Random posts

A forum where anything goes. Introduce yourselves to other members of the forums, discuss how your name evolves when written out in the Game of Life, or just tell us how you found it. This is the forum for "non-academic" content.
Saka
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Re: Random posts

Post by Saka » October 6th, 2019, 10:17 am

Moosey wrote:
October 6th, 2019, 10:11 am
People are stupid, episode e_0
I wouldnt go that harsh.
Im not good with words so I wont try explaining why / what I mean tho.
Airy Clave White It Nay

Code: Select all

x = 17, y = 10, rule = B3/S23
b2ob2obo5b2o$11b4obo$2bob3o2bo2b3o$bo3b2o4b2o$o2bo2bob2o3b4o$bob2obo5b
o2b2o$2b2o4bobo2b3o$bo3b5ob2obobo$2bo5bob2o$4bob2o2bobobo!
(Check gen 2)

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Moosey
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Re: Random posts

Post by Moosey » October 6th, 2019, 10:24 am

Saka wrote:
October 6th, 2019, 10:17 am
Moosey wrote:
October 6th, 2019, 10:11 am
People are stupid, episode e_0
I wouldnt go that harsh.
Im not good with words so I wont try explaining why / what I mean tho.
Yeah, I just wanted to joke about the ridiculous searches some people make
I am a prolific creator of many rather pathetic googological functions

My CA rules can be found here

Also, the tree game
Bill Watterson once wrote: "How do soldiers killing each other solve the world's problems?"

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Moosey
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Re: Random posts

Post by Moosey » October 6th, 2019, 10:48 am

I am a prolific creator of many rather pathetic googological functions

My CA rules can be found here

Also, the tree game
Bill Watterson once wrote: "How do soldiers killing each other solve the world's problems?"

PkmnQ
Posts: 706
Joined: September 24th, 2018, 6:35 am
Location: Server antipode

Re: Random posts

Post by PkmnQ » October 7th, 2019, 4:33 am

Cool I have 3 decks of cards now

Code: Select all

x = 12, y = 12, rule = AnimatedPixelArt
4.P.qREqWE$4.2tL3vSvX$4.qREqREqREP$4.vS4vXvS2tQ$2.qWE2.qREqWEK$2.2vX
2.vXvSvXvStQtL$qWE2.qWE2.P.K$2vX2.2vX2.tQ2tLtQ$qWE4.qWE$2vX4.2vX$2.qW
EqWE$2.4vX!
i like loaf

PkmnQ
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Re: Random posts

Post by PkmnQ » October 7th, 2019, 5:30 am

4*

Code: Select all

x = 12, y = 12, rule = AnimatedPixelArt
4.P.qREqWE$4.2tL3vSvX$4.qREqREqREP$4.vS4vXvS2tQ$2.qWE2.qREqWEK$2.2vX
2.vXvSvXvStQtL$qWE2.qWE2.P.K$2vX2.2vX2.tQ2tLtQ$qWE4.qWE$2vX4.2vX$2.qW
EqWE$2.4vX!
i like loaf

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Moosey
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Re: Random posts

Post by Moosey » October 7th, 2019, 12:45 pm

Look at what I found!
Goldtiger997 wrote:
October 28th, 2017, 9:19 am
I made-up/ran-into this interesting differentiation problem recently, which gives a quite interesting solution (but I'll leave you to find that!). Yeah, I know differentiation isn't usually a problem (unlike integration), but this one kind of is.

The problem is: find the derivative of (e^x)^(e^x)^(e^x)^(e^x)^(e^x)^(e^x)... , (where it is defined).

Note that the function goes on forever.
Sorry, I don't actually know what I'm talking about with infinite functions, and what you are and aren't allowed to do. Either way, my logic gave a nice result.
Using calculus rules
d/dx f(x)^g(x) = (f(x)^(g(x)-1))(g(x)f'(x)+f(x)ln(f(x))g'(x))
d/dx (e^x)^(e^x)^...
=
(e^x)^((e^x)^(e^x)^...-1)(((e^x)^(e^x)^...)e^x+(xe^x)this)

Thus, we get the preliminary result:

Code: Select all

(e^x)^((e^x)^(e^x)^...-1)(((e^x)^(e^x)^...)e^x+(xe^x)(e^x)^((e^x)^(e^x)^...-1)(((e^x)^(e^x)^...)e^x+(xe^x)(e^x)^((e^x)^(e^x)^...-1)(((e^x)^(e^x)^...)e^x+(xe^x)...))))))
Then we use algebra:
y= (e^x)^((e^x)^(e^x)^...-1)(((e^x)^(e^x)^...)e^x+(xe^x)y)
y= ((e^x)^((e^x)^(e^x)^...-1))(((e^x)^(e^x)^...)e^x) + ((e^x)^((e^x)^(e^x)^...-1))((xe^x)y)
...

Wolfram alpha does it for us, though...
https://www.wolframalpha.com/input/?i=S ... 5Ex%29y%29

y = -(e^x)^(2 (e^x)^(e^x)^...)/((x (e^x)^(e^x)^...) - 1)

And thus, we have the answer!
I am a prolific creator of many rather pathetic googological functions

My CA rules can be found here

Also, the tree game
Bill Watterson once wrote: "How do soldiers killing each other solve the world's problems?"

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Hdjensofjfnen
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Joined: March 15th, 2016, 6:41 pm
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Re: Random posts

Post by Hdjensofjfnen » October 10th, 2019, 5:10 pm

This unremarkable methuselah releases two gliders on precisely the same lane:

Code: Select all

x = 7, y = 7, rule = B3/S23
bo$2bo$3o4$4b3o!
"A man said to the universe:
'Sir, I exist!'
'However,' replied the universe,
'The fact has not created in me
A sense of obligation.'" -Stephen Crane

Code: Select all

x = 7, y = 5, rule = B3/S2-i3-y4i
4b3o$6bo$o3b3o$2o$bo!

