17.D5.D
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3.D3.D2.2D13.D3.D5.D15.D3.D7.D13.D3.D7.D13.D3.D3.D3.D13.D3.D3.D17.D3.
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D2.2D7.D7.D5.D2.2D7.D7.D5.D2.2D3.D3.D7.D5.D2.2D3.D11.D5.D2.2D3.D11.D5.
D2.2D6.D8.D5.D2.2D3.D3.D7.D5.D2.2D3.D3.D7.D7.D5.D2.2D7.D7.D7.D9.D7.D9.
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5.D3.D7.D9.D3.D2.2D7.D9.D5.D9.D9.D7.D7.D9.D7.D7.D9.D3.D3.D7.D9.D3.D11.
D9.D3.D11.D9.D6.D8.D9.D3.D3.D$8.D23.5D22.4D21.5D21.5D21.5D23.D23.5D21.
5D19.D5.D.D.D15.D7.D17.D5.5D15.D6.4D15.D5.5D15.D5.5D15.D5.5D15.D7.D17.
D5.5D15.D5.5D13.5D3.D.D.D13.5D5.D15.5D3.5D13.5D4.4D13.5D3.5D13.5D3.5D
13.5D3.5D13.5D5.D15.5D3.5D13.5D3.5D14.4D3.D.D.D14.4D5.D16.4D3.5D14.4D
4.4D14.4D3.5D14.4D3.5D14.4D3.5D14.4D5.D16.4D3.5D14.4D3.5D13.5D3.D.D.D
13.5D5.D15.5D3.5D13.5D4.4D13.5D3.5D13.5D3.5D13.5D3.5D13.5D5.D15.5D3.5D
13.5D3.5D13.5D3.D.D.D13.5D5.D15.5D3.5D13.5D4.4D13.5D3.5D13.5D3.5D13.5D
3.5D13.5D5.D15.5D3.5D13.5D3.5D13.5D3.D.D.D13.5D5.D15.5D3.5D13.5D4.4D13.
5D3.5D13.5D3.5D13.5D3.5D13.5D5.D15.5D3.5D13.5D3.5D15.D5.D.D.D15.D7.D17.
D5.5D15.D6.4D15.D5.5D15.D5.5D15.D5.5D15.D7.D17.D5.5D15.D5.5D13.5D3.D.
D.D13.5D5.D15.5D3.5D13.5D4.4D13.5D3.5D13.5D3.5D13.5D3.5D13.5D5.D15.5D
3.5D13.5D3.5D13.5D3.D.D.D13.5D5.D15.5D3.5D13.5D4.4D13.5D3.5D13.5D3.5D
13.5D3.5D13.5D5.D15.5D3.5D13.5D3.5D11.D5.D.D.D3.D.D.D7.D5.D.D.D5.D9.D
5.D.D.D3.5D7.D5.D.D.D4.4D7.D5.D.D.D3.5D7.D5.D.D.D3.5D7.D5.D.D.D3.5D7.
D5.D.D.D5.D9.D5.D.D.D3.5D7.D5.D.D.D3.5D7.D7.D5.D.D.D7.D7.D7.D9.D7.D5.
5D7.D7.D6.4D7.D7.D5.5D7.D7.D5.5D7.D7.D5.5D7.D7.D7.D9.D7.D5.5D7.D7.D5.
5D7.D5.5D3.D.D.D7.D5.5D5.D9.D5.5D3.5D7.D5.5D4.4D7.D5.5D3.5D7.D5.5D3.5D
7.D5.5D3.5D7.D5.5D5.D9.D5.5D3.5D$8.D23.D29.D25.D25.D21.D3.D22.D24.D3.
D25.D19.D5.2D2.D15.D7.D17.D5.D19.D9.D15.D9.D15.D9.D15.D5.D3.D15.D6.D18.
D5.D3.D15.D9.D13.D7.2D2.D13.D9.D15.D7.D17.D11.D13.D11.D13.D11.D13.D7.
D3.D13.D8.D16.D7.D3.D13.D11.D17.D3.2D2.D17.D5.D19.D3.D21.D7.D17.D7.D17.
D7.D17.D3.D3.D17.D4.D20.D3.D3.D17.D7.D17.D3.2D2.D17.D5.D19.D3.D21.D7.
D17.D7.D17.D7.D17.D3.D3.D17.D4.D20.D3.D3.D17.D7.D17.D3.2D2.D17.D5.D19.
D3.D21.D7.D17.D7.D17.D7.D17.D3.D3.D17.D4.D20.D3.D3.D17.D7.D13.D3.D3.2D
2.D13.D3.D5.D15.D3.D3.D17.D3.D7.D13.D3.D7.D13.D3.D7.D13.D3.D3.D3.D13.
D3.D4.D16.D3.D3.D3.D13.D3.D7.D14.D6.2D2.D14.D8.D16.D6.D18.D10.D14.D10.
D14.D10.D14.D6.D3.D14.D7.D17.D6.D3.D14.D10.D13.D3.D3.2D2.D13.D3.D5.D15.
D3.D3.D17.D3.D7.D13.D3.D7.D13.D3.D7.D13.D3.D3.D3.D13.D3.D4.D16.D3.D3.
D3.D13.D3.D7.D17.D3.2D2.D17.D5.D19.D3.D21.D7.D17.D7.D17.D7.D17.D3.D3.
D17.D4.D20.D3.D3.D17.D7.D11.D5.2D2.D3.2D2.D7.D5.2D2.D5.D9.D5.2D2.D3.D
11.D5.2D2.D7.D7.D5.2D2.D7.D7.D5.2D2.D7.D7.D5.2D2.D3.D3.D7.D5.2D2.D4.D
10.D5.2D2.D3.D3.D7.D5.2D2.D7.D7.D7.D5.2D2.D7.D7.D7.D9.D7.D5.D11.D7.D9.
D7.D7.D9.D7.D7.D9.D7.D7.D5.D3.D7.D7.D6.D10.D7.D5.D3.D7.D7.D9.D7.D5.D7.
2D2.D7.D5.D9.D9.D5.D7.D11.D5.D11.D7.D5.D11.D7.D5.D11.D7.D5.D7.D3.D7.D
5.D8.D10.D5.D7.D3.D$8.D23.D29.D25.D25.D21.D3.D22.D24.D3.D25.D19.D5.D3.
D15.D7.D17.D5.D19.D9.D15.D9.D15.D9.D15.D5.D3.D15.D6.D18.D5.D3.D15.D9.
D13.D7.D3.D13.D9.D15.D7.D17.D11.D13.D11.D13.D11.D13.D7.D3.D13.D8.D16.
D7.D3.D13.D11.D17.D3.D3.D17.D5.D19.D3.D21.D7.D17.D7.D17.D7.D17.D3.D3.
D17.D4.D20.D3.D3.D17.D7.D17.D3.D3.D17.D5.D19.D3.D21.D7.D17.D7.D17.D7.
D17.D3.D3.D17.D4.D20.D3.D3.D17.D7.D17.D3.D3.D17.D5.D19.D3.D21.D7.D17.
D7.D17.D7.D17.D3.D3.D17.D4.D20.D3.D3.D17.D7.D13.D3.D3.D3.D13.D3.D5.D15.
D3.D3.D17.D3.D7.D13.D3.D7.D13.D3.D7.D13.D3.D3.D3.D13.D3.D4.D16.D3.D3.
D3.D13.D3.D7.D14.D6.D3.D14.D8.D16.D6.D18.D10.D14.D10.D14.D10.D14.D6.D
3.D14.D7.D17.D6.D3.D14.D10.D13.D3.D3.D3.D13.D3.D5.D15.D3.D3.D17.D3.D7.
D13.D3.D7.D13.D3.D7.D13.D3.D3.D3.D13.D3.D4.D16.D3.D3.D3.D13.D3.D7.D17.
D3.D3.D17.D5.D19.D3.D21.D7.D17.D7.D17.D7.D17.D3.D3.D17.D4.D20.D3.D3.D
17.D7.D11.D5.D3.D3.D3.D7.D5.D3.D5.D9.D5.D3.D3.D11.D5.D3.D7.D7.D5.D3.D
7.D7.D5.D3.D7.D7.D5.D3.D3.D3.D7.D5.D3.D4.D10.D5.D3.D3.D3.D7.D5.D3.D7.
D7.D7.D5.D3.D7.D7.D7.D9.D7.D5.D11.D7.D9.D7.D7.D9.D7.D7.D9.D7.D7.D5.D3.
D7.D7.D6.D10.D7.D5.D3.D7.D7.D9.D7.D5.D7.D3.D7.D5.D9.D9.D5.D7.D11.D5.D
11.D7.D5.D11.D7.D5.D11.D7.D5.D7.D3.D7.D5.D8.D10.D5.D7.D3.D$7.3D22.5D21.
5D25.D21.5D21.5D22.D24.5D21.5D18.3D4.5D14.3D5.3D15.3D4.5D14.3D4.5D14.
3D8.D14.3D4.5D14.3D4.5D14.3D5.D17.3D4.5D14.3D4.5D13.5D3.5D13.5D4.3D14.
5D3.5D13.5D3.5D13.5D7.D13.5D3.5D13.5D3.5D13.5D4.D16.5D3.5D13.5D3.5D13.
5D3.5D13.5D4.3D14.5D3.5D13.5D3.5D13.5D7.D13.5D3.5D13.5D3.5D13.5D4.D16.
5D3.5D13.5D3.5D17.D3.5D17.D4.3D18.D3.5D17.D3.5D17.D7.D17.D3.5D17.D3.5D
17.D4.D20.D3.5D17.D3.5D13.5D3.5D13.5D4.3D14.5D3.5D13.5D3.5D13.5D7.D13.
5D3.5D13.5D3.5D13.5D4.D16.5D3.5D13.5D3.5D13.5D3.5D13.5D4.3D14.5D3.5D13.
5D3.5D13.5D7.D13.5D3.5D13.5D3.5D13.5D4.D16.5D3.5D13.5D3.5D14.D6.5D14.
D7.3D15.D6.5D14.D6.5D14.D10.D14.D6.5D14.D6.5D14.D7.D17.D6.5D14.D6.5D13.
5D3.5D13.5D4.3D14.5D3.5D13.5D3.5D13.5D7.D13.5D3.5D13.5D3.5D13.5D4.D16.
5D3.5D13.5D3.5D13.5D3.5D13.5D4.3D14.5D3.5D13.5D3.5D13.5D7.D13.5D3.5D13.
5D3.5D13.5D4.D16.5D3.5D13.5D3.5D10.3D4.5D3.5D6.3D4.5D4.3D7.3D4.5D3.5D
6.3D4.5D3.5D6.3D4.5D7.D6.3D4.5D3.5D6.3D4.5D3.5D6.3D4.5D4.D9.3D4.5D3.5D
6.3D4.5D3.5D6.3D5.3D4.5D6.3D5.3D5.3D7.3D5.3D4.5D6.3D5.3D4.5D6.3D5.3D8.
D6.3D5.3D4.5D6.3D5.3D4.5D6.3D5.3D5.D9.3D5.3D4.5D6.3D5.3D4.5D6.3D4.5D3.
5D6.3D4.5D4.3D7.3D4.5D3.5D6.3D4.5D3.5D6.3D4.5D7.D6.3D4.5D3.5D6.3D4.5D
3.5D6.3D4.5D4.D9.3D4.5D3.5D!
| position = center
| caption = Maximum c/8 partials from each of the completed branches.
}}

