ConwayLife.com

The Googology wiki seems to do a reasonable job. I like ExE (up to #xE^ anyway, I've made my own extensions past that) more though.

At #xE^ ( or cascading), I feel it becomes unnecessarily complicated. What extension did you make? I am working on a notation based on Hyper-E and BEAF, but I don't know if it is just a trivial combo of the two, or something more, it grows very chaotically.

Instead of the ad hoc extensions in ##xE^ and /xE^, I decided to use operator notation (##xE^'s {#,#,1,2} is #{{#}}# in my version) and then use an array (the limit of #{{#}}#, #{{{#}}}#... is #{#,#}#). It goes quite high, I can dig up a spreadsheet with it if requested.

It'd be interesting to see your extension, also, do you want to see what I am working on? I would love some feedback, but it will take me a bit to explain it.

Link to spreadsheet that may or may not have it: https://docs.google.com/spreadsheets/d/ ... BBkK0/edit
Yes.

I have holiday! FINALLY!

gameoflifemaniac wrote:I have holiday! FINALLY!

Srsly? I haz holleeday seens last week. And I'm in Indonesia where holidays are shorter (But there's more of them! Although most are 1 day.) There's not even summer break (since summer is year round lol) but there's a fasting break. Tommorrow is the final day of fasting.

Saka wrote:

gameoflifemaniac wrote:I have holiday! FINALLY!

Srsly? I haz holleeday seens last week. And I'm in Indonesia where holidays are shorter (But there's more of them! Although most are 1 day.) There's not even summer break (since summer is year round lol) but there's a fasting break. Tommorrow is the final day of fasting.

Holidays in Poland last 69 days ( ͡° ͜ʖ ͡°) But wait... r u from Indonesia?

gameoflifemaniac wrote: Holidays in Poland last 69 days ( ͡° ͜ʖ ͡°) But wait... r u from Indonesia?

yes

Poor Saka...

gameoflifemaniac wrote:Poor Saka...

What?
Indonesia is a nice tropical country. I live on the rim of Mt. Merapi, a startovolcano that likes to throw up. My house is very close to a ricefield. Beaches are nice too, I like to go to Krakal Beach, where there are lots of tidepools.

The destinations are great. I recently (in January) went to Borneo and went to Derawan. I snorkeled there and swam in a pond of stingless jellyfish.

The food is also great. My favorite is probably fried gourami or Gurame Bakar. You can go on a culinary adventure just in 1 town.

"Exotic" fruits are very cheap. I grow wax apple and starfruit in my house. We can also grow orchids and other exotic plants outside which is a major advantage.

If you are wondering where my username comes from, it's my actual name.

So, what is your point?

Saka wrote:

gameoflifemaniac wrote:Poor Saka...

What?
Indonesia is a nice tropical country. I live on the rim of Mt. Merapi, a startovolcano that likes to throw up. My house is very close to a ricefield. Beaches are nice too, I like to go to Krakal Beach, where there are lots of tidepools.

The destinations are great. I recently (in January) went to Borneo and went to Derawan. I snorkeled there and swam in a pond of stingless jellyfish.

The food is also great. My favorite is probably fried gourami or Gurame Bakar. You can go on a culinary adventure just in 1 town.

"Exotic" fruits are very cheap. I grow wax apple and starfruit in my house. We can also grow orchids and other exotic plants outside which is a major advantage.

If you are wondering where my username comes from, it's my actual name.

So, what is your point?

I mean, that you have less holiday. But thanks to you I know that this country isn't that bad!

I've been playing Crypt of the Necrodancer competitively. Get it now during the summer sale, it's just $3 USD

I've been working on my plant (orchids and carnivorous) and rock collection. I just finished digging out a quartz geode from a natgeo kids set.

Saka wrote:I've been working on my plant (orchids and carnivorous) and rock collection. I just finished digging out a quartz geode from a natgeo kids set.

I was making an origami flasher collection. Flashers are origamis that open and close and the center spins. Currently I have 11 flashers.

Bit late on this but apparently a 19x19 has been announced by QiYi.

This completes the set of quadruplet primes {11, 13, 17, 19} in cubes, although prime numbers in cubing are pretty boring since you can't proportionally represent any smaller cubes using them.

