<?xml version="1.0" encoding="UTF-8"?><rss xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:content="http://purl.org/rss/1.0/modules/content/" xmlns:atom="http://www.w3.org/2005/Atom" version="2.0" xmlns:media="http://search.yahoo.com/mrss/"><channel><title><![CDATA[Smartis]]></title><description><![CDATA[Экосистема аналитики маркетинга и продаж в недвижимости]]></description><link>https://smartis.bi/know-how/</link><image><url>https://smartis.bi/know-how/favicon.png</url><title>Smartis</title><link>https://smartis.bi/know-how/</link></image><generator>Ghost 4.6</generator><lastBuildDate>Wed, 29 Apr 2026 19:36:43 GMT</lastBuildDate><atom:link href="https://smartis.bi/know-how/rss/" rel="self" type="application/rss+xml"/><ttl>60</ttl><item><title><![CDATA[Как post-view помогло девелоперу увидеть вклад рекламных каналов в брокерские сделки: кейс Plus Development]]></title><description><![CDATA[<p>&#x41A;&#x43E;&#x433;&#x434;&#x430; &#x431;&#xF3;&#x43B;&#x44C;&#x448;&#x430;&#x44F; &#x447;&#x430;&#x441;&#x442;&#x44C; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x441;&#x43E;&#x432;&#x435;&#x440;&#x448;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x43E;</p>]]></description><link>https://smartis.bi/know-how/kak-post-view-pomoghlo-dievielopieru-uvidiet-vklad-rieklamnykh-kanalov-v-brokierskiie-sdielki-kieis-plus-development/</link><guid isPermaLink="false">69cba7f4687cf700011697fe</guid><category><![CDATA[Кейсы]]></category><dc:creator><![CDATA[Всеволод Кустенко]]></dc:creator><pubDate>Tue, 14 Apr 2026 09:25:04 GMT</pubDate><media:content url="https://smartis.bi/know-how/content/images/2026/04/Plus-Development.png" medium="image"/><content:encoded><![CDATA[<img src="https://smartis.bi/know-how/content/images/2026/04/Plus-Development.png" alt="&#x41A;&#x430;&#x43A; post-view &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x43B;&#x43E; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x443; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432; &#x432; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;: &#x43A;&#x435;&#x439;&#x441; Plus Development"><p>&#x41A;&#x43E;&#x433;&#x434;&#x430; &#x431;&#xF3;&#x43B;&#x44C;&#x448;&#x430;&#x44F; &#x447;&#x430;&#x441;&#x442;&#x44C; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x441;&#x43E;&#x432;&#x435;&#x440;&#x448;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x43E;&#x432;, &#x443; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430; &#x43F;&#x43E;&#x44F;&#x432;&#x43B;&#x44F;&#x435;&#x442;&#x441;&#x44F; &#x437;&#x430;&#x43A;&#x43E;&#x43D;&#x43E;&#x43C;&#x435;&#x440;&#x43D;&#x44B;&#x439; &#x432;&#x43E;&#x43F;&#x440;&#x43E;&#x441;: &#x437;&#x430;&#x447;&#x435;&#x43C; &#x43F;&#x440;&#x43E;&#x434;&#x43E;&#x43B;&#x436;&#x430;&#x442;&#x44C; &#x438;&#x43D;&#x432;&#x435;&#x441;&#x442;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x432; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x443;, &#x435;&#x441;&#x43B;&#x438; &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x441;&#x43E;&#x43A;&#x440;&#x430;&#x442;&#x438;&#x442;&#x44C; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x438; &#x43E;&#x43F;&#x435;&#x440;&#x435;&#x442;&#x44C;&#x441;&#x44F; &#x43D;&#x430; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x439; &#x43A;&#x430;&#x43D;&#x430;&#x43B;?</p><p>&#x41D;&#x43E; &#x432; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x44D;&#x442;&#x43E; &#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x435; &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x43F;&#x440;&#x438;&#x432;&#x435;&#x441;&#x442;&#x438; &#x43A; &#x43F;&#x43E;&#x442;&#x435;&#x440;&#x435; &#x447;&#x430;&#x441;&#x442;&#x438; &#x441;&#x43F;&#x440;&#x43E;&#x441;&#x430; &#x2014; &#x432; &#x442;&#x43E;&#x43C; &#x447;&#x438;&#x441;&#x43B;&#x435; &#x432;&#x43D;&#x443;&#x442;&#x440;&#x438; &#x441;&#x430;&#x43C;&#x43E;&#x433;&#x43E; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x43E;&#x433;&#x43E; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x430;.</p><p>&#x412; &#x44D;&#x442;&#x43E;&#x43C; &#x43A;&#x435;&#x439;&#x441;&#x435; &#x440;&#x430;&#x441;&#x441;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x435;&#x43C;, &#x43A;&#x430;&#x43A; &#x43A;&#x43E;&#x43B;&#x43B;&#x435;&#x433;&#x438; &#x438;&#x437; Plus Development &#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x438;&#x43B;&#x438; &#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E;&#x435; &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x435; &#x441;&#x43E;&#x431;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x43E;&#x439; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B; &#x43D;&#x430; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;.</p><h1 id="%D0%BE-%D0%BA%D0%BE%D0%BC%D0%BF%D0%B0%D0%BD%D0%B8%D0%B8"><strong>&#x41E; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438;</strong></h1><p>Plus Development &#x2014; &#x44D;&#x442;&#x43E; &#x434;&#x438;&#x43D;&#x430;&#x43C;&#x438;&#x447;&#x43D;&#x430;&#x44F; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x441;&#x43A;&#x430;&#x44F; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44F;, &#x432;&#x43D;&#x435;&#x434;&#x440;&#x44F;&#x44E;&#x449;&#x430;&#x44F; &#x441;&#x43E;&#x432;&#x440;&#x435;&#x43C;&#x435;&#x43D;&#x43D;&#x44B;&#x435; &#x441;&#x442;&#x430;&#x43D;&#x434;&#x430;&#x440;&#x442;&#x44B; &#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x430; &#x432; &#x441;&#x444;&#x435;&#x440;&#x435; &#x441;&#x442;&#x440;&#x43E;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x441;&#x442;&#x432;&#x430;.</p><p>&#x414;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440; &#x444;&#x43E;&#x43A;&#x443;&#x441;&#x438;&#x440;&#x443;&#x435;&#x442;&#x441;&#x44F; &#x43D;&#x430; &#x440;&#x44B;&#x43D;&#x43A;&#x435; &#x43A;&#x43E;&#x43C;&#x43C;&#x435;&#x440;&#x447;&#x435;&#x441;&#x43A;&#x43E;&#x439; &#x438; &#x436;&#x438;&#x43B;&#x43E;&#x439; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x41C;&#x43E;&#x441;&#x43A;&#x43E;&#x432;&#x441;&#x43A;&#x43E;&#x433;&#x43E; &#x440;&#x435;&#x433;&#x438;&#x43E;&#x43D;&#x430; &#x438; &#x43E;&#x441;&#x443;&#x449;&#x435;&#x441;&#x442;&#x432;&#x43B;&#x44F;&#x435;&#x442; &#x43F;&#x43E;&#x43B;&#x43D;&#x44B;&#x439; &#x446;&#x438;&#x43A;&#x43B; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x43C;&#x435;&#x43D;&#x442;&#x430;: &#x43E;&#x442; &#x43F;&#x43E;&#x434;&#x431;&#x43E;&#x440;&#x430; &#x442;&#x435;&#x440;&#x440;&#x438;&#x442;&#x43E;&#x440;&#x438;&#x438; &#x43F;&#x43E;&#x434; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x43A;&#x443; &#x434;&#x43E; &#x432;&#x432;&#x43E;&#x434;&#x430; &#x432; &#x44D;&#x43A;&#x441;&#x43F;&#x43B;&#x443;&#x430;&#x442;&#x430;&#x446;&#x438;&#x44E; &#x438; &#x443;&#x43F;&#x440;&#x430;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; &#x441;&#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x43C; &#x43F;&#x440;&#x43E;&#x435;&#x43A;&#x442;&#x43E;&#x43C;.</p><p>&#x421;&#x440;&#x435;&#x434;&#x438; &#x43F;&#x440;&#x43E;&#x435;&#x43A;&#x442;&#x43E;&#x432; &#x2013; &#x416;&#x41A; &#xAB;&#x414;&#x435;&#x442;&#x430;&#x43B;&#x438;&#xBB;, &#x416;&#x41A; &#xAB;&#x410;&#x43A;&#x446;&#x435;&#x43D;&#x442;&#x44B;&#xBB;.</p><h1 id="%D0%B7%D0%B0%D0%B4%D0%B0%D1%87%D0%B0"><strong>&#x417;&#x430;&#x434;&#x430;&#x447;&#x430;</strong></h1><p>&#x413;&#x43B;&#x430;&#x432;&#x43D;&#x430;&#x44F; &#x437;&#x430;&#x434;&#x430;&#x447;&#x430;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x430;&#x44F; &#x441;&#x442;&#x43E;&#x44F;&#x43B;&#x430; &#x43F;&#x435;&#x440;&#x435;&#x434; &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x43E;&#x439; &#x2013; &#x441;&#x434;&#x435;&#x43B;&#x430;&#x442;&#x44C; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x439; &#x43A;&#x430;&#x43D;&#x430;&#x43B; &#x431;&#x43E;&#x43B;&#x435;&#x435; &#x43F;&#x440;&#x43E;&#x437;&#x440;&#x430;&#x447;&#x43D;&#x44B;&#x43C; &#x438; &#x43F;&#x43E;&#x43D;&#x44F;&#x442;&#x44C;, &#x43A;&#x430;&#x43A; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x430; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430; &#x432;&#x43B;&#x438;&#x44F;&#x435;&#x442; &#x43D;&#x430; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;.</p><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; post-view &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x43B;&#x43E; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x443; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432; &#x432; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;: &#x43A;&#x435;&#x439;&#x441; Plus Development" src="https://smartis.bi/know-how/content/images/2025/12/ekaterina-nalivaiko.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong>&#x415;&#x43A;&#x430;&#x442;&#x435;&#x440;&#x438;&#x43D;&#x430; &#x41D;&#x430;&#x43B;&#x438;&#x432;&#x430;&#x439;&#x43A;&#x43E;, &#x414;&#x438;&#x440;&#x435;&#x43A;&#x442;&#x43E;&#x440; &#x43F;&#x43E; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x443; Plus Development</strong></p><blockquote>&#x412; 2025 &#x433;&#x43E;&#x434;&#x443; &#x440;&#x44B;&#x43D;&#x43E;&#x43A; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x441;&#x442;&#x430;&#x43B; &#x441;&#x43B;&#x43E;&#x436;&#x43D;&#x435;&#x435; &#x441; &#x442;&#x43E;&#x447;&#x43A;&#x438; &#x437;&#x440;&#x435;&#x43D;&#x438;&#x44F; &#x43F;&#x440;&#x43E;&#x433;&#x440;&#x430;&#x43C;&#x43C; &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x43A;&#x438; &#x436;&#x438;&#x43B;&#x44C;&#x44F; &#x2013; &#x440;&#x430;&#x437;&#x43B;&#x438;&#x447;&#x43D;&#x44B;&#x435; &#x432;&#x430;&#x440;&#x438;&#x430;&#x43D;&#x442;&#x44B; &#x441; &#x434;&#x43E;&#x43D;&#x43E;&#x440;&#x441;&#x43A;&#x43E;&#x439; &#x438;&#x43F;&#x43E;&#x442;&#x435;&#x43A;&#x43E;&#x439;, &#x43F;&#x440;&#x43E;&#x433;&#x440;&#x430;&#x43C;&#x43C;&#x44B; &#x441; &#x43E;&#x43A;&#x43E;&#x43B;&#x43E;&#x43D;&#x443;&#x43B;&#x435;&#x432;&#x44B;&#x43C; &#x43F;&#x435;&#x440;&#x432;&#x43E;&#x43D;&#x430;&#x447;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x43C; &#x432;&#x437;&#x43D;&#x43E;&#x441;&#x43E;&#x43C;, 2 &#x438;&#x43F;&#x43E;&#x442;&#x435;&#x43A;&#x438; &#x43D;&#x430; 1 &#x440;&#x435;&#x431;&#x435;&#x43D;&#x43A;&#x430; &#x2013; &#x438; &#x43F;&#x440;&#x43E;&#x447;&#x438;&#x435; &#x441;&#x445;&#x435;&#x43C;&#x44B;, &#x432; &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x445; &#x440;&#x44F;&#x434;&#x43E;&#x432;&#x43E;&#x43C;&#x443; &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x430;&#x442;&#x435;&#x43B;&#x44E; &#x442;&#x44F;&#x436;&#x435;&#x43B;&#x43E; &#x440;&#x430;&#x437;&#x43E;&#x431;&#x440;&#x430;&#x442;&#x44C;&#x441;&#x44F;. &#x41F;&#x43E;&#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x43B;&#x44E;&#x434;&#x438; &#x43D;&#x430;&#x447;&#x430;&#x43B;&#x438; &#x43C;&#x430;&#x441;&#x441;&#x43E;&#x432;&#x43E; &#x43F;&#x440;&#x438;&#x432;&#x43B;&#x435;&#x43A;&#x430;&#x442;&#x44C; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x43E;&#x432;, &#x447;&#x442;&#x43E;&#x431;&#x44B; &#x43F;&#x43E;&#x43C;&#x43E;&#x447;&#x44C; &#x43D;&#x430;&#x439;&#x442;&#x438; &#x43D;&#x443;&#x436;&#x43D;&#x443;&#x44E; &#x43F;&#x440;&#x43E;&#x433;&#x440;&#x430;&#x43C;&#x43C;&#x443; &#x438; &#x43A;&#x443;&#x43F;&#x438;&#x442;&#x44C; &#x43A;&#x432;&#x430;&#x440;&#x442;&#x438;&#x440;&#x443; &#x43F;&#x43E; &#x432;&#x44B;&#x433;&#x43E;&#x434;&#x43D;&#x43E;&#x439; &#x441;&#x445;&#x435;&#x43C;&#x435;. </blockquote><blockquote>&#x41F;&#x43B;&#x44E;&#x441; &#x430;&#x433;&#x435;&#x43D;&#x442; &#x43F;&#x43E; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x441;&#x43E;&#x43F;&#x440;&#x43E;&#x432;&#x43E;&#x436;&#x434;&#x430;&#x435;&#x442; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443; &#x438; &#x43E;&#x442;&#x43B;&#x438;&#x447;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x431;&#x43E;&#x43B;&#x435;&#x435; &#x43F;&#x435;&#x440;&#x441;&#x43E;&#x43D;&#x430;&#x43B;&#x438;&#x437;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43D;&#x43D;&#x44B;&#x43C; &#x43F;&#x43E;&#x434;&#x445;&#x43E;&#x434;&#x43E;&#x43C;, &#x432; &#x43E;&#x442;&#x43B;&#x438;&#x447;&#x438;&#x435; &#x43E;&#x442; &#x43E;&#x442;&#x434;&#x435;&#x43B;&#x430; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x43D;&#x430;&#x446;&#x435;&#x43B;&#x435;&#x43D; &#x43D;&#x430; &#x43F;&#x43E;&#x442;&#x43E;&#x43A;. &#x41D;&#x430; &#x44D;&#x442;&#x43E;&#x43C; &#x444;&#x43E;&#x43D;&#x435; &#x434;&#x43E;&#x43B;&#x44F; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x443; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430; &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x432;&#x44B;&#x440;&#x430;&#x441;&#x442;&#x438; &#x434;&#x43E; 70-80% &#x432; &#x43E;&#x431;&#x449;&#x435;&#x43C; &#x43F;&#x43E;&#x440;&#x442;&#x444;&#x435;&#x43B;&#x435;. </blockquote><p>&#x42D;&#x442;&#x43E; &#x43F;&#x43E;&#x434;&#x442;&#x430;&#x43B;&#x43A;&#x438;&#x432;&#x430;&#x435;&#x442; &#x43A; &#x43E;&#x43F;&#x430;&#x441;&#x43D;&#x43E;&#x43C;&#x443; &#x432;&#x44B;&#x432;&#x43E;&#x434;&#x443;: <em>&#x437;&#x430;&#x447;&#x435;&#x43C; &#x442;&#x440;&#x430;&#x442;&#x438;&#x442;&#x44C;&#x441;&#x44F; &#x43D;&#x430; &#x441;&#x43E;&#x431;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x443;&#x44E; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x443;, &#x435;&#x441;&#x43B;&#x438; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x44B; &#x434;&#x430;&#x44E;&#x442; &#x43E;&#x441;&#x43D;&#x43E;&#x432;&#x43D;&#x443;&#x44E; &#x447;&#x430;&#x441;&#x442;&#x44C; &#x431;&#x440;&#x43E;&#x43D;&#x435;&#x439;? &#x41F;&#x440;&#x438; &#x442;&#x43E;&#x43C; &#x447;&#x442;&#x43E; &#x440;&#x430;&#x441;&#x445;&#x43E;&#x434;&#x44B; &#x43D;&#x430; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x443; &#x43C;&#x43E;&#x433;&#x443;&#x442; &#x43F;&#x440;&#x435;&#x432;&#x44B;&#x448;&#x430;&#x442;&#x44C; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x443;&#x44E; &#x43A;&#x43E;&#x43C;&#x438;&#x441;&#x441;&#x438;&#x44E;.</em></p><p>&#x41D;&#x43E; &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x430; &#x43F;&#x440;&#x435;&#x434;&#x43F;&#x43E;&#x43B;&#x43E;&#x436;&#x438;&#x43B;&#x430;, &#x447;&#x442;&#x43E; &#x442;&#x430;&#x43A;&#x438;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x43D;&#x435; &#x432;&#x441;&#x435;&#x433;&#x434;&#x430; &#x44F;&#x432;&#x43B;&#x44F;&#x44E;&#x442;&#x441;&#x44F; &#xAB;&#x447;&#x438;&#x441;&#x442;&#x43E; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x43C;&#x438;&#xBB;, &#x430; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x430; &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x443;&#x447;&#x430;&#x441;&#x442;&#x432;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x432; &#x43D;&#x438;&#x445; &#x440;&#x430;&#x43D;&#x44C;&#x448;&#x435; &#x2014; &#x434;&#x43E; &#x444;&#x438;&#x43A;&#x441;&#x430;&#x446;&#x438;&#x438; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x43A;&#x430;&#x43A; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x43E;&#x439;.</p><p><strong>&#x41F;&#x43E;&#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x432;&#x430;&#x436;&#x43D;&#x43E; &#x431;&#x44B;&#x43B;&#x43E; &#x438;&#x437;&#x443;&#x447;&#x438;&#x442;&#x44C;, &#x43A;&#x430;&#x43A;&#x438;&#x435; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x44B; &#x438; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x435; &#x438;&#x43D;&#x441;&#x442;&#x440;&#x443;&#x43C;&#x435;&#x43D;&#x442;&#x44B; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430; &#x443;&#x447;&#x430;&#x441;&#x442;&#x432;&#x443;&#x44E;&#x442; &#x432; &#x441;&#x43F;&#x43B;&#x438;&#x442;&#x435; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;.</strong></p><h1 id="%D1%80%D0%B5%D1%88%D0%B5%D0%BD%D0%B8%D0%B5"><strong>&#x420;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x435;</strong></h1><p>&#x421; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x44C;&#x44E; &#x441;&#x43A;&#x432;&#x43E;&#x437;&#x43D;&#x43E;&#x439; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x438; Smartis &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x430; Plus Development &#x43F;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x435;&#x43B;&#x430;, &#x43A;&#x430;&#x43A;&#x438;&#x435; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x435; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x44B; &#x443;&#x447;&#x430;&#x441;&#x442;&#x432;&#x443;&#x44E;&#x442; &#x432; &#x442;&#x435;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x430;&#x445;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x432; CRM &#x441;&#x447;&#x438;&#x442;&#x430;&#x44E;&#x442;&#x441;&#x44F; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x43C;&#x438;.</p><p>&#x412;&#x44B;&#x44F;&#x441;&#x43D;&#x438;&#x43B;&#x43E;&#x441;&#x44C;, &#x447;&#x442;&#x43E; &#x434;&#x430;&#x436;&#x435; &#x432; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x43E;&#x43C; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x435; &#x435;&#x441;&#x442;&#x44C; &#x437;&#x43D;&#x430;&#x447;&#x438;&#x43C;&#x430;&#x44F; &#x434;&#x43E;&#x43B;&#x44F; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x43E;&#x433;&#x43E; &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x44F;:</p><ul><li>&#x43D;&#x430; &#x44D;&#x442;&#x430;&#x43F;&#x435; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x44B;&#x445; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x439; &#x432; 19,1% &#x441;&#x43B;&#x443;&#x447;&#x430;&#x435;&#x432; &#x443;&#x447;&#x430;&#x441;&#x442;&#x432;&#x43E;&#x432;&#x430;&#x43B;&#x438; &#x434;&#x440;&#x443;&#x433;&#x438;&#x435; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x435; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A;&#x438;;</li><li>&#x43D;&#x430; &#x44D;&#x442;&#x430;&#x43F;&#x435; &#x431;&#x440;&#x43E;&#x43D;&#x435;&#x439; &#x2014; 17,6%.