= References =
Link to the c/8 search dump: {{LinkForumThread
|p = 237691
|title = Re: Travelling Ts(b3s23-a5) and its variants
|author = R2INT
|date = October 16, 2026}}

User:R2INT/OCA:Travelling Ts/Spaceship Search Status Page

2026-10-19T02:01:59Z

TheWayOfTheCon: Branch 7 completed in 7-ish hours, might claim other branches eventually

Spaceship search status tracker for Travelling Ts.
== c/8 B3/S23-a5 search progress ==

The 128 search branches are tracked below. Claim an unclaimed branch by adding your username in the Claimant column. To verify a branch as completed, please post your longest partial in the Travelling Ts forum thread. Please do not claim a branch if you do not intend to do it within a month.

{| class="wikitable" style="text-align:center;"
! Backup name !! Claimant
|- style="background-color:#b6d7a8;"
| <code>br-00001</code> || R2INT
|- style="background-color:#fff2a8;"
| <code>br-00002</code> || R2INT
|- style="background-color:#fff2a8;"
| <code>br-00003</code> || R2INT
|- style="background-color:#fff2a8;"
| <code>br-00004</code> || R2INT
|- style="background-color:#fff2a8;"
| <code>br-00005</code> || R2INT
|- style="background-color:#fff2a8;"
| <code>br-00006</code> || R2INT
|- style="background-color:#b6d7a8;"
| <code>br-00007</code> || TheWayOfTheCon
|- style="background-color:#f4cccc;"
| <code>br-00008</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00009</code> || ''unclaimed''
|- style="background-color:#b6d7a8;"
| <code>br-00010</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00011</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00012</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00013</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00014</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00015</code> || ThePlayzr
|- style="background-color:#fff2a8;"
| <code>br-00016</code> || speedydelete
|- style="background-color:#fff2a8;"
| <code>br-00017</code> || MDA
|- style="background-color:#f4cccc;"
| <code>br-00018</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00019</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00020</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00021</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00022</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00023</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00024</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00025</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00026</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00027</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00028</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00029</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00030</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00031</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00032</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00033</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00034</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00035</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00036</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00037</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00038</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00039</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00040</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00041</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00042</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00043</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00044</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00045</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00046</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00047</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00048</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00049</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00050</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00051</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00052</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00053</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00054</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00055</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00056</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00057</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00058</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00059</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00060</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00061</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00062</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00063</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00064</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00065</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00066</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00067</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00068</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00069</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00070</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00071</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00072</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00073</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00074</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00075</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00076</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00077</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00078</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00079</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00080</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00081</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00082</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00083</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00084</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00085</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00086</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00087</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00088</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00089</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00090</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00091</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00092</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00093</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00094</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00095</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00096</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00097</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00098</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00099</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00100</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00101</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00102</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00103</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00104</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00105</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00106</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00107</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00108</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00109</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00110</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00111</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00112</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00113</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00114</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00115</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00116</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00117</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00118</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00119</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00120</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00121</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00122</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00123</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00124</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00125</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00126</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00127</code> || ''unclaimed''
|- style="background-color:#f4cccc;"
| <code>br-00128</code> || ''unclaimed''
|}

=== Status key ===
* Unclaimed — available to claim
* Claimed — being searched by the listed claimant
* Completed — longest partial posted and verified

=== Completion verification ===
When you finish a branch, post its longest partial in the RLE below or the Travelling Ts page and include the associated backup number. Then, color the associated box green to indicate completion.

{{EmbedViewer
| rle = x = 3321, y = 126, rule = B3/S23-a5History
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5D3.5D13.5D5.D15.5D3.5D13.5D3.5D13.5D3.D3.D13.5D3.5D13.5D3.5D13.5D3.5D
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D3.D18.2D5.D3.D14.2D6.2D16.2D9.D14.2D9.D14.2D5.D3.D14.2D5.D18.2D5.D18.
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6.3D4.5D3.5D6.3D4.5D7.D6.3D4.5D3.5D6.3D4.5D3.5D6.3D4.5D4.D9.3D4.5D3.5D
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3.5D6.3D4.5D4.D9.3D4.5D3.5D!
| position = center
| caption = Maximum c/8 partials from each of the completed branches.
}}

= References =
Link to the c/8 search dump: {{LinkForumThread
|p = 237691
|title = Re: Travelling Ts(b3s23-a5) and its variants
|author = R2INT
|date = October 16, 2026}}

OCA:Day & Night

2026-10-18T23:47:22Z

TheWayOfTheCon: Example of "spewing" behavior in soups

{{Rule
|name = Day & Night
|imgname = Day&night
|char = Chaotic
|b = 3678
|s = 34678
|reversal = B3678/S34678
|ruleinteger = 242120
|strobing = B01245/S0125
|checkerboard = B1e2cn3acjkr4cny5einqy6ei7c/S01e2-ei3acjkr4-ejr5einqy6-cn7c8
}}
'''Day & Night''' is a [[Life-like cellular automaton]] in which cells survive from one generation to the next if they have 3, 4, 6, 7, or 8 neighbours, and are born if they have 3, 6, 7, or 8 neighbours.

Day & Night is the most well-known [[self-complementary]] rule; that is, if all grid cells have their on/off state exchanged, the history of the pattern is the same as the history of the original.

Nathan Thompson explored the rule starting in April 1997, and [[David Bell]] discussed the rule in detail the following November.

The rule is rich in [[spaceship]]s, [[puffer]]s, and [[oscillator]]s.

On August 14, {{year|2020}}, [[Peter Naszvadi]] constructed a [[Rule 110]] [[unit cell]] in Day & Night, proving the rule [[Turing-complete]].<ref name="post102258" />

== Behavior ==

[[Soups]] and large unstable patterns in Day & Night tend to evolve into large blobby "islands" with active exteriors and almost completely filled interiors, save for some [[photonegative]] [[oscillators]] and [[still lifes]]. These areas slowly shrink and degenerate, larger ones taking longer, leaking out patterns from their exteriors. Unusual spewing behavior can be observed as well, almost resembling failed spaceships or [[puffers]].