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PHPBB12345
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Re: Random posts

Post by PHPBB12345 » October 13th, 2019, 5:01 am

muzik wrote:
October 12th, 2019, 7:18 pm
Alternating 1D rules throws up a seemingly unrelated error:

Code: Select all

 x = 1, y = 1, rule = W90|W150
o!
Expected result:
下载.png
下载.png (35.13 KiB) Viewed 549 times

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Moosey
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Re: Random posts

Post by Moosey » October 13th, 2019, 11:04 am

(e_0)^(e_0) =
(w^e_0)^e_0 =
w^((e_0)^2)

Fun fact about the number 666:
It has a lot of relevant fun facts.
For instance, it is a number such that there exists an n such that euler's totient function(the n^2th triangular number/ the number in question) = n^3 (the 36th triangular number = 666, phi(666) = 216)

Fun fact: if you follow the first non-parenthesized link in each page in the googology wiki (as discussed in some xkcd comic), there are at least two stabilizations:
One loop between the pages "large numbers" and "googology"
The other between "hyperoperator" and "addition"

EDIT:
Starting with the Xi function I found a rather fitting third loop-- "Recursion" to itself.
EDIT:
Loop 4-- fgh to ordinals, and back again
I am a prolific creator of many rather pathetic googological functions

My CA rules can be found here

Also, the tree game
Bill Watterson once wrote: "How do soldiers killing each other solve the world's problems?"

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Moosey
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Re: Random posts

Post by Moosey » October 13th, 2019, 12:40 pm

This is the most fascinating limit I've ever seen.

Challenge: find the negative x-values where the imaginary part of x^cotx = the real part of x^cotx. The first happens at about x = -0.9

Code: Select all

Wolfram alpha says: (WARNING! THIS IS ONE OF THE SOLUTIONS!)











































-0.927295218001612232428512463... = -arcsin(4/5)
EDIT:
solutions

EDIT: continued fractions are fun. They're so pseudorandom.
Champernowne's constant is cool too
I am a prolific creator of many rather pathetic googological functions

My CA rules can be found here

Also, the tree game
Bill Watterson once wrote: "How do soldiers killing each other solve the world's problems?"

muzik
Posts: 3522
Joined: January 28th, 2016, 2:47 pm
Location: Scotland

Re: Random posts

Post by muzik » October 13th, 2019, 3:12 pm

PHPBB12345 wrote:
October 13th, 2019, 5:01 am
muzik wrote:
October 12th, 2019, 7:18 pm
Alternating 1D rules throws up a seemingly unrelated error:

Code: Select all

 x = 1, y = 1, rule = W90|W150
o!
Expected result:
下载.png
Holy crap, so this would result in fourfold replication? That's mental.

https://www.wolframalpha.com/input/?i=rule+1721342310
Bored of using the Moore neighbourhood for everything? Introducing the Range-2 von Neumann isotropic non-totalistic rulespace!

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Moosey
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Re: Random posts

Post by Moosey » October 13th, 2019, 5:09 pm

I am a prolific creator of many rather pathetic googological functions

My CA rules can be found here

Also, the tree game
Bill Watterson once wrote: "How do soldiers killing each other solve the world's problems?"

PkmnQ
Posts: 706
Joined: September 24th, 2018, 6:35 am
Location: Server antipode

Re: Random posts

Post by PkmnQ » October 14th, 2019, 5:30 am

Code: Select all

x = 12, y = 12, rule = AnimatedPixelArt
4.P.qREqWE$4.2tL3vSvX$4.qREqREqREP$4.vS4vXvS2tQ$2.qWE2.qREqWEK$2.2vX
2.vXvSvXvStQtL$qWE2.qWE2.P.K$2vX2.2vX2.tQ2tLtQ$qWE4.qWE$2vX4.2vX$2.qW
EqWE$2.4vX!
i like loaf



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Moosey
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Re: Random posts

Post by Moosey » October 16th, 2019, 6:46 am

Today I take the PSAT!
I am a prolific creator of many rather pathetic googological functions

My CA rules can be found here

Also, the tree game
Bill Watterson once wrote: "How do soldiers killing each other solve the world's problems?"

User avatar
Moosey
Posts: 2794
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Re: Random posts

Post by Moosey » October 16th, 2019, 7:00 am

I am a prolific creator of many rather pathetic googological functions

My CA rules can be found here

Also, the tree game
Bill Watterson once wrote: "How do soldiers killing each other solve the world's problems?"

User avatar
PHPBB12345
Posts: 675
Joined: August 5th, 2015, 11:55 pm
Contact:

Lost page: SDSR-Loop

Post by PHPBB12345 » October 19th, 2019, 12:24 am

https://web.archive.org/web/20190203112 ... loops.java

Code: Select all

// Self-Replicating Loops & Ant, Programmed by Eli Bachmutsky, Copyleft Feb.1999
import java.awt.*;    

public class loops extends java.applet.Applet implements Runnable {
 Thread    runner;
 int       width=500,height=500, max,square,fringe, delay, refreshSteps;
 int       grid[][][], cd, steps, stepLeft, looptype=7, rule [][][][][];
 Color     loopColors[]={ Color.black,Color.blue,Color.red,Color.green,
            Color.yellow,Color.magenta,Color.white,Color.cyan,Color.orange};
 Button    pausebutton;
 boolean   cyclic, running, started=true;
 public    final int byl=0,chou1=1,chou2=2,langton=3,sdsr=4,evo=5, ants=6;
 int       xx,yy,empty=0,full=1,up=0,left=1,down=2,right=3,direction=up;
 Choice    choice;