</li></ul><p>&#x418;&#x43D;&#x44B;&#x43C;&#x438; &#x441;&#x43B;&#x43E;&#x432;&#x430;&#x43C;&#x438;, &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x43E;&#x43A;&#x43E;&#x43B;&#x43E; 80% &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x431;&#x440;&#x43E;&#x43D;&#x435;&#x439; &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x441;&#x447;&#x438;&#x442;&#x430;&#x442;&#x44C; &#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E; &#xAB;&#x447;&#x438;&#x441;&#x442;&#x44B;&#x43C;&#x438;&#xBB; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x43C;&#x438;. &#x41E;&#x441;&#x442;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x435; 20% &#x444;&#x43E;&#x440;&#x43C;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43B;&#x438;&#x441;&#x44C; &#x441; &#x443;&#x447;&#x430;&#x441;&#x442;&#x438;&#x435;&#x43C; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B;.</p><figure class="kg-card kg-image-card kg-width-wide"><img src="https://smartis.bi/know-how/content/images/2026/04/Frame-1582-3.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; post-view &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x43B;&#x43E; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x443; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432; &#x432; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;: &#x43A;&#x435;&#x439;&#x441; Plus Development" loading="lazy" width="1695" height="632" srcset="https://smartis.bi/know-how/content/images/size/w600/2026/04/Frame-1582-3.png 600w, https://smartis.bi/know-how/content/images/size/w1000/2026/04/Frame-1582-3.png 1000w, https://smartis.bi/know-how/content/images/size/w1600/2026/04/Frame-1582-3.png 1600w, https://smartis.bi/know-how/content/images/2026/04/Frame-1582-3.png 1695w" sizes="(min-width: 1200px) 1200px"></figure><p>&#x414;&#x430;&#x43B;&#x44C;&#x448;&#x435; &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x430; &#x440;&#x430;&#x437;&#x43B;&#x43E;&#x436;&#x438;&#x43B;&#x430; &#x44D;&#x442;&#x43E; &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x435; &#x43F;&#x43E; &#x438;&#x43D;&#x441;&#x442;&#x440;&#x443;&#x43C;&#x435;&#x43D;&#x442;&#x430;&#x43C;.</p><p>&#x41E;&#x441;&#x43D;&#x43E;&#x432;&#x43D;&#x43E;&#x439; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x432; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x441;&#x440;&#x435;&#x434;&#x438; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432; &#x432;&#x43D;&#x43E;&#x441;&#x438;&#x43B;&#x438;:</p><ul><li>&#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x44B; &#x2014; &#x43E;&#x43A;&#x43E;&#x43B;&#x43E; 8,5%,</li><li>&#x43C;&#x435;&#x434;&#x438;&#x439;&#x43D;&#x430;&#x44F; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x430; &#x2014; &#x43E;&#x43A;&#x43E;&#x43B;&#x43E; 2%,</li><li>&#x43E;&#x440;&#x433;&#x430;&#x43D;&#x438;&#x43A;&#x430; / SEO,</li><li>&#x43A;&#x43E;&#x43D;&#x442;&#x435;&#x43A;&#x441;&#x442;&#x43D;&#x430;&#x44F; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x430;,</li><li>&#x43D;&#x430;&#x440;&#x443;&#x436;&#x43D;&#x430;&#x44F; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x430;,</li><li>&#x414;&#x440;&#x443;&#x433;&#x43E;&#x435; &#x2013; &#x441;&#x430;&#x43C;&#x43E;&#x445;&#x43E;&#x434;&#x44B; &#x43A;&#x430;&#x43A; &#x441;&#x43B;&#x435;&#x434;&#x441;&#x442;&#x432;&#x438;&#x435; &#x43E;&#x445;&#x432;&#x430;&#x442;&#x43D;&#x43E;&#x433;&#x43E; &#x43F;&#x440;&#x438;&#x441;&#x443;&#x442;&#x441;&#x442;&#x432;&#x438;&#x44F;.</li></ul><p>&#x42D;&#x442;&#x43E; &#x43F;&#x43E;&#x437;&#x432;&#x43E;&#x43B;&#x438;&#x43B;&#x43E; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x43D;&#x435; &#x43F;&#x440;&#x43E;&#x441;&#x442;&#x43E; &#x444;&#x430;&#x43A;&#x442; &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x44F; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B;, &#x430; &#x43A;&#x43E;&#x43D;&#x43A;&#x440;&#x435;&#x442;&#x43D;&#x44B;&#x439; &#x441;&#x43F;&#x43B;&#x438;&#x442; &#x438;&#x43D;&#x441;&#x442;&#x440;&#x443;&#x43C;&#x435;&#x43D;&#x442;&#x43E;&#x432;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x43E;&#x434;&#x434;&#x435;&#x440;&#x436;&#x438;&#x432;&#x430;&#x44E;&#x442; &#x434;&#x430;&#x436;&#x435; &#x442;&#x43E;&#x442; &#x441;&#x43F;&#x440;&#x43E;&#x441;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x432; &#x438;&#x442;&#x43E;&#x433;&#x435; &#x437;&#x430;&#x43A;&#x440;&#x44B;&#x432;&#x430;&#x435;&#x442; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;.</p><p>&#x414;&#x43E;&#x43F;&#x43E;&#x43B;&#x43D;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E; &#x43C;&#x44B; &#x432;&#x44B;&#x432;&#x435;&#x43B;&#x438; &#x43E;&#x442;&#x447;&#x435;&#x442;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x43E;&#x442;&#x43E;&#x431;&#x440;&#x430;&#x436;&#x430;&#x435;&#x442; &#x434;&#x43E;&#x43B;&#x44E; &#x43F;&#x435;&#x440;&#x435;&#x441;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x44F; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x431;&#x440;&#x43E;&#x43D;&#x435;&#x439; &#x438; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x441; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43E;&#x439; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;. &#x414;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x43E;&#x43A;&#x430;&#x437;&#x430;&#x43B;&#x438;&#x441;&#x44C; &#x441;&#x43B;&#x435;&#x434;&#x443;&#x44E;&#x449;&#x438;&#x43C;&#x438;: </p><ul><li>&#x434;&#x43E;&#x43B;&#x44F; &#x43F;&#x435;&#x440;&#x435;&#x441;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x44F; &#x431;&#x440;&#x43E;&#x43D;&#x435;&#x439; &#x2013; <strong>41,9%</strong></li><li>&#x434;&#x43E;&#x43B;&#x44F; &#x43F;&#x435;&#x440;&#x435;&#x441;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x44F; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x2013; <strong>29%</strong></li></ul><figure class="kg-card kg-image-card kg-width-wide"><img src="https://smartis.bi/know-how/content/images/2026/04/peresechenie.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; post-view &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x43B;&#x43E; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x443; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432; &#x432; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;: &#x43A;&#x435;&#x439;&#x441; Plus Development" loading="lazy" width="926" height="210" srcset="https://smartis.bi/know-how/content/images/size/w600/2026/04/peresechenie.png 600w, https://smartis.bi/know-how/content/images/2026/04/peresechenie.png 926w"></figure><h4 id="%D0%BA%D0%B0%D0%BA-%D0%B8%D0%BC%D0%B5%D0%BD%D0%BD%D0%BE-%D0%B0%D0%B3%D0%B5%D0%BD%D1%82%D1%8B-%D0%B8%D1%81%D0%BF%D0%BE%D0%BB%D1%8C%D0%B7%D1%83%D1%8E%D1%82-%D0%BA%D0%BB%D0%B0%D1%81%D1%81%D0%B8%D1%84%D0%B0%D0%B9%D0%B4%D1%8B"><strong>&#x41A;&#x430;&#x43A; &#x438;&#x43C;&#x435;&#x43D;&#x43D;&#x43E; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x44B; &#x438;&#x441;&#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x443;&#x44E;&#x442; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x44B;</strong></h4><p>&#x41E;&#x442;&#x434;&#x435;&#x43B;&#x44C;&#x43D;&#x44B;&#x43C; &#x438;&#x43D;&#x441;&#x430;&#x439;&#x442;&#x43E;&#x43C; &#x441;&#x442;&#x430;&#x43B;&#x43E; &#x43F;&#x43E;&#x43D;&#x438;&#x43C;&#x430;&#x43D;&#x438;&#x435; &#x440;&#x43E;&#x43B;&#x438; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x43E;&#x432; &#x432; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x435; &#x441;&#x430;&#x43C;&#x438;&#x445; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x43E;&#x432;.</p><p>&#x421; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x44C;&#x44E; post-view &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x430; &#x443;&#x432;&#x438;&#x434;&#x435;&#x43B;&#x430;, &#x447;&#x442;&#x43E; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x44B; &#x440;&#x435;&#x433;&#x443;&#x43B;&#x44F;&#x440;&#x43D;&#x43E; &#x438;&#x441;&#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x443;&#x44E;&#x442; &#x431;&#x430;&#x437;&#x44B; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x43A;&#x430;&#x43A; &#x438;&#x43D;&#x441;&#x442;&#x440;&#x443;&#x43C;&#x435;&#x43D;&#x442; &#x43F;&#x43E;&#x434;&#x431;&#x43E;&#x440;&#x430; &#x43A;&#x432;&#x430;&#x440;&#x442;&#x438;&#x440; &#x434;&#x43B;&#x44F; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430;:</p><ul><li>&#x43E;&#x442;&#x43F;&#x440;&#x430;&#x432;&#x43B;&#x44F;&#x44E;&#x442; &#x43D;&#x435;&#x441;&#x43A;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x43F;&#x43E;&#x434;&#x431;&#x43E;&#x440;&#x43E;&#x43A;,</li><li>&#x43C;&#x438;&#x43A;&#x441;&#x443;&#x44E;&#x442; &#x43F;&#x440;&#x435;&#x434;&#x43B;&#x43E;&#x436;&#x435;&#x43D;&#x438;&#x44F; &#x441; &#x440;&#x430;&#x437;&#x43D;&#x44B;&#x445; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x43E;&#x432;,</li><li>&#x434;&#x435;&#x43B;&#x430;&#x44E;&#x442; &#x43D;&#x435;&#x441;&#x43A;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x438;&#x442;&#x435;&#x440;&#x430;&#x446;&#x438;&#x439; &#x43F;&#x435;&#x440;&#x435;&#x434; &#x442;&#x435;&#x43C;, &#x43A;&#x430;&#x43A; &#x434;&#x43E;&#x432;&#x435;&#x441;&#x442;&#x438; &#x447;&#x435;&#x43B;&#x43E;&#x432;&#x435;&#x43A;&#x430; &#x434;&#x43E; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;.</li></ul><p>&#x422;&#x43E; &#x435;&#x441;&#x442;&#x44C; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x44B; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x44E;&#x442; &#x43D;&#x435; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x43A;&#x430;&#x43A; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A;&#x430;, &#x43D;&#x43E; &#x438; &#x43A;&#x430;&#x43A; &#x440;&#x430;&#x431;&#x43E;&#x447;&#x430;&#x44F; &#x441;&#x440;&#x435;&#x434;&#x430; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x430;. &#x412; CJM &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x432;&#x438;&#x434;&#x43D;&#x43E;, &#x43A;&#x430;&#x43A; &#x432; &#x442;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x435; &#x43D;&#x435;&#x441;&#x43A;&#x43E;&#x43B;&#x44C;&#x43A;&#x438;&#x445; &#x434;&#x43D;&#x435;&#x439; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x44C; &#x438;&#x437;&#x443;&#x447;&#x430;&#x43B; &#x43E;&#x431;&#x44A;&#x44F;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; &#x43D;&#x430; &#x426;&#x438;&#x430;&#x43D;&#x435;, &#x430; &#x437;&#x430;&#x442;&#x435;&#x43C; &#x437;&#x430;&#x43A;&#x43B;&#x44E;&#x447;&#x438;&#x43B; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443; &#x441; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x43E;&#x43C;:</p><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2026/04/Frame-1583.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; post-view &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x43B;&#x43E; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x443; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432; &#x432; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;: &#x43A;&#x435;&#x439;&#x441; Plus Development" loading="lazy" width="1155" height="818" srcset="https://smartis.bi/know-how/content/images/size/w600/2026/04/Frame-1583.png 600w, https://smartis.bi/know-how/content/images/size/w1000/2026/04/Frame-1583.png 1000w, https://smartis.bi/know-how/content/images/2026/04/Frame-1583.png 1155w" sizes="(min-width: 720px) 720px"></figure><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; post-view &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x43B;&#x43E; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x443; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432; &#x432; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;: &#x43A;&#x435;&#x439;&#x441; Plus Development" src="https://smartis.bi/know-how/content/images/2025/04/kirill-tsipkun.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong>&#x41A;&#x438;&#x440;&#x438;&#x43B;&#x43B; &#x426;&#x44B;&#x43F;&#x43A;&#x443;&#x43D;, Project Manager Smartis</strong></p><blockquote>&#x410;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x430; &#x43C;&#x435;&#x43D;&#x44F;&#x435;&#x442; &#x432;&#x437;&#x433;&#x43B;&#x44F;&#x434; &#x43D;&#x430; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438;: &#x43E;&#x43D;&#x438; &#x432;&#x430;&#x436;&#x43D;&#x44B; &#x43D;&#x435; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x434;&#x43B;&#x44F; &#x43F;&#x440;&#x44F;&#x43C;&#x43E;&#x433;&#x43E; &#x441;&#x43F;&#x440;&#x43E;&#x441;&#x430;, &#x43D;&#x43E; &#x438; &#x434;&#x43B;&#x44F; &#x43F;&#x43E;&#x434;&#x434;&#x435;&#x440;&#x436;&#x43A;&#x438; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x43E;&#x433;&#x43E; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x430;. &#x41A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x44B; &#x43D;&#x435;&#x43B;&#x44C;&#x437;&#x44F; &#x43E;&#x442;&#x43A;&#x43B;&#x44E;&#x447;&#x430;&#x442;&#x44C;, &#x43F;&#x43E;&#x441;&#x43A;&#x43E;&#x43B;&#x44C;&#x43A;&#x443; &#x43E;&#x43D;&#x438; &#x438;&#x441;&#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x443;&#x44E;&#x442;&#x441;&#x44F; &#x43A;&#x430;&#x43A; &#x438;&#x43D;&#x441;&#x442;&#x440;&#x443;&#x43C;&#x435;&#x43D;&#x442; &#x43F;&#x43E;&#x434;&#x431;&#x43E;&#x440;&#x430; &#x43A;&#x432;&#x430;&#x440;&#x442;&#x438;&#x440;&#x44B;. &#x422;&#x43E; &#x436;&#x435; &#x441;&#x430;&#x43C;&#x43E;&#x435; &#x438; &#x441; &#x434;&#x440;&#x443;&#x433;&#x438;&#x43C;&#x438; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x43C;&#x438; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x430;&#x43C;&#x438;. &#x41A; &#x43F;&#x440;&#x438;&#x43C;&#x435;&#x440;&#x443;, &#x438; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x44B;, &#x438; &#x438;&#x445; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x44B; &#x432;&#x432;&#x43E;&#x434;&#x44F;&#x442; &#x431;&#x440;&#x435;&#x43D;&#x434;&#x43E;&#x432;&#x44B;&#x435; &#x437;&#x430;&#x43F;&#x440;&#x43E;&#x441;&#x44B;, &#x43F;&#x43E;&#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x43D;&#x435;&#x43B;&#x44C;&#x437;&#x44F; &#x43E;&#x442;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x442;&#x44C;&#x441;&#x44F; &#x43E;&#x442; &#x438;&#x43D;&#x432;&#x435;&#x441;&#x442;&#x438;&#x446;&#x438;&#x439; &#x432; SEO &#x438; &#x43A;&#x43E;&#x43D;&#x442;&#x435;&#x43A;&#x441;&#x442;.</blockquote><h1 id="%D0%B8%D1%82%D0%BE%D0%B3%D0%B8"><strong>&#x418;&#x442;&#x43E;&#x433;&#x438;</strong></h1><p>&#x410;&#x43D;&#x430;&#x43B;&#x438;&#x437; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x43B; &#x43D;&#x435;&#x441;&#x43A;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x432;&#x430;&#x436;&#x43D;&#x44B;&#x445; &#x440;&#x435;&#x437;&#x443;&#x43B;&#x44C;&#x442;&#x430;&#x442;&#x43E;&#x432;.</p><ol><li>&#x414;&#x43E; 20% &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x43E;&#x433;&#x43E; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x430; &#x43E;&#x43F;&#x438;&#x440;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x43D;&#x430; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x435; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;.</li><li>&#x41A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x44B; &#x441;&#x43E;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x44F;&#x44E;&#x442; &#x431;&#xF3;&#x43B;&#x44C;&#x448;&#x443;&#x44E; &#x434;&#x43E;&#x43B;&#x44E; &#x441;&#x440;&#x435;&#x434;&#x438; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x438;&#x43D;&#x441;&#x442;&#x440;&#x443;&#x43C;&#x435;&#x43D;&#x442;&#x43E;&#x432; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x43E;&#x432; &#x2013; 8,5% &#x446;&#x435;&#x43B;&#x435;&#x432;&#x44B;&#x445; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x439; &#x438; 7% &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x431;&#x440;&#x43E;&#x43D;&#x435;&#x439; &#x43D;&#x430;&#x447;&#x438;&#x43D;&#x430;&#x43B;&#x438;&#x441;&#x44C; &#x438;&#x43C;&#x435;&#x43D;&#x43D;&#x43E; &#x441; &#x431;&#x430;&#x437; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438;.</li></ol><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; post-view &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x43B;&#x43E; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x443; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432; &#x432; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;: &#x43A;&#x435;&#x439;&#x441; Plus Development" src="https://smartis.bi/know-how/content/images/2025/12/ekaterina-nalivaiko.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong>&#x415;&#x43A;&#x430;&#x442;&#x435;&#x440;&#x438;&#x43D;&#x430; &#x41D;&#x430;&#x43B;&#x438;&#x432;&#x430;&#x439;&#x43A;&#x43E;, &#x414;&#x438;&#x440;&#x435;&#x43A;&#x442;&#x43E;&#x440; &#x43F;&#x43E; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x443; Plus Development</strong></p><blockquote>&#x41C;&#x44B; &#x441;&#x43C;&#x43E;&#x433;&#x43B;&#x438; &#x43E;&#x442;&#x432;&#x435;&#x442;&#x438;&#x442;&#x44C; &#x43D;&#x430; &#x43D;&#x430;&#x431;&#x43E;&#x43B;&#x435;&#x432;&#x448;&#x438;&#x439; &#x432;&#x43E;&#x43F;&#x440;&#x43E;&#x441; 2025 &#x433;&#x43E;&#x434;&#x430; &#x2013; &#xAB;&#x437;&#x430;&#x447;&#x435;&#x43C; &#x43D;&#x430;&#x43C; &#x441;&#x430;&#x43C;&#x438;&#x43C; &#x442;&#x440;&#x430;&#x442;&#x438;&#x442;&#x44C; &#x434;&#x435;&#x43D;&#x44C;&#x433;&#x438; &#x43D;&#x430; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x443;, &#x441; &#x443;&#x447;&#x435;&#x442;&#x43E;&#x43C; &#x442;&#x43E;&#x433;&#x43E;, &#x447;&#x442;&#x43E; &#x440;&#x430;&#x441;&#x445;&#x43E;&#x434;&#x44B; &#x43D;&#x430; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x443; &#x43F;&#x43E;&#x440;&#x43E;&#x439; &#x432;&#x44B;&#x448;&#x435;, &#x447;&#x435;&#x43C; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x430;&#x44F; &#x43A;&#x43E;&#x43C;&#x438;&#x441;&#x441;&#x438;&#x44F; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x430;?