Langton's Ant Society

[BokaBB]

A DAILY ACTIVE SOCIETY FOR EXPLORING LANGTON'S ANT AND RELATED RULES(I might not be active if I have zero Internet)
Langton's ant is for sure one of the most interesting rules ever. I think I finally found a rule I love. I think it can simulate anything. Someone found a spaceship in it. There are many more hybrid highways and I even found some oblique ones.
This is a group where you can explore or talk about anything related to Langton's ant and its relatives.
Anyone can join.
To begin,I have discovered a super interesting reaction that I call ringing bell.
1. Draw 3 horizontally touching ants.
2. Unpause. Wait a bit until a highway appears. You can speed up if you want (I usually watch it in the third speed).
3. Add a cell to any right corner of the highway (there are such small holes).
4. Watch. You will see a small structure appearing and a very quick signal that will go in the direction of the highway and the highway will start being removed (I don't want to believe nobody discovered that particular thing so far). However,once it hits the bell it will first be destroyed,but two signals will appear:one will revive the highway and the other will head to the bottom.
This may not be exactly like this in your case,but it will for sure at least resemble it.
You can even add more cells somewhere else in order to make this even more interesting.
I hope it is possible to make this oriented in some other direction.
I have also observed that in some oscillators one ant destroys the random ash that appeared and clears the highway made by other ant. After that,one makes random ash and other makes a highway in the opposite direction of the previous one. The randomer starts removing the ash at some point and everything repeats again, altrough reverse (but later will back to the beginning).
I think we can use it and I think the reactions I observed resemble some in JvN.
I will also share an interesting oblique highway (I think knightway,but I don't know) that is made of two symbiont ants and that emerged from another similar structure.
Have a good day!

BokaBB

[Schiaparelliorbust]

A DAILY ACTIVE SOCIETY FOR EXPLORING LANGTON'S ANT AND RELATED RULES(I might not be active if I have zero Internet)
Langton's ant is for sure one of the most interesting rules ever. I think I finally found a rule I love. I think it can simulate anything. Someone found a spaceship in it. There are many more hybrid highways and I even found some oblique ones.
This is a group where you can explore or talk about anything related to Langton's ant and its relatives.
Anyone can join.
To begin,I have discovered a super interesting reaction that I call ringing bell.
1. Draw 3 horizontally touching ants.
2. Unpause. Wait a bit until a highway appears. You can speed up if you want (I usually watch it in the third speed).
3. Add a cell to any right corner of the highway (there are such small holes).
4. Watch. You will see a small structure appearing and a very quick signal that will go in the direction of the highway and the highway will start being removed (I don't want to believe nobody discovered that particular thing so far). However,once it hits the bell it will first be destroyed,but two signals will appear:one will revive the highway and the other will head to the bottom.
This may not be exactly like this in your case,but it will for sure at least resemble it.
You can even add more cells somewhere else in order to make this even more interesting.
I hope it is possible to make this oriented in some other direction.
I have also observed that in some oscillators one ant destroys the random ash that appeared and clears the highway made by other ant. After that,one makes random ash and other makes a highway in the opposite direction of the previous one. The randomer starts removing the ash at some point and everything repeats again, altrough reverse (but later will back to the beginning).
I think we can use it and I think the reactions I observed resemble some in JvN.
I will also share an interesting oblique highway (I think knightway,but I don't know) that is made of two symbiont ants and that emerged from another similar structure.
Have a good day!

BokaBB

Highway deletion is very well known. You said you found oblique highways, could you please show them? That sounds interesting.

