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embed.js
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embed.js
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var BTCQuote=function(){var a=this;a._dataNames=["last","bid","ask"],a._elements={},a._data={},a._history=[],a.initialize=function(){if(a.isLoaded()){if(a._widget=document.getElementById("btc-quote"),null===a._widget)throw'Please include a tag with the ID "btc-quote"';a.createWidget(),a.BTCRef=new Firebase("https://publicdata-cryptocurrency.firebaseio.com/bitcoin"),a.BTCRef.child("last").on("value",a.receiveBTCData),a.BTCRef.child("bid").on("value",a.receiveBTCData),a.BTCRef.child("ask").on("value",a.receiveBTCData)}},a.addScript=function(a,b){var c=document.getElementsByTagName("head")[0],d=document.createElement("script");d.onload=function(){b(a)},d.onreadystatechange=function(){var c=d.readyState;("loaded"===c||"complete"===c)&&(b(a),d.onreadystatechange=null)},d.type="text/javascript",d.src=a,c.appendChild(d)},a.receiveBTCData=function(b){var c=b.name(),d=parseFloat(b.val()),e=parseFloat(a._data[c]);a.updateData(c,a.formatFloat(d)),a.updateWidget(),"last"==c&&(a.updateHistory(d),a.updateColor(e,parseFloat(d))),a._data.bid&&a._data.ask&&a._data.last&&a.removeClassToElement(a._elements.slider,"btc-is-loading")},a.isLoaded=function(){return null!==window.Firebase},a.updateColor=function(b,c){b>c?a.addClassToElement(a._elements.lastWrapper,"btc-red"):c>b?a.addClassToElement(a._elements.lastWrapper,"btc-green"):a.resetColor(),setTimeout(function(){a.resetColor()},2e3)},a.updateData=function(b,c){a._data[b]=c},a.updateWidget=function(){for(var b=0;b<a._dataNames.length;b++){var c=a._dataNames[b],d=a._data[c]?a._data[c]:"";a._elements[c].innerHTML=d}},a.createWidget=function(){a._widget.innerHTML=a._template,a._elements.bid=document.getElementById("btc-bid-field"),a._elements.ask=document.getElementById("btc-ask-field"),a._elements.last=document.getElementById("btc-last-field"),a._elements.lastWrapper=document.getElementById("btc-last-wrapper"),a._elements.slider=document.getElementById("btc-slider"),a._elements.last.innerHTML=0,a.isOldBrowser||new Odometer({el:a._elements.last,format:"(,ddddd).dd"})},a.updateHistory=function(b){if(0===a._history.length)for(var c=0;50>c;c++)a._history.push(b);a._history.push(b)},a.formatFloat=function(a){var b=a.toString().split("."),c=(void 0!==b[1]?b[1]:"")+new Array(3-(void 0!==b[1]?b[1].length:0)).join("0");return b[0]+"."+c},a.resetColor=function(){a.removeClassToElement(a._elements.lastWrapper,"btc-green"),a.removeClassToElement(a._elements.lastWrapper,"btc-red")},a.addClassToElement=function(a,b){a.className+=" "+b},a.removeClassToElement=function(a,b){for(var c=" "+a.className+" ";-1!=c.indexOf(" "+b+" ");)c=c.replace(" "+b+" ","");a.className=c},a.isOldBrowser=void 0===document.addEventListener,a.isOldBrowser||function(){var a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r,s,t,u,v,w,x,y,z,A,B,C,D,E,F=[].slice;q='<span class="odometer-value"></span>',n='<span class="odometer-ribbon"><span class="odometer-ribbon-inner">'+q+"</span></span>",d='<span class="odometer-digit"><span class="odometer-digit-spacer">8</span><span class="odometer-digit-inner">'+n+"</span></span>",g='<span class="odometer-formatting-mark"></span>',c="(,ddd).dd",h=/^\(?([^)]*)\)?(?:(.)(d+))?$/,i=30,f=2e3,a=20,j=2,e=.5,k=1e3/i,b=1e3/a,o="transitionend webkitTransitionEnd oTransitionEnd otransitionend MSTransitionEnd",x=document.createElement("div").style,p=null!=x.transition||null!=x.webkitTransition||null!=x.mozTransition||null!=x.oTransition,v=window.requestAnimationFrame||window.mozRequestAnimationFrame||window.webkitRequestAnimationFrame||window.msRequestAnimationFrame,l=window.MutationObserver||window.WebKitMutationObserver||window.MozMutationObserver,s=function(a){var b;return b=document.createElement("div"),b.innerHTML=a,b.children[0]},u=function(a,b){return a.className=a.className.replace(new RegExp("(^| )"+b.split(" ").join("|")+"( |$)","gi")," ")},r=function(a,b){return u(a,b),a.className+=" "+b},y=function(a,b){var c;return null!