  String langtonLoop[] = {
     " 22222222",
     "2170140142",
     "2022222202",
     "272    212",
     "212    212",
     "202    212",
     "272    212",
     "21222222122222",
     "207107107111112",
     " 2222222222222"};
  String langtonRules = new String(     // Langton Loop rules
"000000 000012 000020 000030 000050 000063 000071 000112 000122 000132 000212 "+
"000220 000230 000262 000272 000320 000525 000622 000722 001022 001120 002020 "+
"002030 002050 002125 002220 002322 005222 012321 012421 012525 012621 012721 "+
"012751 014221 014321 014421 014721 016251 017221 017255 017521 017621 017721 "+
"025271 100011 100061 100077 100111 100121 100211 100244 100277 100511 101011 "+
"101111 101244 101277 102026 102121 102211 102244 102263 102277 102327 102424 "+
"102626 102644 102677 102710 102727 105427 111121 111221 111244 111251 111261 "+
"111277 111522 112121 112221 112244 112251 112277 112321 112424 112621 112727 "+
"113221 122244 122277 122434 122547 123244 123277 124255 124267 125275 200012 "+
"200022 200042 200071 200122 200152 200212 200222 200232 200242 200250 200262 "+
"200272 200326 200423 200517 200522 200575 200722 201022 201122 201222 201422 "+
"201722 202022 202032 202052 202073 202122 202152 202212 202222 202272 202321 "+
"202422 202452 202520 202552 202622 202722 203122 203216 203226 203422 204222 "+
"205122 205212 205222 205521 205725 206222 206722 207122 207222 207422 207722 "+
"211222 211261 212222 212242 212262 212272 214222 215222 216222 217222 222272 "+
"222442 222462 222762 222772 300013 300022 300041 300076 300123 300421 300622 "+
"301021 301220 302511 401120 401220 401250 402120 402221 402326 402520 403221 "+
"500022 500215 500225 500232 500272 500520 502022 502122 502152 502220 502244 "+
"502722 512122 512220 512422 512722 600011 600021 602120 612125 612131 612225 "+
"700077 701120 701220 701250 702120 702221 702251 702321 702525 702720 ");

  String evoLoop[] = {      // 13-2 loop according to Sayama's definition
     " 222222222222222",
     "27017017017011112",
     "21222222222222212",
     "202           212",
     "272           212",
     "212           212",
     "202           212",
     "272           212",
     "212           212",
     "202           212",
     "272           272",
     "212           202",
     "202           212",
     "272           272",
     "21222222222222202",
     "20710710710410412",
     " 222222222222225"};
  String evoRules = new String(     // EvoLoop rules
"000012 000043 000122 000152 000212 000242 000422 000452 000752 001022 002141 "+
"002171 002322 011221 012121 012321 012421 012451 012526 012626 012721 012751 "+
"013421 013721 014221 014251 014321 014351 014421 014621 017221 017251 017561 "+
"017621 017721 100011 100121 100211 100244 100277 101211 101244 101277 102021 "+
"102111 102121 102131 102211 102244 102277 102324 102414 102424 102434 102511 "+
"102527 102543 102577 102717 102727 102735 105121 105424 105727 106211 106244 "+
"106277 111121 111221 111244 111251 111277 111621 112121 112131 112151 112221 "+
"112244 112277 112321 112424 112434 112527 112543 112577 112626 112727 112735 "+
"113221 113321 115424 115727 116244 116277 122244 122277 122434 122737 123244 "+
"123277 124266 124333 126276 200012 200022 200042 200052 200060 200071 200122 "+
"200152 200212 200222 200232 200242 200260 200272 200324 200423 200452 200545 "+
"200575 200620 200722 200752 201022 201122 201222 201422 201722 202022 202032 "+
"202052 202065 202073 202122 202152 202212 202222 202232 202323 202422 202452 "+
"202525 202620 202650 202722 202752 203122 203222 203422 203452 203722 204122 "+
"204222 204422 205122 205425 205725 206125 206212 206425 206725 207122 207222 "+
"207722 211222 212222 212232 212242 212272 212323 213222 214222 216222 217222 "+
"222242 222272 222342 222372 222432 222442 222732 222772 223243 223273 300013 "+
"300022 300032 300043 300074 300123 300322 300421 301021 301250 302123 302423 "+
"302521 302723 303321 312123 312423 312521 312723 324243 324251 324273 325271 "+
"327273 400001 400021 401020 401120 401220 401250 401620 402120 402150 402221 "+
"402321 402626 403120 403221 500025 500125 500215 500232 500245 500275 500425 "+
"500725 502022 502052 502125 502152 502425 502725 503120 602022 602122 602220 "+
"602422 602722 612220 622240 622270 701020 701120 701220 701250 701620 702120 "+
"702150 702221 702320 702626 703120 ");

  String bylLoop[] = {" 22",
                      "2312",
                      "2342",
                      " 25"};
 String bylRules = new String(     // Byl loop rules
"000000 000010 000031 000420 000110 000120 000311 000330 000320 000200 000242 "+
"000233 004330 005120 001400 001120 001305 001310 001320 003020 003400 003420 "+
"003120 002040 002050 002010 002020 002420 002500 002520 002200 002250 002220 "+
"040000 050000 050500 010052 010022 010400 010100 020055 400233 405235 401233 "+
"442024 452020 415233 411233 412024 412533 432024 421433 422313 501302 502230 "+
"540022 542002 512024 530025 520025 520442 523242 522020 100000 100010 100033 "+
"100330 101233 103401 103244 111244 113244 112404 133244 121351 123444 123543 "+
"122414 122434 300100 300300 300211 300233 304233 301100 301211 303211 303233 "+
"302233 344233 343233 351202 353215 314233 311233 313251 313211 312211 335223 "+
"333211 320533 324433 325415 321433 321511 321321 323411 200000 200042 200032 "+
"200022 200442 200515 200112 200122 200342 200332 200242 200212 201502 203202 "+
"202302 244022 245022 242042 242022 254202 255042 252025 210042 214022 215022 "+
"212052 212055 212022 230052 234022 235002 235022 232042 232022 220042 220020 "+
"220533 221552");