Most of these islands will disappear completely, the resulting [[ash]] being much less dense than ash in [[Conway's Game of Life]]. However, some can stabilize into large still lifes or [[trivial]] oscillators. Escaping [[spaceships]] are rare, though some might form from small active areas that shrink into their [[predecessor|predecessors]].
{{EmbedViewer
|rle = x = 64, y = 64, rule = B3678/S34678
2bob2ob4o3bo2b4o5b2obob4obo2bo5b2ob5o5b6o$obobo3b2obo2b4o5bobobo3bobo
bo4b2ob2o2b3ob5obobobobo$o2bo3b2o3b5o4bo5bo7bobob2ob4o4bob2obobo2bo2b
o$2o2b3ob2obobob2obo2bo4b4o2bo3b2obo7b3o11b2o$4bo3bo2b4o3bobo5b4o6bob
o2bo3bo2bob2ob2o3bobobo$bo2b2o5b3obobo2bo2bob4obo2b3obo2b3o4b7o3b2ob2o
$b2o2bo2bo6bo2b2o3bob3ob2o3bobo5bo3bobobob2ob9o$2o4b2ob6obobo2bob3obo
3bo3b5obo2bobobob2ob5o2bob2o$b3obob2obobo4bob4ob2o5bobobob2o2b6o2bo3b
4obo2bobo$b2o2bo2b2ob2o3b2obobo3b2obo2b2o3bob3o3b7ob2o4bobobo$b3o2bob
2o7bo2bo7b2ob2o3bo2b2ob4obo3bo4b5ob2o$4o2bobo2b2obob2o2bob2o4bo2b5ob2o
b2o4bob2o2b2obob7o$bo4bo2b2obob2o2bo2b3o2bo3b3o5bo2bo3bobobo7bobo2bo$
3bo3bob2obobob2obob2o3b3o2bob4o2bo3bobo5b2o3bo2b2o$4b3obo3bo2bobob4ob
4o2bobobo3bo4b2o3bobo4b3o2b3o$2o8b3obo3bo2b2ob2o2b2obobo5bo5b4o3b3o5b
3o$b2o2b3o2bobo3bo2bo4b2ob3o2b4obo3b3o7bo2bo2bobobobo$2ob2o4b2obo7bob
5obo3b2ob2ob3o2b2ob4o5bob2obobo$2ob8o4bo2bo4bo5bob3o9bob2obob6o3b2o2b
o$ob2ob2o7bobobo2b2obo3bo4bo2bo4bo2bobob2o4b2o3bob3o$bobo2b4o2b4o2bob
o4bo3b2o2b4ob3o3b5o2bob2o4bob2o$2ob2o3bo2b2ob2obo2b2obob2o2bo6b2o2b3o
b5obob2o2b3ob4o$2bobo2bo3b3obo2bo2b3obo3bobo2bob2ob3obo2b2obobobobob3o
bobo$2bo2b4o2b2ob4ob5ob3ob3obobo2bo3b5o2b2o3bo2b2obobo$3o2b7o3b6ob4o2b
obob2obob3o2b2o2bobobo2b3o2b2obobo$obob5o3b2obob7ob4obob2obo2b3o4bob2o
3b2o4bobobo$o3b2ob2obob2o2b2ob3o5bob2o2b2ob3o3b5ob2o5b2obobobo$3bob6o
b5o2bob5ob2o2bobo2b3ob3o3bob2obo2bo3bo3bo$obo2bob3o5b2o4b2o3b3o2b4o2b
3o3bobo2bob2ob5o3bobo$2bobo3b2ob2obob4o7b2o3bo2b3o2bob2o2b2obo2b3ob2o
bo2bo$b2o6b3obo2bo2bo2bo2b6o2b2ob6o3b2o4bob5obobo$2bob3ob2o2b4o3bo2b4o
bobo2bobo2b2obobob2o3bobo4bo3b2obo$6b3ob2o2bob2o2b2obo2bobo2bo2b2o4bo
bo3b2o2bobob2o2b3ob2o$3b4obobo9b4ob2obobo3bobob2o3bob3obobo2bo3bob4o$
o2bob3obobo2b3o3bo2b3obo3b3obob7o3bob2o2b3o2bo2bobo$4b2o2bobobo3b4ob4o
3b3o4b4obobobobo2bo3b6o$2bob2o2b4o3b2ob2o2b3ob2o2bob4o4bo2bo4bob3ob3o
2bo2bo$4b2o3bo6b2o2bo4b2o2b4ob2o4b2o2bo3bobobo3b2obo3bo$3bo2b2ob4o3b3o
bo6b2ob2o2bobob2o4bo4bobo4bo6bo$3ob2ob2ob2o2bo3bo3b3ob2ob2o3bo2b4o2bo
b2ob4o2bobo2b3o$2o5b2obo3bo2bo4b2ob4o2bo2b5obob3ob5o3bo2b2obob2o$4bo2b
obo3bobo2b2ob3o7b3o3bo3bo2b3o3b2o2b2ob2obobo$obo3b3o2b4o2b2obob7o3b4o
b2o2b2o4b3ob2o5bobo2bo$2ob2obob2obo2bo3b2o2bo2bo2b3ob2ob5ob3ob2o4bob2o
3b3o2bo$o3bobob2obobobobob2ob2o4bob2obobo2b3o5bob4o3b2ob5o$bo3bo2b3ob
2o4bo2b2obo7bo3bob2o8bobo3bo2b4obo$6b8ob3o2b2obo3bo2bob3o3bob3o3b3o2b
2ob2ob6o$2bobo4bob2ob8o2bobob3o3bobo2b2obo4b4o4b8o$b3ob8o4bobo2b5ob3o
2b6obob2obo2bob2o7bo3bo$o3bob2obob5ob5o2bo2b2ob2o2bo2b4o2bo4b2o2bo2b3o
2b2o$bob3obob3ob3o2b3obo2bo2bo2b3ob7obo2bo5b3o3bob2obo$2ob3ob4o2b2ob3o
bob2o3bob2o2bobob3o2bob4ob2obob3o3bo2bo$2b2o2bob2ob3ob2o2bo2bob3o5bob
5o2bob5o2bob3obobo3bo$o4bo2b2o2bobo2bobo2b4obob4o2bob2o2bobo2bo2bo3b2o
2bo3b3o$2obob2o4b3o3bo3b2o2bo2bob5o3bo2bo2b2o2bob2o2bo2b5o$bo2b2o2b2o
b2o2b2obo4bo2bobo4b4ob2o3bobobo2b2o2bobo2bo2b2o$o3bo4bob2o2b2o5b2o2b2o
bob2obob3obob3ob2o4b3ob2obo$b3obo2b4obo3b6o2bob2o8bob2o4bo2b3o4b3o4b2o
$2obo5bo2b2obobobo2b4ob2obo2b2ob2o3bo2b2ob4o2b2obobobobo$3bo2b2ob3obo
4b2o2b4o2b2o3b2obo3b3o6b3ob4o2bob3o$obo4bo2bob2ob2o2b2o2b2ob2o2b6obob
3obo5b2o2b4o2b4o$bob2o2bo6bobo2bob3o3bo2bob2o4bob2ob2o7bobobob6o$ob3o
b2ob2obobo2bobob2ob4ob2o4b2o3b2o4b2o2bob4ob7o$b2obob3o3bo2b4o2bobob3o
bobo2b3o2bo2bo2bob3obo3bo2bobobo!
|position = center
|caption = An example of "spewing" behavior, from a 64x64 soup
|viewerconfig = #C [[ WIDTH 700 HEIGHT 700 AUTOSTART PAUSE 1 GPS 30 T 30 LOOP 200 ]]
[[ T 30 T 50 ]]
[[ X -25 Y 20 ZOOM 10 ]]
[[ T 60 GPS 10 ]]
[[ T 60 T 120 ]]
[[ X -60 ZOOM 15 ]]
[[ T 140 T 160 ]]
[[ X 0 Y 0 ZOOM 6.1 ]]
}}
==Oscillators==
Day & Night is home to many different periods of oscillators. Here are the smallest known examples of each period up to 16:
{{EmbedViewer
|rle = x = 183, y = 12, rule = B3678/S34678
2o5bo28b2o9b2o55bo77bo$2o5b2o5b4o7bo8b4o9b2o10bobo20b2o5b2o11bob3o9bo
2bo9bobo7b2o9b3o28b2o$8bo6b2o7b3o7b6o6b5o7b6o6b5o6b3o5b3o10b5o9b3obo9b
o8b2o10b2o28b2o$15b2o8bo10b4o7b4o7b6o7b3o7b2o7b2o6b2o2b4o10b5o8bo11bo
9bo3bo7b2ob2o4b2o$15b2o18bob2o9bo9bo2b2o23bo11b9o8b5o8b2ob2o9b2o11b2o
6b4o3b4o$14b4o19b2o22b3o21b3o11b4o2b2o7b5o12bo10b2o11b2o7b9o$60b3o9bo
11b5o10b2o12b5o12bo32b4o3b4o$70b2o13b3o25bob3o11bobo31b2o4b2ob2o$72bo
13bo27bo2bo$70bo10b2o7b2o$71b2o8b3o5b3o$70bo11b2o5b2o!
|position = center
|viewerconfig = #C [[ WIDTH 1250 HEIGHT 240 ZOOM 6.5 AUTOSTART GPS 6 ]]}}

==Spaceships==
Many periods of c/2 spaceships are known, but different reduced speeds are common as well. The S8 transition allows many of the spaceships in Day & Night to be stable.

===Rocket===

The rocket was the first spaceship found in Day & Night, and it appears spontaneously from many reactions which have symmetry around a line. This spaceship is probably the reason that this particular Life rule was chosen for Day & Night. It is unexpectedly large and has the amazingly large period of 40.

{{EmbedViewer
|pname = rocket
|position = center
|caption = Rocket
|apgcode = xq40_0sfvuvfszw1ovo1z0sgpvpgszwcvvvczookpvpkooz8hvvvvvh8z2pfvvvfp2zw37f73/b3678s34678
|style = width:400px;
}}

The rocket is easily generated from tiny predecessors.

{{EmbedViewer
|rle = x = 412, y = 102, rule = B3678/S34678
b2o$ob2o$8o$ob2o$b2o!
|position = center
|caption = Rocket predecessor
|style = width:400px;
}}

===Elementary===

Unsimplified speeds are yet to be tabulated here.

Green means a spaceship has been proven to have minimal population via [[LLSSS]].
{| class="wikitable"
|-
! Speed
! Period
! Direction
! Smallest known
! Minimum # of [[cell]]s
|-
!rowspan=2| [[c/2 orthogonal|c/2]]
| 2
| orthogonal
| [https://conwaylife.com/forums/viewtopic.php?f=11&t=702&p=73855#p73855 29P2H1V0]
|style="background: #80ff80;"| {{cells|29}}
|-
| 4
| orthogonal
| {{LinkCatagolue|xq4_gkevekgzx2|b3678s34678|name=18P4H2V0|style=raw}}
|style="background: #80ff80;"| {{cells|18}}
|-
! [[3c/7 orthogonal|3c/7]]
| 7
| orthogonal
| {{LinkCatagolue|xq7_oggwdraaaardwggozdvo504sf44fs405ovdzupv80adkrrkda08vpuz0devousvvvvsuovedzwfeqctvvvvtcqefz0266ugvvvvvvgu662zwcujb73w37bjuczw1233y23321|b3678s34678|name=316P7H3V0|style=raw}}
| {{cells|316}}
|-
! [[2c/5 orthogonal|2c/5]]
| 5
| orthogonal
| [https://conwaylife.com/forums/viewtopic.php?f=11&t=702&p=73994#p73994 164P5H2V0]
| {{cells|164}}
|-
! [[c/3 orthogonal|c/3]]
| 3
| orthogonal
| {{LinkCatagolue|xq3_oq7sm9wo6335zx10eu2|b3678s34678|name=35P3H1V0|style=raw}}
|style="background: #80ff80;"| {{cells|35}}
|-
! [[2c/7 orthogonal|2c/7]]
| 7
| orthogonal
| {{LinkCatagolue|xq7_wn76oskkso67nzwgg75l55l57ggzctvvuvquuqvuvvtczw22hpffffph22zx3456w6543|b3678s34678|name=160P7H2V0|style=raw}}
| {{cells|160}}
|-
! [[c/4 orthogonal|c/4]]
| 4
| orthogonal
| [https://conwaylife.com/forums/viewtopic.php?f=11&t=702&p=73855#p73855 32P4H1V0]
| 
| {{cells|76}}
|-
! [[c/7 diagonal|c/7]]
| 7
| diagonal
| [https://conwaylife.com/forums/viewtopic.php?f=11&t=702&p=73855#p73855 48P7H1V1]
| {{cells|48}}
|-
! [[c/8 diagonal|c/8]]<ref>{{CiteDiscord|channel=naturalistic|id=1378190150135189597|author=LuveelVoom|date=May 31, 2025}}, which found the first c/8d (but laughably far from the minimal... yes indeed)</ref>
| 8
| diagonal
| {{LinkCatagolue|xq8_yhgg4esif0sczydgmqs40eun4fzy9oauvvse6s47a41zy3g0ooqipp0ec31zgooc4usvvfnff31z364iug5b23zx107|b3678s34678|name=176P8H1V1|style=raw}}
| {{cells|176}}
|}