Decided to invent 12 new symbols to be used alongside the 10 Arabic numbers and 2 dozenal proposals, in the unlikely event we switch to base-24.

Here they are crappily drawn freehand: Designed them to be compatible and distinguishable on common 7-segment displays, and as such they should be trivial to differentiate on 9, 14 and 16 segment displays as well:

I have just completed and uploaded a 10-digit binary converter in Geometry Dash. It's bug-free!

muzik wrote:Decided to invent 12 new symbols to be used alongside the 10 Arabic numbers and 2 dozenal proposals, in the unlikely event we switch to base-24.

Here they are crappily drawn freehand:

Code: Select all

x = 671, y = 48, rule = B3/S23
122bo57b11o$121b2o55b2o$121b2o53b2o70b9o$35bo85b2o17b19o16bo27b9o34b2o
9b4o$35bo85b2o18bo32bo37b13o19b2o4b6o$12b5o19bo14b9o24b6o30bo2bo17bo
31bo51b3o14b2o12bo24b2o$10b2o5bo18bo13bo8bo19b5o6b2o28bo2bo17bo30bo53b
o14bo15bo21b2o2b2o147b3o$9bo8bo17bo11b2o9bo32bo26bo3bo17bo30bo52bo14b
2o15bo20bo6b2o18b5o81b4o34b3o$8bo9bo17bo10bo11bo33bo24bo4bo17bo29bo53b
o14bo16bo18b2o8bo16b2o4bo33b5o30bo11bo4b6o26b2o49bo$7bo11bo16bo22bo34b
2o22bo4bo17bo29bo52bo15bo16bo17bo10bo14b2o6bo12bo17b3o5b2o28bo9b2o11bo
22b3o52bo$7bo11bo16bo22bo35bo21bo5bo17bo28bo53bo15bo16bo16bo11bo23bo
10bo17bo38bo8b2o13bo20bo25b6o24bo12bo25bo13b5o$6bo13bo15bo22bo35bo20bo
6bo17bo28bo52bo16bo16bo16bo11bo23bo9bo17bo39bo8bo14bo19bo23b3o6b3o21bo
12bo14bo10bo12b2o4b4o67bo29b6o18b6o$5bo14bo15bo22bo35bo20bo5bo18bo27bo
52bo18bo14bo16bo11b2o24bo8bo16bo40bo8bo14bo18bo22b2o12b2o19bo12bo14bo
10bo12bo8b2o29bo36b14o15b2o4b2o16bo6bo$5bo14bo15bo22bo35bo19bo6bo19bo
26bo52bo18bo14bo15bo12b2o24bo7bo16bo41bo23bo18bo21b2o15bo17bo13bo14bo
10bo11b2o9b2o19bo8bo19b8o9bo12bo14bo7bo16bo7bo$4bo15bo15bo22bo35bo18bo
7bo19bo25bo52bo20b4o9bo16bo11bobo24bo5b2o17bo41bo23bo17bo39bo17bo12bo
15bo10bo11bo11bo18bo9bo12b7o6b2o9bo12bo14bo7bo15bo8bo$4bo15bo15bo22bo
35bo18bo7bo19bo25bo52bo24b5o2b2o17bo11bobo24bo4bo19bo40bo24bo16bo40bo
17bo12bo15bo9bo12bo11bo18bo9bo10b2o12bo11bo12bo14bo7bo14bo10bo$3bo17bo
14bo22bo34bo18bo8bo19bo25bo51bo29b3o19bo10bo2bo25bo2bo20b4o37bo24bo16b
o40bo17bo12bo15bo9bo11b2o11bo18bo9bo10b2o12bo11bo12bo13bo8bo13bo11bo$
3bo17bo13bo23bo33bo18bo9bo19bo24bo52bo27b2o3b2o18bo9bo2bo25bo2bo24b5o
32bo24bo15bo41bo17bo12bo15bo8bo12bo11bo19bo9bo12bo10bo12bo12bo13bo8bo
13bo11bo$3bo17bo13bo23bo32bo18bo10bo19b6o19bo50b6o21b3o7bo18bo7bo2bo
26bobo30b4o28bo24bo15bo41bo17bo12bo14bo9bo12bo10bo19bo10bo13b2o7bo13bo