  String chou1Loop[] = {"11",
                        "3411"};
  String chou1Rules = new String(     // Chou-Reggia loop rules
"000000 000200 000110 004420 006301 001447 003030 046000 060400 062102 051060 "+
"010420 010360 012152 032000 401033 410011 431206 640406 660630 616600 636000 "+
"000440 000260 000330 004512 005103 001540 003100 045002 060600 061110 051710 "+
"010506 010320 030400 076010 460313 410633 600000 640106 610006 616100 636100 "+
"000420 000231 000705 006030 002020 001210 040000 045600 060100 050006 020320 "+
"010140 016000 036000 400035 466633 410100 606100 660060 610106 613001 676600 "+
"000600 000100 004040 006440 001010 001110 040160 041040 060166 050306 024200 "+
"010154 016100 036606 400313 423106 411033 606313 660460 614004 630160 500000 "+
"000540 000152 004010 006110 001030 003000 044400 060066 062030 054040 023010 "+
"010340 012000 036300 405033 410061 431033 640006 660615 616000 630360 500044 "+
"500011 230000 100111 101044 146004 143321 166611 121121 117044 300111 340066 "+
"366611 374017 200100 100044 104414 101601 141403 160414 161101 112244 130414 "+
"304011 340611 314001 703010 203010 100011 104674 101301 141424 160111 161301 "+
"111044 133001 301471 340261 314676 703330 240400 100441 106101 103011 141141 "+
"164104 120414 113011 133011 301303 340211 313023 733630 210102 100414 105011 "+
"103103 141121 166644 124104 113601 300101 307141 344011 331001 ");

  String chou2Loop[] = {"11",
                        "341"};
 String chou2Rules = new String(     // Chou-Reggia loop rules
"000000 000440 000547 000100 000110 000330 004040 004445 004100 001040 001010 "+
"001740 003000 003010 003030 007040 007030 007104 007110 040000 040070 "+
"047100 050007 017000 070000 070077 071010 400101 400313 401033 407103 411033 "+
"431033 500033 503330 100045 100011 100414 101044 101301 103011 107131 140414 "+
"141044 111044 133011 177711 304011 305011 305141 307141 344011 345011 354010 "+
"314001 377711 700000 700337 707100 707141 707110 717000 730007 770070 770711 ");

public void init(){
    resize(width,height);

    pausebutton = new Button("Start");
    setLayout(new BorderLayout());
    Panel p = new Panel();
    p.add(pausebutton);
    p.add(new Button("Step"));  
    choice =  new Choice();
    choice.addItem("Byl Loop");
    choice.addItem("Chou/Reggia 1");
    choice.addItem("Chou/Reggia 2");
    choice.addItem("Langton Loop");
    choice.addItem("SDSR Sayama");
    choice.addItem("Evoloop Sayama");
    choice.addItem("Langton Ant");
    p.add(choice);
    add("South",p);