[BokaBB]

A DAILY ACTIVE SOCIETY FOR EXPLORING LANGTON'S ANT AND RELATED RULES(I might not be active if I have zero Internet)
Langton's ant is for sure one of the most interesting rules ever. I think I finally found a rule I love. I think it can simulate anything. Someone found a spaceship in it. There are many more hybrid highways and I even found some oblique ones.
This is a group where you can explore or talk about anything related to Langton's ant and its relatives.
Anyone can join.
To begin,I have discovered a super interesting reaction that I call ringing bell.
1. Draw 3 horizontally touching ants.
2. Unpause. Wait a bit until a highway appears. You can speed up if you want (I usually watch it in the third speed).
3. Add a cell to any right corner of the highway (there are such small holes).
4. Watch. You will see a small structure appearing and a very quick signal that will go in the direction of the highway and the highway will start being removed (I don't want to believe nobody discovered that particular thing so far). However,once it hits the bell it will first be destroyed,but two signals will appear:one will revive the highway and the other will head to the bottom.
This may not be exactly like this in your case,but it will for sure at least resemble it.
You can even add more cells somewhere else in order to make this even more interesting.
I hope it is possible to make this oriented in some other direction.
I have also observed that in some oscillators one ant destroys the random ash that appeared and clears the highway made by other ant. After that,one makes random ash and other makes a highway in the opposite direction of the previous one. The randomer starts removing the ash at some point and everything repeats again, altrough reverse (but later will back to the beginning).
I think we can use it and I think the reactions I observed resemble some in JvN.
I will also share an interesting oblique highway (I think knightway,but I don't know) that is made of two symbiont ants and that emerged from another similar structure.
Have a good day!

BokaBB

Highway deletion is very well known. You said you found oblique highways, could you please show them? That sounds interesting.

In the attachments.
Have a good day!

BokaBB

[Schiaparelliorbust]

In the attachments.
Have a good day!

BokaBB

Please post an RLE. The attachments don't show where the ants are.

[BokaBB]

In the attachments.
Have a good day!

BokaBB

Please post an RLE. The attachments don't show where the ants are.

I don't know how.
You can compare the first two pictures and deduct.
Have a good day!

BokaBB

[Schiaparelliorbust]

Please post an RLE. The attachments don't show where the ants are.

I don't know how.
Have a good day!

BokaBB

Are you using your phone right now? It looks like you are. If yes, please post as soon as possible from a computer.

[BokaBB]

Please post an RLE. The attachments don't show where the ants are.

I don't know how.
Have a good day!

BokaBB

Are you using your phone right now? It looks like you are. If yes, please post as soon as possible from a computer.
[/quote]
No,I use laptop. I saved it on phone,what to do?
Have a good day!

BokaBB

[Schiaparelliorbust]

No,I use laptop. I saved it on phone,what to do?
Have a good day!

BokaBB

There should be a way to get an RLE on a phone. After that, if you have WhatsApp, you can send the RLE to someone, turn on WhatsApp web on your laptop, then copy it from there. If not, there are probably other ways of doing it.

[BokaBB]

No,I use laptop. I saved it on phone,what to do?
Have a good day!

BokaBB

There should be a way to get an RLE on a phone. After that, if you have WhatsApp, you can send the RLE to someone, turn on WhatsApp web on your laptop, then copy it from there. If not, there are probably other ways of doing it.

Do some exploring to make progress here.
Have a good day!

BokaBB

[BokaBB]

In the attachments.
Have a good day!

BokaBB

Please post an RLE. The attachments don't show where the ants are.

I don't know how.
You can compare the first two pictures and deduct.
Have a good day!

BokaBB

[Schiaparelliorbust]

I don't know how.
You can compare the first two pictures and deduct.
Have a good day!

BokaBB

Just look up how to use WhatsApp web.

[BokaBB]

I don't know how.
You can compare the first two pictures and deduct.
Have a good day!

BokaBB

Just look up how to use WhatsApp web.

I quoted to make you see the detail about deducting yourself. I posted 2 pictures that should allow you.
Moderators,ant should have different colour and other miscellanous states either be removed or have different colour.
Have a good day!

BokaBB

[Schiaparelliorbust]

I quoted to make you see the detail about deducting yourself.
Have a good day!

BokaBB

I saw that but I still can't determine where the ant is and it is tedious to do so.

