Benjamin Goering gobengo

## index.html
<html>
<head></head>
<body>
  <p>Hello, world!</p>
</body>
</html>

## node-gchat.js
var xmpp = require('node-xmpp'),
    secret = require('./secret'),
    util = require('util');

var creds = {
    jid: 'bengoering@gmail.com',
    password: secret.pw, //string
};

var GChat = function(creds) {

## GraphMatrix
Imagine graph G with vertexes A, B, C (sketch this if that's your thing). G has the following directed edges:
A->B
B->C
C->A

Basically this is a triangle with a loop. Now, let's say we model this with a binary matrix. Edge A->B means that G[A][B]=1. Similarly: G[B][C], G[C][A] = 1, 1. Think about this 2D array as a matrix G1:
 ABC
A010
B001
C100

## gist:674526
>>> class X:
...     pass
...
>>> @classmethod
... def mysum(cls, x, y):
...     return x + y
...
>>> X.setattr('s', mysum)
Traceback (most recent call last):
  File "<stdin>", line 1, in <module>
	var xmpp = require('node-xmpp'),
	secret = require('./secret'),
	util = require('util');

	var creds = {
	jid: 'bengoering@gmail.com',
	password: secret.pw, //string
	};

	var GChat = function(creds) {
	Imagine graph G with vertexes A, B, C (sketch this if that's your thing). G has the following directed edges:
	A->B
	B->C
	C->A

	Basically this is a triangle with a loop. Now, let's say we model this with a binary matrix. Edge A->B means that G[A][B]=1. Similarly: G[B][C], G[C][A] = 1, 1. Think about this 2D array as a matrix G1:
	ABC
	A010
	B001
	C100
	>>> class X:
	... pass
	...
	>>> @classmethod
	... def mysum(cls, x, y):
	... return x + y
	...
	>>> X.setattr('s', mysum)
	Traceback (most recent call last):
	File "<stdin>", line 1, in <module>