    reinit();
}
public void alloc (int mx,int sq,int fr, int dly, int refresh,boolean cycl) {
    max    = mx;   // size of grid (in cells)
    square = sq;   // square size of grid's cell
    fringe = fr;   // size of fringe for grid view
    delay  = dly;  // sleep timeout im msec between generations
    refreshSteps = refresh; // repaint grid every 'refresh' generation only
    cyclic = cycl; // true for cyclic/tori grid w/t bounds
    grid   = new int[2][max][max];
    rule   = new int [9][9][9][9][9];
    for (int a = 0; a < 9; a ++)
      for (int b = 0; b < 9; b ++)
        for (int c = 0; c < 9; c ++)
          for (int d = 0; d < 9; d ++)
            for (int e = 0; e < 9; e ++)
               rule[a][b][c][d][e] = -1; 
}
public void reinit(){
    running = false;
    started = true;
    stepLeft = steps = cd = 0;
    looptype = choice.getSelectedIndex();
    switch (looptype) {
     case chou1 :
           alloc (50,7,1,200,1,true);
           readLoopAndRules (chou1Loop,chou1Rules);
           clearundefrules();
           break;
     case chou2 :
           alloc (50,7,1,200,1,true);
           readLoopAndRules (chou2Loop,chou2Rules);
           clearundefrules();
           break;
     case byl:
           alloc (50,7,1,200,1,true);
           readLoopAndRules (bylLoop,bylRules);
           clearundefrules();
           break;
     case langton:
          alloc (120,4,0,10,1,false);
          readLoopAndRules (langtonLoop, langtonRules);
          clearundefrules();
          break;
     case sdsr:
          alloc (120,4,0,10,10,true);
          readLoopAndRules (langtonLoop, langtonRules);
          set_undefined_rule();   //  For SDSR/Evoloop only
          break;
     case evo:
          alloc (150,3,0,20,10,true);
          readLoopAndRules (evoLoop,evoRules);
          set_undefined_rule();   //  For SDSR/Evoloop only
          break;
     case ants:
          alloc (100,4,0,1,1,false);
          xx = yy = max/2;
          break;
    }
}
public void clearundefrules() { // Clearance of undefined rules
      for (int a = 0; a < 9; a ++)
       for (int b = 0; b < 9; b ++)
        for (int c = 0; c < 9; c ++)
         for (int d = 0; d < 9; d ++)
          for (int e = 0; e < 9; e ++) 
           if (rule[a][b][c][d][e] == -1) rule[a][b][c][d][e] = a;
}
public void readLoopAndRules(String loop[], String looprules) {
  for (int i=0,y=max/2; i < loop.length; i++,y++) 
     for (int j=0, x=max/2; j < loop[i].length(); j++,x++) {
        String s =  loop[i].substring(j,j+1);
        if (s.equals(" ")) s = "0";
        grid[cd][x][y] = Integer.parseInt (s);
     }
  int c,t,r,b,l,i;
  for (int len=0; len <looprules.length(); len +=7 )   {
     c = Integer.parseInt(looprules.substring(len  ,len+1));
     t = Integer.parseInt(looprules.substring(len+1,len+2));
     r = Integer.parseInt(looprules.substring(len+2,len+3));
     b = Integer.parseInt(looprules.substring(len+3,len+4));
     l = Integer.parseInt(looprules.substring(len+4,len+5));
     i = Integer.parseInt(looprules.substring(len+5,len+6));
     rule[c][t][r][b][l] = i;     //       T 
     rule[c][l][t][r][b] = i;     //    L  C R   >>=>> I (next state)
     rule[c][b][l][t][r] = i;     //       B
     rule[c][r][b][l][t] = i;     //   (with rotations)
  }
}
public boolean inSheath(int t, int r, int b, int l)
{ int f = 0;
  if ((t == 1) || (t == 2) || (t == 4) || (t == 6) || (t == 7)) f ++;
  if ((r == 1) || (r == 2) || (r == 4) || (r == 6) || (r == 7)) f ++;
  if ((b == 1) || (b == 2) || (b == 4) || (b == 6) || (b == 7)) f ++;
  if ((l == 1) || (l == 2) || (l == 4) || (l == 6) || (l == 7)) f ++;
  return (f > 1) ? true : false;
}
public void set_undefined_rule()  // Sayama's rules
{ int a, b, c, d, e;
  for (a = 0; a < 9; a ++)
   for (b = 0; b < 9; b ++)
    for (c = 0; c < 9; c ++)
     for (d = 0; d < 9; d ++)
      for (e = 0; e < 9; e ++)
       if (rule[a][b][c][d][e] == -1) {
         // Definition of rules which concern the state 8 
         if (a == 8) rule[a][b][c][d][e] = 0;
         else if ((b == 8) || (c == 8) || (d == 8) || (e == 8))
              switch(a) {
               case 0: case 1:
		    if (((b >= 2) && (b <= 7)) || ((c >= 2) && (c <= 7)) ||
			((d >= 2) && (d <= 7)) || ((e >= 2) && (e <= 7)))
                         rule[a][b][c][d][e] = 8;
                    else rule[a][b][c][d][e] = a;
		    break;
               case 2: case 3: case 5:
                    rule[a][b][c][d][e] = 0;
		    break;
               case 4: case 6: case 7:
                    rule[a][b][c][d][e] = 1;
		    break;
               }
         else    // Extension of rules
           switch (a) {
           case 0:
             if(((b==1)||(c==1)||(d==1)||(e==1)) && inSheath(b,c,d,e))
                    rule[a][b][c][d][e] = 1;
             else
