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!ENTRY org.eclipse.ui 4 4 2010-09-10 15:43:00.865
!MESSAGE Exception in org.eclipse.ui.internal.PageLayout.addView: org.eclipse.ui.PartInitException: Could not create view: net.refractions.udig.project.ui.layerManager
!STACK 1
org.eclipse.ui.PartInitException: Could not create view: net.refractions.udig.project.ui.layerManager
	at org.eclipse.ui.internal.ViewFactory.createView(ViewFactory.java:158)
	at org.eclipse.ui.internal.LayoutHelper.createView(LayoutHelper.java:162)
	at org.eclipse.ui.internal.PageLayout.createView(PageLayout.java:543)
	at org.eclipse.ui.internal.PageLayout.addView(PageLayout.java:416)
	at org.eclipse.ui.internal.PageLayout.addView(PageLayout.java:390)
	at uk.co.terinea.agrimark.Perspective.createInitialLayout(Perspective.java:14)

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function spanChars(e)
{
	if (!e) e = document.body;
	
	// Replace the text node with a span for each letter it consists of
	if (e.nodeType == document.TEXT_NODE)
	{
		var text = e.nodeValue;
		
		for (var c = 0; c < text.length; c++)

icio

<?php

test();

/**
 * The largest prime factor
 *
 * The provided number is not considered a factor of itself.
 *
 * @param int $n		The number we wish to find a factor of

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<?php

/**
 * Add each directory within ./application to the include path so that each file
 * is easily accessible.
 */
function include_subdirectories_in_path()
{
	global $paths;
	$paths = array('application');

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function bad (foo) {
  if ( ! (foo instanceof Bar) ) {
    throw new TypeError("This is an annoying restriction!");
  }
  return foo.baz(foo.quux(10));
}

function good (foo) {
  if ( !foo.baz || !foo.quux ) {
    throw new TypeError("We need foo to have baz and quux methods.");

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/*
 - Example usage of Raphael.el.wave
 - Produces: http://i.imgur.com/qAcDJ.png
*/

var paper;

/**
 * ENTRY POINT.
 */

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package
{
	import flash.display.Sprite;
	import flash.display.StageAlign;
	import flash.display.StageScaleMode;
	import flash.events.Event;
	import flash.events.KeyboardEvent;
	import flash.ui.Keyboard;
	
	public class Main extends Sprite

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#| Using the Newton-Raphson Method, find the root of
#| the function f (with derivative fdx) near the
#| point x (with tolerance e [solution x has abs f(x) < e]
#| and within a limit of 1000 steps)

newtonRaphson <- function(x, f, fdx, e = 0.001, maxSteps = 1000)
{
	step = 0;
	while (abs(x) > e && step < maxSteps)
	{

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{
  "name": "Open URL Collector",
  "version": "1.0",
  "description": "Creates a list of the URLs of open tabs.",
  "browser_action": {
    "default_icon": "famfamfam_silk_cut_tab.png",
	"popup": "popup.html"
  },
  "permissions": ["tabs"]
}

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<?php

/**
 * A method for finding n-th prime numbers. Usage example follows at the end.
 * @author Paul Scott <paul.scotto@gmail.com>
 */

/**
 * Calculate the n-th prime number(s).
 *