=document.createEvent?(c=document.createEvent("HTMLEvents"),c.initEvent(b,!0,!0),a.dispatchEvent(c)):void 0},t=function(){var a,b;return null!=(a=null!=(b=window.performance)&&"function"==typeof b.now?b.now():void 0)?a:+new Date},w=function(a,b){return null==b&&(b=0),b?(a*=Math.pow(10,b),a+=.5,a=Math.floor(a),a/=Math.pow(10,b)):Math.round(a)},z=function(a){return 0>a?Math.ceil(a):Math.floor(a)},B=!1,(A=function(){var a,b,c,d,e;if(!B&&null!=window.jQuery){for(B=!0,d=["html","text"],e=[],b=0,c=d.length;c>b;b++)a=d[b],e.push(function(a){var b;return b=window.jQuery.fn[a],window.jQuery.fn[a]=function(a){var c;return null==a||null==(null!=(c=this[0])?c.odometer:void 0)?b.apply(this,arguments):this[0].odometer.update(a)}}(a));return e}})(),setTimeout(A,0),m=function(){function a(b){var c,d,e,g,h,i,l,m,n,o,p=this;if(this.options=b,this.el=this.options.el,null!=this.el.odometer)return this.el.odometer;this.el.odometer=this,m=a.options;for(d in m)g=m[d],null==this.options[d]&&(this.options[d]=g);null==(h=this.options).duration&&(h.duration=f),this.MAX_VALUES=this.options.duration/k/j|0,this.resetFormat(),this.value=this.cleanValue(null!=(n=this.options.value)?n:""),this.renderInside(),this.render();try{for(o=["innerHTML","innerText","textContent"],i=0,l=o.length;l>i;i++)e=o[i],null!=this.el[e]&&!function(a){return Object.defineProperty(p.el,a,{get:function(){var b;return"innerHTML"===a?p.inside.outerHTML:null!=(b=p.inside.innerText)?b:p.inside.textContent},set:function(a){return p.update(a)}})}(e)}catch(q){c=q,this.watchForMutations()}}return a.prototype.renderInside=function(){return this.inside=document.createElement("div"),this.inside.className="odometer-inside",this.el.innerHTML="",this.el.appendChild(this.inside)},a.prototype.watchForMutations=function(){var a,b=this;if(null!=l)try{return null==this.observer&&(this.observer=new l(function(a){var c;return c=b.el.innerText,b.renderInside(),b.render(b.value),b.update(c)})),this.watchMutations=!0,this.startWatchingMutations()}catch(c){a=c}},a.prototype.startWatchingMutations=function(){return this.watchMutations?this.observer.observe(this.el,{childList:!0}):void 0},a.prototype.stopWatchingMutations=function(){var a;return null!=(a=this.observer)?a.disconnect():void 0},a.prototype.cleanValue=function(a){var b;return"string"==typeof a&&(a=a.replace(null!=(b=this.format.radix)?b:".","<radix>"),a=a.replace(/[.,]/g,""),a=a.replace("<radix>","."),a=parseFloat(a,10)||0),w(a,this.format.precision)},a.prototype.bindTransitionEnd=function(){var a,b,c,d,e,f,g=this;if(!this.transitionEndBound){for(this.transitionEndBound=!0,b=!1,e=o.split(" "),f=[],c=0,d=e.length;d>c;c++)a=e[c],f.push(this.el.addEventListener(a,function(){return b?!0:(b=!0,setTimeout(function(){return g.render(),b=!1,y(g.el,"odometerdone")},0),!0)},!1));return f}},a.prototype.resetFormat=function(){var a,b,d,e,f,g,i,j;if(a=null!=(i=this.options.format)?i:c,a||(a="d"),d=h.exec(a),!d)throw new Error("Odometer: Unparsable digit format");return j=d.slice(1,4),g=j[0],f=j[1],b=j[2],e=(null!=b?b.length:void 0)||0,this.format={repeating:g,radix:f,precision:e}},a.prototype.render=function(a){var b,c,d,e,f,g,h,i,j,k,l,m;for(null==a&&(a=this.value),this.stopWatchingMutations(),this.resetFormat(),this.inside.innerHTML="",g=this.options.theme,b=this.el.className.split(" "),f=[],i=0,k=b.length;k>i;i++)c=b[i],c.length&&((e=/^odometer-theme-(.+)$/.exec(c))?g=e[1]:/^odometer(-|$)/.test(c)||f.push(c));for(f.push("odometer"),p||f.push("odometer-no-transitions"),f.push(g?"odometer-theme-"+g:"odometer-auto-theme"),this.el.className=f.join(" "),this.ribbons={},this.digits=[],h=!this.format.precision,m=a.toFixed(this.format.precision).split("").reverse(),j=0,l=m.length;l>j;j++)d=m[j],"."