[BokaBB]

You will be able now.
Have a good day!

BokaBB

[bubblegum]

You will be able now.
Have a good day!

BokaBB

Boka, the ants and the ladders are the same [REDACTED] colour. I don't remember exactly how mobile Golly works, but basically just select the ladder part and look for something that says "Copy".

[MathAndCode]

This is an interesting run.

Code: Select all

x = 24, y = 24, rule = Langtons-Ant
.E.2FEG.I.C.CF.F4.A2.E$B2.A.GIE4.D2GB2.G.F.B$D3.D.B.B.CA.DA2.GI.EIG$.
HA3.B.C.CFH3.C2.DHFB$.E6.IEA.C3.AI.D.G.G$D.H.BEBC2I2.E2.B2.2C.C$HF.HD
4.A.A3.D.H2.F.HF$D5.E.HB.BDC.FE4.H$CGB.GEFEAB2.BCD.C.G.EI.G$IB.DCI4.C
HB6.FIE$.FIC2.A.G2.CBH.G2A.A.EHD$3.D3.DE.F2.CGA.HA.H2.C$IEAC2.2GDICAH
I.G.H2.E2.C$.ID.B2.A2.FD2C.DG.DH.B.I$2.CDG.F6.CIE3.H3.C$B.EH.C7.HA.A.
B3.C$B2.EH3.DB4.H.I2G.2D.D$HFIDI3.EHC2.BG2.IC.FA.A$.FGHFDF2E.IGDIA2CH
A.G$FICHBIE.CIHA3D.DFG.F2A$9.FADI.D.C.F2.F$CFE.I3.C.A5.BA2.FH$C2.I2B5.
F4.C2.G.CAE$.G3.I3.B4.C4.C2G!

Also, your ringing bell appears to not work. I added a cell to a hole in the right corner of the highway, and the ant ignored it.

Code: Select all

x = 30, y = 27, rule = Langtons-Ant
24.2A$23.4A$22.A.2A.A$21.2A.2A$20.A.A.A.HA.A$19.2A2.A.5A$18.A.A2.3A.2A
$17.2A2.A3.3A$16.A.A2.3A2.A$15.2A2.A3.3A$2.6A6.A.A2.3A2.A$.A6.A4.2A2.
A3.3A$3A6.A2.A.A2.3A2.A$3A6.A.2A2.A3.3A$.A6.A.A.A2.3A2.A$.A.A2.A.A4.A
3.3A$3A.3A.A.A2.3A2.A$A.5A4.A3.3A$11.3A2.A$2.A.2A.2A4.3A$3.2A.2A3.A2.
A$4.A2.A.2A$4.A.8A.A$3.A3.A.A3.3A$3.A4.A2.A2.A$4.A4.A2.2A$5.4A!

[yujh]

Isn’t there two(or more?) threads for logotan’s ants?
Edit:I’ll probably suggest moving this somewhere, but I know people won’t like it. I don’t even know if this is useless

[Hunting]

Isn’t there two(or more?) threads for logotan’s ants?
Edit:I’ll probably suggest moving this somewhere, but I know people won’t like it. I don’t even know if this is useless

Yes, and the oblique ladder is very well known.

[BokaBB]

Isn’t there two(or more?) threads for logotan’s ants?
Edit:I’ll probably suggest moving this somewhere, but I know people won’t like it. I don’t even know if this is uselessNo reason I think. The rest are inactive and we can have a group here. We also can explore Turmites. Comment if you don't think like this.

Yes, and the oblique ladder is very well known.

WELL KNOWN?Since what millenium?
MathAndCode,you made a mistake. I will post how you should to that.
I just know I won't have a good day once I see bubblegum's quote.
Have a good day!

BokaBB

[bubblegum]

Isn’t there two(or more?) threads for logotan’s ants?
Edit:I’ll probably suggest moving this somewhere, but I know people won’t like it. I don’t even know if this is uselessNo reason I think. The rest are inactive and we can have a group here. We also can explore Turmites. Comment if you don't think like this.