                    rule[a][b][c][d][e] = 0;
            break;
           case 1:
            if(((b==7)||(c==7)||(d==7)||(e==7)) && inSheath(b,c,d,e))
                    rule[a][b][c][d][e] = 7;
            else if(((b==6)||(c==6)||(d==6)||(e==6)) && inSheath(b,c,d,e))
                    rule[a][b][c][d][e] = 6;
            else if(((b==4)||(c==4)||(d==4)||(e==4)) && inSheath(b,c,d,e))
                    rule[a][b][c][d][e] = 4;
            break;
           case 2:
            if ((b == 3) || (c == 3) || (d == 3) || (e == 3))
                    rule[a][b][c][d][e] = 1;
            else if ((b == 2) || (c == 2) || (d == 2) || (e == 2))
                    rule[a][b][c][d][e] = 2;
            break;
           case 4: case 6: case 7:
            if(((b==0) || (c==0) || (d==0) || (e==0)) && inSheath(b,c,d,e))
                    rule[a][b][c][d][e] = 0;
            break;
          }
       }
  rule[1][1][1][5][2] = 8;
  rule[1][1][5][2][1] = 8;
  rule[1][5][2][1][1] = 8;
  rule[1][2][1][1][5] = 8;
       // Clearance of undefined rules 
  for (a = 0; a < 9; a ++)
    for (b = 0; b < 9; b ++)
      for (c = 0; c < 9; c ++)
        for (d = 0; d < 9; d ++)
          for (e = 0; e < 9; e ++) 
            if (rule[a][b][c][d][e] == -1) rule[a][b][c][d][e] = 8;
}
public void SetNextGeneration() {
  int xp1, yp1, xm1, ym1;
  if ( ! cyclic)
   for (int X=1;X<max-1;X++) 
    for (int Y=1;Y<max-1;Y++) 
     grid[1-cd][X][Y] = rule [grid[cd][X][Y]] [grid[cd][X][Y-1]]
               [grid[cd][X+1][Y]] [grid[cd][X][Y+1]] [grid[cd][X-1][Y]];
 else
   for (int X=0;X<max;X++) 
    for (int Y=0;Y<max;Y++) {
      xp1 =  (X == max-1) ? 0     : X+1;
      yp1 =  (Y == max-1) ? 0     : Y+1;
      xm1 =  (X == 0)     ? max-1 : X-1; 
      ym1 =  (Y == 0)     ? max-1 : Y-1;
      grid[1-cd][X][Y] = rule [grid[cd][X][Y]] [grid[cd][X][ym1]]
              [grid[cd][xp1][Y]] [grid[cd][X][yp1]] [grid[cd][xm1][Y]];
  }
  cd = 1-cd;
}
public boolean action(Event ev, Object arg){
 if ( ev.target instanceof Button) {
        String button = (String) arg;
        if      (button.equals("Stop")) {
            pausebutton.setLabel("Start");
            running = false;
        }
        else if (button.equals("Start")) {
            pausebutton.setLabel("Stop");
            running = true;
        }
        else if (button.equals("Step")) {
            stepLeft = 1;
            if (running) {
              pausebutton.setLabel("Start");
              running = false;
            }
        }
        return true;
 } else  if ( ev.target instanceof Choice) {
       looptype = choice.getSelectedIndex();
       if (pausebutton.getLabel().equals("Start")) {
             reinit();
             repaint();
       } 
       return true;
 } else return false;
}
public void start(){if(runner==null){runner=new Thread(this);runner.start();}}
public void stop() {runner = null;}
public void run()   {
  repaint();
  while (true) {
    if (running || stepLeft > 0) {
      if (looptype == ants){
        if ( grid[cd][xx][yy] == empty) {
            direction++;
            grid[cd][xx][yy]=full;    
        } else {    
            direction--;
            grid[cd][xx][yy]=empty;
        }
	repaint();
        if (direction>=4)   direction%=4;
        if (direction< 0)   direction+=4;
        if (direction == up)    { if (yy>0) yy--; }
        if (direction == left)  { if (xx>0) xx--; }
        if (direction == down)  { if (yy<max-1) yy++;}
        if (direction == right) { if (xx<max-1) xx++;}
	try{Thread.sleep(1);}catch(InterruptedException e){};
      } else {
           SetNextGeneration();
           if( (steps % refreshSteps == 0)|| (stepLeft > 0)) repaint();   
      }
      if (stepLeft > 0) stepLeft--;
      showStatus("Steps:"+(steps++));
      try{Thread.sleep(delay);}catch(InterruptedException e){};
    }
    else try{Thread.sleep(500);}catch(InterruptedException e){};
  }
}
public void update(Graphics g) {  paint(g);}
public void paint (Graphics g) {
 if (looptype == ants) {
    if (started) {
       started=false;
       g.clearRect(0,0,width,height);
       for (int X=0;X<max;X++) 
         for (int Y=0;Y<max;Y++) {
          g.setColor( (grid[cd][X][Y] == empty) ? Color.black : Color.red );
          g.fillRect(X*(square+fringe),Y*(square+fringe),square,square);
        }
    } else {
        g.setColor( (grid[cd][xx][yy] == empty) ? Color.black : Color.red );
        g.fillRect(xx*(square+fringe),yy*(square+fringe),square,square);
    }
 } else {
     if (started) {
        g.clearRect(0,0,width,height);
        started = false;
     }
     for (int X=0;X<max;X++)
       for (int Y=0;Y<max;Y++) {
             g.setColor( loopColors [grid[cd][X][Y]]);
             g.fillRect(X*(square+fringe),Y*(square+fringe),square,square);
       }
 }
}
} 