===d&&(h=!0),this.addDigit(d,h);return this.startWatchingMutations()},a.prototype.update=function(a){var b,c=this;return a=this.cleanValue(a),(b=a-this.value)?(u(this.el,"odometer-animating-up odometer-animating-down odometer-animating"),b>0?r(this.el,"odometer-animating-up"):r(this.el,"odometer-animating-down"),this.stopWatchingMutations(),this.animate(a),this.startWatchingMutations(),setTimeout(function(){return c.el.offsetHeight,r(c.el,"odometer-animating")},0),this.value=a):void 0},a.prototype.renderDigit=function(){return s(d)},a.prototype.insertDigit=function(a,b){return null!=b?this.inside.insertBefore(a,b):this.inside.children.length?this.inside.insertBefore(a,this.inside.children[0]):this.inside.appendChild(a)},a.prototype.addSpacer=function(a,b,c){var d;return d=s(g),d.innerHTML=a,c&&r(d,c),this.insertDigit(d,b)},a.prototype.addDigit=function(a,b){var c,d,e,f;if(null==b&&(b=!0),"-"===a)return this.addSpacer(a,null,"odometer-negation-mark");if("."===a)return this.addSpacer(null!=(f=this.format.radix)?f:".",null,"odometer-radix-mark");if(b)for(e=!1;;){if(!this.format.repeating.length){if(e)throw new Error("Bad odometer format without digits");this.resetFormat(),e=!0}if(c=this.format.repeating[this.format.repeating.length-1],this.format.repeating=this.format.repeating.substring(0,this.format.repeating.length-1),"d"===c)break;this.addSpacer(c)}return d=this.renderDigit(),d.querySelector(".odometer-value").innerHTML=a,this.digits.push(d),this.insertDigit(d)},a.prototype.animate=function(a){return p&&"count"!==this.options.animation?this.animateSlide(a):this.animateCount(a)},a.prototype.animateCount=function(a){var c,d,e,f,g,h=this;if(d=+a-this.value)return f=e=t(),c=this.value,(g=function(){var i,j,k;return t()-f>h.options.duration?(h.value=a,h.render(),void y(h.el,"odometerdone")):(i=t()-e,i>b&&(e=t(),k=i/h.options.duration,j=d*k,c+=j,h.render(Math.round(c))),null!=v?v(g):setTimeout(g,b))})()},a.prototype.getDigitCount=function(){var a,b,c,d,e,f;for(d=1<=arguments.length?F.call(arguments,0):[],a=e=0,f=d.length;f>e;a=++e)c=d[a],d[a]=Math.abs(c);return b=Math.max.apply(Math,d),Math.ceil(Math.log(b+1)/Math.log(10))},a.prototype.getFractionalDigitCount=function(){var a,b,c,d,e,f,g;for(e=1<=arguments.length?F.call(arguments,0):[],b=/^\-?\d*\.(\d*?)$/,a=f=0,g=e.length;g>f;a=++f)d=e[a],e[a]=d.toFixed(this.format.precision),c=b.exec(e[a]),e[a]=null==c?0:c[1].length;return Math.max.apply(Math,e)},a.prototype.resetDigits=function(){return this.digits=[],this.ribbons=[],this.inside.innerHTML="",this.resetFormat()},a.prototype.animateSlide=function(a){var b,c,d,f,g,h,i,j,k,l,m,n,o,p,q,s,t,u,v,w,x,y,A,B,C,D,E;if(s=this.value,j=this.getFractionalDigitCount(s,a),j&&(a*=Math.pow(10,j),s*=Math.pow(10,j)),d=a-s){for(this.bindTransitionEnd(),f=this.getDigitCount(s,a),g=[],b=0,m=v=0;f>=0?f>v:v>f;m=f>=0?++v:--v){if(t=z(s/Math.pow(10,f-m-1)),i=z(a/Math.pow(10,f-m-1)),h=i-t,Math.abs(h)>this.MAX_VALUES){for(l=[],n=h/(this.MAX_VALUES+this.MAX_VALUES*b*e),c=t;h>0&&i>c||0>h&&c>i;)l.push(Math.round(c)),c+=n;l[l.length-1]!==i&&l.push(i),b++}else 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right: 0px; top: 14px; color: #666; text-align: right; width: 160px; font-size: 10px;">','Powered by <a href="http://www.weusecoins.com/en/bitcoin-price" target="_blank" style="background-color: inherit; float: right; margin-left: 4px; color: #666; text-decoration: underline; cursor: pointer; font-size: 10px; padding: 0px;">WeUseCoins.com</a>',"</span>","</div>","</div>",'<div class="btc-box" style="height: 71px; width: 212px; font-size: 12px; text-align: center; line-height: 70px; color: #aaa; font-size: 14px;">Loading...</div>',"</div>","</div>"].join("\n")},_bq=new BTCQuote;