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var hasFlash = navigator.mimeTypes&&navigator.mimeTypes.length?Array.prototype.slice.call(navigator.mimeTypes).some(function(a){return"application/x-shockwave-flash"==a.type}):/MSIE/.test(navigator.userAgent)?eval("try{new ActiveXObject('ShockwaveFlash.ShockwaveFlash')&&!0}catch(e){!1};"):!1; |
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/^Author:/ { | |
author = $2 | |
commits[author] += 1 | |
commits["tot"] += 1 | |
} | |
/^[0-9]/ { | |
more[author] += $1 | |
less[author] += $2 | |
file[author] += 1 |
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body{ | |
color:#444; | |
font-family:Georgia, Palatino, 'Palatino Linotype', Times, 'Times New Roman', | |
"Hiragino Sans GB", "STXihei", "微软雅黑", serif; | |
font-size:12px; | |
line-height:1.5em; | |
background:#fefefe; | |
width: 45em; | |
margin: 10px auto; | |
padding: 1em; |
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import os | |
import inspect | |
from functools import wraps | |
_file_cache = {} | |
def cache_file(path): | |
def cache_is_fresh(name): |
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assertion_methods = [ | |
'assert_almost_equal(s)' | |
'assert_dict_contains_subset', | |
'assert_dict_equal', | |
'assert_equal(s)', | |
'assert_false', | |
'assert_greater', | |
'assert_greater_equal', | |
'assert_in', | |
'assert_is', |
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def func(arg1, arg2): | |
""" | |
Summary. | |
Long explanation... | |
:param arg1: Descr for arg1 | |
:type arg1: arg1 type | |
:param arg2: Descr for arg2 |
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#!/bin/bash | |
# Git pre-commit hook | |
##################### | |
# | |
# - check for whitespace problems (trailing spaces, ...) | |
# - check for lines with 'FIXME' | |
# - running tests | |
# - running code style check (pep8) on modified files | |
# - designed for Windows, for Linux replace `> NUL` with `> /dev/null` |
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MOV [5] 0 | |
JEQ 90 [5] 100 | |
APRINT 46 | |
MOV [8] 0 | |
RANDOM [6] | |
MOV [2] [6] | |
MOV [3] 2 | |
MOV [1] 25 | |
JMP 125 | |
MOV [6] [0] |
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try: | |
from pip.req import parse_requirements | |
except ImportError: | |
def requirements(f): | |
reqs = open(f, 'r').read().splitlines() | |
reqs = [r for r in reqs if not r.strip().startswith('#')] | |
return reqs | |
else: | |
def requirements(f): | |
install_reqs = parse_requirements(f) |
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def fourier_series(f, frange, t, t_0): | |
k = symbols('k', integer=True, positive=True, zero=False) | |
a_k = 2/t_0*(integrate(f * cos(2*pi/t_0*k*t), [t, frange[0], frange[1]])) | |
a_k = [a_k.subs(k, i) for i in range(1, 10)] | |
b_k = 2/t_0*(integrate(f * sin(2*pi/t_0*k*t), [t, -t_0/2, t_0/2])) | |
b_k = [b_k.subs(k, i) for i in range(1, 10)] | |
# Amplitude |
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