{{EmbedViewer
|rle = x = 437, y = 103, rule = B3678/S34678
433bo$2b2ob4o5b3o9b5o4b5o13b3o10b3o12b3o11b4o6b4o7bo4bobo4bo8bo2bo5bo2bo15bo16bo5bo14b2o14b3o2b3o44bo14b3o11b3o17b3o15b2o33bo23bo35b2o$b3o3bobo3bobobo8b3obo4bob3o11b3ob3o6b3ob3o8b2ob2o12b2o3b2o3b2o8b2o3b3o3b2o8b2ob2o3b2ob2o14bobo14bobo3bobo13b2o12bob2o4b2obo40b4o13b2obo9b3obo15b5o14b3o31b3o22b3o30b2ob2o$4ob5o3b5o7bob2obo4bob2obo9b3o2b4ob2ob4o2b3o8bobobo11bo2b2o2b2o2bo9b2o2b3o2b2o8b2o4bobo4b2o13b3o14b3o3b3o26b14o39b5o10b3o2b2o11b2o15b6o12bo2b2o33bo21b4o28b4o2bo$b5o6bob3obo7b3o8b3o11b2o2b3ob4ob3o2b2o8b2o2bo13b10o12b2o3b2o10b3o2b5o2b3o13bobo33b2ob2ob2o9bo4b2o4bo39bob5o8bobo4b2o10b2o17b5o12b5o28b2o27b2o26b5ob3o$o3bo2b2o6bo11b2ob6ob2o11bob3o2bob4obo2b3obo8b4ob2o11b8o14b2ob2o12bobob5obobo31b2o5b2o9b2o2b2o2b2o8b2ob2o2b2ob2o39bob3obo7b4o2b4o10bo19b3o46bob2o22bob4o23bo3bo2b3o$14bobo9bo2b2o4b2o2bo10b3o5b6o5b3o8b2o2b2ob2o10bob2obo15b5o55b2o7b2o9b8o11bobo2bobo40bo2b5o5bo2bobo4b2o31bobo44bobobo21bo3bob2o23bo3b3o2bo$27b12o11bo7bo4bo7bo12b4o12bo2bo34bo9bo31bob2o3b2obo10b6o13b2o2b2o41b2obo9bo2b6o3bo29bobo13bo27b3obob3o17b2obo6b2o21b2o3bobobo$26bob10obo8b2o2bo6b4o6bo2b2o10bo2bo11b2o2b2o17bo41b3o15bobobobo10bob6obo10b8o39bob3obo7b3o3bobo34bo12bobo7bo21b2ob2obo17bobob2o2bob3o19b3ob2ob2obo$29b8o14bobo5bo2bo5bobo10bo15b3o4b3o57b3o15b2o3b2o12b6o13bob2obo41bo17bo2b2o47b2o7b2o16bob3ob4o18b2o2b2obo27bo2b3obo$25b2o3b6o3b2o10b2o16b2o8b4o13b3obo2bob3o54bo2bo2bo15bobo15b4o15bo2bo42bob2o17b2o45b2o9b3o15b8obo19bobo2bo24bo4bo2bo$26b2o2b6o2b2o10bo2b3o10b3o2bo7bo15b5o4b5o52bob5obo32b4o62b2o10bo6bobo47bobo6bob2o14b9o21bo2bo24b4o3b2o$26b2obob4obob2o13b2obo8bob2o9b2obo14b4o4b4o53b9o12b2obob2o13b4o14bo4bo43b2o9b3o4bo2b2o46bo2b3o2bob2o13bob5obo23b2obo20b3ob6obo$30b6o13b8o8b8o21b16o48b4ob5ob4o9b7o11b2ob2ob2o12b2o2b2o43b2o10bob2o2bo49bobobo5bo17b4o27b3o20bob6ob3o$28bo2b4o2bo12bob4o10b4obo21bob14obo47b2obob5obob2o10b5o13bob2obo12bobo2bobo41bobo9b2ob3o3bo46bo3bobo22b6o47bo2b8o$29b8o13b2ob4o8b4ob2o23b14o50b2o4bo4b2o9b3o3b3o10bo6bo9b5o2b5o39bo14bo4b3o49bo22bob2obo50b3ob3o2bo$27b12o13bo2bo10bo2bo24b2o2b8o2b2o55bo13b3o7b3o11b2o14b3o2b3o41b3o16bo2bo73b2o2bo48b2o2bo$27b12o15bo12bo31b6o75b5ob5o11b4o13b8o41b2obo15bobo74bo51bobo3b4o$28b10o18bo8bo31bo2b4o2bo75b7o14b2o11b3o3b2o3b3o38b2obo14bob2o125b6obo$30b6o19b2o8b2o29bob8obo72b11o11bo2bo11bo2bo4bo2bo34bo2bo2b2o15bo2b4o120b6obo2bo$24bob2o2b6o2b2obo14bo8bo30b2ob2o2b2ob2o76b3o15b4o11b2obob2obob2o34bob3o18bo5b2o117b8o$25b2o2bob4obo2b2o57b2o4b2o77b5o15b2o12b3ob4ob3o34b5o20bob4o117bob5o$24b5o3b2o3b5o56bo6bo78b3o14b6o12bob4obo36b3o19b3o2bobo119b7o$24b6o2b2o2b6o159bob2obo12b8o35b3obo17b4o122b9o$24b5ob6ob5o156b2o2b4o2b2o8b10o37bo19b2o2b2o115b2ob7o$22bob3o3bob2obo3b3obo153bo2b8o2bo8b8o33bob3o19bo4bo116b2o4b3o$23bo2bo3bo4bo3bo2bo154b14o6b12o31bo27bo118bobo2b3o$28bo8bo160b12o7b2ob6ob2o31b2o25b2obo115bobo3b2o$26bob3ob2ob3obo157bob10obo48bobo22b6o117bo2bobo$23b3ob2ob2o2b2ob2ob3o155b12o49b3o21bo2b4o118b4o2bo$24bo16bo156bo3bo2bo3bo11b4o32b7o16b2ob2ob2obo120bob2o$23b3o14b3o177b6o30bob4o18bo3bo4b3o117b2o$24bo16bo159b6o14b4o32b3obo20bo6bob2o118bo$23b3o4b6o4b3o157b8o11b2o4b2o30b2o22b2o3bo4bo$25bo4b2o2b2o4bo159bo2b2o2bo11bobo2bobo27b3ob3o22b2ob4o2bo$30bo4bo164bo2b2o2bo11b2ob2ob2o27bobobo22bobo2bo2b2o$30bob2obo166bo2bo48b4o25b2obo2bobo$30bob2obo185bo2bo31bo26bo2bo4b3o$221bo2bo30bo25bo2bobo4bobo$222b2o29bo2bo24b5o3b2o$254bob2o25b2obobobob2o$255b2o27b2o2bobob2o$283b2o6bo$254b3obo24b4o2b5o$255bobo27bo3b5o$253b5o25bob3ob3o$254bo27bob2o6bo$253bob2o27b2o$253b3o25b2o3bo$252b4o26bobo4b3o$251b3o29b4o3b2o$251b4o27bob2o$254bo29b3o$254b2o31b3o$254bo28bob6o$251bobo30b2obob2o$252b4o29bob2o$251b2ob2o27b2o2b4o$251b2o2bo27bo5b2o$250b3ob2o29b3ob2o$249bob3o30bob3o$251b3o32b2ob2o$248b2obo34bob2o$250b3o37b2o$248b3o2bo37bo$249b3obo35bob2o$246bo44b2o$246b2o2bo38b4o$247b2o36b6obo$245b3o34b2ob3ob2obo$244bo37b2ob3obo$244bobo36bob3obo$246b3o33bob4o$244bobob2o35bo$244b4o34b2o2bo$244b3ob2o34bo2b2o$242b2ob2ob2o35b4o$242bob3obo35b2ob2o$244bo38bo2bo$244b2o40bo$285b2o$245b2o$244b3o$244b3o$244b3o$242bob2o$242b3obo$242b4o$241bo2b2o$241bobo$242b2o$242b2o$244bo$241bo$241b2o$240bo$240bobo$238b5o$237b3o$237bob2o$235b5o$237bo$237bo!
|position = center
|viewerconfig = #C [[ ZOOM 2 WIDTH 900 ]]
|caption = A collection of these ships
|style = width:480px;
}}

