Pastelland Forum

Funny how there is no 32 in 32!

*Or is it?*

http://youtu.be/4HB7z3ORLGk?t=4s

http://www.youtube.com/watch?v=CEgh8TUl ... =fvwp&NR=1

What did one duck physicist say to the other?

Quark.

Quarks are cool.

zombieshooter wrote:Quarks are cool.

QFT!

Don't try to confuse me.

Science wrote:In increasing order of mass, up, charm and top are positive; down, strange and bottom are negative.
They can be of different colours; red, blue and green; and they will try to join all colours together to get white (metaphorically speaking; they're obviously too small to have colour).
The particle that carries that force is the Gluon, and it kinda works like a spring that pulls them together.
When they join together they create hadrons, the most famous being the proton (up, up, down) and the neutron (up, down, down).
The Z and W bosons bully them into changing to other flavours of quarks, and that causes nuclear decay.

That's enough to make me happy.

borys610 wrote:It's very dangerous virus!
You need to delete System 32, before it makes serious harm to your computer!

System32 stores 32 bits stuff, the fact is that much viruses uses that folder as hideout, so there is a factor there.

I think I posted photo of myself somewhere...

I drew a typographical picture of myself, I wonder if that counts.

Vurn wrote:http://www.pastelportal.com/forum/viewt ... 170#p21634

Sublevel 102 wrote:^wha da fuk?

gil2455526 wrote:Did I ever told you Scientific thesis make me dizzy *_*

A-kinship Theory Treated As A Mathematical Abstraction (Because fuck you. Also, obscenely shitty graphs.) This is a g-tree,standing for genealogy tree, which formal visualization of kindred relations. [Kindred here being an adjective pertaining to a-kinship.] Its k number equals three, meaning that there is a total of 4 generations - a generation of number n is hence defined as the set of all ancestors located in a single horizontal row on a g-tree. As said before, the size of a generation (the number of its members) is 2^n. If treated as a graph, the g-tree is a tree (what a surprise) which has no euler/hamiltonian trails for sizes bigger than k=1. The k number denotes the tier of the oldest generation in a given g-tree.
The circles on this graph (vertices) are called members, and the lines between them (edges) are called just lines.
Y is the 0th generation, m+f is the 1st, 2m+mf+fm+2f is the second, and so on.

The alpha and beta relations between members
Every member except Y, called the root, has a single Heir. All members, however, have two Ancestors (unless not noted on the graph because of the k restriction). The Heir is the one located up on the screen, the child, you could say. Heirs always, have a shorter v-name than their Ancestors (except the root, whose name is just as long). The Heir-Ancestor relation is denoted by the Alpha lines (the straight ones). The Beta lines (the swingy rolly ones), however, signify the relation between the two Ancestors of a given Heir. Every member is connected to other members by three Alpha lines and one Beta line (except the root, who has two Alpha lines only).
For a given family of size k, the total number of alpha lines is equal to and the number of Beta lines equals for k>1 and being an integer, assuming the summation equals zero if the top is smaller than the bottom thing. I barely know how summation works.
Alpha: https://www.desmos.com/calculator/akxlis9pax
Beta: https://www.desmos.com/calculator/ro6dmrqxi6
Each member is both an Ancestor and a Heir - except the root again, who is only a Heir.
Non-root members always have a distinct v-name, one Heir, two Ancestors, 3 Alpha lines and 1 Beta line.
The root, y, is only a Heir but doesn't have a Heir (isn't an ancestor), has two Ancestors, is connected to them by two Alpha lines, has no Beta lines, is the only member of its generation, the 0th one.

There's way more stuff I can do with this.
Also, the attachments are pretty handy, but man, I can only do three in one post? So lame.
Probably more to come.

Wow.
EDIT: I think a line is missing in your first scheme (fm~2f)