User avatar
gameoflifemaniac
Posts: 843
Joined: January 22nd, 2017, 11:17 am
Location: There too

Re: Re: Re

Post by gameoflifemaniac » October 19th, 2019, 3:11 am

REEEEEEEEE
you are normies moosey especially
https://www.youtube.com/watch?v=q6EoRBvdVPQ
One big dirty Oro. Yeeeeeeeeee...

PkmnQ
Posts: 706
Joined: September 24th, 2018, 6:35 am
Location: Server antipode

Re: Random posts

Post by PkmnQ » October 19th, 2019, 11:07 am

windows 7

Code: Select all

x = 12, y = 12, rule = AnimatedPixelArt
4.P.qREqWE$4.2tL3vSvX$4.qREqREqREP$4.vS4vXvS2tQ$2.qWE2.qREqWEK$2.2vX
2.vXvSvXvStQtL$qWE2.qWE2.P.K$2vX2.2vX2.tQ2tLtQ$qWE4.qWE$2vX4.2vX$2.qW
EqWE$2.4vX!
i like loaf

User avatar
Moosey
Posts: 2794
Joined: January 27th, 2019, 5:54 pm
Location: A house, or perhaps the OCA board. Or [click to not expand]
Contact:

Re: Random posts

Post by Moosey » October 19th, 2019, 11:58 am

Code: Select all

101000101010100000000100011010100110111001001101011001001011111110110101010100000110011010101110110010001110000100110010100000110100010011000111011010100001010101011010011110001100110000001001100100111001001000001011100011000101001010001001010101111001101110100100100101100010101101000101100100111001000110110010111101011111111100110110010001100111010001000011001101110001110010101100100001011010001011010101001001100111010010001011111001101111001110111001110001001100001010001101011110011110110010000110110100010101110100101100101011110101111110011000011100011011001101110000011110100101001110010000110010100100110111100111110101111010100000111000011010000101000010111101001110011011011010010111110100001011110000100110100101111100101100100100010101101000111001101010110101101100111110001110110001101101101010011101000000010000001110111100000010000000000010000001101010110110111111101000111010111111100100010011101001011111101010011101010000111100001111011100010001111110000000010000010101000000010011011011010011100000001100100000001000010011001001100101010011100011010111001111100110111110000111000010000101111001100001110111000101011100101111110100111001100101011101011010000100001100000111011011011100111011111001110000100010001011000001001101011001001010011110001110010001110111000100111000000101100111101011011011100100100111110110111000110101111001111111101101001011011000110001011000011011101010000110100110110101101010111000001111001001011110110101101001010101010011111001000001000011100001100000000101001000010100101000110100000101000110010111011100101101001101010000011110100000000010110110010011000111110110111110100011111010111111111100111000110101010101011110000111001010011111000000011111000010111001101011110110110100000100110001000011010101110110101100111111110010001000000101100000011001101100100010001111111110100011100011101011001001111001101101011000010001010001110111110100000111110000000101011011001110000110000011011111001111101011001110100001010111000100101111100100110001111110101101111000111100001001111100111010011010110100011111000110001111111110101011000001100111000000001010010110010101110100011010100001000100010000000011010010101010110110110111011001001100011011110100011101100101010011110000110100100100110101000101001101100110101110101001000010011100011000010111011011111101111000111100101101010110000011110100101100010100100010111111001111110010110010100110010011100101110010000000100110111010001001111000000011101001010011110000010110100110001001001010001010111001000000100001110100111011110101000011010100100100001011101110001001100011111101111001110010000111111001101011101001010110110000010001100001101110011110010000111001110101111010110100110110000110000011010011010110010011100000101011100110001011011100000000101111100111110111010111010110101010010101001110011111010000101000111010110011011111000011010011101011010101000110000001111110010011010011001111001011110001101001011011110000011011010001011101101010101010011111001111001000001000101101010011100101010001110011010111100111011000011110110101111000001111010111111011000111100110100010000001010101010010100000100101010010011100101000100010101001001101011010111101110001010100000101110011101101111001101001011001000000011001101100001111111100011000011100111000100011010001111111110010000100100001011001110101011101011011010111100100101001011110010111001100000110100110100010011100101110001010110101111100001010101110001111111100110100101100111110110101101100001001000101001001001101010011101110000110001001111010010100110011110011001011000100100011100001000100000000110000000011001101001110000101001110110010110011111101010111100011001100000101100011010011100101000110110111111110001110011110100001110101001001001100111000010100101100010010101100001111110110111111101001111000100100001101110110101100101111110011000010001101111110001111001001010111000011010010110101110010011000100100001011100110001011101000110001011100011011001100000110010110000111010111100100001011010101110101110001101110101101111000110000010000010100000001000101011101001000100110010010100111101001000101001100010100110110010101101011100011010111000101010001101101000001001111110010101011111001100101000100010000100111101110001110101100111010110110100010001010001010101001011100000100000011011011101000001101111001000011001011100001010011110011001110111101010101100000000001101111100000110100001101101100100101000110110110011101010101010001100101001011001101101010000101001011100111111111011101111111110110010010111101011110111100010100010100001001111111011111101010010001100100010110000100111010011100011010010110101110001011001101111111011110111011010001110011101100101011000100010100011101101010010001000010010011111011101011111000010101100000001000011100000111111101100000101001001010010101001110001111001001010011110110110010010001001111011101110111111100110100010111011100011100100100011000001001101011100101011000011011100100110101100100001110011011010001101100000101010011110010000101110100000000000011001011110100110000011100010101111100110101110100001110111110011010111001001111010000010000110000000000010011011010111100101001101001001110111110100100111100100000010001011011010101011100101110101001001001011111101011111001100010011111101010000110000010111001000111011110010010111001010000011001001101100000101000010101110001000100011101101101101111011101100011110010010010001100001110001000010101010000000000111110000011001110101010011011111010010010000101000111011001100101010110010110001101110000011110001011011100101101110011010001011110111110001110011000101100110100010001001111001001001001100001001100000011000011111101110011100001110100000010010100100000000000011011100101010000100110010011011000101100100110001101000000010110101001011110101011001011101101001101111011010010110001000001001000110101011110111110100111111110010110000001111101010100110110100011100011111010110110000111110111111010100011010111110000100011001001101110100001001111101011110110101001011011000110001100011000010010010001001110011110110000100001001111001001110011010000100000100111110001100100110111111000010110100100000100011001010111011101101010100110101110010001110000101101011110110001010111111001100001011110111101011110111001001101000001101000010011100010110011000010000000101011101111011100001110011110101110001010111110011011111110001101110011100110110100011000000101 
I am a prolific creator of many rather pathetic googological functions

My CA rules can be found here

Also, the tree game
Bill Watterson once wrote: "How do soldiers killing each other solve the world's problems?"

User avatar
gameoflifemaniac
Posts: 843
Joined: January 22nd, 2017, 11:17 am
Location: There too