&#xBB; &#x41C;&#x44B; &#x43F;&#x43E;&#x43D;&#x438;&#x43C;&#x430;&#x435;&#x43C;, &#x447;&#x442;&#x43E;, &#x435;&#x441;&#x43B;&#x438; &#x441;&#x43E;&#x43A;&#x440;&#x430;&#x442;&#x438;&#x442;&#x44C; &#x438;&#x43D;&#x432;&#x435;&#x441;&#x442;&#x438;&#x446;&#x438;&#x438; &#x432; &#x441;&#x43E;&#x431;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x44B;&#x439; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;, &#x442;&#x43E; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A; &#x441; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x43E;&#x433;&#x43E; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x430; &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x431;&#x44B;&#x442;&#x44C; &#x441;&#x43D;&#x438;&#x436;&#x435;&#x43D; &#x43F;&#x440;&#x438;&#x431;&#x43B;&#x438;&#x437;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E; &#x43D;&#x430; 20%. &#x422;&#x435;&#x43F;&#x435;&#x440;&#x44C; &#x44D;&#x442;&#x43E; &#x434;&#x43E;&#x43A;&#x430;&#x437;&#x443;&#x435;&#x43C;&#x43E;. </blockquote>]]></content:encoded></item><item><title><![CDATA[Как девелоперу увидеть до 36% брокерских сделок, которые начались с рекламы застройщика: кейс СК10]]></title><description><![CDATA[<p>&#x414;&#x43B;&#x44F; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x43E;&#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;, &#x43F;&#x440;&#x43E;&#x432;&#x435;&#x434;&#x451;&#x43D;&#x43D;&#x44B;&#x435; &#x447;&#x435;&#x440;&#x435;&#x437; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x43E;&#x432; &#x438; &#x430;&#x433;&#x435;&#x43D;</p>]]></description><link>https://smartis.bi/know-how/kak-zastroishchiku-uvidiet-do-45-brokierskikh-sdielok-kotoryie-nachalis-s-rieklamy-zastroishchika/</link><guid isPermaLink="false">69bd6a8b687cf700011696aa</guid><category><![CDATA[Кейсы]]></category><dc:creator><![CDATA[Всеволод Кустенко]]></dc:creator><pubDate>Tue, 24 Mar 2026 12:03:24 GMT</pubDate><media:content url="https://smartis.bi/know-how/content/images/2026/03/sk10-1.png" medium="image"/><content:encoded><![CDATA[<img src="https://smartis.bi/know-how/content/images/2026/03/sk10-1.png" alt="&#x41A;&#x430;&#x43A; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x443; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x434;&#x43E; 36% &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43D;&#x430;&#x447;&#x430;&#x43B;&#x438;&#x441;&#x44C; &#x441; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;: &#x43A;&#x435;&#x439;&#x441; &#x421;&#x41A;10"><p>&#x414;&#x43B;&#x44F; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x43E;&#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;, &#x43F;&#x440;&#x43E;&#x432;&#x435;&#x434;&#x451;&#x43D;&#x43D;&#x44B;&#x435; &#x447;&#x435;&#x440;&#x435;&#x437; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x43E;&#x432; &#x438; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x442;&#x432;&#x430; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438;, &#x447;&#x430;&#x441;&#x442;&#x43E; &#x432;&#x44B;&#x433;&#x43B;&#x44F;&#x434;&#x44F;&#x442; &#x43A;&#x430;&#x43A; &#xAB;&#x447;&#x438;&#x441;&#x442;&#x43E; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x439; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#xBB;: &#x430;&#x433;&#x435;&#x43D;&#x442; &#x43F;&#x440;&#x438;&#x432;&#x451;&#x43B; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x2014; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x443; &#x437;&#x430;&#x43F;&#x43B;&#x430;&#x442;&#x438;&#x43B;&#x438; &#x43A;&#x43E;&#x43C;&#x438;&#x441;&#x441;&#x438;&#x44E; &#x2014; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x430; &#x437;&#x430;&#x43A;&#x440;&#x44B;&#x442;&#x430;.</p><p>&#x41D;&#x43E; &#x43D;&#x430; &#x43F;&#x440;&#x430;&#x43A;&#x442;&#x438;&#x43A;&#x435; &#x43F;&#x443;&#x442;&#x44C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x443;&#x441;&#x442;&#x440;&#x43E;&#x435;&#x43D; &#x441;&#x43B;&#x43E;&#x436;&#x43D;&#x435;&#x435;: &#x43F;&#x435;&#x440;&#x435;&#x434; &#x442;&#x435;&#x43C; &#x43A;&#x430;&#x43A; &#x43F;&#x440;&#x438;&#x439;&#x442;&#x438; &#x43A; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x443;, &#x447;&#x435;&#x43B;&#x43E;&#x432;&#x435;&#x43A; &#x43C;&#x43E;&#x433; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x443; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430; &#x2014; &#x43A;&#x43E;&#x43D;&#x442;&#x435;&#x43A;&#x441;&#x442;, SEO, &#x43C;&#x435;&#x434;&#x438;&#x439;&#x43D;&#x44B;&#x435; &#x440;&#x430;&#x437;&#x43C;&#x435;&#x449;&#x435;&#x43D;&#x438;&#x44F;, &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x44B; &#x438; &#x434;&#x440;&#x443;&#x433;&#x438;&#x435; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F;. &#x412; &#x438;&#x442;&#x43E;&#x433;&#x435; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A; &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x437;&#x430;&#x43F;&#x43B;&#x430;&#x442;&#x438;&#x442;&#x44C; &#x434;&#x432;&#x430;&#x436;&#x434;&#x44B;: &#x437;&#x430; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x441;&#x444;&#x43E;&#x440;&#x43C;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43B; &#x441;&#x43F;&#x440;&#x43E;&#x441; &#x438; &#x43F;&#x440;&#x438;&#x432;&#x451;&#x43B; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x432; &#x432;&#x43E;&#x440;&#x43E;&#x43D;&#x43A;&#x443;, &#x430; &#x442;&#x430;&#x43A;&#x436;&#x435; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x443;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x444;&#x43E;&#x440;&#x43C;&#x430;&#x43B;&#x44C;&#x43D;&#x43E; &#x437;&#x430;&#x43A;&#x440;&#x44B;&#x43B; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443;.</p><p>&#x411;&#x435;&#x437; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x438; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A; &#x43D;&#x435; &#x43F;&#x43E;&#x43D;&#x438;&#x43C;&#x430;&#x435;&#x442;:</p><ul><li>&#x441;&#x43A;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x43D;&#x430; &#x441;&#x430;&#x43C;&#x43E;&#x43C; &#x434;&#x435;&#x43B;&#x435; &#x431;&#x44B;&#x43B;&#x438; &#xAB;&#x43F;&#x43E;&#x434;&#x43E;&#x433;&#x440;&#x435;&#x442;&#x44B;&#xBB; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43E;&#x439;,</li><li>&#x43A;&#x430;&#x43A;&#x438;&#x435; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x44B; &#x432;&#x43B;&#x438;&#x44F;&#x44E;&#x442; &#x43D;&#x430; &#x442;&#x430;&#x43A;&#x438;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;,</li><li>&#x43A;&#x430;&#x43A;&#x443;&#x44E; &#x434;&#x43E;&#x43B;&#x44E; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430; &#x432;&#x43A;&#x43B;&#x430;&#x434;&#x44B;&#x432;&#x430;&#x435;&#x442; &#x432; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x435; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;&#x438;.</li></ul><p>&#x412;&#x441;&#x435; &#x44D;&#x442;&#x43E; &#x43D;&#x430;&#x43F;&#x440;&#x44F;&#x43C;&#x443;&#x44E; &#x432;&#x43B;&#x438;&#x44F;&#x435;&#x442; &#x43D;&#x430; &#x43A;&#x43B;&#x44E;&#x447;&#x435;&#x432;&#x44B;&#x435; &#x443;&#x43F;&#x440;&#x430;&#x432;&#x43B;&#x435;&#x43D;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x435; &#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x44F;: &#x440;&#x430;&#x441;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x435;&#x43D;&#x438;&#x435; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x43E;&#x432;, &#x43E;&#x446;&#x435;&#x43D;&#x43A;&#x443; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432;, &#x430; &#x442;&#x430;&#x43A;&#x436;&#x435; &#x437;&#x430;&#x449;&#x438;&#x442;&#x443; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x43E;&#x432;&#x44B;&#x445; &#x440;&#x430;&#x441;&#x445;&#x43E;&#x434;&#x43E;&#x432; &#x43F;&#x435;&#x440;&#x435;&#x434; &#x440;&#x443;&#x43A;&#x43E;&#x432;&#x43E;&#x434;&#x441;&#x442;&#x432;&#x43E;&#x43C;.</p><h2 id="%D0%BE-%D0%BA%D0%BE%D0%BC%D0%BF%D0%B0%D0%BD%D0%B8%D0%B8">&#x41E; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438;</h2><p>&#x421;&#x41A;10 &#x432;&#x445;&#x43E;&#x434;&#x438;&#x442; &#x432; &#x442;&#x43E;&#x43F;-2 &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x43E;&#x432; &#x420;&#x43E;&#x441;&#x442;&#x43E;&#x432;&#x441;&#x43A;&#x43E;&#x439; &#x43E;&#x431;&#x43B;&#x430;&#x441;&#x442;&#x438;. &#x41A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44F; &#x443;&#x436;&#x435; 70 &#x43B;&#x435;&#x442; &#x43D;&#x430; &#x440;&#x44B;&#x43D;&#x43A;&#x435; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438;. &#x417;&#x430; &#x44D;&#x442;&#x43E; &#x432;&#x440;&#x435;&#x43C;&#x44F; &#x431;&#x44B;&#x43B;&#x43E; &#x43F;&#x43E;&#x441;&#x442;&#x440;&#x43E;&#x435;&#x43D;&#x43E; 16 &#x436;&#x438;&#x43B;&#x44B;&#x445; &#x43A;&#x43E;&#x43C;&#x43F;&#x43B;&#x435;&#x43A;&#x441;&#x43E;&#x432; &#x438; &#x432;&#x432;&#x435;&#x434;&#x435;&#x43D;&#x43E; &#x432; &#x44D;&#x43A;&#x441;&#x43F;&#x43B;&#x443;&#x430;&#x442;&#x430;&#x446;&#x438;&#x44E; &#x431;&#x43E;&#x43B;&#x435;&#x435; 1,5 &#x43C;&#x43B;&#x43D; &#x43A;&#x432;.&#x43C;. &#x422;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x437;&#x430; 2025 &#x433;&#x43E;&#x434; &#x431;&#x44B;&#x43B;&#x43E; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x43D;&#x43E; 125 &#x442;&#x44B;&#x441;. &#x43A;&#x432;. &#x43C;&#x435;&#x442;&#x440;&#x43E;&#x432; &#x436;&#x438;&#x43B;&#x44C;&#x44F;.</p><h2 id="%D0%B7%D0%B0%D0%B4%D0%B0%D1%87%D0%B0">&#x417;&#x430;&#x434;&#x430;&#x447;&#x430;</h2><p>&#x412; &#x441;&#x435;&#x43D;&#x442;&#x44F;&#x431;&#x440;&#x435; 2025 &#x433;&#x43E;&#x434;&#x430; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44F; &#x432;&#x43F;&#x435;&#x440;&#x432;&#x44B;&#x435; &#x43D;&#x430;&#x447;&#x430;&#x43B;&#x430; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x442;&#x44C; &#x441; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x43C; &#x43D;&#x430;&#x43F;&#x440;&#x430;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x435;&#x43C;. &#x414;&#x43E; &#x44D;&#x442;&#x43E;&#x433;&#x43E; &#x434;&#x435;&#x43F;&#x430;&#x440;&#x442;&#x430;&#x43C;&#x435;&#x43D;&#x442; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x430; &#x441;&#x430;&#x43C; &#x43E;&#x431;&#x435;&#x441;&#x43F;&#x435;&#x447;&#x438;&#x432;&#x430;&#x43B; &#x432;&#x445;&#x43E;&#x434;&#x44F;&#x449;&#x438;&#x439; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A; &#x434;&#x43B;&#x44F; &#x432;&#x44B;&#x43F;&#x43E;&#x43B;&#x43D;&#x435;&#x43D;&#x438;&#x44F; &#x43F;&#x43B;&#x430;&#x43D;&#x430; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x43A;&#x43E;&#x43C;&#x43C;&#x435;&#x440;&#x447;&#x435;&#x441;&#x43A;&#x43E;&#x433;&#x43E; &#x431;&#x43B;&#x43E;&#x43A;&#x430;.</p><p>&#x41A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x435; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x430; &#x431;&#x44B;&#x43B;&#x43E; &#x43D;&#x443;&#x436;&#x43D;&#x43E; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x434;&#x43E;&#x43B;&#x44E; &#x440;&#x438;&#x44D;&#x43B;&#x442;&#x43E;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x432; &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x445; &#x431;&#x44B;&#x43B;&#x43E; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x435; &#x441; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43E;&#x439; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;, &#x431;&#x443;&#x434;&#x44C; &#x442;&#x43E; &#x43C;&#x435;&#x434;&#x438;&#x439;&#x43D;&#x44B;&#x435; &#x440;&#x430;&#x437;&#x43C;&#x435;&#x449;&#x435;&#x43D;&#x438;&#x44F; &#x438;&#x43B;&#x438; &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440; &#x43E;&#x431;&#x44A;&#x44F;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x439; &#x43E;&#x442; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430; &#x43D;&#x430; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x435;.</p><p>&#x411;&#x435;&#x437; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x438; &#x438; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445; CJM &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x432; &#x433;&#x43B;&#x430;&#x437;&#x430;&#x445; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430; &#x432;&#x44B;&#x433;&#x43B;&#x44F;&#x434;&#x438;&#x442; &#x442;&#x430;&#x43A;:</p><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2026/03/journey-1.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x443; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x434;&#x43E; 36% &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43D;&#x430;&#x447;&#x430;&#x43B;&#x438;&#x441;&#x44C; &#x441; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;: &#x43A;&#x435;&#x439;&#x441; &#x421;&#x41A;10" loading="lazy" width="800" height="200" srcset="https://smartis.bi/know-how/content/images/size/w600/2026/03/journey-1.png 600w, https://smartis.bi/know-how/content/images/2026/03/journey-1.png 800w" sizes="(min-width: 720px) 720px"></figure><p>&#x41D;&#x430; &#x441;&#x430;&#x43C;&#x43E;&#x43C; &#x434;&#x435;&#x43B;&#x435; &#x432;&#x441;&#x435; &#x43E;&#x431;&#x441;&#x442;&#x43E;&#x438;&#x442; &#x438;&#x43D;&#x430;&#x447;&#x435;. &#x410;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x430; &#x43F;&#x440;&#x438;&#x43E;&#x442;&#x43A;&#x440;&#x44B;&#x432;&#x430;&#x435;&#x442; &#x44D;&#x442;&#x43E;&#x442; &#x43F;&#x443;&#x442;&#x44C; &#x438; &#x444;&#x438;&#x43A;&#x441;&#x438;&#x440;&#x443;&#x435;&#x442; &#x448;&#x430;&#x433;&#x438; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x43D;&#x430; &#x434;&#x440;&#x443;&#x433;&#x438;&#x445; &#x44D;&#x442;&#x430;&#x43F;&#x430;&#x445; &#x432;&#x43E;&#x440;&#x43E;&#x43D;&#x43A;&#x438;.</p><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2026/03/journey-2-1.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x443; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x434;&#x43E; 36% &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43D;&#x430;&#x447;&#x430;&#x43B;&#x438;&#x441;&#x44C; &#x441; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;: &#x43A;&#x435;&#x439;&#x441; &#x421;&#x41A;10" loading="lazy" width="1397" height="205" srcset="https://smartis.bi/know-how/content/images/size/w600/2026/03/journey-2-1.png 600w, https://smartis.bi/know-how/content/images/size/w1000/2026/03/journey-2-1.png 1000w, https://smartis.bi/know-how/content/images/2026/03/journey-2-1.png 1397w" sizes="(min-width: 720px) 720px"></figure><p>&#x41F;&#x43E;&#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x43D;&#x430; &#x441;&#x442;&#x430;&#x440;&#x442;&#x435; &#x440;&#x430;&#x431;&#x43E;&#x442; &#x443; &#x43A;&#x43E;&#x43B;&#x43B;&#x435;&#x433; &#x431;&#x44B;&#x43B;&#x430; &#x433;&#x438;&#x43F;&#x43E;&#x442;&#x435;&#x437;&#x430; &#x43E; &#x442;&#x43E;&#x43C;, &#x447;&#x442;&#x43E; &#x432; 50% &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x443;&#x447;&#x430;&#x441;&#x442;&#x432;&#x43E;&#x432;&#x430;&#x43B; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;.</p><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x443; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x434;&#x43E; 36% &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43D;&#x430;&#x447;&#x430;&#x43B;&#x438;&#x441;&#x44C; &#x441; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;: &#x43A;&#x435;&#x439;&#x441; &#x421;&#x41A;10" src="https://smartis.bi/know-how/content/images/2026/03/aleksei-ivanov-1.