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// ==UserScript==
// @name           Twitter 1-Up
// @namespace      http://userscripts.org/users/113977
// @description    Plays the Super Mario Bros. 1-Up sound and drops a 1-Up mushroom on every 100th fav or star on Twitter/Favstar
// @include        http://www.twitter.com/*
// @include        http://twitter.com/*
// @include        http://favstar.fm/*
// @include        http://www.favstar.fm/*
// @version        0.2.2
// @date           2011-01-06
// @creator        Jeremy Cutler
// ==/UserScript==

/*********************************
  INCLUDING jQuery 1.3.2 MINIFIED
**********************************/

/*
 * jQuery JavaScript Library v1.3.2
 * http://jquery.com/
 *
 * Copyright (c) 2009 John Resig
 * Dual licensed under the MIT and GPL licenses.
 * http://docs.jquery.com/License
 *
 * Date: 2009-02-19 17:34:21 -0500 (Thu, 19 Feb 2009)
 * Revision: 6246
 */
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/*
 * Sizzle CSS Selector Engine - v0.9.3
 *  Copyright 2009, The Dojo Foundation
 *  Released under the MIT, BSD, and GPL Licenses.
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J=this[0],G=J.offsetParent,F=J,O=J.ownerDocument,M,H=O.documentElement,K=O.body,L=O.defaultView,E=L.getComputedStyle(J,null),N=J.offsetTop,I=J.offsetLeft;while((J=J.parentNode)&&J!==K&&J!==H){M=L.getComputedStyle(J,null);N-=J.scrollTop,I-=J.scrollLeft;if(J===G){N+=J.offsetTop,I+=J.offsetLeft;if(o.offset.doesNotAddBorder&&!(o.offset.doesAddBorderForTableAndCells&&/^t(able|d|h)$/i.test(J.tagName))){N+=parseInt(M.borderTopWidth,10)||0,I+=parseInt(M.borderLeftWidth,10)||0}F=G,G=J.offsetParent}if(o.offset.subtractsBorderForOverflowNotVisible&&M.overflow!=="visible"){N+=parseInt(M.borderTopWidth,10)||0,I+=parseInt(M.borderLeftWidth,10)||0}E=M}if(E.position==="relative"||E.position==="static"){N+=K.offsetTop,I+=K.offsetLeft}if(E.position==="fixed"){N+=Math.max(H.scrollTop,K.scrollTop),I+=Math.max(H.scrollLeft,K.scrollLeft)}return{top:N,left:I}}}o.offset={initialize:function(){if(this.initialized){return}var L=document.body,F=document.createElement("div"),H,G,N,I,M,E,J=L.style.marginTop,K='<div style="position:absolute;top:0;left:0;margin:0;border:5px solid #000;padding:0;width:1px;height:1px;"><div></div></div><table style="position:absolute;top:0;left:0;margin:0;border:5px solid #000;padding:0;width:1px;height:1px;" cellpadding="0" cellspacing="0"><tr><td></td></tr></table>';M={position:"absolute",top:0,left:0,margin:0,border:0,width:"1px",height:"1px",visibility:"hidden"};for(E in M){F.style[E]=M[E]}F.innerHTML=K;L.insertBefore(F,L.firstChild);H=F.firstChild,G=H.firstChild,I=H.nextSibling.firstChild.firstChild;this.doesNotAddBorder=(G.offsetTop!==5);this.doesAddBorderForTableAndCells=(I.offsetTop===5);H.style.overflow="hidden",H.style.position="relative";this.subtractsBorderForOverflowNotVisible=(G.offsetTop===-5);L.style.marginTop="1px";this.doesNotIncludeMarginInBodyOffset=(L.offsetTop===0);L.style.marginTop=J;L.removeChild(F);this.initialized=true},bodyOffset:function(E){o.offset.initialized||o.offset.initialize();var G=E.offsetTop,F=E.offsetLeft;if(o.offset.doesNotIncludeMarginInBodyOffset){G+=parseInt(o.curCSS(E,"marginTop",true),10)||0,F+=parseInt(o.curCSS(E,"marginLeft",true),10)||0}return{top:G,left:F}}};o.fn.extend({position:function(){var I=0,H=0,F;if(this[0]){var G=this.offsetParent(),J=this.offset(),E=/^body|html$/i.test(G[0].tagName)?{top:0,left:0}:G.offset();J.top-=j(this,"marginTop");J.left-=j(this,"marginLeft");E.top+=j(G,"borderTopWidth");E.left+=j(G,"borderLeftWidth");F={top:J.top-E.top,left:J.left-E.left}}return F},offsetParent:function(){var E=this[0].offsetParent||document.body;while(E&&(!/^body|html$/i.test(E.tagName)&&o.css(E,"position")=="static")){E=E.offsetParent}return o(E)}});o.each(["Left","Top"],function(F,E){var G="scroll"+E;o.fn[G]=function(H){if(!this[0]){return null}return H!==g?this.each(function(){this==l||this==document?l.scrollTo(!F?H:o(l).scrollLeft(),F?H:o(l).scrollTop()):this[G]=H}):this[0]==l||this[0]==document?self[F?"pageYOffset":"pageXOffset"]||o.boxModel&&document.documentElement[G]||document.body[G]:this[0][G]}});o.each(["Height","Width"],function(I,G){var E=I?"Left":"Top",H=I?"Right":"Bottom",F=G.toLowerCase();o.fn["inner"+G]=function(){return this[0]?o.css(this[0],F,false,"padding"):null};o.fn["outer"+G]=function(K){return this[0]?o.css(this[0],F,false,K?"margin":"border"):null};var J=G.toLowerCase();o.fn[J]=function(K){return this[0]==l?document.compatMode=="CSS1Compat"&&document.documentElement["client"+G]||document.body["client"+G]:this[0]==document?Math.max(document.documentElement["client"+G],document.body["scroll"+G],document.documentElement["scroll"+G],document.body["offset"+G],document.documentElement["offset"+G]):K===g?(this.length?o.css(this[0],J):null):this.css(J,typeof K==="string"?K:K+"px")}})})();