Re: Random posts

Post by gameoflifemaniac » October 19th, 2019, 2:47 pm

Moosey wrote:
October 19th, 2019, 11:58 am

Code: Select all

101000101010100000000100011010100110111001001101011001001011111110110101010100000110011010101110110010001110000100110010100000110100010011000111011010100001010101011010011110001100110000001001100100111001001000001011100011000101001010001001010101111001101110100100100101100010101101000101100100111001000110110010111101011111111100110110010001100111010001000011001101110001110010101100100001011010001011010101001001100111010010001011111001101111001110111001110001001100001010001101011110011110110010000110110100010101110100101100101011110101111110011000011100011011001101110000011110100101001110010000110010100100110111100111110101111010100000111000011010000101000010111101001110011011011010010111110100001011110000100110100101111100101100100100010101101000111001101010110101101100111110001110110001101101101010011101000000010000001110111100000010000000000010000001101010110110111111101000111010111111100100010011101001011111101010011101010000111100001111011100010001111110000000010000010101000000010011011011010011100000001100100000001000010011001001100101010011100011010111001111100110111110000111000010000101111001100001110111000101011100101111110100111001100101011101011010000100001100000111011011011100111011111001110000100010001011000001001101011001001010011110001110010001110111000100111000000101100111101011011011100100100111110110111000110101111001111111101101001011011000110001011000011011101010000110100110110101101010111000001111001001011110110101101001010101010011111001000001000011100001100000000101001000010100101000110100000101000110010111011100101101001101010000011110100000000010110110010011000111110110111110100011111010111111111100111000110101010101011110000111001010011111000000011111000010111001101011110110110100000100110001000011010101110110101100111111110010001000000101100000011001101100100010001111111110100011100011101011001001111001101101011000010001010001110111110100000111110000000101011011001110000110000011011111001111101011001110100001010111000100101111100100110001111110101101111000111100001001111100111010011010110100011111000110001111111110101011000001100111000000001010010110010101110100011010100001000100010000000011010010101010110110110111011001001100011011110100011101100101010011110000110100100100110101000101001101100110101110101001000010011100011000010111011011111101111000111100101101010110000011110100101100010100100010111111001111110010110010100110010011100101110010000000100110111010001001111000000011101001010011110000010110100110001001001010001010111001000000100001110100111011110101000011010100100100001011101110001001100011111101111001110010000111111001101011101001010110110000010001100001101110011110010000111001110101111010110100110110000110000011010011010110010011100000101011100110001011011100000000101111100111110111010111010110101010010101001110011111010000101000111010110011011111000011010011101011010101000110000001111110010011010011001111001011110001101001011011110000011011010001011101101010101010011111001111001000001000101101010011100101010001110011010111100111011000011110110101111000001111010111111011000111100110100010000001010101010010100000100101010010011100101000100010101001001101011010111101110001010100000101110011101101111001101001011001000000011001101100001111111100011000011100111000100011010001111111110010000100100001011001110101011101011011010111100100101001011110010111001100000110100110100010011100101110001010110101111100001010101110001111111100110100101100111110110101101100001001000101001001001101010011101110000110001001111010010100110011110011001011000100100011100001000100000000110000000011001101001110000101001110110010110011111101010111100011001100000101100011010011100101000110110111111110001110011110100001110101001001001100111000010100101100010010101100001111110110111111101001111000100100001101110110101100101111110011000010001101111110001111001001010111000011010010110101110010011000100100001011100110001011101000110001011100011011001100000110010110000111010111100100001011010101110101110001101110101101111000110000010000010100000001000101011101001000100110010010100111101001000101001100010100110110010101101011100011010111000101010001101101000001001111110010101011111001100101000100010000100111101110001110101100111010110110100010001010001010101001011100000100000011011011101000001101111001000011001011100001010011110011001110111101010101100000000001101111100000110100001101101100100101000110110110011101010101010001100101001011001101101010000101001011100111111111011101111111110110010010111101011110111100010100010100001001111111011111101010010001100100010110000100111010011100011010010110101110001011001101111111011110111011010001110011101100101011000100010100011101101010010001000010010011111011101011111000010101100000001000011100000111111101100000101001001010010101001110001111001001010011110110110010010001001111011101110111111100110100010111011100011100100100011000001001101011100101011000011011100100110101100100001110011011010001101100000101010011110010000101110100000000000011001011110100110000011100010101111100110101110100001110111110011010111001001111010000010000110000000000010011011010111100101001101001001110111110100100111100100000010001011011010101011100101110101001001001011111101011111001100010011111101010000110000010111001000111011110010010111001010000011001001101100000101000010101110001000100011101101101101111011101100011110010010010001100001110001000010101010000000000111110000011001110101010011011111010010010000101000111011001100101010110010110001101110000011110001011011100101101110011010001011110111110001110011000101100110100010001001111001001001001100001001100000011000011111101110011100001110100000010010100100000000000011011100101010000100110010011011000101100100110001101000000010110101001011110101011001011101101001101111011010010110001000001001000110101011110111110100111111110010110000001111101010100110110100011100011111010110110000111110111111010100011010111110000100011001001101110100001001111101011110110101001011011000110001100011000010010010001001110011110110000100001001111001001110011010000100000100111110001100100110111111000010110100100000100011001010111011101101010100110101110010001110000101101011110110001010111111001100001011110111101011110111001001101000001101000010011100010110011000010000000101011101111011100001110011110101110001010111110011011111110001101110011100110110100011000000101 
What's that?
https://www.youtube.com/watch?v=q6EoRBvdVPQ
One big dirty Oro. Yeeeeeeeeee...

User avatar
Moosey
Posts: 2794
Joined: January 27th, 2019, 5:54 pm
Location: A house, or perhaps the OCA board. Or [click to not expand]
Contact:

Re: Random posts

Post by Moosey » October 19th, 2019, 2:53 pm

gameoflifemaniac wrote:
October 19th, 2019, 2:47 pm
Moosey wrote:
October 19th, 2019, 11:58 am

Code: Select all

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
What's that?
A random post
I am a prolific creator of many rather pathetic googological functions

My CA rules can be found here

Also, the tree game
Bill Watterson once wrote: "How do soldiers killing each other solve the world's problems?"

User avatar
Moosey
Posts: 2794
Joined: January 27th, 2019, 5:54 pm
Location: A house, or perhaps the OCA board. Or [click to not expand]
Contact:

Re: Random posts

Post by Moosey » October 19th, 2019, 4:00 pm

I'm working on an incremental game on scratch which will reach what scratch considers to be Infinity^^Infinity (which would arguably break a few records)
I am a prolific creator of many rather pathetic googological functions

My CA rules can be found here

Also, the tree game
Bill Watterson once wrote: "How do soldiers killing each other solve the world's problems?"

EvinZL
Posts: 107
Joined: November 8th, 2018, 4:15 pm
Location: What is "location"?

Re: Random posts

Post by EvinZL » October 19th, 2019, 4:30 pm

himac|e a o|l d d|l e e|o!
I Like Random Explosive Rules
  • B2ae3inqr/S0
  • B23/S234inty
  • B34w/S23
  • B012-i34/S2-a3-i4-w6
All my tube stuff

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