// ==UserScript==
// @name New Inline Tier Charts
// @namespace DusanAndWarric
// @description This will provide an inline tier chart for Dawn of the Dragons.Maps created by Brayden.Tiers collected by Warric.
// @include http://www.27thdimension.com/dotd/tierChartsStandalone.html
// @include http://www.kongregate.com/games/5thplanetgames/dawn-of-the-dragons*
// @include https://www.kongregate.com/games/5thplanetgames/dawn-of-the-dragons*
// @include http://www.kongregate.com/games/5thPlanetGames/dawn-of-the-dragons*
// @include https://www.kongregate.com/games/5thPlanetGames/dawn-of-the-dragons*
// @include http://kongregate.com/games/5thplanetgames/dawn-of-the-dragons*
// @include https://kongregate.com/games/5thplanetgames/dawn-of-the-dragons*
// @include http://kongregate.com/games/5thPlanetGames/dawn-of-the-dragons*
// @include https://kongregate.com/games/5thPlanetGames/dawn-of-the-dragons*
// @include http://www.dawnofthedragons.com/game*
// @include http://www.dawnofthedragons.com/
// @include http://www.dawnofthedragons.com
// @include http://dawnofthedragons.com/game*
// @include https://apps.facebook.com/dawnofthedragons*
// @include http://web1.dawnofthedragons.com/live_standalone*
// @include *newgrounds.com/portal/view/609826*
// @include http://dawnofthedragons.com/
// @include https://armorgames.com/dawn-of-the-dragons-game/13509*
// @include https://www.armorgames.com/dawn-of-the-dragons-game/13509*
// @include https://armorgames.com/play/13509/dawn-of-the-dragons*
// @version 3.6.18
// @grant none
// ==/UserScript==
( function ( data ) {
"use strict";
/**
* creates a new element for the list
* @param {string} label the name of the dataset
* @param {string} src the image id
* @param {Function} func the function to be called when clicked
* @returns {unresolved}
*/
var create = function ( label, src, func ) {
var wrapper = document.createElement ( "li" );
wrapper.onclick = func;
if ( src ) {
wrapper.appendChild ( document.createElement('div') );
wrapper.firstChild.appendChild ( document.createElement ( "img" ) );
wrapper.firstChild.firstChild.setAttribute ( "src", src );
wrapper.firstChild.firstChild.setAttribute ( "alt", label );
}
if(label) {
wrapper.appendChild ( document.createElement ( "button" ) );
wrapper.lastChild.appendChild ( document.createTextNode ( label ) );
}
return wrapper;
};
var list = document.createElement ( "ul" );
list.setAttribute ( "id", "NewInlineTierCharts" );
list.appendChild ( create ( "\u21C6", "", function () {
this.parentNode.setAttribute("class",( this.parentNode.getAttribute ( "class" ) === "right" ? "" : "right" ));
} ) );
/**
* switches between active and inactive
* @returns {undefined}
*/
var showHide = function () {
var status = this.getAttribute ( "class" ) === "active" ? "" : "active";
for (var counter = 0; counter < this.parentNode.childNodes.length; counter++) {
this.parentNode.childNodes[counter].setAttribute ( "class", "" );
}
this.setAttribute ( "class", status );
this.parentNode.setAttribute("active",status);
};
for (var counter = 0; counter < data.length; counter++) {
list.appendChild ( create ( data[counter][0], data[counter][1], showHide ) );
}
var styles = document.createElement ( "style" );
styles.setAttribute ( "type", "text/css" );
styles.setAttribute ( "id", "NewInlineTierChartsStyles" );
styles.appendChild ( document.createTextNode (
"#NewInlineTierCharts{position:fixed;top:0;left:-65px;z-index:100000;max-height:100%;}" +
"#NewInlineTierCharts:hover,#NewInlineTierCharts[active=\"active\"]{left:0;}" +
"#NewInlineTierCharts.right{left:auto;right:-65px;}" +
"#NewInlineTierCharts.right:hover,#NewInlineTierCharts.right[active=\"active\"]{right:0;}" +
"#NewInlineTierCharts,#NewInlineTierCharts li{margin:0;padding:0;list-style: none;display:block;}" +
"#NewInlineTierCharts li{min-height:0.25em;}" +
"#NewInlineTierCharts img{width:auto;height:auto;display:block;background-color:#fff;}" +
"#NewInlineTierCharts div{width:auto;max-height:100%;display:none;overflow:auto;}" +
"#NewInlineTierCharts button{border-radius:2px;background:#fff;height:auto;font-size: 12px;font-family: monospace;padding:1px;text-align: center;box-sizing: border-box;text-align:center;color:#000;border: 1px solid #000;width:75px;display:block;background-color:#fff;background-image:linear-gradient(to bottom,rgba(255,255,255,0.1),rgba(255,255,255,0.2),rgba(0,0,0,0.1));font-weight:normal;line-height:normal;}" +
"#NewInlineTierCharts .active div{display:block;position:fixed;top:0;left:75px;z-index:100000;max-height:100%;max-width:"+(window.innerWidth-150)+"px;}" +
"#NewInlineTierCharts.right .active div{left:auto;right:75px;}" +
"#NewInlineTierCharts .active button{background:#222;color:#fff;}"
) );
window.addEventListener('resize',function() {
document.getElementById("NewInlineTierChartsStyles").innerHTML = document.getElementById("NewInlineTierChartsStyles").innerHTML.replace(/(#NewInlineTierCharts .active div\{.*?max-width:)[0-9]+(px;.*?\})/,'$1'+(window.innerWidth-150)+'$2');
});
document.getElementsByTagName ( "head" )[0].appendChild ( styles );
document.getElementsByTagName ( "body" )[0].appendChild ( list );
} ) (
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