In February {{year|2020}}, [[AforAmpere]] found the first [[knightship]]s in D&N, of speeds (2,1)c/5<ref name="post89850" /> and (2,1)c/6<ref name="post90043" /> respectively. On October 26, 2020, [[Adam P. Goucher]] found a {{LinkCatagolue|xq5_yzy1g8ik82vcezyzy13um3zyzw8qdf5r58zyz25e9htv652zyxssssvb31zysg0k40ec3011zyrgodpzypddso135zymcnmpa8zyjgo75j1ackzyf8kvvvfvmkp32zyg9vl3ackggzyhsmr1uuaczydcktoltkionzyd25f06d601zyaggog419k7ogzy6gsvvvf60dqsi9o2zy525nvvffs9v6u6zy58umplqgd0kzy45e22gvb2rd01zx4svaf1diphkc3z0k9864ihkjjoz6vj2qo0od51zw1103733|rule=b3678s34678|patternname=second, larger (2,1)c/5 knightship|style=raw}} using [[ikpx2]],<ref name="message770287572152483841" /> and quickly found multiple [[tagalong]]s<ref name="message770293244953100318" /><ref name="message770293800652242944" /> (including a {{LinkCatagolue|xq10_8e9m2zw5dvauo8zy0efdf8gzy32j6dikzy63j7jzy526759qoqgggzybr0klgzybichlrk2zyb21vfqsn6zye137uuttq4zyi1246544kzyngnrus8zyo11evke8zyr24cm468zys7gih73nkggzyt36usvffvvm8zyugw7hlbqczyu2jn9gdtvkzyv1osaee6kf6szyy175vcb7zyykfjih108sgoggzyz2m8rnncvjvvvu8gzyzw3674u8nnvfdnzyzy1gjghmuod94zyzy11et5mvoopbmgzyzy4261pd1ghbjfsozyzy8oj3o946696czyzy914mmo64lot3zyzyb11331|rule=b3678s34678|patternname=period-10 tagalong|style=raw}}<ref name="message770294666461315082" />) and a [[wickstretcher]]<ref name="message770296523916705843" /> based on it. The same day, Goucher found a smaller and thinner (2,1)c/6 spaceship.<ref name="message770389109339324416" />

On October 27, Goucher found a "[[growing spaceship|growing knightship]]" - a pattern in which the front end moves at (2,1)c/5 while the back end moves at (2,1)c/6.<ref name="post107986" />

{{POTY|name=These knightships|year=2020|type=oca|rank=1|collective=true}}

== Infinite growth ==

Many [[puffers]] and [[gun|guns]] have been found in Day & Night.

==References==
<references>
<ref name="post102258">{{LinkForumThread
|format = ref
|title = Re: List of the Turing-complete totalistic life-like CA
|p = 102258
|author = Peter Naszvadi
|date = August 14, 2020
}}</ref>
<ref name="post89850">{{LinkForumThread
|format = ref
|title = Re: Day & Night (B3678/S34678)
|p = 89850
|author = AforAmpere
|date = February 19, 2020
}}</ref>
<ref name="post90043">{{LinkForumThread
|format = ref
|title = Re: Day & Night (B3678/S34678)
|p = 90043
|author = AforAmpere
|date = February 22, 2020
}}</ref>
<ref name="message770287572152483841">{{CiteDiscord
|author = Adam P. Goucher
|date = October 26, 2020
|channel = naturalistic
|id = 770287572152483841
}}</ref>
<ref name="message770293244953100318">{{CiteDiscord
|author = Adam P. Goucher
|date = October 26, 2020
|channel = naturalistic
|id = 770293244953100318
}}</ref>
<ref name="message770293800652242944">{{CiteDiscord
|author = Adam P. Goucher
|date = October 26, 2020
|channel = naturalistic
|id = 770293800652242944
}}</ref>
<ref name="message770294666461315082">{{CiteDiscord
|author = wwei23
|date = October 26, 2020
|channel = naturalistic
|id = 770294666461315082
}}</ref>
<ref name="message770296523916705843">{{CiteDiscord
|author = Adam P. Goucher
|date = October 26, 2020
|channel = naturalistic
|id = 770296523916705843
}}</ref>
<ref name="message770389109339324416">{{CiteDiscord
|author = Adam P. Goucher
|date = October 26, 2020
|channel = naturalistic
|id = 770389109339324416
}}</ref>
<ref name="post107986">{{LinkForumThread
|format = ref
|title = Re: Day & Night (B3678/S34678)
|p = 107986
|author = Adam P. Goucher
|date = October 27, 2020
}}</ref>
</references>

==External links==
* {{cite web
| author = David I. Bell
| year = 1997
| url = http://www.tip.net.au/~dbell/articles/DayNight.zip
| title = Day & Night - An Interesting Variant of Life
| work = See also Bell's [http://www.tip.net.au/~dbell/archive/b3678s34678.tar.gz Day & Night pattern archive]}}
* {{cite web
| author = Pete Carlton
| url = https://web.archive.org/web/20080617233100/http://www.ocf.berkeley.edu/~pcarlton/CA.html
| title = Pete's Game of Life Page: B3678 S34678}}
* {{LinkForumThread|f=11|t=702|title=Day & Night (B3678/S34678)}}
* {{LinkWikipedia|Day_and_Night_(cellular_automaton)}}
* {{LinkCatagolueRule|b3678s34678}}
* {{LinkEppsteinRule|b3678s34678}}
* {{LinkMirek|rullex_life.html#Day%20%26%20Night|title=MCell built-in Life rules: Day & Night}}
* [https://web.archive.org/web/20150422173051/http://fano.ics.uci.edu/ca/rules/b3678s34678/g15.html The Rocket (glider 19979)]

[[Category:Life-like cellular automata]]
[[Category:Self-complementary rules]]

OCA:Day & Night

2026-10-18T23:34:39Z

TheWayOfTheCon: Expanding "behavior" section

{{Rule
|name = Day & Night
|imgname = Day&night
|char = Chaotic
|b = 3678
|s = 34678
|reversal = B3678/S34678
|ruleinteger = 242120
|strobing = B01245/S0125
|checkerboard = B1e2cn3acjkr4cny5einqy6ei7c/S01e2-ei3acjkr4-ejr5einqy6-cn7c8
}}
'''Day & Night''' is a [[Life-like cellular automaton]] in which cells survive from one generation to the next if they have 3, 4, 6, 7, or 8 neighbours, and are born if they have 3, 6, 7, or 8 neighbours.

Day & Night is the most well-known [[self-complementary]] rule; that is, if all grid cells have their on/off state exchanged, the history of the pattern is the same as the history of the original.

Nathan Thompson explored the rule starting in April 1997, and [[David Bell]] discussed the rule in detail the following November.

The rule is rich in [[spaceship]]s, [[puffer]]s, and [[oscillator]]s.

On August 14, {{year|2020}}, [[Peter Naszvadi]] constructed a [[Rule 110]] [[unit cell]] in Day & Night, proving the rule [[Turing-complete]].<ref name="post102258" />

== Behavior ==

[[Soups]] and large unstable patterns in Day & Night tend to evolve into large blobby "islands" with active exteriors and almost completely filled interiors, save for some [[photonegative]] [[oscillators]] and [[still lifes]]. These areas slowly shrink and degenerate, larger ones taking longer, leaking out patterns from their exteriors. Unusual spewing behavior can be observed as well, almost resembling failed spaceships or [[puffers]].

Most of these islands will disappear completely, the resulting [[ash]] being much less dense than ash in [[Conway's Game of Life]]. However, some can stabilize into large still lifes or [[trivial]] oscillators. Escaping [[spaceships]] are rare, though some might form from small active areas that shrink into their [[predecessor|predecessors]].

==Oscillators==
Day & Night is home to many different periods of oscillators. Here are the smallest known examples of each period up to 16:
{{EmbedViewer
|rle = x = 183, y = 12, rule = B3678/S34678
2o5bo28b2o9b2o55bo77bo$2o5b2o5b4o7bo8b4o9b2o10bobo20b2o5b2o11bob3o9bo
2bo9bobo7b2o9b3o28b2o$8bo6b2o7b3o7b6o6b5o7b6o6b5o6b3o5b3o10b5o9b3obo9b
o8b2o10b2o28b2o$15b2o8bo10b4o7b4o7b6o7b3o7b2o7b2o6b2o2b4o10b5o8bo11bo
9bo3bo7b2ob2o4b2o$15b2o18bob2o9bo9bo2b2o23bo11b9o8b5o8b2ob2o9b2o11b2o
6b4o3b4o$14b4o19b2o22b3o21b3o11b4o2b2o7b5o12bo10b2o11b2o7b9o$60b3o9bo
11b5o10b2o12b5o12bo32b4o3b4o$70b2o13b3o25bob3o11bobo31b2o4b2ob2o$72bo
13bo27bo2bo$70bo10b2o7b2o$71b2o8b3o5b3o$70bo11b2o5b2o!
|position = center
|viewerconfig = #C [[ WIDTH 1250 HEIGHT 240 ZOOM 6.5 AUTOSTART GPS 6 ]]}}

==Spaceships==
Many periods of c/2 spaceships are known, but different reduced speeds are common as well. The S8 transition allows many of the spaceships in Day & Night to be stable.

===Rocket===

The rocket was the first spaceship found in Day & Night, and it appears spontaneously from many reactions which have symmetry around a line. This spaceship is probably the reason that this particular Life rule was chosen for Day & Night. It is unexpectedly large and has the amazingly large period of 40.

{{EmbedViewer
|pname = rocket
|position = center
|caption = Rocket
|apgcode = xq40_0sfvuvfszw1ovo1z0sgpvpgszwcvvvczookpvpkooz8hvvvvvh8z2pfvvvfp2zw37f73/b3678s34678
|style = width:400px;
}}

The rocket is easily generated from tiny predecessors.

{{EmbedViewer
|rle = x = 412, y = 102, rule = B3678/S34678
b2o$ob2o$8o$ob2o$b2o!
|position = center
|caption = Rocket predecessor
|style = width:400px;
}}

===Elementary===

Unsimplified speeds are yet to be tabulated here.