12bo13bo8bo14bo10bo$3bo17bo13bo23bo30b2o18bo11bo25b2o17bo44b6obo23b2o
11b2o17b3o3b2o2bo26b2o32b3o28bo23bo16bo41bo17bo12bo14bo9bo12bo9b2o19bo
9b2o15b2o5bo13bo12bo12bo9bo14bo10bo$2bo18bo13bo23bo29bo20bo11bo27b2o
15bo42b2o6bo21b3o14bo20b3o4bo26bo30b3o31bo23bo15bo30b13o17b15o13bo8bo
13b4o5b2o20bo9bo18bo3bo14bo12bo12bo8bo16bo9bo$2bo18bo13bo23bo20b9o20b
9o3bo30bo14bo9b6o35bo19b2o18bo26bo25b2o26b4o34bo23bo15bo29bo12bo12b5o
13bo13b2o5b4o13bo3b5o22bo8b2o19b4o14bo12bo12bo8bo26bo$2bo18bo13bo22bo
24b4o31b11o24bo13bo7b2o6bo33bo19bo20bo26bo24bobo23b3o38bo23bo15bo10b3o
15bo13bo16bo13bo14b6o17bo29b11o22bo15bo12bo11bo36bo$2bo18bo13bo22bo28b
2o32bo5b2o25bo12bo7bo8bo32bo19bo20bo26bo23bo2bo23bo30b6o4bo23bo13b13o
18bo13bo16bo13bo14bo22bo30bo30bob2o13bo12bo11bo36bo$bo19bo13bo22bo30b
2o30bo32bo12bo6bo10bo31bo18bo21bo26bo23bo2bo22bo30bo5b2o3bo23bo15bo27b
o13bo17bo13bo14bo22bo30bo29bo4b2o11bo12bo11bo36bo$bo19bo13bo21bo33bo
29bo33bo11bo5bo11bo30bo19bo21bo26bo20b3o3bo22bo29bo7bo3bo16b6obo15bo
27bo13bo17bo13bo14bo22bo30bo29bo6bo10bo12bo11bo36bo$bo19bo13bo21bo34bo
28bo33bo11bo4bo12bo30bo19bo19b2o27bo18b2o6bo22bo28bo9bo2bo15bo5bobo15b
o27bo13bo17bo13bo14bo22bo30bo28bo7b2o9bo12bo11bo36bo$bo19bo13bo20bo36b
o27bo33bo12bo3bo12bo29bo20bo18bo28bo27bo23bo26bo10bo2bo15bo6b2o15bo27b
o13bo17bo12bo15bo22bo30bo27bo9bo9bo12bo11bo36bo$2o19bo13bo20bo37bo26bo
32bo13bo3bo12bo29bo20bo17bo29bo28bo9bo12bo26bo11bobo14bo7b2o15bo28bo
12bo17bo11bo16bo22bo30bo26bo20bo12bo11bo36bo$o20bo13bo19bo39bo25bo32bo
14bo2bo12bo28bo21bo15b2o30bo29bo6b2o14bo25bo11bobo14bo7b2o15bo28bo11bo
19bo10bo16bo22bo10bo19bo25bo21bo12bo11bo36bo$o20bo13bo19bo39bo24bo32bo
16bobo12bo28bo22bo11b3o32bo30b7o15bo25bo11bobo14bo7b2o15bo29b2o6b3o20b
2o8bo17bo22bo10bo20bo8bo14bo22bo12bo11bo36bo$o20bo13bo18bo40bo24bo32bo
17b2o12bo28bo23bo7b3o35bo53bo24bo12b2o14bo7b2o15bo31b6o25bo6bo17bo23bo
10bo20b2o6bo14bo36bo11b2o10bo23bo$o20bo13bo17bo41bo24bo31bo19bo11bo54b
o4b2o38bo54bo23bo12bo15bo7b2o15bo63b2o4bo17bo24b2o8bo22b6o66bo7b3o13bo
9bo$o20bo13bo17bo42bo23bo17bo12bo21b2o8bo56b4o40bo55b3o20bo12bo16bo6b
2o16bo64b4o44b9o96b8o16bo6b2o$2o18bo14bo16bo43bo23bo18b2o9bo22bob9o
100bo58b7o13bo12bo16bo7bo16bo241b8o$2o18bo14bo16bo43bo23bo20b2o4b3o24b
2o108bo78bo12bo$2o18bo14bo15bo43bo24bo22b4o29bo107bo78bo$2o17bo15bo14b
o44bo25bo55b5o$2o17bo15bo13bo45bo25bo$obo15bo16bo12b2o44bo26bo$2bo15bo
16bo12b7o16bo22bo$2bo14bo17bo19b16o22bo$3bo12bo60b5o9b2o$3bo12bo65b9o$
4bo9b2o$5bo7bo$6bo4b2o$7b4o!