Yes, and the oblique ladder is very well known.

1WELL KNOWN?Since what millenium?
2MathAndCode,you made a mistake. I will post how you should to that.
3I just know I won't have a good day once I see bubblegum's quote.
Have a good day!

BokaBB

sigh Remember when I was complaining about ColourfulGalaxy trying to teach people?
1) I'm not actually sure, but based on its simplicity and apparent commonness I'll guess about; wait did you say "Since what millenium?"?
2) He probably did, but you didn't clarify anything about it, just "put a cell in a corner", like what state, which corner?
3) Uh, don't have a good day, I guess.

[BokaBB]

Yes, and the oblique ladder is very well known.

1WELL KNOWN?Since what millenium?
2MathAndCode,you made a mistake. I will post how you should to that.
3I just know I won't have a good day once I see bubblegum's quote.
Have a good day!

BokaBB

sigh Remember when I was complaining about ColourfulGalaxy trying to teach people?
1) I'm not actually sure, but based on its simplicity and apparent commonness I'll guess about; wait did you say "Since what millenium?"?
2) He probably did, but you didn't clarify anything about it, just "put a cell in a corner", like what state, which corner?
3) Uh, don't have a good day, I guess.

WHAAAAAAAAT?
I finally got something that fills me and you prevent me?This world is very weird and going in a totally wrong direction these days.
Moderators definitely should do what I said,no doubt.
Have a good day!(but please stop wishing a bad one to the others)

BokaBB

[MathAndCode]

MathAndCode,you made a mistake. I will post how you should to that.

The signal went away from where the highway was being extended first, although it eventually went back towards the highway. Also, the highway was not completely destroyed before it started to be rebuilt. Was that supposed to happen, or did I not add the right type of ant?

Code: Select all

x = 46, y = 45, rule = Langtons-Ant
42.2A$41.B.2A$40.2A.A.A$39.3A3.A$38.A.2A2.A$37.2A.A3.A$36.A.A.A2.3A$35.2A2.A.5A$34.A.A2.3A2.A$33.2A2.A3.3A$32.A.A2.3A2.A$31.2A2.A3.3A$30.A.A2.3A2.A$29.2A2.A3.3A$28.A.A2.3A2.A$27.2A2.A3.3A$26.A.A2.3A2.A$25.2A2.A3.3A$24.A.A2.3A2.A$23.2A2.A3.3A$22.A.A2.3A2.A$21.2A2.A3.3A$20.A.A2.3A2.AB$19.2A2.A3.3A$18.A.A2.3A2.A$17.2A2.A3.3A$16.A.A2.3A2.A$15.2A2.A3.3A$2.6A6.A.A2.3A2.A$.A6.A4.2A2.A3.3A$3A6.A2.A.A2.3A2.A$3A6.A.2A2.A3.3A$.A6.A.A.A2.3A2.A$.A.A2.A.A4.A3.3A$3A.3A.A.A2.3A2.A$A.5A4.A3.3A$11.3A2.A$2.A.2A.2A4.3A$3.2A.2A3.A2.A$4.A2.A.2A$4.A.8A.A$3.A3.A.A3.3A$3.A4.A2.A2.A$4.A4.A2.2A$5.4A!

WHAAAAAAAAT?
I finally got something that fills me and you prevent me?This world is very weird and going in a totally wrong direction these days.
Moderators definitely should do what I said,no doubt.
Have a good day!(but please stop wishing a bad one to the others)

