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#!/bin/bash | |
cd $1 | |
convertdir=`pwd` | |
cd "$convertdir" | |
mkdir results |
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from math import cos, sin, pi | |
def rotate(pos, theta): | |
x,y = pos | |
c = cos(theta) | |
s = sin(theta) | |
return (x*c + y*s, x*s - y*c) | |
# example |
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module BinaryLogic where | |
type PVar = Int | |
data Boolean = T | F deriving Show | |
data Logic a = Boole Boolean | Var PVar | Conn a (Logic a) (Logic a) deriving Show | |
type Assignment = (PVar -> Boolean) | |
foldLogic :: Connective b => (Boolean -> a) -> (PVar -> a) -> (b -> a -> a -> a) -> (Logic b) -> a |
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subFormulas :: PL -> [PL] | |
subFormulas = foldLogic | |
((:[]) . Boole) | |
((:[]) . Var) | |
(\p -> Not (head p) : p) | |
(\c p q -> Conn c (head p) (head q) : (p ++ q)) |
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import Prelude hiding (print, negate) | |
import Data.List (nub) | |
data PVar = X Int deriving (Eq,Ord) | |
x = Var . X | |
data Connective = And | Or | Imp | Bi | |
data Boolean = T | F deriving Eq | |
data PL = Boole Boolean | Var PVar | Not PL | Conn Connective PL PL | |
type Substitution = (PVar -> PL) |
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MODULE exp; | |
IMPORT Out; | |
PROCEDURE exponent*(x,n: INTEGER):INTEGER; | |
VAR | |
y,z,k: INTEGER; | |
BEGIN | |
y := 1; |
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nub :: Eq a => [a] -> [a] | |
nub = foldr (\x ys->if x `elem` ys then ys else (x:ys)) [] |
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type Perm = [Int] | |
data Parity = Odd | Even deriving Show | |
oddtest = [1,3,2,4,5] :: Perm | |
eventest = [1,4,2,3,5] :: Perm | |
genPairs :: Int -> [(Int, Int)] | |
genPairs l = [(a,b) | a <- [1..l], b <- [1..l], a < b] | |
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<html> | |
<head> | |
<title>* Gwent Energy CIC *</title> | |
<link href="gecss.css" rel="stylesheet" type="text/css"> | |
<meta http-equiv="content-type" content="text/html; charset=utf-8"> | |
</head> | |
<body> | |
<div id="wrap"> | |
<div id="header"> | |
<img class="logo" |
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html, body { | |
background-color: #a0c060; | |
padding: 0; | |
} | |
#wrap { | |
width: 800px; | |
margin: 0 auto; | |
background-color: #80a020; | |
border: 1px solid black; |