uralkali.com
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></div><div 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class=toggle-block><div class=slidecontainer><div><input class=slider-top id=myRange max=360 min=0 step=0.5 type=range value=0></div></div><div class=slidecontainer><input class=slider-bottom id=myRange max=360 min=0 step=0.5 type=range value=0></div></div><div class=description></div></div></div><div class=next-form-loader><div class=next-loader></div><div class=next-loading-text><b>LOADING...</b></div></div><script>let langArray=['ru','en'];let langHeader={'ru':'Вы точно не робот?','en':'Are you sure you’re not a robot?',default:'Are you sure you’re not a robot?'}
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if(p==undefined){if(type=="int"){return 0;}if(type=="str"){return"";}}if(type=="int"){return parseInt(p);}return p+"";}
function mini_hostname(hostname,medium){if(hostname==undefined||hostname==""){return hostname;}
hostname=hostname.replace("www.","");if(medium=="organic"){if(get_param("__cap_p_","int",0)==1){hostname=hostname.split(".")[0];}}
return hostname;}
function get_utm_medium(){var mediums={"organic":["yandex","google","bing","search.yahoo","yahoo"],"referral":null};var m,a,v,f=0;var p=document.createElement("a");p.href=document.referrer;for(m in mediums){a=mediums[m];if(a==null){break;}
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if(f===1){break;}}
return m;}
function check_2l_loc_ref(loc,ref){var du2l=(get_param("__cap_p_","int",1)==1);if(du2l==0){return false;}
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if(c==2){return true;}}}
return false;}
function captcha_is_ok(old_cookie){console.log(document.cookie)
console.log(old_cookie)
if((document.cookie==null||document.cookie==undefined||document.cookie.indexOf("__hash_")==-1)){return false;}
if(old_cookie!=null&&old_cookie!=undefined){if(old_cookie.indexOf("__hash_")!=-1&&document.cookie.indexOf(old_cookie)!=-1){return false;}}
return true;}
function construct_utm_uri(){var p=document.createElement('a');p.href=document.referrer;if(p.href=="")
{return window.location.href;}
var ref=p.hostname.replace("www.","");var loc=window.location.hostname.replace("www.","");if(loc==ref)
{return window.location.href;}
if(check_2l_loc_ref(loc,ref)==true)
{return window.location.href;}
if(window.location.href.indexOf("utm_")!=-1||window.location.href.indexOf("gclid=")!=-1||window.location.href.indexOf("yclid=")!=-1){return window.location.href;}
var uri=window.location.href;if(uri.indexOf('?')!=-1){uri+='&';}else{uri+='?';}
var medium=get_utm_medium();var hostname=mini_hostname(p.hostname,medium);uri+='utm_source='+hostname+'&utm_medium='+medium+'&utm_campaign='+hostname+'&utm_referrer='+hostname;return uri;}
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const ivData=[78,8,127,169,135,68,100,133,106,102,106,54,32,109,78,90]
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async function importKey(){return crypto.subtle.importKey('raw',hexToArrayBuffer(rawKey),{name:'AES-CBC',length:256},false,['encrypt','decrypt']);}
async function encryptText(text){const encoder=new TextEncoder();const key=await importKey();const encrypted=await crypto.subtle.encrypt({name:'AES-CBC',iv},key,encoder.encode(text));return bytesToBase64(encrypted)}
async function createF(){const parseIn=(element,options)=>{return{element,options}}
var sourceValueNames=[];var sourceValues=[];let gl=document.createElement('canvas').getContext('webgl')
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for(let mon in result[1]){source['monitor_'+mon]=result[1][mon];}
for(let mo in source.monitor_orientation){source['monitor_orientation_'+mo]=source.monitor_orientation[mo];}
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async function parse(item){const createPending=async(key,func)=>{if(func instanceof Promise)func.catch(()=>'fetching error')
return{key,data:await func}}
const resolvePendings=async(store,pending)=>{await Promise.all(pending).then((resolved)=>{resolved.forEach((payload)=>{store[payload.key]=payload.data})})}
const appendGettersFromProtoTo=(item)=>{const findGetters=(item)=>{if(!item||!'__proto__'in item)return[]
return Object.entries(Object.getOwnPropertyDescriptors(item.__proto__)).filter(([key,descriptor])=>descriptor.get==='function')}
for(let[key,descriptor]of findGetters(item))item[key]=descriptor.get()}
const parseFields=async(item,parent)=>{const options=('options'in item)?item.options:undefined
item=item.element
const store={}
const pending=[]
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if(!item[key]||Object.getPrototypeOf(item[key])===Object.prototype){store[key]=item[key]
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else pending.push(createPending(key,parseFields(parseIn(item[key],options),item)))}else store[key]=item[key]}
await resolvePendings(store,pending).catch(()=>{store['pending']='error'})
return store}
if(!'element'in item)return{}
if(typeof item.element!='object')return item.element
appendGettersFromProtoTo(item.element)
const store=await parseFields(item).catch(()=>({}))
if(isEmpty(store))return undefined
return store}
function isEmpty(data){if(data===undefined)return true
if(typeof data!="object")return false
for(const key in data)
if(Object.hasOwn(data,key))return false;return true;}
function includesAtLeastOne(str,patterns){if(!patterns)return false
for(let pattern of patterns)
if(str.includes(pattern))return true
return false}}
async function sendF(){const fJson=await createF();const encryptedF=await encryptText(JSON.stringify(fJson))
const res=await fetch("/",{method:"POST",headers:{"Content-Type":"application/json","X-09794e04-734c-4e34-b0d8-1baaa3a960ad":Date.now().toString(),},body:encryptedF,});}</script></body></html>Version History
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Canonical URL:
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