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong>&#x410;&#x43B;&#x435;&#x43A;&#x441;&#x435;&#x439; &#x418;&#x432;&#x430;&#x43D;&#x43E;&#x432;, &#x417;&#x430;&#x43C;&#x435;&#x441;&#x442;&#x438;&#x442;&#x435;&#x43B;&#x44C; &#x434;&#x438;&#x440;&#x435;&#x43A;&#x442;&#x43E;&#x440;&#x430; &#x43F;&#x43E; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x443; &#x441;&#x442;&#x440;&#x43E;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E;&#x439; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#x421;&#x41A;10</strong></p><blockquote>&#x415;&#x449;&#x435; &#x434;&#x43E; &#x437;&#x43D;&#x430;&#x43A;&#x43E;&#x43C;&#x441;&#x442;&#x432;&#x430; &#x441; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x43E;&#x43C; &#x443; &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x430;&#x442;&#x435;&#x43B;&#x44F; &#x444;&#x43E;&#x440;&#x43C;&#x438;&#x440;&#x443;&#x435;&#x442;&#x441;&#x44F; &#x437;&#x43D;&#x430;&#x43D;&#x438;&#x435; &#x43E; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x435; &#x2013; &#x43D;&#x430; &#x43D;&#x430;&#x448;&#x435;&#x43C; &#x432;&#x44B;&#x441;&#x43E;&#x43A;&#x43E;&#x43A;&#x43E;&#x43D;&#x43A;&#x443;&#x440;&#x435;&#x43D;&#x442;&#x43D;&#x43E;&#x43C; &#x440;&#x44B;&#x43D;&#x43A;&#x435; &#x43A;&#x430;&#x436;&#x434;&#x430;&#x44F; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44F; &#x432;&#x43A;&#x43B;&#x430;&#x434;&#x44B;&#x432;&#x430;&#x435;&#x442; &#x43C;&#x43D;&#x43E;&#x433;&#x43E; &#x441;&#x440;&#x435;&#x434;&#x441;&#x442;&#x432; &#x432; &#x440;&#x430;&#x437;&#x432;&#x438;&#x442;&#x438;&#x435; &#x443;&#x437;&#x43D;&#x430;&#x432;&#x430;&#x435;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x431;&#x440;&#x435;&#x43D;&#x434;&#x430;. &#x41F;&#x43E;&#x441;&#x43B;&#x435; &#x442;&#x43E;&#x433;&#x43E;, &#x43A;&#x430;&#x43A; &#x43E;&#x442;&#x434;&#x435;&#x43B; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x437;&#x430;&#x444;&#x438;&#x43A;&#x441;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43B; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430;, &#x43D;&#x430;&#x447;&#x438;&#x43D;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x443;&#x441;&#x438;&#x43B;&#x435;&#x43D;&#x438;&#x435; &#x437;&#x43D;&#x430;&#x43D;&#x438;&#x44F; &#x43E; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438;. &#x41C;&#x44B; &#x43F;&#x440;&#x435;&#x43A;&#x440;&#x430;&#x441;&#x43D;&#x43E; &#x43F;&#x43E;&#x43D;&#x438;&#x43C;&#x430;&#x435;&#x43C;, &#x447;&#x442;&#x43E; &#x43D;&#x435; &#x432;&#x441;&#x435;, &#x43A;&#x442;&#x43E; &#x434;&#x43E;&#x448;&#x435;&#x43B; &#x434;&#x43E; &#x43E;&#x444;&#x438;&#x441;&#x430;, &#x432;&#x44B;&#x439;&#x434;&#x443;&#x442; &#x43D;&#x430; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443;. &#x418;&#x43C;&#x435;&#x43D;&#x43D;&#x43E; &#x43F;&#x43E;&#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x432;&#x430;&#x436;&#x43D;&#x43E; &#x43D;&#x430; &#x441;&#x440;&#x435;&#x434;&#x43D;&#x438;&#x445; &#x438; &#x43D;&#x438;&#x436;&#x43D;&#x438;&#x445; &#x44D;&#x442;&#x430;&#x43F;&#x430;&#x445; &#x432;&#x43E;&#x440;&#x43E;&#x43D;&#x43A;&#x438; &#xAB;&#x434;&#x43E;&#x436;&#x438;&#x43C;&#x430;&#x442;&#x44C;&#xBB; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x43E;&#x43C; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;</blockquote><h2 id="%D1%80%D0%B5%D1%88%D0%B5%D0%BD%D0%B8%D0%B5">&#x420;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x435;</h2><h3 id="%D0%B4%D0%BE%D0%BB%D1%8F-%D0%B1%D1%80%D0%BE%D0%BA%D0%B5%D1%80%D1%81%D0%BA%D0%B8%D1%85-%D1%81%D0%B4%D0%B5%D0%BB%D0%BE%D0%BA">&#x414;&#x43E;&#x43B;&#x44F; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;</h3><p>&#x414;&#x43B;&#x44F; &#x442;&#x43E;&#x433;&#x43E;, &#x447;&#x442;&#x43E;&#x431;&#x44B; &#x43F;&#x43E;&#x43D;&#x44F;&#x442;&#x44C; &#x432; &#x43A;&#x430;&#x43A;&#x43E;&#x439; &#x434;&#x43E;&#x43B;&#x435; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x443;&#x447;&#x430;&#x441;&#x442;&#x432;&#x443;&#x44E;&#x442; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x435; &#x440;&#x430;&#x437;&#x43C;&#x435;&#x449;&#x435;&#x43D;&#x438;&#x44F; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;, &#x43C;&#x44B; &#x432;&#x44B;&#x432;&#x435;&#x43B;&#x438; &#x43E;&#x442;&#x434;&#x435;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x43E;&#x442;&#x447;&#x435;&#x442;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x441;&#x43E;&#x441;&#x442;&#x43E;&#x438;&#x442; &#x438;&#x437; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x435;&#x439;:</p><ul><li>&#x412;&#x441;&#x435; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;&#x438;;</li><li>&#x412;&#x441;&#x435; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x435; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;&#x438; &#x2013; &#x442;&#x435;, &#x443; &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x445; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A; &#x432; CRM &#x443;&#x43A;&#x430;&#x437;&#x430;&#x43D;, &#x43A;&#x430;&#x43A; &#x410;&#x433;&#x435;&#x43D;&#x442; &#x438;&#x43B;&#x438; &#x410;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x442;&#x432;&#x43E; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438;;</li><li>&#x414;&#x43E;&#x43B;&#x44F; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x445; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x2013; &#x434;&#x43E;&#x43B;&#x44F; &#x447;&#x438;&#x441;&#x442;&#x43E; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x445; &#x434;&#x43E;&#x433;&#x43E;&#x432;&#x43E;&#x440;&#x43E;&#x432;;</li><li>&#x414;&#x43E;&#x43B;&#x44F; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x445; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;, &#x432; &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x445; &#x443;&#x447;&#x430;&#x441;&#x442;&#x432;&#x43E;&#x432;&#x430;&#x43B; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x2013; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x440;&#x438;&#x432;&#x435;&#x43B;&#x438; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x44B;, &#x43D;&#x43E; &#x432; &#x43D;&#x438;&#x445; &#x431;&#x44B;&#x43B;&#x43E; &#x432;&#x437;&#x430;&#x438;&#x43C;&#x43E;&#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x438;&#x435; &#x441; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x43C;&#x438; &#x440;&#x430;&#x437;&#x43C;&#x435;&#x449;&#x435;&#x43D;&#x438;&#x44F;&#x43C;&#x438; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;;</li><li>&#x414;&#x43E;&#x43B;&#x44F; &#x43F;&#x435;&#x440;&#x435;&#x441;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x44F; &#x414;&#x43E;&#x433;&#x43E;&#x432;&#x43E;&#x440; &#x438; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x430; &#x2013; &#x43F;&#x440;&#x43E;&#x446;&#x435;&#x43D;&#x442; &#x442;&#x430;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x43E;&#x442; &#x43E;&#x431;&#x449;&#x435;&#x433;&#x43E; &#x447;&#x438;&#x441;&#x43B;&#x430; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;.</li></ul><p>&#x414;&#x43E;&#x43F;&#x43E;&#x43B;&#x43D;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E; &#x432;&#x44B;&#x432;&#x435;&#x43B;&#x438; &#x441;&#x442;&#x43E;&#x43B;&#x431;&#x435;&#x446; &#x441; &#x441;&#x443;&#x43C;&#x43C;&#x43E;&#x439; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x430;&#x433;&#x435;&#x43D;&#x442;+&#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x430;.</p><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2026/03/-hart.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x443; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x434;&#x43E; 36% &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43D;&#x430;&#x447;&#x430;&#x43B;&#x438;&#x441;&#x44C; &#x441; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;: &#x43A;&#x435;&#x439;&#x441; &#x421;&#x41A;10" loading="lazy" width="1618" height="568" srcset="https://smartis.bi/know-how/content/images/size/w600/2026/03/-hart.png 600w, https://smartis.bi/know-how/content/images/size/w1000/2026/03/-hart.png 1000w, https://smartis.bi/know-how/content/images/size/w1600/2026/03/-hart.png 1600w, https://smartis.bi/know-how/content/images/2026/03/-hart.png 1618w" sizes="(min-width: 720px) 720px"></figure><p>&#x427;&#x442;&#x43E; &#x432;&#x438;&#x434;&#x43D;&#x43E; &#x43D;&#x430; &#x44D;&#x442;&#x43E;&#x43C; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x435;:</p><ul><li><strong>22%</strong> &#x43E;&#x431;&#x449;&#x435;&#x433;&#x43E; &#x447;&#x438;&#x441;&#x43B;&#x430; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x431;&#x44B;&#x43B;&#x438; &#x437;&#x430;&#x43A;&#x440;&#x435;&#x43F;&#x43B;&#x435;&#x43D;&#x44B; &#x437;&#x430; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x430;&#x43C;&#x438;.</li><li><strong>36%</strong> &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x438;&#x43C;&#x435;&#x44E;&#x442; &#x43F;&#x435;&#x440;&#x435;&#x441;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x44F; &#x441; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43E;&#x439; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;.</li></ul><p>&#x41F;&#x435;&#x440;&#x432;&#x44B;&#x439; &#x432;&#x44B;&#x432;&#x43E;&#x434;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x441;&#x434;&#x435;&#x43B;&#x430;&#x442;&#x44C; &#x43D;&#x430; &#x44D;&#x442;&#x43E;&#x43C; &#x44D;&#x442;&#x430;&#x43F;&#x435;: <strong>&#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x442;&#x440;&#x435;&#x442;&#x438;</strong> <strong>&#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43E;&#x442;&#x43D;&#x43E;&#x441;&#x44F;&#x442;&#x441;&#x44F; &#x43A; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x43E;&#x43C;&#x443; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x443;, &#x43D;&#x430; &#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x435;&#x43D;&#x43D;&#x44B;&#x445; &#x44D;&#x442;&#x430;&#x43F;&#x430;&#x445; &#x43F;&#x440;&#x43E;&#x433;&#x440;&#x435;&#x432;&#x430;&#x44E;&#x442;&#x441;&#x44F; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43E;&#x439; &#x441;&#x430;&#x43C;&#x43E;&#x433;&#x43E; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;. </strong></p><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x443; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x434;&#x43E; 36% &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43D;&#x430;&#x447;&#x430;&#x43B;&#x438;&#x441;&#x44C; &#x441; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;: &#x43A;&#x435;&#x439;&#x441; &#x421;&#x41A;10" src="https://smartis.bi/know-how/content/images/2026/03/natalia-maslova.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p>&#x200C;<strong><strong>&#x41D;&#x430;&#x442;&#x430;&#x43B;&#x44C;&#x44F; &#x41C;&#x430;&#x441;&#x43B;&#x43E;&#x432;&#x430;, </strong>&#x421;&#x442;&#x430;&#x440;&#x448;&#x438;&#x439; <strong>&#x43C;&#x435;&#x43D;&#x435;&#x434;&#x436;&#x435;&#x440;</strong> &#x43E;&#x442;&#x434;&#x435;&#x43B;&#x430;<strong> &#x432;&#x43D;&#x435;&#x434;&#x440;&#x435;&#x43D;&#x438;&#x44F; Smartis</strong></strong></p><blockquote><em>&#x412;&#x43E;&#x437;&#x43C;&#x43E;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x43B;&#x438; &#x43D;&#x430;&#x43C; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x43D;&#x435; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x43F;&#x435;&#x440;&#x435;&#x441;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x435; &#x441; &#x441;&#x43E;&#x431;&#x44B;&#x442;&#x438;&#x44F;&#x43C;&#x438; &#xA0;&#x43F;&#x43E; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x430;&#x43C;&#x438;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442; &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x43F;&#x43E;&#x449;&#x443;&#x43F;&#x430;&#x442;&#x44C; - &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x438; &#x438; &#x437;&#x430;&#x44F;&#x432;&#x43A;&#x438;, &#x43D;&#x43E; &#x438; &#x43F;&#x43E;&#x434;&#x441;&#x432;&#x435;&#x442;&#x438;&#x442;&#x44C; &#x43E;&#x442;&#x434;&#x435;&#x43B;&#x44C;&#x43D;&#x43E; &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x44B; &#x43F;&#x43E;&#x441;&#x442;&#x432;&#x44C;&#x44E;. &#x412;&#x430;&#x436;&#x43D;&#x43E; &#x442;&#x430;&#x43A;&#x436;&#x435; &#x441;&#x43C;&#x43E;&#x442;&#x440;&#x435;&#x442;&#x44C; &#x44D;&#x442;&#x438; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x43D;&#x435; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x43D;&#x430; &#x43B;&#x438;&#x434;&#x430;&#x445;, &#x430; &#x432; &#x434;&#x435;&#x43D;&#x44C;&#x433;&#x430;&#x445;: &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43F;&#x43E; &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x43C; &#x431;&#x44B;&#x43B;&#x43E; &#x43F;&#x435;&#x440;&#x435;&#x441;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x435; &#x43A;&#x430;&#x43A; &#x440;&#x430;&#x437; &#x441; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x43C;&#x438; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x430;&#x43C;&#x438;.</em></blockquote><h3 id="%D0%B8%D1%81%D1%82%D0%BE%D1%87%D0%BD%D0%B8%D0%BA%D0%B8-%D0%B1%D1%80%D0%BE%D0%BA%D0%B5%D1%80%D1%81%D0%BA%D0%B8%D1%85-%D1%81%D0%B4%D0%B5%D0%BB%D0%BE%D0%BA">&#x418;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A;&#x438; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;</h3><p>&#x421;&#x43B;&#x435;&#x434;&#x443;&#x44E;&#x449;&#x438;&#x43C; &#x448;&#x430;&#x433;&#x43E;&#x43C; &#x43C;&#x44B; &#x432;&#x44B;&#x432;&#x435;&#x43B;&#x438; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A;&#x438; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;.</p><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2026/03/pie.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x443; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x434;&#x43E; 36% &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43D;&#x430;&#x447;&#x430;&#x43B;&#x438;&#x441;&#x44C; &#x441; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;: &#x43A;&#x435;&#x439;&#x441; &#x421;&#x41A;10" loading="lazy" width="1341" height="690" srcset="https://smartis.bi/know-how/content/images/size/w600/2026/03/pie.png 600w, https://smartis.bi/know-how/content/images/size/w1000/2026/03/pie.png 1000w, https://smartis.bi/know-how/content/images/2026/03/pie.png 1341w" sizes="(min-width: 720px) 720px"></figure><p>&#x41E;&#x442;&#x447;&#x435;&#x442; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x43B;, &#x447;&#x442;&#x43E; <strong>&#x43F;&#x43E;&#x43B;&#x43E;&#x432;&#x438;&#x43D;&#x430;</strong> &#x442;&#x430;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x438;&#x43C;&#x435;&#x44E;&#x442; &#x43F;&#x435;&#x440;&#x435;&#x441;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x44F; &#x441; &#x431;&#x430;&#x437;&#x430;&#x43C;&#x438; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x2013; &#x410;&#x432;&#x438;&#x442;&#x43E;, &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x438; &#x426;&#x438;&#x430;&#x43D;. </p><p>&#x414;&#x43B;&#x44F; &#x442;&#x43E;&#x433;&#x43E;, &#x447;&#x442;&#x43E;&#x431;&#x44B; &#x43F;&#x43E;&#x434;&#x442;&#x432;&#x435;&#x440;&#x434;&#x438;&#x442;&#x44C; &#x433;&#x438;&#x43F;&#x43E;&#x442;&#x435;&#x437;&#x443; &#x43E; &#x442;&#x43E;&#x43C;, &#x447;&#x442;&#x43E; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x43D;&#x430;&#x447;&#x438;&#x43D;&#x430;&#x44E;&#x442;&#x441;&#x44F; &#x441; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x43E;&#x432;, &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x438;&#x437;&#x443;&#x447;&#x438;&#x442;&#x44C; CJM &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430;. &#x41D;&#x430; &#x441;&#x43A;&#x440;&#x438;&#x43D;&#x448;&#x43E;&#x442;&#x435; &#x43D;&#x438;&#x436;&#x435; &#x432;&#x438;&#x434;&#x435;&#x43D; &#x432;&#x435;&#x441;&#x44C; &#x43F;&#x443;&#x442;&#x44C; &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x430;&#x442;&#x435;&#x43B;&#x44F; &#x2013; &#x441;&#x43F;&#x435;&#x440;&#x432;&#x430; &#x43E;&#x43D; &#x438;&#x437;&#x443;&#x447;&#x430;&#x43B; &#x43E;&#x431;&#x44A;&#x44F;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; &#x43D;&#x430; &#x426;&#x438;&#x430;&#x43D;&#x435;, &#x437;&#x430;&#x442;&#x435;&#x43C; &#x43D;&#x430; &#x410;&#x432;&#x438;&#x442;&#x43E;, &#x43F;&#x43E;&#x441;&#x43B;&#x435; &#x43F;&#x435;&#x440;&#x435;&#x448;&#x435;&#x43B; &#x432; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C;, &#x43F;&#x43E;&#x442;&#x43E;&#x43C; &#x441;&#x43D;&#x43E;&#x432;&#x430; &#x410;&#x432;&#x438;&#x442;&#x43E;, &#x430; &#x432; &#x438;&#x442;&#x43E;&#x433;&#x435; &#x43A;&#x443;&#x43F;&#x438;&#x43B; &#x43A;&#x432;&#x430;&#x440;&#x442;&#x438;&#x440;&#x443; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x430;.</p><figure class="kg-card kg-image-card kg-width-wide"><img src="https://smartis.bi/know-how/content/images/2026/03/cjm.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x443; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x434;&#x43E; 36% &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43D;&#x430;&#x447;&#x430;&#x43B;&#x438;&#x441;&#x44C; &#x441; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;: &#x43A;&#x435;&#x439;&#x441; &#x421;&#x41A;10" loading="lazy" width="1349" height="854" srcset="https://smartis.bi/know-how/content/images/size/w600/2026/03/cjm.png 600w, https://smartis.bi/know-how/content/images/size/w1000/2026/03/cjm.png 1000w, https://smartis.bi/know-how/content/images/2026/03/cjm.png 1349w" sizes="(min-width: 1200px) 1200px"></figure><p>&#x41F;&#x435;&#x440;&#x432;&#x43E;&#x435; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x435; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x43E;&#x43C; &#x431;&#x44B;&#x43B;&#x43E; &#x441;&#x434;&#x435;&#x43B;&#x430;&#x43D;&#x43E; &#x432; &#x43A;&#x43E;&#x43D;&#x446;&#x435; &#x430;&#x432;&#x433;&#x443;&#x441;&#x442;&#x430; 2025 &#x433;&#x43E;&#x434;&#x430;. &#x41F;&#x43E;&#x441;&#x43B;&#x435; &#x44D;&#x442;&#x43E;&#x433;&#x43E; &#x43E;&#x43D; &#x438;&#x437;&#x443;&#x447;&#x430;&#x43B; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x44B; &#x435;&#x449;&#x435; 5 &#x43C;&#x435;&#x441;&#x44F;&#x446;&#x435;&#x432; &#x438; &#x437;&#x430;&#x43A;&#x43B;&#x44E;&#x447;&#x438;&#x43B; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443; &#x447;&#x435;&#x440;&#x435;&#x437; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x430;. &#x42D;&#x442;&#x43E; &#x43E;&#x437;&#x43D;&#x430;&#x447;&#x430;&#x435;&#x442;, &#x447;&#x442;&#x43E; &#x43F;&#x443;&#x442;&#x44C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x438; &#x437;&#x43D;&#x430;&#x43A;&#x43E;&#x43C;&#x441;&#x442;&#x432;&#x43E; &#x441; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x43E;&#x43C; &#x43D;&#x430;&#x447;&#x438;&#x43D;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x437;&#x430;&#x434;&#x43E;&#x43B;&#x433;&#x43E; &#x434;&#x43E; &#x43F;&#x43E;&#x44F;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x430; &#x43F;&#x43E; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438;. &#x418; &#x432;&#x441;&#x435; &#x44D;&#x442;&#x43E; &#x432;&#x440;&#x435;&#x43C;&#x44F; &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x430;&#x442;&#x435;&#x43B;&#x44C; &#x432;&#x437;&#x430;&#x438;&#x43C;&#x43E;&#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x443;&#x435;&#x442; &#x441; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43E;&#x439; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430; &#x438; &#x438;&#x437;&#x443;&#x447;&#x430;&#x435;&#x442; &#x43F;&#x440;&#x435;&#x434;&#x43B;&#x43E;&#x436;&#x435;&#x43D;&#x438;&#x44F;.<br></p><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x443; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x434;&#x43E; 36% &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43D;&#x430;&#x447;&#x430;&#x43B;&#x438;&#x441;&#x44C; &#x441; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;: &#x43A;&#x435;&#x439;&#x441; &#x421;&#x41A;10" src="https://smartis.bi/know-how/content/images/2026/03/natalia-maslova.