Green means a spaceship has been proven to have minimal population via [[LLSSS]].
{| class="wikitable"
|-
! Speed
! Period
! Direction
! Smallest known
! Minimum # of [[cell]]s
|-
!rowspan=2| [[c/2 orthogonal|c/2]]
| 2
| orthogonal
| [https://conwaylife.com/forums/viewtopic.php?f=11&t=702&p=73855#p73855 29P2H1V0]
|style="background: #80ff80;"| {{cells|29}}
|-
| 4
| orthogonal
| {{LinkCatagolue|xq4_gkevekgzx2|b3678s34678|name=18P4H2V0|style=raw}}
|style="background: #80ff80;"| {{cells|18}}
|-
! [[3c/7 orthogonal|3c/7]]
| 7
| orthogonal
| {{LinkCatagolue|xq7_oggwdraaaardwggozdvo504sf44fs405ovdzupv80adkrrkda08vpuz0devousvvvvsuovedzwfeqctvvvvtcqefz0266ugvvvvvvgu662zwcujb73w37bjuczw1233y23321|b3678s34678|name=316P7H3V0|style=raw}}
| {{cells|316}}
|-
! [[2c/5 orthogonal|2c/5]]
| 5
| orthogonal
| [https://conwaylife.com/forums/viewtopic.php?f=11&t=702&p=73994#p73994 164P5H2V0]
| {{cells|164}}
|-
! [[c/3 orthogonal|c/3]]
| 3
| orthogonal
| {{LinkCatagolue|xq3_oq7sm9wo6335zx10eu2|b3678s34678|name=35P3H1V0|style=raw}}
|style="background: #80ff80;"| {{cells|35}}
|-
! [[2c/7 orthogonal|2c/7]]
| 7
| orthogonal
| {{LinkCatagolue|xq7_wn76oskkso67nzwgg75l55l57ggzctvvuvquuqvuvvtczw22hpffffph22zx3456w6543|b3678s34678|name=160P7H2V0|style=raw}}
| {{cells|160}}
|-
! [[c/4 orthogonal|c/4]]
| 4
| orthogonal
| [https://conwaylife.com/forums/viewtopic.php?f=11&t=702&p=73855#p73855 32P4H1V0]
| 
| {{cells|76}}
|-
! [[c/7 diagonal|c/7]]
| 7
| diagonal
| [https://conwaylife.com/forums/viewtopic.php?f=11&t=702&p=73855#p73855 48P7H1V1]
| {{cells|48}}
|-
! [[c/8 diagonal|c/8]]<ref>{{CiteDiscord|channel=naturalistic|id=1378190150135189597|author=LuveelVoom|date=May 31, 2025}}, which found the first c/8d (but laughably far from the minimal... yes indeed)</ref>
| 8
| diagonal
| {{LinkCatagolue|xq8_yhgg4esif0sczydgmqs40eun4fzy9oauvvse6s47a41zy3g0ooqipp0ec31zgooc4usvvfnff31z364iug5b23zx107|b3678s34678|name=176P8H1V1|style=raw}}
| {{cells|176}}
|}

{{EmbedViewer
|rle = x = 437, y = 103, rule = B3678/S34678
433bo$2b2ob4o5b3o9b5o4b5o13b3o10b3o12b3o11b4o6b4o7bo4bobo4bo8bo2bo5bo2bo15bo16bo5bo14b2o14b3o2b3o44bo14b3o11b3o17b3o15b2o33bo23bo35b2o$b3o3bobo3bobobo8b3obo4bob3o11b3ob3o6b3ob3o8b2ob2o12b2o3b2o3b2o8b2o3b3o3b2o8b2ob2o3b2ob2o14bobo14bobo3bobo13b2o12bob2o4b2obo40b4o13b2obo9b3obo15b5o14b3o31b3o22b3o30b2ob2o$4ob5o3b5o7bob2obo4bob2obo9b3o2b4ob2ob4o2b3o8bobobo11bo2b2o2b2o2bo9b2o2b3o2b2o8b2o4bobo4b2o13b3o14b3o3b3o26b14o39b5o10b3o2b2o11b2o15b6o12bo2b2o33bo21b4o28b4o2bo$b5o6bob3obo7b3o8b3o11b2o2b3ob4ob3o2b2o8b2o2bo13b10o12b2o3b2o10b3o2b5o2b3o13bobo33b2ob2ob2o9bo4b2o4bo39bob5o8bobo4b2o10b2o17b5o12b5o28b2o27b2o26b5ob3o$o3bo2b2o6bo11b2ob6ob2o11bob3o2bob4obo2b3obo8b4ob2o11b8o14b2ob2o12bobob5obobo31b2o5b2o9b2o2b2o2b2o8b2ob2o2b2ob2o39bob3obo7b4o2b4o10bo19b3o46bob2o22bob4o23bo3bo2b3o$14bobo9bo2b2o4b2o2bo10b3o5b6o5b3o8b2o2b2ob2o10bob2obo15b5o55b2o7b2o9b8o11bobo2bobo40bo2b5o5bo2bobo4b2o31bobo44bobobo21bo3bob2o23bo3b3o2bo$27b12o11bo7bo4bo7bo12b4o12bo2bo34bo9bo31bob2o3b2obo10b6o13b2o2b2o41b2obo9bo2b6o3bo29bobo13bo27b3obob3o17b2obo6b2o21b2o3bobobo$26bob10obo8b2o2bo6b4o6bo2b2o10bo2bo11b2o2b2o17bo41b3o15bobobobo10bob6obo10b8o39bob3obo7b3o3bobo34bo12bobo7bo21b2ob2obo17bobob2o2bob3o19b3ob2ob2obo$29b8o14bobo5bo2bo5bobo10bo15b3o4b3o57b3o15b2o3b2o12b6o13bob2obo41bo17bo2b2o47b2o7b2o16bob3ob4o18b2o2b2obo27bo2b3obo$25b2o3b6o3b2o10b2o16b2o8b4o13b3obo2bob3o54bo2bo2bo15bobo15b4o15bo2bo42bob2o17b2o45b2o9b3o15b8obo19bobo2bo24bo4bo2bo$26b2o2b6o2b2o10bo2b3o10b3o2bo7bo15b5o4b5o52bob5obo32b4o62b2o10bo6bobo47bobo6bob2o14b9o21bo2bo24b4o3b2o$26b2obob4obob2o13b2obo8bob2o9b2obo14b4o4b4o53b9o12b2obob2o13b4o14bo4bo43b2o9b3o4bo2b2o46bo2b3o2bob2o13bob5obo23b2obo20b3ob6obo$30b6o13b8o8b8o21b16o48b4ob5ob4o9b7o11b2ob2ob2o12b2o2b2o43b2o10bob2o2bo49bobobo5bo17b4o27b3o20bob6ob3o$28bo2b4o2bo12bob4o10b4obo21bob14obo47b2obob5obob2o10b5o13bob2obo12bobo2bobo41bobo9b2ob3o3bo46bo3bobo22b6o47bo2b8o$29b8o13b2ob4o8b4ob2o23b14o50b2o4bo4b2o9b3o3b3o10bo6bo9b5o2b5o39bo14bo4b3o49bo22bob2obo50b3ob3o2bo$27b12o13bo2bo10bo2bo24b2o2b8o2b2o55bo13b3o7b3o11b2o14b3o2b3o41b3o16bo2bo73b2o2bo48b2o2bo$27b12o15bo12bo31b6o75b5ob5o11b4o13b8o41b2obo15bobo74bo51bobo3b4o$28b10o18bo8bo31bo2b4o2bo75b7o14b2o11b3o3b2o3b3o38b2obo14bob2o125b6obo$30b6o19b2o8b2o29bob8obo72b11o11bo2bo11bo2bo4bo2bo34bo2bo2b2o15bo2b4o120b6obo2bo$24bob2o2b6o2b2obo14bo8bo30b2ob2o2b2ob2o76b3o15b4o11b2obob2obob2o34bob3o18bo5b2o117b8o$25b2o2bob4obo2b2o57b2o4b2o77b5o15b2o12b3ob4ob3o34b5o20bob4o117bob5o$24b5o3b2o3b5o56bo6bo78b3o14b6o12bob4obo36b3o19b3o2bobo119b7o$24b6o2b2o2b6o159bob2obo12b8o35b3obo17b4o122b9o$24b5ob6ob5o156b2o2b4o2b2o8b10o37bo19b2o2b2o115b2ob7o$22bob3o3bob2obo3b3obo153bo2b8o2bo8b8o33bob3o19bo4bo116b2o4b3o$23bo2bo3bo4bo3bo2bo154b14o6b12o31bo27bo118bobo2b3o$28bo8bo160b12o7b2ob6ob2o31b2o25b2obo115bobo3b2o$26bob3ob2ob3obo157bob10obo48bobo22b6o117bo2bobo$23b3ob2ob2o2b2ob2ob3o155b12o49b3o21bo2b4o118b4o2bo$24bo16bo156bo3bo2bo3bo11b4o32b7o16b2ob2ob2obo120bob2o$23b3o14b3o177b6o30bob4o18bo3bo4b3o117b2o$24bo16bo159b6o14b4o32b3obo20bo6bob2o118bo$23b3o4b6o4b3o157b8o11b2o4b2o30b2o22b2o3bo4bo$25bo4b2o2b2o4bo159bo2b2o2bo11bobo2bobo27b3ob3o22b2ob4o2bo$30bo4bo164bo2b2o2bo11b2ob2ob2o27bobobo22bobo2bo2b2o$30bob2obo166bo2bo48b4o25b2obo2bobo$30bob2obo185bo2bo31bo26bo2bo4b3o$221bo2bo30bo25bo2bobo4bobo$222b2o29bo2bo24b5o3b2o$254bob2o25b2obobobob2o$255b2o27b2o2bobob2o$283b2o6bo$254b3obo24b4o2b5o$255bobo27bo3b5o$253b5o25bob3ob3o$254bo27bob2o6bo$253bob2o27b2o$253b3o25b2o3bo$252b4o26bobo4b3o$251b3o29b4o3b2o$251b4o27bob2o$254bo29b3o$254b2o31b3o$254bo28bob6o$251bobo30b2obob2o$252b4o29bob2o$251b2ob2o27b2o2b4o$251b2o2bo27bo5b2o$250b3ob2o29b3ob2o$249bob3o30bob3o$251b3o32b2ob2o$248b2obo34bob2o$250b3o37b2o$248b3o2bo37bo$249b3obo35bob2o$246bo44b2o$246b2o2bo38b4o$247b2o36b6obo$245b3o34b2ob3ob2obo$244bo37b2ob3obo$244bobo36bob3obo$246b3o33bob4o$244bobob2o35bo$244b4o34b2o2bo$244b3ob2o34bo2b2o$242b2ob2ob2o35b4o$242bob3obo35b2ob2o$244bo38bo2bo$244b2o40bo$285b2o$245b2o$244b3o$244b3o$244b3o$242bob2o$242b3obo$242b4o$241bo2b2o$241bobo$242b2o$242b2o$244bo$241bo$241b2o$240bo$240bobo$238b5o$237b3o$237bob2o$235b5o$237bo$237bo!
|position = center
|viewerconfig = #C [[ ZOOM 2 WIDTH 900 ]]
|caption = A collection of these ships
|style = width:480px;
}}