/*********************************
    END jQuery 1.3.2 MINIFIED
**********************************/

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%3D';

if (!$.browser.mozilla) {
   GM_getValue = function(key,defVal) {
      var retval = window.localStorage.getItem(key);
      if (retval == undefined || retval == null || retval == "") {
         return defVal;
      }
      return retval;
   }

   GM_setValue = function(key,val) {
      window.localStorage.setItem(key,val);
   }
}
else {
   GM_registerMenuCommand("Set Twitter 1-Up Count Threshold",mod_cnt_thresh);
}

var au = document.createElement('audio');
au.setAttribute('src',snd);
au.setAttribute('id','audio1up');
document.body.appendChild(au);

var mush = document.createElement('img');
mush.setAttribute('src',shroom);
mush.setAttribute('id','mush1up');
mush.style.position = 'fixed';
mush.style.top = '-256px';
mush.style.zIndex = '1000';
document.body.appendChild(mush);

function mod_cnt_thresh() {
   var input=prompt('Set Twitter 1-Up Count Threshold',GM_getValue("twitter1UpThreshold",100));
   if (input != '' && input != null)
      {
      var newv = parseInt(input);
      if (!isNaN(newv)) GM_setValue("twitter1UpThreshold",newv);
      }
}

function do_fav_count() {
   var thr = GM_getValue("twitter1UpThreshold",100);
   var cnt = GM_getValue("twitter1UpFavCount",0);
   cnt = parseInt(cnt);
   if (isNaN(cnt)) cnt = 0;
   cnt = (cnt+1)%thr;
   GM_setValue("twitter1UpFavCount",cnt);
   if (cnt == 0) {
      do_mush();
   }
}

function do_mush() {
   $('img#mush1up').show().animate({
      "top":"120%"
   }, 3000, function() { $(this).css("top","-256px"); });
   au.play();
}

$("#mush1up").css("left",($("body").innerWidth()-$("#mush1up").innerWidth())>>1);

$('a.non-fav,a.favOff,a.favorite-action').live('mouseup',function() {
   do_fav_count();
});