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong>&#x41D;&#x430;&#x442;&#x430;&#x43B;&#x44C;&#x44F; &#x41C;&#x430;&#x441;&#x43B;&#x43E;&#x432;&#x430;, &#x421;&#x442;&#x430;&#x440;&#x448;&#x438;&#x439; <strong>&#x43C;&#x435;&#x43D;&#x435;&#x434;&#x436;&#x435;&#x440;</strong> &#x43E;&#x442;&#x434;&#x435;&#x43B;&#x430;<strong> &#x432;&#x43D;&#x435;&#x434;&#x440;&#x435;&#x43D;&#x438;&#x44F; Smartis</strong></strong></p><blockquote><em>&#x412; &#x44D;&#x442;&#x43E;&#x43C; &#x446;&#x435;&#x43D;&#x43D;&#x43E;&#x441;&#x442;&#x44C; post-view: &#x442;&#x435;&#x445;&#x43D;&#x43E;&#x43B;&#x43E;&#x433;&#x438;&#x44F; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x430;&#x435;&#x442; &#xAB;&#x440;&#x430;&#x441;&#x43A;&#x440;&#x44B;&#x432;&#x430;&#x442;&#x44C;&#xBB; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x438; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x442;&#x44C; &#x438;&#x445; &#x441;&#x432;&#x44F;&#x437;&#x44C; &#x441; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x43E;&#x43C;. &#x42D;&#x442;&#x43E; &#x443;&#x436;&#x435; &#x43D;&#x435; &#x43F;&#x440;&#x43E;&#x441;&#x442;&#x43E; &#x43E;&#x442;&#x447;&#x435;&#x442; &#x43F;&#x43E; post-view, &#x430; &#x431;&#x43E;&#x43B;&#x435;&#x435; &#x433;&#x43B;&#x443;&#x431;&#x43E;&#x43A;&#x438;&#x439; &#x432;&#x437;&#x433;&#x43B;&#x44F;&#x434; &#x43D;&#x430; &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x435; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B; &#x43D;&#x430; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x435; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;&#x438;.</em></blockquote><h1 id="%D0%B8%D1%82%D0%BE%D0%B3%D0%B8"><strong>&#x418;&#x442;&#x43E;&#x433;&#x438;</strong></h1><p>&#x411;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x443;, &#x43F;&#x43E;&#x441;&#x442;&#x440;&#x43E;&#x435;&#x43D;&#x43D;&#x43E;&#x43C;&#x443; &#x432; Smartis, &#x432;&#x44B;&#x44F;&#x441;&#x43D;&#x438;&#x43B;&#x43E;&#x441;&#x44C;:</p><ul><li>36% &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x440;&#x438;&#x432;&#x435;&#x43B;&#x438; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x44B;, &#x43D;&#x430; &#x441;&#x430;&#x43C;&#x43E;&#x43C; &#x434;&#x435;&#x43B;&#x435; &#x43D;&#x430;&#x447;&#x438;&#x43D;&#x430;&#x43B;&#x438;&#x441;&#x44C; &#x441; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;.</li><li>&#x432; 50% &#x441;&#x43B;&#x443;&#x447;&#x430;&#x435;&#x432; &#x44D;&#x442;&#x43E; &#x431;&#x44B;&#x43B;&#x430; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x430; &#x43D;&#x430; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x430;&#x445;.</li><li>&#x432; &#x43D;&#x435;&#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x445; &#x441;&#x43B;&#x443;&#x447;&#x430;&#x44F;&#x445; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442; &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x43E;&#x43A;&#x43E;&#x43B;&#x43E; &#x43F;&#x43E;&#x43B;&#x443;&#x433;&#x43E;&#x434;&#x430; &#x438;&#x437;&#x443;&#x447;&#x430;&#x442;&#x44C; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x44B; &#x43F;&#x440;&#x435;&#x436;&#x434;&#x435; &#x447;&#x435;&#x43C; &#x437;&#x430;&#x43A;&#x43B;&#x44E;&#x447;&#x438;&#x442;&#x44C; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443;.<br></li></ul><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x443; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x434;&#x43E; 36% &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43D;&#x430;&#x447;&#x430;&#x43B;&#x438;&#x441;&#x44C; &#x441; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;: &#x43A;&#x435;&#x439;&#x441; &#x421;&#x41A;10" src="https://smartis.bi/know-how/content/images/2026/03/aleksei-ivanov-1.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong>&#x410;&#x43B;&#x435;&#x43A;&#x441;&#x435;&#x439; &#x418;&#x432;&#x430;&#x43D;&#x43E;&#x432;, &#x417;&#x430;&#x43C;&#x435;&#x441;&#x442;&#x438;&#x442;&#x435;&#x43B;&#x44C; &#x434;&#x438;&#x440;&#x435;&#x43A;&#x442;&#x43E;&#x440;&#x430; &#x43F;&#x43E; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x443; &#x441;&#x442;&#x440;&#x43E;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E;&#x439; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#x421;&#x41A;10</strong></p><blockquote><em>&#x412;&#x44B;&#x448;&#x435;&#x438;&#x437;&#x43B;&#x43E;&#x436;&#x435;&#x43D;&#x43D;&#x43E;&#x435; &#x43D;&#x443;&#x436;&#x43D;&#x43E; &#x443;&#x447;&#x438;&#x442;&#x44B;&#x432;&#x430;&#x442;&#x44C; &#x43F;&#x440;&#x438; &#x43F;&#x43B;&#x430;&#x43D;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43D;&#x438;&#x438; &#x43C;&#x435;&#x434;&#x438;&#x430;-&#x441;&#x43F;&#x43B;&#x438;&#x442;&#x430; &#x2013; &#x43D;&#x435; &#x441;&#x444;&#x43E;&#x440;&#x43C;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x432; &#x43E;&#x441;&#x432;&#x435;&#x434;&#x43E;&#x43C;&#x43B;&#x435;&#x43D;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43E; &#x431;&#x440;&#x435;&#x43D;&#x434;&#x435; &#x43D;&#x430; &#x432;&#x435;&#x440;&#x445;&#x43D;&#x438;&#x445; &#x443;&#x440;&#x43E;&#x432;&#x43D;&#x44F;&#x445; &#x432;&#x43E;&#x440;&#x43E;&#x43D;&#x43A;&#x438;, &#x432;&#x44B; &#x43D;&#x435; </em>&#xAB;&#x437;&#x430;&#x43A;&#x440;&#x43E;&#x435;&#x442;&#x435;&#xBB;<em> &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x432; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;&#x443;, &#x43D;&#x435;&#x432;&#x430;&#x436;&#x43D;&#x43E; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x439; &#x44D;&#x442;&#x43E; &#x43A;&#x430;&#x43D;&#x430;&#x43B; &#x438;&#x43B;&#x438; &#x441;&#x432;&#x43E;&#x439; &#x441;&#x43E;&#x431;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x44B;&#x439; performance. &#x411;&#x43E;&#x43B;&#x435;&#x435; &#x442;&#x43E;&#x433;&#x43E;, &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x439; &#x43E;&#x442;&#x447;&#x435;&#x442; &#x43F;&#x43E;&#x437;&#x432;&#x43E;&#x43B;&#x44F;&#x435;&#x442; &#x433;&#x43B;&#x443;&#x431;&#x436;&#x435; &#x43E;&#x446;&#x435;&#x43D;&#x438;&#x442;&#x44C; unit-&#x44D;&#x43A;&#x43E;&#x43D;&#x43E;&#x43C;&#x438;&#x43A;&#x443; &#x43F;&#x430;&#x440;&#x442;&#x43D;&#x435;&#x440;&#x441;&#x43A;&#x43E;&#x433;&#x43E; &#x43D;&#x430;&#x43F;&#x440;&#x430;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F;, &#x443;&#x447;&#x438;&#x442;&#x44B;&#x432;&#x430;&#x44F; &#x437;&#x430;&#x442;&#x440;&#x430;&#x442;&#x44B; &#x43D;&#x430; &#x43F;&#x440;&#x438;&#x432;&#x43B;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x435; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x432; &#x43E;&#x446;&#x435;&#x43D;&#x43A;&#x435; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x434;&#x430;&#x43D;&#x43D;&#x43E;&#x433;&#x43E; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x430;. &#x420;&#x435;&#x43A;&#x43E;&#x43C;&#x435;&#x43D;&#x434;&#x443;&#x44E; &#x43A;&#x43E;&#x43B;&#x43B;&#x435;&#x433;&#x430;&#x43C; &#x43E;&#x43F;&#x435;&#x440;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x43C;&#x438; &#x43E;&#x442;&#x447;&#x451;&#x442;&#x430;, &#x43A;&#x43E;&#x433;&#x434;&#x430; &#x43F;&#x435;&#x440;&#x435;&#x434; &#x43D;&#x438;&#x43C;&#x438; &#x441;&#x442;&#x430;&#x432;&#x44F;&#x442; &#x437;&#x430;&#x434;&#x430;&#x447;&#x443; &#x43E;&#x43F;&#x442;&#x438;&#x43C;&#x438;&#x437;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x441;&#x43F;&#x43B;&#x438;&#x442; &#x447;&#x435;&#x440;&#x435;&#x437; &#x443;&#x440;&#x435;&#x437;&#x430;&#x43D;&#x438;&#x435; &#x43E;&#x445;&#x432;&#x430;&#x442;&#x43D;&#x44B;&#x445; &#x440;&#x430;&#x437;&#x43C;&#x435;&#x449;&#x435;&#x43D;&#x438;&#x439; &#x2013; &#x431;&#x435;&#x437; &#x43D;&#x438;&#x445; &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x432;&#x43E;&#x437;&#x43D;&#x438;&#x43A;&#x43D;&#x443;&#x442;&#x44C; </em>&#xAB;&#x434;&#x438;&#x441;&#x442;&#x440;&#x43E;&#x444;&#x438;&#x44F;&#xBB;<em> &#x432;&#x43E;&#x440;&#x43E;&#x43D;&#x43A;&#x438; &#x43D;&#x430; &#x435;&#x451; &#x441;&#x440;&#x435;&#x434;&#x43D;&#x435;&#x43C; &#x438; &#x43A;&#x43E;&#x43D;&#x435;&#x447;&#x43D;&#x43E;&#x43C; &#x44D;&#x442;&#x430;&#x43F;&#x435;.</em></blockquote><p><br></p>]]></content:encoded></item><item><title><![CDATA[Интеграция с Tilda]]></title><description><![CDATA[<p>Tilda Publishing &#x2014; &#x44D;&#x442;&#x43E; &#x432;&#x438;&#x437;&#x443;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x43A;&#x43E;&#x43D;&#x441;&#x442;&#x440;&#x443;&#x43A;&#x442;&#x43E;&#x440; &#x441;&#x430;&#x439;&#x442;&#x43E;&#x432;, &#x43F;&#x43E;&#x437;&#x432;&#x43E;&#x43B;&#x44F;&#x44E;&#x449;&#x438;&#x439; &#x441;&#x43E;&#x437;&#x434;&#x430;&#x432;</p>]]></description><link>https://smartis.bi/know-how/intieghratsiia-s-tilda/</link><guid isPermaLink="false">69a16c2f687cf7000116965a</guid><category><![CDATA[Обновления]]></category><dc:creator><![CDATA[Всеволод Кустенко]]></dc:creator><pubDate>Fri, 27 Feb 2026 10:15:31 GMT</pubDate><media:content url="https://smartis.bi/know-how/content/images/2026/02/tilda.png" medium="image"/><content:encoded><![CDATA[<img src="https://smartis.bi/know-how/content/images/2026/02/tilda.png" alt="&#x418;&#x43D;&#x442;&#x435;&#x433;&#x440;&#x430;&#x446;&#x438;&#x44F; &#x441; Tilda"><p>Tilda Publishing &#x2014; &#x44D;&#x442;&#x43E; &#x432;&#x438;&#x437;&#x443;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x43A;&#x43E;&#x43D;&#x441;&#x442;&#x440;&#x443;&#x43A;&#x442;&#x43E;&#x440; &#x441;&#x430;&#x439;&#x442;&#x43E;&#x432;, &#x43F;&#x43E;&#x437;&#x432;&#x43E;&#x43B;&#x44F;&#x44E;&#x449;&#x438;&#x439; &#x441;&#x43E;&#x437;&#x434;&#x430;&#x432;&#x430;&#x442;&#x44C; &#x43B;&#x435;&#x43D;&#x434;&#x438;&#x43D;&#x433;&#x438;, &#x43A;&#x43E;&#x440;&#x43F;&#x43E;&#x440;&#x430;&#x442;&#x438;&#x432;&#x43D;&#x44B;&#x435; &#x441;&#x430;&#x439;&#x442;&#x44B;, &#x438;&#x43D;&#x442;&#x435;&#x440;&#x43D;&#x435;&#x442;-&#x43C;&#x430;&#x433;&#x430;&#x437;&#x438;&#x43D;&#x44B; &#x438; &#x434;&#x440;&#x443;&#x433;&#x438;&#x435; &#x432;&#x435;&#x431;-&#x441;&#x442;&#x440;&#x430;&#x43D;&#x438;&#x446;&#x44B; &#x431;&#x435;&#x437; &#x43F;&#x440;&#x43E;&#x433;&#x440;&#x430;&#x43C;&#x43C;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43D;&#x438;&#x44F;.</p><p>&#x41D;&#x430;&#x448;&#x430; &#x438;&#x43D;&#x442;&#x435;&#x433;&#x440;&#x430;&#x446;&#x438;&#x44F; &#x43F;&#x440;&#x43E;&#x43A;&#x438;&#x434;&#x44B;&#x432;&#x430;&#x435;&#x442; &#x432; Smartis &#x437;&#x430;&#x44F;&#x432;&#x43A;&#x438;, &#x43E;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x435;&#x43D;&#x43D;&#x44B;&#x435; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x44F;&#x43C;&#x438; &#x447;&#x435;&#x440;&#x435;&#x437; &#x444;&#x43E;&#x440;&#x43C;&#x44B; &#x43D;&#x430; &#x441;&#x430;&#x439;&#x442;&#x430;&#x445;, &#x441;&#x43E;&#x437;&#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445; &#x432; Tilda.<br>&#x414;&#x430;&#x43D;&#x43D;&#x44B;&#x435;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x43F;&#x43E;&#x434;&#x442;&#x44F;&#x433;&#x438;&#x432;&#x430;&#x442;&#x44C; &#x432; Smartis:</p><ul><li>&#x418;&#x43C;&#x44F; &#x438; &#x444;&#x430;&#x43C;&#x438;&#x43B;&#x438;&#x44F;</li><li>Email</li><li>&#x41D;&#x43E;&#x43C;&#x435;&#x440; &#x442;&#x435;&#x43B;&#x435;&#x444;&#x43E;&#x43D;&#x430;</li><li>&#x41A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44F;</li><li>&#x414;&#x43E;&#x43B;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x44C;</li><li>Cookies</li><li>UTM-&#x43C;&#x435;&#x442;&#x43A;&#x430; &#x441; &#x440;&#x430;&#x437;&#x434;&#x435;&#x43B;&#x435;&#x43D;&#x438;&#x435;&#x43C; &#x43F;&#x43E; &#x43F;&#x430;&#x440;&#x430;&#x43C;&#x435;&#x442;&#x440;&#x430;&#x43C;</li></ul><p>&#x417;&#x430;&#x44F;&#x432;&#x43A;&#x438; &#x43E;&#x442;&#x43E;&#x431;&#x440;&#x430;&#x437;&#x44F;&#x442;&#x441;&#x44F; &#x432; CJM &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x432;&#x43C;&#x435;&#x441;&#x442;&#x435; &#x441; &#x43E;&#x441;&#x442;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x43C;&#x438; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F;&#x43C;&#x438; &#x2014; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x430;&#x43C;&#x438;, &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x430;&#x43C;&#x438; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B;, &#x440;&#x430;&#x441;&#x441;&#x44B;&#x43B;&#x43A;&#x430;&#x43C;&#x438; &#x438; &#x43F;&#x440;. &#x411;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A; &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x432;&#x438;&#x434;&#x435;&#x442;&#x44C;, &#x433;&#x434;&#x435; &#x432; &#x446;&#x435;&#x43F;&#x43E;&#x447;&#x43A;&#x435; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x439; &#x431;&#x44B;&#x43B;&#x430; &#x437;&#x430;&#x44F;&#x432;&#x43A;&#x430; &#x438; &#x43A;&#x430;&#x43A; &#x43E;&#x43D;&#x430; &#x43F;&#x43E;&#x432;&#x43B;&#x438;&#x44F;&#x43B;&#x430; &#x43D;&#x430; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443;.</p>]]></content:encoded></item><item><title><![CDATA[Введение в сквозную аналитику: как застройщику перестать терять деньги на рекламе и сделать маркетинг управляемым]]></title><description><![CDATA[<p>&#x41C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x432;&#x43E; &#x43C;&#x43D;&#x43E;&#x433;&#x438;&#x445; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44F;&#x445; &#x434;&#x43E; &#x441;&#x438;&#x445; &#x43F;&#x43E;&#x440; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x435;&#x442; &#xAB;&#x43D;&#x430; &#x43E;&#x449;&#x443;&#x449;&#x435;</p>]]></description><link>https://smartis.bi/know-how/vvedenie-v-skvoznuyu-analitiku/</link><guid isPermaLink="false">699da167687cf7000116961b</guid><category><![CDATA[Статьи]]></category><category><![CDATA[Сквозная аналитика]]></category><dc:creator><![CDATA[Всеволод Кустенко]]></dc:creator><pubDate>Wed, 25 Feb 2026 15:09:37 GMT</pubDate><media:content url="https://smartis.bi/know-how/content/images/2026/02/Frame-2087329352.png" medium="image"/><content:encoded><![CDATA[<img src="https://smartis.bi/know-how/content/images/2026/02/Frame-2087329352.png" alt="&#x412;&#x432;&#x435;&#x434;&#x435;&#x43D;&#x438;&#x435; &#x432; &#x441;&#x43A;&#x432;&#x43E;&#x437;&#x43D;&#x443;&#x44E; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x443;: &#x43A;&#x430;&#x43A; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x443; &#x43F;&#x435;&#x440;&#x435;&#x441;&#x442;&#x430;&#x442;&#x44C; &#x442;&#x435;&#x440;&#x44F;&#x442;&#x44C; &#x434;&#x435;&#x43D;&#x44C;&#x433;&#x438; &#x43D;&#x430; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x435; &#x438; &#x441;&#x434;&#x435;&#x43B;&#x430;&#x442;&#x44C; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x443;&#x43F;&#x440;&#x430;&#x432;&#x43B;&#x44F;&#x435;&#x43C;&#x44B;&#x43C;"><p>&#x41C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x432;&#x43E; &#x43C;&#x43D;&#x43E;&#x433;&#x438;&#x445; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44F;&#x445; &#x434;&#x43E; &#x441;&#x438;&#x445; &#x43F;&#x43E;&#x440; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x435;&#x442; &#xAB;&#x43D;&#x430; &#x43E;&#x449;&#x443;&#x449;&#x435;&#x43D;&#x438;&#x44F;&#x445;&#xBB;. &#x414;&#x435;&#x43D;&#x44C;&#x433;&#x438; &#x432; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x443; &#x432;&#x43A;&#x43B;&#x430;&#x434;&#x44B;&#x432;&#x430;&#x44E;&#x442;&#x441;&#x44F; &#x440;&#x435;&#x433;&#x443;&#x43B;&#x44F;&#x440;&#x43D;&#x43E;, &#x43E;&#x442;&#x447;&#x451;&#x442;&#x44B; &#x444;&#x43E;&#x440;&#x43C;&#x438;&#x440;&#x443;&#x44E;&#x442;&#x441;&#x44F;, &#x437;&#x430;&#x44F;&#x432;&#x43A;&#x438; &#x435;&#x441;&#x442;&#x44C; &#x2014; &#x43D;&#x43E; &#x43D;&#x430; &#x433;&#x43B;&#x430;&#x432;&#x43D;&#x44B;&#x439; &#x432;&#x43E;&#x43F;&#x440;&#x43E;&#x441; &#x43E;&#x442;&#x432;&#x435;&#x442;&#x438;&#x442;&#x44C; &#x441;&#x43B;&#x43E;&#x436;&#x43D;&#x43E;: &#x43A;&#x430;&#x43A;&#x430;&#x44F; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x430; &#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E; &#x43F;&#x440;&#x438;&#x432;&#x43E;&#x434;&#x438;&#x442; &#x43A; &#x434;&#x435;&#x43D;&#x44C;&#x433;&#x430;&#x43C;, &#x430; &#x43A;&#x430;&#x43A;&#x430;&#x44F; &#x43F;&#x440;&#x43E;&#x441;&#x442;&#x43E; &#x43A;&#x440;&#x430;&#x441;&#x438;&#x432;&#x43E; &#x432;&#x44B;&#x433;&#x43B;&#x44F;&#x434;&#x438;&#x442; &#x432; &#x43E;&#x442;&#x447;&#x451;&#x442;&#x430;&#x445;.</p><p>&#x41E;&#x441;&#x43E;&#x431;&#x435;&#x43D;&#x43D;&#x43E; &#x43E;&#x441;&#x442;&#x440;&#x43E; &#x44D;&#x442;&#x430; &#x43F;&#x440;&#x43E;&#x431;&#x43B;&#x435;&#x43C;&#x430; &#x441;&#x442;&#x43E;&#x438;&#x442; &#x432; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438;: &#x437;&#x434;&#x435;&#x441;&#x44C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442; &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x438;&#x434;&#x442;&#x438; &#x43A; &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x43A;&#x435; &#x43C;&#x435;&#x441;&#x44F;&#x446;&#x430;&#x43C;&#x438;, &#x434;&#x435;&#x441;&#x44F;&#x442;&#x43A;&#x438; &#x440;&#x430;&#x437; &#x43A;&#x43E;&#x43D;&#x442;&#x430;&#x43A;&#x442;&#x438;&#x440;&#x443;&#x44F; &#x441; &#x431;&#x440;&#x435;&#x43D;&#x434;&#x43E;&#x43C; &#x2014; &#x438; &#x434;&#x430;&#x43B;&#x435;&#x43A;&#x43E; &#x43D;&#x435; &#x432;&#x441;&#x435;&#x433;&#x434;&#x430; &#x43E;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x44F;&#x44F; &#x437;&#x430;&#x44F;&#x432;&#x43A;&#x443; &#x43E;&#x43D;&#x43B;&#x430;&#x439;&#x43D;.</p><p>&#x418;&#x43C;&#x435;&#x43D;&#x43D;&#x43E; &#x432; &#x442;&#x430;&#x43A;&#x438;&#x445; &#x443;&#x441;&#x43B;&#x43E;&#x432;&#x438;&#x44F;&#x445; &#x431;&#x435;&#x437; &#x441;&#x43A;&#x432;&#x43E;&#x437;&#x43D;&#x43E;&#x439; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x438; &#x431;&#x438;&#x437;&#x43D;&#x435;&#x441; &#x43D;&#x430;&#x447;&#x438;&#x43D;&#x430;&#x435;&#x442; &#x442;&#x435;&#x440;&#x44F;&#x442;&#x44C; &#x434;&#x435;&#x43D;&#x44C;&#x433;&#x438;, &#x434;&#x430;&#x436;&#x435; &#x43D;&#x435; &#x437;&#x430;&#x43C;&#x435;&#x447;&#x430;&#x44F; &#x44D;&#x442;&#x43E;&#x433;&#x43E;.