In February {{year|2020}}, [[AforAmpere]] found the first [[knightship]]s in D&N, of speeds (2,1)c/5<ref name="post89850" /> and (2,1)c/6<ref name="post90043" /> respectively. On October 26, 2020, [[Adam P. Goucher]] found a {{LinkCatagolue|xq5_yzy1g8ik82vcezyzy13um3zyzw8qdf5r58zyz25e9htv652zyxssssvb31zysg0k40ec3011zyrgodpzypddso135zymcnmpa8zyjgo75j1ackzyf8kvvvfvmkp32zyg9vl3ackggzyhsmr1uuaczydcktoltkionzyd25f06d601zyaggog419k7ogzy6gsvvvf60dqsi9o2zy525nvvffs9v6u6zy58umplqgd0kzy45e22gvb2rd01zx4svaf1diphkc3z0k9864ihkjjoz6vj2qo0od51zw1103733|rule=b3678s34678|patternname=second, larger (2,1)c/5 knightship|style=raw}} using [[ikpx2]],<ref name="message770287572152483841" /> and quickly found multiple [[tagalong]]s<ref name="message770293244953100318" /><ref name="message770293800652242944" /> (including a {{LinkCatagolue|xq10_8e9m2zw5dvauo8zy0efdf8gzy32j6dikzy63j7jzy526759qoqgggzybr0klgzybichlrk2zyb21vfqsn6zye137uuttq4zyi1246544kzyngnrus8zyo11evke8zyr24cm468zys7gih73nkggzyt36usvffvvm8zyugw7hlbqczyu2jn9gdtvkzyv1osaee6kf6szyy175vcb7zyykfjih108sgoggzyz2m8rnncvjvvvu8gzyzw3674u8nnvfdnzyzy1gjghmuod94zyzy11et5mvoopbmgzyzy4261pd1ghbjfsozyzy8oj3o946696czyzy914mmo64lot3zyzyb11331|rule=b3678s34678|patternname=period-10 tagalong|style=raw}}<ref name="message770294666461315082" />) and a [[wickstretcher]]<ref name="message770296523916705843" /> based on it. The same day, Goucher found a smaller and thinner (2,1)c/6 spaceship.<ref name="message770389109339324416" />

On October 27, Goucher found a "[[growing spaceship|growing knightship]]" - a pattern in which the front end moves at (2,1)c/5 while the back end moves at (2,1)c/6.<ref name="post107986" />

{{POTY|name=These knightships|year=2020|type=oca|rank=1|collective=true}}

== Infinite growth ==

Many [[puffers]] and [[gun|guns]] have been found in Day & Night.

==References==
<references>
<ref name="post102258">{{LinkForumThread
|format = ref
|title = Re: List of the Turing-complete totalistic life-like CA
|p = 102258
|author = Peter Naszvadi
|date = August 14, 2020
}}</ref>
<ref name="post89850">{{LinkForumThread
|format = ref
|title = Re: Day & Night (B3678/S34678)
|p = 89850
|author = AforAmpere
|date = February 19, 2020
}}</ref>
<ref name="post90043">{{LinkForumThread
|format = ref
|title = Re: Day & Night (B3678/S34678)
|p = 90043
|author = AforAmpere
|date = February 22, 2020
}}</ref>
<ref name="message770287572152483841">{{CiteDiscord
|author = Adam P. Goucher
|date = October 26, 2020
|channel = naturalistic
|id = 770287572152483841
}}</ref>
<ref name="message770293244953100318">{{CiteDiscord
|author = Adam P. Goucher
|date = October 26, 2020
|channel = naturalistic
|id = 770293244953100318
}}</ref>
<ref name="message770293800652242944">{{CiteDiscord
|author = Adam P. Goucher
|date = October 26, 2020
|channel = naturalistic
|id = 770293800652242944
}}</ref>
<ref name="message770294666461315082">{{CiteDiscord
|author = wwei23
|date = October 26, 2020
|channel = naturalistic
|id = 770294666461315082
}}</ref>
<ref name="message770296523916705843">{{CiteDiscord
|author = Adam P. Goucher
|date = October 26, 2020
|channel = naturalistic
|id = 770296523916705843
}}</ref>
<ref name="message770389109339324416">{{CiteDiscord
|author = Adam P. Goucher
|date = October 26, 2020
|channel = naturalistic
|id = 770389109339324416
}}</ref>
<ref name="post107986">{{LinkForumThread
|format = ref
|title = Re: Day & Night (B3678/S34678)
|p = 107986
|author = Adam P. Goucher
|date = October 27, 2020
}}</ref>
</references>

==External links==
* {{cite web
| author = David I. Bell
| year = 1997
| url = http://www.tip.net.au/~dbell/articles/DayNight.zip
| title = Day & Night - An Interesting Variant of Life
| work = See also Bell's [http://www.tip.net.au/~dbell/archive/b3678s34678.tar.gz Day & Night pattern archive]}}
* {{cite web
| author = Pete Carlton
| url = https://web.archive.org/web/20080617233100/http://www.ocf.berkeley.edu/~pcarlton/CA.html
| title = Pete's Game of Life Page: B3678 S34678}}
* {{LinkForumThread|f=11|t=702|title=Day & Night (B3678/S34678)}}
* {{LinkWikipedia|Day_and_Night_(cellular_automaton)}}
* {{LinkCatagolueRule|b3678s34678}}
* {{LinkEppsteinRule|b3678s34678}}
* {{LinkMirek|rullex_life.html#Day%20%26%20Night|title=MCell built-in Life rules: Day & Night}}
* [https://web.archive.org/web/20150422173051/http://fano.ics.uci.edu/ca/rules/b3678s34678/g15.html The Rocket (glider 19979)]

[[Category:Life-like cellular automata]]
[[Category:Self-complementary rules]]

OCA:Day & Night

2026-10-18T20:21:23Z

TheWayOfTheCon: New "Behavior" section, will expand

User:TheWayOfTheCon/For newcomers: Think you've discovered something?

2026-10-18T02:04:43Z

TheWayOfTheCon:

User:TheWayOfTheCon

2026-10-18T01:06:07Z

TheWayOfTheCon:

I could've chose a better username, but oh well.

Just someone who finds Conway's Game of Life fascinating.

{{EmbedViewer
|rle = x = 9, y = 8, rule = R2,C2,S4,6-9,20-24,B7-9,19-21
4bo$3b4o$2b2ob3o$2o5b2o$o7bo$2o5b2o$b3o2b3o$2b4o!

|viewerconfig = #C [[ AUTOSTART GPS 20 Y 2 LOOP 60 TRACK 6/20 -1/20 WIDTH 800 HEIGHT 700 LABEL 4 14 15 "(6,1)c/20" LABEL 4 16 15 "R2, S4,6-9,20-24, B7-9,19-21" COLOR LABEL 250 150 182 LABEL 4 12 15 "Flamingoship" ]]
|position = center
|caption =
}}

[[User:TheWayOfTheCon/LowLife zone|TheWayOfTheCon/LowLife zone]] 
[[User:TheWayOfTheCon/If CGOL was more popular...|TheWayOfTheCon/If CGOL was more popular...]] 
[[User:TheWayOfTheCon/B35/S126|TheWayOfTheCon/B35/S126]] 
[[User:TheWayOfTheCon/Various discoveries in Range-2 OT rules|TheWayOfTheCon/Various discoveries in Range-2 OT rules]] [[User:TheWayOfTheCon/HighPottery|TheWayOfTheCon/HighPottery]] <-- '''Main rule of interest''' 
[[User:TheWayOfTheCon/Useful_userspace_pages|TheWayOfTheCon/Useful userspace pages]]

== LifeWiki to-do ==

*Expand OCA articles, focusing on description and properties (Most likely will be for [[tlife]], [[Travelling Ts]], and [[DryLife]])
*Add more snippets for the OCA page
*Work on [[User:TheWayOfTheCon/For newcomers: Think you've discovered something?|newcomer discovery userpage]]
*Eventually, create pages for
**Useful Golly scripts
**Underrated threads

== Timeline of contributions to B3/S23 on Catagolue ==

{| class="wikitable"
|-
|+ C1 (in millions)
|-
!Date
!Objects contributed by me
!Objects contributed by everyone else
!Makeup of contributions
|-
|9/24/26
|22
|1,907,642
|0.0011%
|-
|10/5/26
|10,532
|2,623,485
|0.399%
|-
|10/12/26
|3,188
|2,606,291
|0.122%
|-
|10/13/26
|24,032
|1,213,059
|1.94%
|-
|10/15/26
|36,591
|591,903
|5.82%
|}

{| class="wikitable"
|-
|+ D8_1 (in millions)
|-
!Date
!Objects contributed by me
|-
|10/7/26
|~1,192
|}

OCA:DryLife

2026-10-17T17:48:34Z

TheWayOfTheCon: Various additions

{{Rule
|name = DryLife
|char = Explosive
|b = 37
|s = 23
|ruleinteger = 6280
|reversal = B0123478/S0234678
}}
'''DryLife''' is a [[Life-like cellular automaton]] in which [[cell]]s survive from one generation to the next if they have 2 or 3 [[neighbours]], and are born if they have 3 or 7 neighbours. The rule behaves in an [[explosive]] manner, as small patterns, such as the [[stairstep hexomino]], may exhibit [[chaotic growth]].

