aka. bakaiku or @gdgdiler tkojitu

時雨堂自社製品コトハジメ

概要

ぐんまRuby会議01参加者のためのしおりです。

Since this is on Hacker News and reddit...

No, I don't distribute my résumé like this. A friend of mine made a joke about me being the kind of person who would do this, so I did (the link on that page was added later). My actual résumé is a good bit crazier.
I apologize for the use of _t in my types. I spend a lot of time at a level where I can do that; "reserved for system libraries? I am the system libraries".
Since people kept complaining, I've fixed the assignments of string literals to non-const char *s.
My use of type * name, however, is entirely intentional.
If you're using an older compiler, you might have trouble with the anonymous unions and the designated initializers - I think gcc 4.4 requires some extra braces to get them working together. Anything reasonably recent should work fine. Clang and gcc (newer than 4.4, at le

	require 'open-uri'
	require 'open_uri_redirections'
	require 'soundcloud'

	OUTDIR = 'user48736353001'
	Dir.mkdir(OUTDIR) unless Dir.exists? OUTDIR

	def save(title, download_url)
	puts title
	file_name = "#{OUTDIR}/#{title}.mp3"

	" This is a port of CC500
	" http://homepage.ntlworld.com/edmund.grimley-evans/cc500/
	"
	"-------------------------------------------------------------------------------
	" ORIGINAL HEADER
	"-------------------------------------------------------------------------------
	" Copyright (C) 2006 Edmund GRIMLEY EVANS <[email protected]>
	"
	" This program is free software; you can redistribute it and/or modify
	" it under the terms of the GNU General Public License as published by

	jibanyan_equation <- function(x,y) {
	min(max(min(1-(x/108)^2-(y/94)^2,y),min(1-((abs(x)-119)/103)^2-((y-56)/86)^2,1-((abs(x)-15)/77)^2-((y-119)/100)^2),1-((abs(x)-42)/66)^2-(y/55)^2,min(55+y,51-abs(x),-y)),3abs(y-100)-2(x-75)) *
	min(min(max(min(1-(x/106)^2-(y/92)^2,y),min(1-((abs(x)-119)/101)^2-((y-56)/84)^2,((abs(x)-99)/40)^2+((y-54)/86)^2-1,92-abs(x)),1-((abs(x)-42)/64)^2-(y/53)^2),min(((abs(x)-52)/26)^2+((y+28)/26)^2-1,((abs(x)-51)/13)^2+(y/13)^2-1,max(abs(x)-51,y))),abs(x/51+10/51sin(abs(y/61.2)^(1.2)pi(7/2)))^(2/3)+abs(y/61.2)^(2/3)-1)
	min(1-(x/32)^2-((y+30)/32)^2,1-((abs(x)+5)/22)^2-((y-18)/22)^2) *
	min(1-((abs(x)-18)/20)^2-((y+10)/20)^2,((abs(x)-20)/22)^2+((y+7)/20)^2-1) *
	(1-((abs(x)-51)/11)^2-(y/11)^2)
	}

	x <- seq(-150, 150, length=400)
	z <- outer(x,x, Vectorize(jibanyan_equation))

	begin
	wait_for_miracle do \|miracle\|
	return miracle.proof_that_god_exists
	end
	rescue Timeout::Error => e
	return e.proof_that_god_exists
	end

	-- http://www.slideshare.net/yashigani/haskell-in/19

	module Homework where

	import Data.List(foldl')

	myNull :: [a] -> Bool
	myNull [] = True
	myNull _ = False