</p><h2 id="%D1%82%D1%80%D1%83%D0%B4%D0%BD%D0%BE%D1%81%D1%82%D0%B8-%D0%BC%D0%B0%D1%80%D0%BA%D0%B5%D1%82%D0%B8%D0%BD%D0%B3%D0%B0-%D0%B7%D0%B0%D1%81%D1%82%D1%80%D0%BE%D0%B9%D1%89%D0%B8%D0%BA%D0%BE%D0%B2">&#x422;&#x440;&#x443;&#x434;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x430; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x43E;&#x432;</h2><p>&#x41C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x43E;&#x432; &#x441;&#x442;&#x430;&#x43B;&#x43A;&#x438;&#x432;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x441; &#x442;&#x438;&#x43F;&#x43E;&#x432;&#x44B;&#x43C;&#x438; &#x43F;&#x440;&#x43E;&#x431;&#x43B;&#x435;&#x43C;&#x430;&#x43C;&#x438;:</p><p><strong>1. <strong><strong>&#x420;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x435; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A;&#x438; &#x438;&#x437;&#x432;&#x435;&#x441;&#x442;&#x43D;&#x44B; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x443; 40-60% &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;</strong></strong></strong></p><p>&#x41F;&#x443;&#x442;&#x44C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x432; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x434;&#x43B;&#x438;&#x43D;&#x43D;&#x44B;&#x439; &#x438; &#x437;&#x430;&#x43F;&#x443;&#x442;&#x430;&#x43D;&#x43D;&#x44B;&#x439;. &#x41E;&#x442; &#x43F;&#x435;&#x440;&#x432;&#x43E;&#x433;&#x43E; &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x430; &#x43E;&#x431;&#x44A;&#x44F;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; &#x434;&#x43E; &#x437;&#x430;&#x43A;&#x43B;&#x44E;&#x447;&#x435;&#x43D;&#x438;&#x44F; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x43F;&#x440;&#x43E;&#x439;&#x442;&#x438; &#x43D;&#x435;&#x441;&#x43A;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x43C;&#x435;&#x441;&#x44F;&#x446;&#x435;&#x432;. &#x422;&#x438;&#x43F;&#x438;&#x447;&#x43D;&#x430;&#x44F; &#x446;&#x435;&#x43F;&#x43E;&#x447;&#x43A;&#x430; &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x432;&#x44B;&#x433;&#x43B;&#x44F;&#x434;&#x435;&#x442;&#x44C; &#x442;&#x430;&#x43A;:</p><blockquote><em>&#x421;&#x440;&#x430;&#x432;&#x43D;&#x438;&#x43B; &#x43F;&#x440;&#x435;&#x434;&#x43B;&#x43E;&#x436;&#x435;&#x43D;&#x438;&#x44F; &#x43D;&#x430; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x435; 1 &#x2192; &#x43F;&#x435;&#x440;&#x435;&#x448;&#x435;&#x43B; &#x43D;&#x430; &#x441;&#x430;&#x439;&#x442; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430; &#x2192; &#x443;&#x432;&#x438;&#x434;&#x435;&#x43B; &#x43C;&#x435;&#x434;&#x438;&#x439;&#x43D;&#x44B;&#x439; &#x431;&#x430;&#x43D;&#x43D;&#x435;&#x440; &#x2192; &#x43D;&#x430;&#x447;&#x430;&#x43B; &#x43F;&#x43E;&#x43B;&#x443;&#x447;&#x430;&#x442;&#x44C; &#x43A;&#x43E;&#x43D;&#x442;&#x435;&#x43A;&#x441;&#x442;&#x43D;&#x443;&#x44E; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x443; &#x2192; &#x43E;&#x442;&#x43A;&#x440;&#x44B;&#x43B; &#x43F;&#x43E;&#x447;&#x442;&#x43E;&#x432;&#x443;&#x44E; &#x440;&#x430;&#x441;&#x441;&#x44B;&#x43B;&#x43A;&#x443; &#x2192; &#x443;&#x432;&#x438;&#x434;&#x435;&#x43B; &#x43F;&#x440;&#x435;&#x434;&#x43B;&#x43E;&#x436;&#x435;&#x43D;&#x438;&#x435; &#x43D;&#x430; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x435; 2 &#x2192; &#x43F;&#x440;&#x438;&#x448;&#x435;&#x43B; &#x432; &#x43E;&#x444;&#x438;&#x441; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x438; &#x437;&#x430;&#x43A;&#x43B;&#x44E;&#x447;&#x438;&#x43B; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443;.</em></blockquote><p>&#x41F;&#x440;&#x438; &#x44D;&#x442;&#x43E;&#x43C; &#x431;&#xF3;&#x43B;&#x44C;&#x448;&#x430;&#x44F; &#x447;&#x430;&#x441;&#x442;&#x44C; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x432; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x2013; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x44B; &#x438; &#x441;&#x430;&#x43C;&#x43E;&#x445;&#x43E;&#x434;&#x44B;. &#x415;&#x441;&#x43B;&#x438; &#x44D;&#x442;&#x438; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x44B; &#x43D;&#x435; &#x43E;&#x446;&#x438;&#x444;&#x440;&#x43E;&#x432;&#x430;&#x43D;&#x44B;, &#x442;&#x43E; &#x447;&#x430;&#x441;&#x442;&#x44C; &#x44D;&#x442;&#x438;&#x445; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x439; &#x431;&#x443;&#x434;&#x435;&#x442; &#x43F;&#x43E;&#x442;&#x435;&#x440;&#x44F;&#x43D;&#x430;, &#x430; &#x437;&#x43D;&#x430;&#x447;&#x438;&#x442;, &#x43D;&#x435; &#x43F;&#x43E;&#x43D;&#x44F;&#x442;&#x43D;&#x43E;, &#x43A;&#x430;&#x43A;&#x430;&#x44F; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x430; &#x43F;&#x43E;&#x432;&#x43B;&#x438;&#x44F;&#x43B;&#x430; &#x43D;&#x430; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443;.<br></p><p><strong>2. <strong><strong>&#x41D;&#x435;&#x442; &#x43F;&#x440;&#x435;&#x434;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; &#x43E; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x43E;&#x439; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432;</strong></strong></strong></p><p>&#x417;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x438; &#x438;&#x43D;&#x432;&#x435;&#x441;&#x442;&#x438;&#x440;&#x443;&#x44E;&#x442; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442; &#x432; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x44B;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x440;&#x438;&#x432;&#x43E;&#x434;&#x44F;&#x442; &#x43B;&#x438;&#x448;&#x44C; &#x43A; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x430;&#x43C;. &#x410; &#x442;&#x435; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x44B;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43D;&#x430; &#x441;&#x430;&#x43C;&#x43E;&#x43C; &#x434;&#x435;&#x43B;&#x435; &#x443;&#x447;&#x430;&#x441;&#x442;&#x432;&#x443;&#x44E;&#x442; &#x432; &#x444;&#x43E;&#x440;&#x43C;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43D;&#x438;&#x438; &#x441;&#x43F;&#x440;&#x43E;&#x441;&#x430;, &#x43E;&#x441;&#x442;&#x430;&#x44E;&#x442;&#x441;&#x44F; &#x431;&#x435;&#x437; &#x432;&#x43D;&#x438;&#x43C;&#x430;&#x43D;&#x438;&#x44F;. &#x410;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x430; &#x441;&#x442;&#x440;&#x43E;&#x438;&#x442;&#x441;&#x44F; &#x432;&#x43E;&#x43A;&#x440;&#x443;&#x433; &#x43F;&#x440;&#x43E;&#x43C;&#x435;&#x436;&#x443;&#x442;&#x43E;&#x447;&#x43D;&#x44B;&#x445; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x435;&#x439;, &#x430; &#x43D;&#x435; &#x431;&#x438;&#x437;&#x43D;&#x435;&#x441;-&#x43F;&#x440;&#x43E;&#x446;&#x435;&#x441;&#x441;&#x43E;&#x432; &#x2013; &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x43E;&#x432; &#x438; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x43E;&#x432; &#x432;&#x43C;&#x435;&#x441;&#x442;&#x43E; &#x432;&#x441;&#x442;&#x440;&#x435;&#x447; &#x438; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;.</p><p><strong>3. <strong><strong>&#x421;&#x442;&#x430;&#x43D;&#x434;&#x430;&#x440;&#x442;&#x43D;&#x44B;&#x435; &#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;&#x44B; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x44E;&#x442; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43D;&#x435; &#x441;&#x43E;&#x43E;&#x442;&#x432;&#x435;&#x442;&#x441;&#x442;&#x432;&#x443;&#x44E;&#x442; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x43E;&#x441;&#x442;&#x438;</strong></strong></strong></p><p>&#x41D;&#x435; &#x434;&#x43E;&#x441;&#x442;&#x430;&#x442;&#x43E;&#x447;&#x43D;&#x43E; &#x43F;&#x440;&#x43E;&#x441;&#x442;&#x43E; &#x432;&#x437;&#x44F;&#x442;&#x44C; &#x438;&#x437; CRM &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;, &#x43D;&#x443;&#x436;&#x43D;&#x43E; &#x43F;&#x43E;&#x43D;&#x438;&#x43C;&#x430;&#x442;&#x44C;, &#x43A;&#x430;&#x43A;&#x438;&#x435; &#x438;&#x437; &#x43D;&#x438;&#x445; &#x441;&#x43E;&#x43E;&#x442;&#x432;&#x435;&#x442;&#x441;&#x442;&#x432;&#x443;&#x44E;&#x442; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x43E; &#x43A;&#x443;&#x43F;&#x43B;&#x435;&#x43D;&#x43D;&#x44B;&#x43C; &#x43A;&#x432;&#x430;&#x440;&#x442;&#x438;&#x440;&#x430;&#x43C;. &#x41E;&#x447;&#x435;&#x43D;&#x44C; &#x447;&#x430;&#x441;&#x442;&#x43E; &#x432; CRM &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x430; &#x2013; &#x44D;&#x442;&#x43E; &#x43F;&#x440;&#x43E;&#x446;&#x435;&#x441;&#x441;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x43E;&#x431;&#x43E;&#x433;&#x430;&#x449;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x440;&#x430;&#x437;&#x43D;&#x44B;&#x43C;&#x438; &#x43F;&#x43E;&#x43B;&#x44F;&#x43C;&#x438;, &#x434;&#x430;&#x442;&#x430;&#x43C;&#x438;. &#x418; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x43F;&#x440;&#x438; &#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x435;&#x43D;&#x43D;&#x44B;&#x445; &#x437;&#x43D;&#x430;&#x447;&#x435;&#x43D;&#x438;&#x44F;&#x445; &#x44D;&#x442;&#x438;&#x445; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445; &#x44D;&#x442;&#x43E; &#x441;&#x442;&#x430;&#x43D;&#x43E;&#x432;&#x438;&#x442;&#x441;&#x44F; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x43E;&#x439; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x43E;&#x439;.</p><p><strong>4. <strong><strong>&#x41D;&#x435; &#x43F;&#x43E;&#x43D;&#x44F;&#x442;&#x43D;&#x43E;, &#x43A;&#x430;&#x43A; &#x43E;&#x442;&#x441;&#x43B;&#x435;&#x436;&#x438;&#x432;&#x430;&#x442;&#x44C; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43E;&#x445;&#x432;&#x430;&#x442;&#x43D;&#x44B;&#x445; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432;</strong></strong></strong></p><p>&#x41E;&#x445;&#x432;&#x430;&#x442;&#x43D;&#x430;&#x44F; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x430; &#x43D;&#x435; &#x433;&#x435;&#x43D;&#x435;&#x440;&#x438;&#x440;&#x443;&#x435;&#x442; &#x43B;&#x438;&#x434;&#x44B; &#x437;&#x434;&#x435;&#x441;&#x44C; &#x438; &#x441;&#x435;&#x439;&#x447;&#x430;&#x441;, &#x43F;&#x43E;&#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x43E;&#x446;&#x435;&#x43D;&#x438;&#x432;&#x430;&#x442;&#x44C; &#x435;&#x435; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43F;&#x43E; &#x43A;&#x43B;&#x438;&#x43A;&#x430;&#x43C; &#x438; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x430;&#x43C; &#x2013; &#x43D;&#x435;&#x43A;&#x43E;&#x440;&#x440;&#x435;&#x43A;&#x442;&#x43D;&#x43E;. &#x411;&#x435;&#x437; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x438; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x430;&#x44F; &#x447;&#x430;&#x441;&#x442;&#x44C; &#x43F;&#x443;&#x442;&#x438; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x43E;&#x441;&#x442;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x432; &#x442;&#x435;&#x43D;&#x438;, &#x432;&#x43A;&#x43B;&#x44E;&#x447;&#x430;&#x44F; &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x44B; &#x43C;&#x435;&#x434;&#x438;&#x439;&#x43A;&#x438;. &#x41F;&#x43E;&#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x43D;&#x443;&#x436;&#x43D;&#x430; &#x43F;&#x43E;&#x43B;&#x43D;&#x430;&#x44F; &#x43E;&#x446;&#x438;&#x444;&#x440;&#x43E;&#x432;&#x43A;&#x430; CJM, &#x447;&#x442;&#x43E;&#x431;&#x44B; &#x43F;&#x43E;&#x43D;&#x44F;&#x442;&#x44C; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x43E;&#x445;&#x432;&#x430;&#x442;&#x43D;&#x43E;&#x439; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B; &#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;.<br></p><p>&#x420;&#x435;&#x448;&#x438;&#x442;&#x44C; &#x44D;&#x442;&#x438; &#x442;&#x440;&#x443;&#x434;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x430;&#x435;&#x442; <strong>&#x441;&#x43A;&#x432;&#x43E;&#x437;&#x43D;&#x430;&#x44F; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x430;</strong>. &#x41E;&#x43D;&#x430; &#x441;&#x43E;&#x431;&#x438;&#x440;&#x430;&#x435;&#x442; &#x43F;&#x43E;&#x434; &#x43E;&#x434;&#x43D;&#x43E;&#x439; &#x43A;&#x440;&#x44B;&#x448;&#x435;&#x439; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x438;&#x437; &#x432;&#x441;&#x435;&#x445; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x43A;&#x430;&#x431;&#x438;&#x43D;&#x435;&#x442;&#x43E;&#x432;, CRM, &#x441;&#x430;&#x439;&#x442;&#x43E;&#x432; &#x438; &#x434;&#x440;&#x443;&#x433;&#x438;&#x445; &#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x43C;&#x438; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x443;&#x435;&#x442;&#x441;&#x44F; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;.<br></p><h2 id="%D0%BA%D0%B0%D0%BA-%D1%81%D0%BA%D0%B2%D0%BE%D0%B7%D0%BD%D0%B0%D1%8F-%D0%B0%D0%BD%D0%B0%D0%BB%D0%B8%D1%82%D0%B8%D0%BA%D0%B0-%D0%BE%D0%B1%D1%8A%D0%B5%D0%B4%D0%B8%D0%BD%D1%8F%D0%B5%D1%82-%D0%B4%D0%B0%D0%BD%D0%BD%D1%8B%D0%B5-%D0%B8-%D1%80%D0%B0%D0%B1%D0%BE%D1%82%D0%B0%D0%B5%D1%82-%D1%81-%D0%BD%D0%B8%D0%BC%D0%B8">&#x41A;&#x430;&#x43A; &#x441;&#x43A;&#x432;&#x43E;&#x437;&#x43D;&#x430;&#x44F; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x430; &#x43E;&#x431;&#x44A;&#x435;&#x434;&#x438;&#x43D;&#x44F;&#x435;&#x442; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x438; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x435;&#x442; &#x441; &#x43D;&#x438;&#x43C;&#x438;<br></h2><p>&#x41C;&#x43E;&#x436;&#x43D;&#x43E; &#x432;&#x44B;&#x434;&#x435;&#x43B;&#x438;&#x442;&#x44C; 4 &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x438;&#x445; &#x448;&#x430;&#x433;&#x430;.</p><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2026/02/dwh.png" class="kg-image" alt="&#x412;&#x432;&#x435;&#x434;&#x435;&#x43D;&#x438;&#x435; &#x432; &#x441;&#x43A;&#x432;&#x43E;&#x437;&#x43D;&#x443;&#x44E; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x443;: &#x43A;&#x430;&#x43A; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x443; &#x43F;&#x435;&#x440;&#x435;&#x441;&#x442;&#x430;&#x442;&#x44C; &#x442;&#x435;&#x440;&#x44F;&#x442;&#x44C; &#x434;&#x435;&#x43D;&#x44C;&#x433;&#x438; &#x43D;&#x430; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x435; &#x438; &#x441;&#x434;&#x435;&#x43B;&#x430;&#x442;&#x44C; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x443;&#x43F;&#x440;&#x430;&#x432;&#x43B;&#x44F;&#x435;&#x43C;&#x44B;&#x43C;" loading="lazy" width="625" height="624" srcset="https://smartis.bi/know-how/content/images/size/w600/2026/02/dwh.png 600w, https://smartis.bi/know-how/content/images/2026/02/dwh.png 625w"></figure><p><strong>1. <strong><strong>&#x421;&#x431;&#x43E;&#x440; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445;</strong></strong></strong></p><p>&#x41F;&#x435;&#x440;&#x432;&#x44B;&#x439; &#x44D;&#x442;&#x430;&#x43F; &#x2013; &#x441;&#x43E;&#x431;&#x440;&#x430;&#x442;&#x44C; &#x438;&#x43D;&#x444;&#x43E;&#x440;&#x43C;&#x430;&#x446;&#x438;&#x44E; &#x43E; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430;&#x445; &#x438;&#x437; &#x432;&#x441;&#x435;&#x445; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A;&#x43E;&#x432; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;: &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;, &#x441;&#x430;&#x439;&#x442;&#x43E;&#x432;, &#x43C;&#x435;&#x434;&#x438;&#x430;&#x43F;&#x43B;&#x430;&#x43D;&#x44B; &#x438; &#x440;&#x430;&#x441;&#x445;&#x43E;&#x434;&#x44B;, &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x44F;, CRM &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435;, &#x43F;&#x43B;&#x430;&#x43D;&#x43E;&#x432;&#x44B;&#x435; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x438;. &#x41F;&#x440;&#x438; &#x44D;&#x442;&#x43E;&#x43C; &#x432;&#x430;&#x436;&#x43D;&#x43E;, &#x447;&#x442;&#x43E;&#x431;&#x44B; &#x44D;&#x442;&#x438; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x431;&#x44B;&#x43B;&#x438; &#x441;&#x442;&#x430;&#x43D;&#x434;&#x430;&#x440;&#x442;&#x438;&#x437;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43D;&#x44B; &#x438; &#x430;&#x43A;&#x442;&#x443;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;. &#x422;&#x43E;&#x433;&#x434;&#x430; &#x443; &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x44B; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x430; &#x431;&#x443;&#x434;&#x435;&#x442; &#x43E;&#x43F;&#x435;&#x440;&#x430;&#x442;&#x438;&#x432;&#x43D;&#x44B;&#x439; &#x434;&#x43E;&#x441;&#x442;&#x443;&#x43F; &#x43A; &#x438;&#x43D;&#x444;&#x43E;&#x440;&#x43C;&#x430;&#x446;&#x438;&#x438;.</p><p><strong>2. <strong><strong>&#x41E;&#x431;&#x43E;&#x433;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x435;</strong></strong></strong></p><p>&#x421;&#x443;&#x442;&#x44C; &#x432; &#x442;&#x43E;&#x43C;, &#x447;&#x442;&#x43E;&#x431;&#x44B; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435;, &#x441;&#x43E;&#x431;&#x440;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x438;&#x437; &#x440;&#x430;&#x437;&#x43D;&#x44B;&#x445; &#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;, &#x43D;&#x430;&#x445;&#x43E;&#x434;&#x438;&#x43B;&#x438;&#x441;&#x44C; &#x432; &#x441;&#x432;&#x44F;&#x437;&#x43A;&#x435; &#x438; &#x434;&#x43E;&#x43F;&#x43E;&#x43B;&#x43D;&#x44F;&#x43B;&#x438; &#x434;&#x440;&#x443;&#x433; &#x434;&#x440;&#x443;&#x433;&#x430;. &#x413;&#x43B;&#x430;&#x432;&#x43D;&#x430;&#x44F; &#x446;&#x435;&#x43B;&#x44C; &#x2013; &#x43F;&#x43E;&#x441;&#x442;&#x440;&#x43E;&#x438;&#x442;&#x44C; &#x43A;&#x430;&#x440;&#x442;&#x443; &#x43F;&#x443;&#x442;&#x438; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; (CJM) &#x438; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432;&#x441;&#x435; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x435; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F; &#x43D;&#x430; &#x43F;&#x443;&#x442;&#x438; &#x43A; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x435; &#x432; &#x43E;&#x434;&#x43D;&#x43E;&#x43C; &#x43C;&#x435;&#x441;&#x442;&#x435;.