== Behavior ==

As mentioned before, DryLife is an explosive rule, which is caused by small patterns exhibiting infinite growth, most notably the stairstep hexomino and from there [[lumps of muck]]. Some patterns, like the [[R-pentomino]], [[Pi heptomino]], and [[Herschel]], actually end up being less active in this rule than they are in [[Life]].

[[Ash]] in exploding soups are similar to Life, with most of the common objects along with some constellations, including those specific to this rule. Many escaping [[gliders]] can also be seen.

==Patterns==

=== Still lifes ===

All [[still lifes]] from regular Life work in DryLife, as B7 does not impact still lifes. The [[cis-mirrored bun]] is notably more common due to a constellation containing them. This constellation is the "flower garden", a common [[constellation]] composed of two [[cis-mirrored bun]]s along with two [[bi-boat|bi-boats]]. It evolves from some [[honey farm]] [[predecessor]]s like [[bun]].

{{EmbedViewer
|pname = drylifeflowergarden
|position = center
|caption = The flower garden
|style = width:300px;
|apgcode = xs48_g88gx2560652xg88gz8lldy9dll8zy32530352/b37s23
}}

There is another common [[alien]] constellation in DryLife, consisting of just two [[tub|tubs]]. It mainly evolves from the [[Pi-heptomino]].

{{EmbedViewer
|rle = x = 3, y = 3, rule = B37/S23
3o$obo$obo!
|position = center
|caption = The pi-heptomino evolving into a two-tub constellation
|style = width:300px;
|viewerconfig = #C [[ ZOOM 25 GPS 8 LOOP 40 AUTOSTART PAUSE 1 ]]
}}

=== Spaceships and puffers ===

DryLife is so named because the [[standard spaceship]]s from [[Conway's Life|normal life]]; [[lightweight spaceship]], [[middleweight spaceship]], and [[heavyweight spaceship]] — also known as "fishes" — do not work, though the [[glider]] does. Some other spaceships, such as the [[x66]], [[weekender]] and [[loafer]], work in this rule. The [[copperhead]] evolves into the closely related c/10 ''goldenhead'', differing from copperhead by two cells in one phase, and it supports the pseudo-tagalong in [[fireship]] as well.

{{EmbedViewer
|pname = goldenhead
|viewerconfig = #C [[ ZOOM 16 HEIGHT 350 GPS 5 AUTOSTART TRACKLOOP 10 0 -0.1 ]]
|position = center
|caption = Goldenhead
|style = width:300px;
|apgcode = xq10_o5995ozes88sezw33/b37s23
}}

A pair of correctly spaced [[B-heptomino]]es (as in the [[twin bees shuttle]]) evolves into a messy [[period]]-160 [[c/2 orthogonal]] [[puffer]]. It is also [[gutter-symmetric]].

{{EmbedViewer
|pname = B-heptomino-pair-drylife
|viewerconfig = #C [[ ZOOM 8 HEIGHT 350 GPS 15 AUTOSTART TRACK 0.5 0 ]]
|position = center
|caption = B-heptomino puffer
|style = width:300px;
}}

{{EmbedViewer
|pname = drylife2engine9c28spaceship
|viewerconfig = #C [[ ZOOM 16 HEIGHT 350 AUTOSTART GPS 7 TRACKLOOP 28 -9/28 0 ]]
|position = center
|caption = A 2-engine 9c/28 [[spaceship]] found by [[Paul Tooke]]
|style = width:300px;
|apgcode = xq28_334p03x8e4zy03370czy0oo4j1ox2e4/b37s23
}}

A new speed allowed by DryLife is 9c/28 orthogonal. Technology travelling at this speed relies on the [[R-pentomino]]. Two R-pentominoes constitute a small symmetric 9c/28 orthogonal [[pond]] puffer, or a spaceship. A [[3-glider collision]] that [[synthesis]]es a R-pentomino via beehive works well, so [[gun]]s and [[breeder]]s have been constructed that fire spaceships and [[rake]]s of this speed respectively.

=== Oscillators ===
Many common [[oscillators]], like [[blinker]] and [[toad]], still work under DryLife's rules. The [[pulsar]] is slightly more common.

[[Queen bee shuttle|Queen bee shuttles]] do not work, as the [[queen bee]] evolves much differently and doesn't copy itself.

One noteworthy alien oscillator is a small period-32 [[reflectorless rotating oscillator]] called {{LinkCatagolue|xp32_1orq4|rule=b37s23|style=raw|patternname=spinner}}, which gives [[banana spark]]s and is therefore capable of reflecting gliders by 90 degrees. [[Jason Summers]] found that a collision between a glider and a half-open [[twirling T-tetsons 2]] produces two 90-degree gliders while sustaining the [[pre-pulsar]] engine, resulting in a period-60 glider gun; a [[blocker]] and a spinner can be added as [[filter]]s for a p480 gun.

{{EmbedViewer
|pname = spinner
|viewerconfig = #C [[ ZOOM 16 HEIGHT 350 AUTOSTART GPS 10 ]]
|position = center
|caption = Spinner
|style = width:300px;
|apgcode = xp32_1orq4/b37s23
}}

== Universality ==
There is a proof sketch of DryLife's universality on ConwayLife.com forums. It is a proof-scheme covering all rules in the [[outer-totalistic]] [[rulespace]] between B3/S23 and B3678/S23678.<ref name="post38167" />

In {{year|2018}}, [[Peter Naszvadi]] constructed an explicit [[Rule 110]] [[unit cell]] in DryLife, proving its [[Turing-complete]]ness.<ref name="post58579" /> The pattern itself is basically a meta-[[polyglot]], covering some related cellular automata in which the pattern only differs in some parts (in this case, the guns).

== See also ==
* [[OCA:Life without death#Similar rules|DryLife without death]] (B37/S012345678)
* [[Grounded Life]] (B35/S23), which does not support the [[glider]] along with the [[xWSSes]]
* [[OCA:PiLife|PiLife]] (B37eS23)

== References ==
<references>
<ref name="post38167">{{LinkForumThread
|format = ref
|title = Re: List of the Turing-complete totalistic life-like CA
|p = 38167
|author = Peter Naszvadi
|date = December 12, 2016
}}</ref>
<ref name="post58579">{{LinkForumThread
|p = 58579
|format = ref
|title = Re: List of the Turing-complete totalistic life-like CA
|author = Peter Naszvadi
|date = March 29, 2018
}}</ref>
</references>

== External links ==
* {{LinkCatagolueRule|b37s23}}
* {{LinkForumThread|f=11|t=490|title=Puffer with unstable trail (B37/S23)}}
* {{LinkForumThread|f=11|t=2122|title=DryLife Exploration Thread}}
* {{LinkForumThread|f=11|t=2705|title=Taming B37/S23}}
* {{LinkEppsteinRule|b37s23}}

__NOTOC__

[[Category:Life-like cellular automata]]

2026-10-14T21:10:52Z

TheWayOfTheCon:

I could've chose a better username, but oh well.

Just someone who finds Conway's Game of Life fascinating.

{{EmbedViewer
|rle = x = 9, y = 8, rule = R2,C2,S4,6-9,20-24,B7-9,19-21
4bo$3b4o$2b2ob3o$2o5b2o$o7bo$2o5b2o$b3o2b3o$2b4o!

|viewerconfig = #C [[ AUTOSTART GPS 20 Y 2 LOOP 60 TRACK 6/20 -1/20 WIDTH 800 HEIGHT 700 LABEL 4 14 15 "(6,1)c/20" LABEL 4 16 15 "R2, S4,6-9,20-24, B7-9,19-21" COLOR LABEL 250 150 182 LABEL 4 12 15 "Flamingoship" ]]
|position = center
|caption =
}}

[[User:TheWayOfTheCon/LowLife zone|TheWayOfTheCon/LowLife zone]] 
[[User:TheWayOfTheCon/If CGOL was more popular...|TheWayOfTheCon/If CGOL was more popular...]] 
[[User:TheWayOfTheCon/B35/S126|TheWayOfTheCon/B35/S126]] 
[[User:TheWayOfTheCon/Various discoveries in Range-2 OT rules|TheWayOfTheCon/Various discoveries in Range-2 OT rules]] [[User:TheWayOfTheCon/HighPottery|TheWayOfTheCon/HighPottery]] <-- '''Main rule of interest''' 
[[User:TheWayOfTheCon/Useful_userspace_pages|TheWayOfTheCon/Useful userspace pages]]

== LifeWiki to-do ==

*Expand OCA articles (Most likely [[tlife]], [[Travelling Ts]], and [[DryLife]])
*Add more snippets for the OCA page

== Timeline of contributions to B3/S23 on Catagolue ==

{| class="wikitable"
|-
|+ C1 (in millions)
|-
!Date
!Objects contributed by me
!Objects contributed by everyone else
!Makeup of contributions
|-
|9/24/26
|22
|1,907,642
|0.0011%
|-
|10/5/26
|10,532
|2,623,485
|0.399%
|-
|10/12/26
|3,188
|2,606,291
|0.122%
|}

{| class="wikitable"
|-
|+ D8_1 (in millions)
|-
!Date
!Objects contributed by me
|-
|10/7/26
|~1,192
|}