Based on bubblegum's inclusion of the word "Uh" and the phase "I guess" and the fact that you were the one who originally stated that you would not have a good day, I do not think that bubblegum actually wants you to have a bad day but was merely responding to your statement that you would not have a good day after reading bubblegum's reply.
Frankly, I think that what you are doing here is more annoying than your attempts to get others to investigate your rules for you earlier. Earlier, you attempted to get others to put in a certain amount of work investigating your rules so you would not have to put in the same amount of work. Now, by insisting that others painstakingly reverse-engineer the position of the ant or ants in the oblique ladder that you found when you could post the RLE with much less effort, you are attempting to get others to put in a certain amount of work so that you would not have to put in a much lesser amount of work. This is very unreasonable, and if you seriously cannot handle others asking you to post the RLE because the ants and the ladders are the same color (which is what bubblegum's last post before you stated that bubblegum's next post would give you a bad day was about), then you should work to change that aspect of your personality. In one of your private messages to me, you stated that you did not have many friends in real life, and I suggested that you should try to fix that by addressing your apparent tendency to make others do work for you. I would like to remind you of this as well as the fact that your tendency to make others do work for you is likely also damaging your relations with others in the ConwayLife forums.
Lastly, I would like to point out that I chose to visit this thread in the first place because I am willing to help investigate your rule (Technically, you did not create it, but you are trying to facilitate the exploration of it.), and others on this thread likely chose to visit it for the same reason. We are under no obligation to visit your threads or investigate your rules in general. Our presence on this thread is analogous to doing you a favor, so your hindrance of our efforts to help investigate your rules both carries an additional level of rudeness and is contrary to your goals in multiple ways.

[wwei23]

I've been trying to figure out the ant placement in LifeViewer, since there's no Golly for iOS. The closest I got is this, where the selected green cell is state 2.

[fluffykitty]

Last time I checked there was a Golly for iOS. https://apps.apple.com/us/app/golly/id553184760

[wwei23]

Last time I checked there was a Golly for iOS. https://apps.apple.com/us/app/golly/id553184760

"Golly is only available on iPad."
EDIT:
There was this strange growth on a ladder.

Code: Select all

x = 230, y = 154, rule = Langtons-Ant
B.EHD2.IG2.I.CD2.GI2.2CG3.C2.A.BD.E4.E.I.F.F8.AB4.CI.2I4.C2.B2.B2.H.H
2.AF2.BI.H3.BG.G4.D3.FE.GA2.CE2.D.EH3.FE.A.H2.F.D.HFC2.HCH2.D.CF3.C2D
.ID2.HEI2.D.F2.F2A.A3.BEI3.DI2.EIHE2FBD.2D.BD.G5.B2.HD.AGC.B.DIBF2.B$
.G2.2D8.A2.GADBH.CB.EIG2.ABE3.AE.D.C2.G2.G.EHF2.BAC.D6.BC2.H2G2.BAB4.
BF2.E.F4.F.HB2.EIGB2.H6.D2.C2.DE.GE2.BD.C3.E2.D4.A.H4.BA2.2A2.GFBI.H
3.C10.H.C.C4.GB.IG.BDFAC2.EA.D3.GCH.G2.C2.I.HB.2H.FBDED$4.D2.EF.C.2EB
.AE.B.E3.H3.AB3.CD3.A2.BG3.BD.C.G.CD.ED3.AB.DFC6.HB2.2AF3.A3.CI.DC2.
2CI.IFG2.G.B5.A.I.EG.B3.E.A.IH.F5.AI3.CIF.2D.2CH2.BC8.F.A3.D.EGIC.ACB
FAB.EC2AC.C3.F.G.2EABHE2A6.E2CF.CEF3.A2.BFEFG$3.EI.B6.EBA.D.FH.I.I2H.
BDI.AI2.BF3.BD2H3.H.HI.EAD7.CA.C.I.H2.GE2.DA.F.C.A4.D.F2.HC.A.E.E7.2F
2.E.2B3.G2D5.F4.G5.ADBFE.C.IFICB2.C.F.E3.D.A.EF2.CGIF3.HFG.C2.AEI.H3.
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DA.GDIECF.AD2.I6.I2D.G.EGE.HF2.D2.CF5.I3.GB.DI.ADGE2.D.BI2.EB2.B.AH.G
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