</p><p><strong>3. <strong><strong>&#x410;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x430;</strong></strong></strong></p><p>&#x41F;&#x43E;&#x441;&#x43B;&#x435; &#x442;&#x43E;&#x433;&#x43E;, &#x43A;&#x430;&#x43A; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x441;&#x43E;&#x431;&#x440;&#x430;&#x43D;&#x44B;, &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x43F;&#x440;&#x438;&#x441;&#x442;&#x443;&#x43F;&#x430;&#x442;&#x44C; &#x43A; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x437;&#x443;. &#x423; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430; &#x435;&#x441;&#x442;&#x44C; &#x43C;&#x43D;&#x43E;&#x433;&#x43E; &#x442;&#x43E;&#x447;&#x435;&#x43A; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F; &#x441; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x43E;&#x43C;, &#x43F;&#x43E;&#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x432;&#x430;&#x436;&#x43D;&#x43E; &#x438;&#x43C;&#x435;&#x442;&#x44C; &#x432;&#x43E;&#x437;&#x43C;&#x43E;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x441;&#x43C;&#x43E;&#x442;&#x440;&#x435;&#x442;&#x44C; &#x43D;&#x430; &#x43D;&#x438;&#x445; &#x43F;&#x43E;&#x434; &#x440;&#x430;&#x437;&#x43D;&#x44B;&#x43C; &#x443;&#x433;&#x43B;&#x43E;&#x43C; &#x438; &#x43E;&#x446;&#x435;&#x43D;&#x438;&#x432;&#x430;&#x442;&#x44C; &#x438;&#x445; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43D;&#x430; &#x440;&#x430;&#x437;&#x43D;&#x44B;&#x445; &#x44D;&#x442;&#x430;&#x43F;&#x430;&#x445; &#x432;&#x43E;&#x440;&#x43E;&#x43D;&#x43A;&#x438; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;. &#x421; &#x44D;&#x442;&#x438;&#x43C; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x430;&#x44E;&#x442; &#x43C;&#x43E;&#x434;&#x435;&#x43B;&#x438; &#x430;&#x442;&#x440;&#x438;&#x431;&#x443;&#x446;&#x438;&#x438; &#x2013; &#x43E;&#x43D;&#x438; &#x43E;&#x446;&#x435;&#x43D;&#x438;&#x432;&#x430;&#x44E;&#x442; &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x435; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B; &#x441; &#x440;&#x430;&#x437;&#x43D;&#x44B;&#x445; &#x441;&#x442;&#x43E;&#x440;&#x43E;&#x43D; &#x2013; &#x43F;&#x435;&#x440;&#x432;&#x43E;&#x435;/&#x43F;&#x43E;&#x441;&#x43B;&#x435;&#x434;&#x43D;&#x435;&#x435; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x435;, &#x43B;&#x438;&#x43D;&#x435;&#x439;&#x43D;&#x43E;&#x435; &#x440;&#x430;&#x441;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x435;&#x43D;&#x438;&#x435;, &#x43D;&#x435; &#x43F;&#x435;&#x440;&#x432;&#x43E;&#x435; &#x438; &#x43D;&#x435; &#x43F;&#x43E;&#x441;&#x43B;&#x435;&#x434;&#x43D;&#x435;&#x435; &#x438; &#x434;&#x440;&#x443;&#x433;&#x438;&#x435;. &#x41A; &#x441;&#x43B;&#x43E;&#x432;&#x443;, &#x432; Smartis &#x442;&#x430;&#x43A;&#x438;&#x445; &#x43C;&#x43E;&#x434;&#x435;&#x43B;&#x435;&#x439; 12. </p><p><strong>4. <strong><strong>&#x410;&#x43A;&#x442;&#x438;&#x432;&#x430;&#x446;&#x438;&#x44F;</strong></strong></strong></p><p>&#x410;&#x43A;&#x442;&#x438;&#x432;&#x430;&#x446;&#x438;&#x44F; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445; &#x2014; &#x44D;&#x442;&#x43E; &#x43F;&#x43E;&#x432;&#x442;&#x43E;&#x440;&#x43D;&#x43E;&#x435; &#x438;&#x441;&#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x43D;&#x438;&#x435; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445; &#x43E; &#x43F;&#x43E;&#x442;&#x435;&#x43D;&#x446;&#x438;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x445; &#x438; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x445; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430;&#x445;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x431;&#x44B;&#x43B;&#x438; &#x441;&#x43E;&#x431;&#x440;&#x430;&#x43D;&#x44B; &#x440;&#x430;&#x43D;&#x435;&#x435;. &#x421;&#x435;&#x440;&#x432;&#x438;&#x441; &#x441;&#x43A;&#x432;&#x43E;&#x437;&#x43D;&#x43E;&#x439; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x438; &#x434;&#x430;&#x435;&#x442; &#x432;&#x43E;&#x437;&#x43C;&#x43E;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x441;&#x43E;&#x431;&#x440;&#x430;&#x442;&#x44C; &#x430;&#x443;&#x434;&#x438;&#x442;&#x43E;&#x440;&#x438;&#x438; &#x438; &#x43E;&#x442;&#x43F;&#x440;&#x430;&#x432;&#x438;&#x442;&#x44C; &#x432;&#x43E;&#x432;&#x43D;&#x435; &#x2013; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x414;&#x438;&#x440;&#x435;&#x43A;&#x442; &#x438;&#x43B;&#x438; MyTarget, &#x43D;&#x430;&#x439;&#x442;&#x438; &#x43F;&#x43E;&#x445;&#x43E;&#x436;&#x443;&#x44E; &#x430;&#x443;&#x434;&#x438;&#x442;&#x43E;&#x440;&#x438;&#x44E;, &#x443;&#x441;&#x438;&#x43B;&#x438;&#x442;&#x44C; &#x441;&#x442;&#x430;&#x432;&#x43A;&#x438; &#x43D;&#x430; &#x43A;&#x43E;&#x43D;&#x43A;&#x440;&#x435;&#x442;&#x43D;&#x44B;&#x435; &#x441;&#x435;&#x433;&#x43C;&#x435;&#x43D;&#x442;&#x44B;, &#x43C;&#x438;&#x43D;&#x443;&#x441;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x430;&#x443;&#x434;&#x438;&#x442;&#x43E;&#x440;&#x438;&#x44E;, &#x43E;&#x431;&#x443;&#x447;&#x430;&#x442;&#x44C; &#x43A;&#x430;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#x438; &#x43F;&#x440;&#x43E;&#x447;&#x435;&#x435;. &#x411;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x430; &#x441;&#x442;&#x430;&#x43D;&#x43E;&#x432;&#x438;&#x442;&#x441;&#x44F; &#x435;&#x449;&#x435; &#x431;&#x43E;&#x43B;&#x435;&#x435; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x439;.<br></p><blockquote><em>&#x417;&#x430; &#x445;&#x440;&#x430;&#x43D;&#x435;&#x43D;&#x438;&#x435; &#x438; &#x443;&#x43F;&#x440;&#x430;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x435; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x43C;&#x438; &#x43E;&#x442;&#x432;&#x435;&#x447;&#x430;&#x435;&#x442; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x43E;&#x432;&#x43E;&#x435; DWH &#x2013; &#x445;&#x440;&#x430;&#x43D;&#x438;&#x43B;&#x438;&#x449;&#x435; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445;. &#x411;&#x43E;&#x43B;&#x435;&#x435; &#x43F;&#x43E;&#x434;&#x440;&#x43E;&#x431;&#x43D;&#x43E; &#x43E; &#x442;&#x43E;&#x43C;, &#x43A;&#x430;&#x43A; &#x43E;&#x43D;&#x43E; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x430;&#x435;&#x442; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x443; &#x438; &#x43A;&#x430;&#x43A; &#x44D;&#x442;&#x438; 4 &#x43F;&#x443;&#x43D;&#x43A;&#x442;&#x430; &#x440;&#x435;&#x430;&#x43B;&#x438;&#x437;&#x443;&#x44E;&#x442;&#x441;&#x44F; &#x432; Smartis &#x2013; &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x43F;&#x43E;&#x447;&#x438;&#x442;&#x430;&#x442;&#x44C; </em><a href="https://smartis.bi/know-how/kak-podchinit-siebie-dannyie-ili-zachiem-zastroishchiku-markietinghovoie-dwh/"><em>&#x432; &#x44D;&#x442;&#x43E;&#x439; &#x441;&#x442;&#x430;&#x442;&#x44C;&#x435;</em></a><em>.</em></blockquote><h2 id="%D0%B2%D0%BE%D0%B7%D0%BC%D0%BE%D0%B6%D0%BD%D0%BE%D1%81%D1%82%D0%B8-%D0%BA%D0%BE%D1%82%D0%BE%D1%80%D1%8B%D0%B5-%D0%B4%D0%B5%D0%BB%D0%B0%D1%8E%D1%82-%D1%81%D0%BA%D0%B2%D0%BE%D0%B7%D0%BD%D1%83%D1%8E-%D0%B0%D0%BD%D0%B0%D0%BB%D0%B8%D1%82%D0%B8%D0%BA%D1%83-%D0%B1%D0%BE%D0%BB%D0%B5%D0%B5-%D0%BF%D0%BE%D0%BB%D0%BD%D0%BE%D0%B9">&#x412;&#x43E;&#x437;&#x43C;&#x43E;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x438;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x434;&#x435;&#x43B;&#x430;&#x44E;&#x442; &#x441;&#x43A;&#x432;&#x43E;&#x437;&#x43D;&#x443;&#x44E; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x443; &#x431;&#x43E;&#x43B;&#x435;&#x435; &#x43F;&#x43E;&#x43B;&#x43D;&#x43E;&#x439;</h2><ul><li><strong><strong><strong>Person-based &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x430;</strong></strong></strong></li></ul><p>&#x410;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x430; &#x441;&#x442;&#x440;&#x43E;&#x438;&#x442;&#x441;&#x44F; &#x43D;&#x435; &#x432;&#x43E;&#x43A;&#x440;&#x443;&#x433; &#x441;&#x435;&#x441;&#x441;&#x438;&#x439; &#x43D;&#x430; &#x441;&#x430;&#x439;&#x442;&#x435;, &#x443;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x441;&#x442;&#x432; &#x438;&#x43B;&#x438; &#x43D;&#x43E;&#x43C;&#x435;&#x440;&#x43E;&#x432; &#x442;&#x435;&#x43B;&#x435;&#x444;&#x43E;&#x43D;&#x430;, &#x430; <strong>&#x432;&#x43E;&#x43A;&#x440;&#x443;&#x433; &#x447;&#x435;&#x43B;&#x43E;&#x432;&#x435;&#x43A;&#x430;</strong>. &#x418;&#x43D;&#x444;&#x43E;&#x440;&#x43C;&#x430;&#x446;&#x438;&#x44F; &#x43E; &#x432;&#x441;&#x435;&#x445; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F;&#x445; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x44F; (&#x432;&#x43A;&#x43B;&#x44E;&#x447;&#x430;&#x44F; &#x447;&#x43B;&#x435;&#x43D;&#x43E;&#x432; &#x43E;&#x434;&#x43D;&#x43E;&#x433;&#x43E; &#x434;&#x43E;&#x43C;&#x43E;&#x445;&#x43E;&#x437;&#x44F;&#x439;&#x441;&#x442;&#x432;&#x430;) &#x441;&#x43A;&#x43B;&#x435;&#x438;&#x432;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x432; &#x43E;&#x434;&#x43D;&#x443; &#x43F;&#x435;&#x440;&#x441;&#x43E;&#x43D;&#x443; &#x438; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x435;&#x442; &#x43F;&#x443;&#x442;&#x44C; &#x434;&#x43E; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x446;&#x435;&#x43B;&#x438;&#x43A;&#x43E;&#x43C;.</p><ul><li><strong><strong><strong>Post-view &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x430;</strong></strong></strong></li></ul><p>&#x424;&#x438;&#x43A;&#x441;&#x438;&#x440;&#x443;&#x435;&#x442; &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x44B; &#x43E;&#x445;&#x432;&#x430;&#x442;&#x43D;&#x43E;&#x439; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B;, &#x434;&#x430;&#x436;&#x435; &#x435;&#x441;&#x43B;&#x438; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x44C; &#x43F;&#x43E; &#x43D;&#x435;&#x439; &#x43D;&#x435; &#x43A;&#x43B;&#x438;&#x43A;&#x43D;&#x443;&#x43B;. &#x417;&#x430;&#x442;&#x435;&#x43C; &#x441;&#x432;&#x44F;&#x437;&#x44B;&#x432;&#x430;&#x435;&#x442; &#x44D;&#x442;&#x43E;&#x442; &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440; &#x441;&#x43E; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x43E;&#x439; &#x438; &#x442;&#x435;&#x43C; &#x441;&#x430;&#x43C;&#x44B;&#x43C; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x435;&#x442;, &#x432; &#x43A;&#x430;&#x43A;&#x438;&#x445; &#x446;&#x435;&#x43F;&#x43E;&#x447;&#x43A;&#x430;&#x445; &#x43E;&#x445;&#x432;&#x430;&#x442;&#x43D;&#x44B;&#x439; &#x43A;&#x430;&#x43D;&#x430;&#x43B; &#x43F;&#x440;&#x438;&#x43D;&#x438;&#x43C;&#x430;&#x43B; &#x443;&#x447;&#x430;&#x441;&#x442;&#x438;&#x435;. &#x41E;&#x43D;&#x430; &#x442;&#x430;&#x43A;&#x436;&#x435; &#x440;&#x435;&#x448;&#x430;&#x435;&#x442; &#x43F;&#x440;&#x43E;&#x431;&#x43B;&#x435;&#x43C;&#x443; &#xAB;&#x441;&#x430;&#x43C;&#x43E;&#x445;&#x43E;&#x434;&#x43E;&#x432;&#xBB; &#x438; &#x43F;&#x43E;&#x437;&#x432;&#x43E;&#x43B;&#x44F;&#x435;&#x442; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x43E;&#x442;&#x43B;&#x43E;&#x436;&#x435;&#x43D;&#x43D;&#x44B;&#x439; &#x441;&#x43F;&#x440;&#x43E;&#x441;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x433;&#x435;&#x43D;&#x435;&#x440;&#x438;&#x440;&#x443;&#x435;&#x442; &#x43E;&#x445;&#x432;&#x430;&#x442;&#x43D;&#x430;&#x44F; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x430;.</p><p>&#x412; Smartis &#x435;&#x441;&#x442;&#x44C; &#x441;&#x43E;&#x431;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x44B;&#x439; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x439; &#x43F;&#x438;&#x43A;&#x441;&#x435;&#x43B;&#x44C; &#x434;&#x43B;&#x44F; &#x440;&#x430;&#x437;&#x43C;&#x435;&#x442;&#x43A;&#x438; &#x43E;&#x445;&#x432;&#x430;&#x442;&#x43D;&#x43E;&#x439; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B; &#x43D;&#x430; &#x441;&#x442;&#x43E;&#x440;&#x43E;&#x43D;&#x43D;&#x438;&#x445; &#x441;&#x430;&#x439;&#x442;&#x430;&#x445;.</p><blockquote><em>Post-view &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x430; &#x43E;&#x442;&#x43E;&#x431;&#x440;&#x430;&#x436;&#x430;&#x435;&#x442; &#x432; &#x442;&#x43E;&#x43C; &#x447;&#x438;&#x441;&#x43B;&#x435; &#x43E;&#x442;&#x43A;&#x440;&#x44B;&#x442;&#x438;&#x44F; &#x43F;&#x438;&#x441;&#x435;&#x43C; &#x438; SMS, &#x430; &#x442;&#x430;&#x43A;&#x436;&#x435; &#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x438;&#x44F; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x43D;&#x430; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x430;&#x445; &#x2013; &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x44B; &#x43A;&#x430;&#x440;&#x442;&#x43E;&#x447;&#x435;&#x43A;, &#x434;&#x43E;&#x431;&#x430;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x435; &#x432; &#x438;&#x437;&#x431;&#x440;&#x430;&#x43D;&#x43D;&#x43E;&#x435;, &#x43A;&#x43B;&#x438;&#x43A; &#x43D;&#x430; &#x43F;&#x43E;&#x43A;&#x430;&#x437; &#x43D;&#x43E;&#x43C;&#x435;&#x440;&#x430;.</em></blockquote><ul><li><strong><strong><strong>&#x41E;&#x442;&#x440;&#x430;&#x441;&#x43B;&#x435;&#x432;&#x44B;&#x435; &#x438;&#x43D;&#x442;&#x435;&#x433;&#x440;&#x430;&#x446;&#x438;&#x438;</strong></strong></strong></li></ul><p>&#x421;&#x442;&#x430;&#x43D;&#x434;&#x430;&#x440;&#x442;&#x43D;&#x44B;&#x435; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x435; &#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;&#x44B; &#x43D;&#x435; &#x43C;&#x43E;&#x433;&#x443;&#x442; &#x43F;&#x43E;&#x43B;&#x443;&#x447;&#x430;&#x442;&#x44C; &#x43F;&#x43E;&#x43B;&#x43D;&#x44B;&#x435; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x441; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x43E;&#x432;. &#x42D;&#x43A;&#x441;&#x43A;&#x43B;&#x44E;&#x437;&#x438;&#x432;&#x43D;&#x44B;&#x435; &#x438;&#x43D;&#x442;&#x435;&#x433;&#x440;&#x430;&#x446;&#x438;&#x438; Smartis &#x441; &#x426;&#x438;&#x430;&#x43D;, &#x410;&#x432;&#x438;&#x442;&#x43E;, &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; (&#x432; &#x442;&#x43E;&#x43C; &#x447;&#x438;&#x441;&#x43B;&#x435; &#x438; &#x432; &#x43C;&#x43E;&#x431;&#x438;&#x43B;&#x44C;&#x43D;&#x44B;&#x445; &#x43F;&#x440;&#x438;&#x43B;&#x43E;&#x436;&#x435;&#x43D;&#x438;&#x44F;&#x445;) &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x430;&#x44E;&#x442; &#x441;&#x43E;&#x435;&#x434;&#x438;&#x43D;&#x44F;&#x442;&#x44C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x435; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x438; &#x441; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x43C;&#x438; &#x43E;&#x431;&#x44A;&#x44F;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x439; &#x438; &#x434;&#x440;&#x443;&#x433;&#x438;&#x43C;&#x438; &#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x438;&#x44F;&#x43C;&#x438; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x435;&#x439; &#x43D;&#x430; &#x44D;&#x442;&#x438;&#x445; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x430;&#x445;.</p><p>&#x41A;&#x440;&#x43E;&#x43C;&#x435; &#x442;&#x43E;&#x433;&#x43E;, &#x432; Smartis &#x435;&#x441;&#x442;&#x44C; &#x438;&#x43D;&#x442;&#x435;&#x433;&#x440;&#x430;&#x446;&#x438;&#x438; &#x441; 50+ &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x43C;&#x438; &#x43F;&#x43B;&#x430;&#x442;&#x444;&#x43E;&#x440;&#x43C;&#x430;&#x43C;&#x438;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x434;&#x43E;&#x441;&#x442;&#x443;&#x43F;&#x43D;&#x44B; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x44F;&#x43C; &#xAB;&#x438;&#x437; &#x43A;&#x43E;&#x440;&#x43E;&#x431;&#x43A;&#x438;&#xBB;, &#x431;&#x435;&#x437; &#x43D;&#x435;&#x43E;&#x431;&#x445;&#x43E;&#x434;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x43F;&#x440;&#x438;&#x432;&#x43B;&#x435;&#x43A;&#x430;&#x442;&#x44C; &#x440;&#x430;&#x437;&#x440;&#x430;&#x431;&#x43E;&#x442;&#x447;&#x438;&#x43A;&#x43E;&#x432;.</p><ul><li><strong><strong><strong>&#x422;&#x435;&#x445;&#x43D;&#x43E;&#x43B;&#x43E;&#x433;&#x438;&#x438; &#x43C;&#x430;&#x442;&#x447;&#x438;&#x43D;&#x433;&#x430;</strong></strong></strong></li></ul><p>&#x41C;&#x430;&#x442;&#x447;&#x438;&#x43D;&#x433; &#x2013; &#x434;&#x43E;&#x43B;&#x44F; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x441; &#x438;&#x437;&#x432;&#x435;&#x441;&#x442;&#x43D;&#x44B;&#x43C; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x43C; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A;&#x43E;&#x43C;. &#x41C;&#x44B; &#x438;&#x441;&#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x443;&#x435;&#x43C; &#x446;&#x438;&#x444;&#x440;&#x43E;&#x432;&#x44B;&#x435; &#x43F;&#x430;&#x441;&#x43F;&#x43E;&#x440;&#x442;&#x430;, cross-device, &#x431;&#x430;&#x437;&#x44B; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x445; &#x43D;&#x43E;&#x43C;&#x435;&#x440;&#x43E;&#x432;, ROPO-&#x43C;&#x430;&#x442;&#x447;&#x438;&#x43D;&#x433; &#x438; &#x434;&#x440;&#x443;&#x433;&#x438;&#x435; &#x442;&#x435;&#x445;&#x43D;&#x43E;&#x43B;&#x43E;&#x433;&#x438;&#x438;. &#x42D;&#x442;&#x438; &#x438;&#x43D;&#x441;&#x442;&#x440;&#x443;&#x43C;&#x435;&#x43D;&#x442;&#x44B; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x430;&#x44E;&#x442; &#x43E;&#x446;&#x438;&#x444;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x43F;&#x443;&#x442;&#x44C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x438; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x43A;&#x430;&#x43A; &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x440;&#x438;&#x432;&#x435;&#x43B;&#x438; &#x43A; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x435;.</p><ul><li><strong>&#x41C;&#x43E;&#x434;&#x435;&#x43B;&#x438; &#x430;&#x442;&#x440;&#x438;&#x431;&#x443;&#x446;&#x438;&#x438;</strong></li></ul><p>&#x41E;&#x43D;&#x438; &#x43F;&#x43E;&#x437;&#x432;&#x43E;&#x43B;&#x44F;&#x44E;&#x442; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x43A;&#x430;&#x436;&#x434;&#x43E;&#x433;&#x43E; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x430; &#x43D;&#x430; &#x440;&#x430;&#x437;&#x43D;&#x44B;&#x445; &#x44D;&#x442;&#x430;&#x43F;&#x430;&#x445; &#x432;&#x43E;&#x440;&#x43E;&#x43D;&#x43A;&#x438;. &#x412; &#x437;&#x430;&#x432;&#x438;&#x441;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x43E;&#x442; &#x437;&#x430;&#x434;&#x430;&#x447;&#x438; &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x43F;&#x43E;&#x43D;&#x44F;&#x442;&#x44C;, &#x43A;&#x430;&#x43A;&#x43E;&#x439; &#x43A;&#x430;&#x43D;&#x430;&#x43B; &#x441;&#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x43B; &#x43D;&#x430; &#x43F;&#x435;&#x440;&#x432;&#x438;&#x447;&#x43D;&#x44B;&#x439; &#x438;&#x43D;&#x442;&#x435;&#x440;&#x435;&#x441;, &#x43A;&#x430;&#x43A;&#x43E;&#x439; &#x43F;&#x43E;&#x43C;&#x43E;&#x433; &#x437;&#x430;&#x43A;&#x440;&#x44B;&#x442;&#x44C; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443;, &#x430; &#x43A;&#x430;&#x43A;&#x438;&#x435; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x44B; &#x43B;&#x435;&#x436;&#x430;&#x43B;&#x438; &#x43D;&#x430; &#x432;&#x441;&#x435;&#x43C; &#x43F;&#x443;&#x442;&#x438; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430;.