Designed them to be compatible and distinguishable on common 7-segment displays, and as such they should be trivial to differentiate on 9, 14 and 16 segment displays as well:

Code: Select all

x = 139, y = 7, rule = B3/S23
b2o10b2o4b2o10b2o4b2o3b2o4b2o4b2o10b2o9b2o4b2o3b2o16b2o10b2o4b2o4b2o4b
2o$o2bo2bo8bo5bo2bo2bo2bo5bo7bo2bo2bo2bo2bo2bo2bo2bo7bo5bo2bo7bo2bo2bo
2bo2bo2bo2bo2bo2bo2bo2bo2bo2bo2bo2bo2bo2bo$o2bo2bo8bo5bo2bo2bo2bo5bo7b
o2bo2bo2bo2bo2bo2bo2bo7bo5bo2bo7bo2bo2bo2bo2bo2bo2bo2bo2bo2bo2bo2bo2bo
2bo2bo2bo2bo$13b2o4b2o4b2o4b2o4b2o9b2o4b2o4b2o4b2o3b2o4b2o4b2o3b2o4b2o
4b2o4b2o4b2o4b2o$o2bo2bo5bo8bo5bo5bo2bo2bo4bo2bo2bo5bo2bo2bo2bo4bo2bo
2bo2bo2bo4bo2bo2bo2bo2bo5bo5bo5bo2bo2bo2bo2bo8bo$o2bo2bo5bo8bo5bo5bo2b
o2bo4bo2bo2bo5bo2bo2bo2bo4bo2bo2bo2bo2bo4bo2bo2bo2bo2bo5bo5bo5bo2bo2bo
2bo2bo8bo$b2o10b2o4b2o10b2o4b2o9b2o4b2o10b2o20b2o4b2o10b2o4b2o16b2o4b
2o!

Very nice! I hope some day there's a standard for this kind of thing. I always just use the digits 0 through 9, followed by A through Z, and then ! through ). I tried digitizing A through Z, just as some hexadecimal-supporting calculators do to A through F, but I could never make all of the symbols both legible and distinct. It was even harder when I decided to restrict my digits.

On September 22, 2015, which I declared as [holiday name removed], I decided to make a document containing the base-37 decimal expansions of the reciprocals of all the primes up to 1369. I used the symbols 0123456789ABCDEFGHIJKLMNOPQRSTUVWXYZ! and to make it entertaining, many of the numbers were in different fonts. The hardest part was to make sure I only used fonts where 0 and O, as well as 1 and I, were distinct...!

Became interested in the concept of collecting dice lately. I did this 10 or so years ago, but all of them were just old cubic d6s, and now I'm interested in the idea of odd-sided dice created by flattening out close to equally spaced points on a sphere (e.g. d7, d9, d11, d13 d15, d22, d26, d50, d100...) as opposed to fairly cheatish methods like numbering a trapezohedron or bipyramid with 2n sides twice to get the desired die with n sides.

I'm learning programming in C++!

I'm working on using 0-9, a-z, and A-Z to create a 10+26+26 = base 62 counter

I also forgot to add that I am messing around with L-Systems

I can't be the only one who finds it weird and confusing that there exists no star polyhedron {5/2,5/2}?

Wikipedia says it counts as a failed star polyhedron, since it doesn't eventually close.