</p><h2 id="%D0%B8%D1%82%D0%BE%D0%B3-%D1%87%D1%82%D0%BE-%D0%B4%D0%B0%D0%B5%D1%82-%D0%B7%D0%B0%D1%81%D1%82%D1%80%D0%BE%D0%B9%D1%89%D0%B8%D0%BA%D1%83-%D1%81%D0%BA%D0%B2%D0%BE%D0%B7%D0%BD%D0%B0%D1%8F-%D0%B0%D0%BD%D0%B0%D0%BB%D0%B8%D1%82%D0%B8%D0%BA%D0%B0">&#x418;&#x442;&#x43E;&#x433;: &#x447;&#x442;&#x43E; &#x434;&#x430;&#x435;&#x442; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x443; &#x441;&#x43A;&#x432;&#x43E;&#x437;&#x43D;&#x430;&#x44F; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x430;<br></h2><ol><li>&#x41F;&#x43E;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x435;&#x442; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x435; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A;&#x438;, &#x438;&#x437; &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x445; &#x444;&#x43E;&#x440;&#x43C;&#x438;&#x440;&#x443;&#x44E;&#x442;&#x441;&#x44F; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x438; &#x43F;&#x43E;&#x43B;&#x43D;&#x44B;&#x439; &#x43F;&#x443;&#x442;&#x44C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430;.</li><li>&#x41D;&#x430;&#x445;&#x43E;&#x434;&#x438;&#x442; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A;&#x438; &#x441;&#x430;&#x43C;&#x43E;&#x445;&#x43E;&#x434;&#x43E;&#x432; &#x438; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x435; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A;&#x438; &#x431;&#x440;&#x43E;&#x43A;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;.</li><li>&#x41F;&#x43E;&#x43C;&#x43E;&#x433;&#x430;&#x435;&#x442; &#x433;&#x440;&#x430;&#x43C;&#x43E;&#x442;&#x43D;&#x43E; &#x440;&#x430;&#x441;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x438;&#x442;&#x44C; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x439; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442; &#x438; &#x438;&#x43D;&#x432;&#x435;&#x441;&#x442;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x432; &#x442;&#x435; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x435; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x44B;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x443;&#x447;&#x430;&#x441;&#x442;&#x432;&#x443;&#x44E;&#x442; &#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x430;&#x445;.</li><li>&#x41F;&#x43E;&#x43C;&#x43E;&#x433;&#x430;&#x435;&#x442; &#x43E;&#x43F;&#x442;&#x438;&#x43C;&#x438;&#x437;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x414;&#x420;&#x420;.</li><li>&#x41E;&#x442;&#x43A;&#x440;&#x44B;&#x432;&#x430;&#x435;&#x442; &#x43F;&#x435;&#x440;&#x441;&#x43F;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x44B;&#x435; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x435; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x44B;, &#x431;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x447;&#x435;&#x43C;&#x443; &#x43F;&#x43E;&#x44F;&#x432;&#x43B;&#x44F;&#x435;&#x442;&#x441;&#x44F; &#x432;&#x43E;&#x437;&#x43C;&#x43E;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x432;&#x430;&#x442;&#x44C; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;&#x438; &#x438; &#x43C;&#x430;&#x441;&#x448;&#x442;&#x430;&#x431;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x431;&#x438;&#x437;&#x43D;&#x435;&#x441;.<br></li></ol><p><strong>&#x420;&#x435;&#x437;&#x443;&#x43B;&#x44C;&#x442;&#x430;&#x442;&#x44B;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x43E;&#x43B;&#x443;&#x447;&#x430;&#x44E;&#x442; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x438;, &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x443;&#x44E;&#x449;&#x438;&#x435;&#x441;&#x44F; &#x441;&#x43A;&#x432;&#x43E;&#x437;&#x43D;&#x43E;&#x439; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x43E;&#x439;</strong></p><p><a href="https://smartis.bi/know-how/kak-pravilnaia-rabota-s-miediinoi-rieklamoi-pomoghaiet-uvidiet-v-15-raz-bolshie-sdielok-kieis-setl/"><strong>Setl Group</strong></a><strong> &#xA0;&#x2014; &#xA0;&#x443;&#x432;&#x438;&#x434;&#x435;&#x43B;&#x438; &#x432; 15 &#x440;&#x430;&#x437; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x441; &#x43C;&#x435;&#x434;&#x438;&#x439;&#x43D;&#x43E;&#x439; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B;</strong></p><p>&#x41E;&#x441;&#x43D;&#x43E;&#x432;&#x43D;&#x430;&#x44F; &#x43F;&#x440;&#x43E;&#x431;&#x43B;&#x435;&#x43C;&#x430; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430; &#x431;&#x44B;&#x43B;&#x430; &#x432; &#x442;&#x43E;&#x43C;, &#x447;&#x442;&#x43E; &#x43F;&#x440;&#x435;&#x436;&#x43D;&#x438;&#x435; &#x438;&#x43D;&#x441;&#x442;&#x440;&#x443;&#x43C;&#x435;&#x43D;&#x442;&#x44B; &#x43D;&#x435; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x43B;&#x438; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x43E;&#x439; &#x441;&#x432;&#x44F;&#x437;&#x438; &#x43C;&#x435;&#x434;&#x438;&#x439;&#x43D;&#x43E;&#x439; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B; &#x441;&#x43E; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x430;&#x43C;&#x438;. &#x41F;&#x43E;&#x441;&#x43B;&#x435; &#x432;&#x43D;&#x435;&#x434;&#x440;&#x435;&#x43D;&#x438;&#x44F; &#x441;&#x43A;&#x432;&#x43E;&#x437;&#x43D;&#x43E;&#x439; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x438; &#x441; &#x442;&#x435;&#x445;&#x43D;&#x43E;&#x43B;&#x43E;&#x433;&#x438;&#x435;&#x439; post-view &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x430; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x430; &#x443;&#x432;&#x438;&#x434;&#x435;&#x43B;&#x430; &#x432; 15 &#x440;&#x430;&#x437; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x441; &#x443;&#x447;&#x430;&#x441;&#x442;&#x438;&#x435;&#x43C; &#x43E;&#x445;&#x432;&#x430;&#x442;&#x43D;&#x43E;&#x439; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B;. &#x42D;&#x442;&#x43E; &#x43F;&#x43E;&#x437;&#x432;&#x43E;&#x43B;&#x438;&#x43B;&#x43E; &#x434;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x44C; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x430; &#x438; &#x43F;&#x440;&#x438;&#x43D;&#x438;&#x43C;&#x430;&#x442;&#x44C; &#x432;&#x437;&#x432;&#x435;&#x448;&#x435;&#x43D;&#x43D;&#x44B;&#x435; &#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x44F; &#x43F;&#x43E; &#x435;&#x433;&#x43E; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43D;&#x438;&#x44E;.</p><p><a href="https://smartis.bi/know-how/kak-gals-dievielopmient-izmienil-podkhod-k-miediaplanirovaniiu-i-snizil-stoimost-obrashchieniia-v-1-6-raz/"><strong>&#x413;&#x430;&#x43B;&#x441;-&#x414;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x43C;&#x435;&#x43D;&#x442;</strong></a><strong> &#xA0;&#x2014; &#x441;&#x43D;&#x438;&#x437;&#x438;&#x43B;&#x438; &#x441;&#x442;&#x43E;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x44F; &#x432; 1,6 &#x440;&#x430;&#x437;&#x430;</strong></p><p>&#x414;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440; &#x43E;&#x446;&#x435;&#x43D;&#x438;&#x432;&#x430;&#x43B; &#x440;&#x435;&#x437;&#x443;&#x43B;&#x44C;&#x442;&#x430;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B; &#x43F;&#x43E; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x44F;&#x43C;, &#x430; &#x43D;&#x435; &#x43F;&#x43E; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x430;&#x43C;, &#x447;&#x442;&#x43E; &#x43C;&#x435;&#x448;&#x430;&#x43B;&#x43E; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E; &#x440;&#x430;&#x441;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x44F;&#x442;&#x44C; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x44B;. &#x421;&#x43A;&#x432;&#x43E;&#x437;&#x43D;&#x430;&#x44F; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x430; Smartis &#x43F;&#x43E;&#x437;&#x432;&#x43E;&#x43B;&#x438;&#x43B;&#x430; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x43F;&#x43E;&#x43B;&#x43D;&#x44B;&#x439; &#x43F;&#x443;&#x442;&#x44C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x438; &#x441;&#x43A;&#x43E;&#x43D;&#x446;&#x435;&#x43D;&#x442;&#x440;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C;&#x441;&#x44F; &#x43D;&#x430; &#x441;&#x430;&#x43C;&#x44B;&#x445; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x44E;&#x449;&#x438;&#x445; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A;&#x430;&#x445;. &#x412; &#x440;&#x435;&#x437;&#x443;&#x43B;&#x44C;&#x442;&#x430;&#x442;&#x435; &#x441;&#x442;&#x43E;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x44F; &#x441;&#x43D;&#x438;&#x437;&#x438;&#x43B;&#x430;&#x441;&#x44C; &#x432; 1,6 &#x440;&#x430;&#x437;&#x430;, &#x430; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A; &#x43F;&#x43E;&#x43B;&#x443;&#x447;&#x438;&#x43B; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x43F;&#x440;&#x438; &#x442;&#x435;&#x445; &#x436;&#x435; &#x437;&#x430;&#x442;&#x440;&#x430;&#x442;&#x430;&#x445;.</p><p><a href="https://smartis.bi/know-how/kak-uvidiet-vliianiie-kazhdogho-kanala-na-sdielki-i-nachat-ekonomit-do-50-biudzhieta-na-prodvizhieniie-kieis-am-dievielopmient/"><strong>&#x410;&#x41C; &#x414;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x43C;&#x435;&#x43D;&#x442;</strong></a><strong> &#xA0;&#x2014; &#xA0;&#x441;&#x44D;&#x43A;&#x43E;&#x43D;&#x43E;&#x43C;&#x438;&#x43B;&#x438; &#x434;&#x43E; 50% &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x43E;&#x433;&#x43E; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x430;</strong></p><p>&#x417;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A; &#x43D;&#x435; &#x432;&#x438;&#x434;&#x435;&#x43B; &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x44F; &#x43A;&#x430;&#x436;&#x434;&#x43E;&#x433;&#x43E; &#x438;&#x437; &#x43C;&#x43D;&#x43E;&#x436;&#x435;&#x441;&#x442;&#x432;&#x430; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432; &#x43D;&#x430; &#x438;&#x442;&#x43E;&#x433;&#x43E;&#x432;&#x44B;&#x435; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;&#x438;. &#x421;&#x43A;&#x432;&#x43E;&#x437;&#x43D;&#x430;&#x44F; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x430; Smartis &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x43B;&#x430; &#x43F;&#x43E;&#x43B;&#x43D;&#x443;&#x44E; &#x43A;&#x430;&#x440;&#x442;&#x438;&#x43D;&#x443; &#x438; &#x432;&#x44B;&#x44F;&#x432;&#x438;&#x43B;&#x430; &#x43D;&#x435;&#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x44B;&#x435; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438;. &#x42D;&#x442;&#x43E; &#x43F;&#x43E;&#x437;&#x432;&#x43E;&#x43B;&#x438;&#x43B;&#x43E; &#x43E;&#x43F;&#x442;&#x438;&#x43C;&#x438;&#x437;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x43C;&#x435;&#x434;&#x438;&#x430;&#x441;&#x43F;&#x43B;&#x438;&#x442; &#x438; &#x44D;&#x43A;&#x43E;&#x43D;&#x43E;&#x43C;&#x438;&#x442;&#x44C; &#x434;&#x43E; 50% &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x430; &#x43D;&#x430; &#x43F;&#x440;&#x43E;&#x434;&#x432;&#x438;&#x436;&#x435;&#x43D;&#x438;&#x435;, &#x43F;&#x435;&#x440;&#x435;&#x440;&#x430;&#x441;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x44F;&#x44F; &#x435;&#x433;&#x43E; &#x43D;&#x430; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x44B;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E; &#x43F;&#x440;&#x438;&#x432;&#x43E;&#x434;&#x44F;&#x442; &#x43A; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x430;&#x43C;.</p>]]></content:encoded></item><item><title><![CDATA[Как data-driven маркетинг помог добиться ТОП-1 продаж в локации: кейс компании «Практика»]]></title><description><![CDATA[<p>&#x415;&#x43A;&#x430;&#x442;&#x435;&#x440;&#x438;&#x43D;&#x431;&#x443;&#x440;&#x433; &#x44F;&#x432;&#x43B;&#x44F;&#x435;&#x442;&#x441;&#x44F; &#x43E;&#x434;&#x43D;&#x438;&#x43C; &#x438;&#x437; &#x441;&#x430;&#x43C;&#x44B;&#x445; &#x43A;&#x43E;&#x43D;&#x43A;&#x443;&#x440;&#x435;&#x43D;&#x442;&#x43D;&#x44B;&#x445; &#x440;&#x44B;&#x43D;&#x43A;&#x43E;&#x432;</p>]]></description><link>https://smartis.bi/know-how/kak-data-driven-markietingh-pomogh-dobitsya-top-1-prodazh-v-lokatsii-kieis-kompanii-praktika/</link><guid isPermaLink="false">696f3017687cf700011695ac</guid><category><![CDATA[Кейсы]]></category><dc:creator><![CDATA[Всеволод Кустенко]]></dc:creator><pubDate>Tue, 20 Jan 2026 08:20:32 GMT</pubDate><media:content url="https://smartis.bi/know-how/content/images/2026/01/praktika.png" medium="image"/><content:encoded><![CDATA[<img src="https://smartis.bi/know-how/content/images/2026/01/praktika.png" alt="&#x41A;&#x430;&#x43A; data-driven &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x43F;&#x43E;&#x43C;&#x43E;&#x433; &#x434;&#x43E;&#x431;&#x438;&#x442;&#x44C;&#x441;&#x44F; &#x422;&#x41E;&#x41F;-1 &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x432; &#x43B;&#x43E;&#x43A;&#x430;&#x446;&#x438;&#x438;: &#x43A;&#x435;&#x439;&#x441; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#xAB;&#x41F;&#x440;&#x430;&#x43A;&#x442;&#x438;&#x43A;&#x430;&#xBB;"><p>&#x415;&#x43A;&#x430;&#x442;&#x435;&#x440;&#x438;&#x43D;&#x431;&#x443;&#x440;&#x433; &#x44F;&#x432;&#x43B;&#x44F;&#x435;&#x442;&#x441;&#x44F; &#x43E;&#x434;&#x43D;&#x438;&#x43C; &#x438;&#x437; &#x441;&#x430;&#x43C;&#x44B;&#x445; &#x43A;&#x43E;&#x43D;&#x43A;&#x443;&#x440;&#x435;&#x43D;&#x442;&#x43D;&#x44B;&#x445; &#x440;&#x44B;&#x43D;&#x43A;&#x43E;&#x432; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x432; &#x420;&#x43E;&#x441;&#x441;&#x438;&#x438;: &#x437;&#x434;&#x435;&#x441;&#x44C; &#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x443;&#x44E;&#x442; 106 &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x43E;&#x432;, &#x430; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x43F;&#x43E;&#x441;&#x442;&#x440;&#x43E;&#x435;&#x43D;&#x43D;&#x44B;&#x445; &#x436;&#x438;&#x43B;&#x44B;&#x445; &#x43A;&#x43E;&#x43C;&#x43F;&#x43B;&#x435;&#x43A;&#x441;&#x43E;&#x432; &#x441;&#x43E;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x44F;&#x435;&#x442; 197. &#x412; &#x442;&#x430;&#x43A;&#x438;&#x445; &#x443;&#x441;&#x43B;&#x43E;&#x432;&#x438;&#x44F;&#x445; &#x443;&#x441;&#x43F;&#x435;&#x448;&#x43D;&#x44B;&#x439; &#x441;&#x442;&#x430;&#x440;&#x442; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x442;&#x440;&#x435;&#x431;&#x443;&#x435;&#x442; &#x43D;&#x435; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x43E;&#x433;&#x43E; &#x43F;&#x440;&#x43E;&#x434;&#x443;&#x43A;&#x442;&#x430;, &#x43D;&#x43E; &#x438; &#x442;&#x43E;&#x447;&#x43D;&#x43E;&#x433;&#x43E; &#x43F;&#x43E;&#x43D;&#x438;&#x43C;&#x430;&#x43D;&#x438;&#x44F; &#x43F;&#x43E;&#x432;&#x435;&#x434;&#x435;&#x43D;&#x438;&#x44F; &#x430;&#x443;&#x434;&#x438;&#x442;&#x43E;&#x440;&#x438;&#x438;, &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432; &#x438; &#x43E;&#x43F;&#x442;&#x438;&#x43C;&#x430;&#x43B;&#x44C;&#x43D;&#x43E;&#x433;&#x43E; &#x440;&#x430;&#x441;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x435;&#x43D;&#x438;&#x44F; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x430;.</p><h2 id="%D0%BE-%D0%BA%D0%BE%D0%BC%D0%BF%D0%B0%D0%BD%D0%B8%D0%B8">&#x41E; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438;</h2><p>&#x41A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44F; &#xAB;&#x41F;&#x440;&#x430;&#x43A;&#x442;&#x438;&#x43A;&#x430;&#xBB; &#x2013; &#x432;&#x445;&#x43E;&#x434;&#x438;&#x442; &#x432; &#x43F;&#x44F;&#x442;&#x435;&#x440;&#x43A;&#x443; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x43E;&#x432; &#x43F;&#x43E; &#x43E;&#x431;&#x44A;&#x435;&#x43C;&#x443; &#x432;&#x432;&#x43E;&#x434;&#x430; &#x436;&#x438;&#x43B;&#x44C;&#x44F; &#x432; &#x421;&#x432;&#x435;&#x440;&#x434;&#x43B;&#x43E;&#x432;&#x441;&#x43A;&#x43E;&#x439; &#x43E;&#x431;&#x43B;&#x430;&#x441;&#x442;&#x438; &#x438; &#x437;&#x430;&#x43D;&#x438;&#x43C;&#x430;&#x435;&#x442; &#x43F;&#x435;&#x440;&#x432;&#x443;&#x44E; &#x441;&#x442;&#x440;&#x43E;&#x447;&#x43A;&#x443; &#x432; &#x442;&#x43E;&#x43F;&#x435; &#x43D;&#x430;&#x438;&#x431;&#x43E;&#x43B;&#x435;&#x435; &#x43F;&#x443;&#x43D;&#x43A;&#x442;&#x443;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x445; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x43E;&#x432; &#x440;&#x435;&#x433;&#x438;&#x43E;&#x43D;&#x430;.</p><h2 id="%D0%B7%D0%B0%D0%B4%D0%B0%D1%87%D0%B0">&#x417;&#x430;&#x434;&#x430;&#x447;&#x430;</h2><p>&#x41D;&#x430; &#x441;&#x442;&#x430;&#x440;&#x442;&#x435; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x434;&#x43E;&#x43B;&#x44F; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x43E;&#x431;&#x44B;&#x447;&#x43D;&#x43E; &#x441;&#x43E;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x44F;&#x435;&#x442; 90%. &#x412;&#x43E; &#x432;&#x440;&#x435;&#x43C;&#x44F; &#x441;&#x442;&#x430;&#x434;&#x438;&#x438; &#x430;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x44B;&#x445; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x434;&#x43E; 65% &#x438; &#x431;&#x43B;&#x438;&#x436;&#x435; &#x43A; &#x432;&#x432;&#x43E;&#x434;&#x443; &#x43F;&#x440;&#x43E;&#x435;&#x43A;&#x442;&#x430; 50%. &#x41F;&#x43E;&#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x43C;&#x43D;&#x43E;&#x433;&#x438;&#x435; &#x432;&#x43B;&#x430;&#x434;&#x435;&#x43B;&#x44C;&#x446;&#x44B; &#x431;&#x438;&#x437;&#x43D;&#x435;&#x441;&#x430; &#x441;&#x43E;&#x43C;&#x43D;&#x435;&#x432;&#x430;&#x44E;&#x442;&#x441;&#x44F; &#x432; &#x442;&#x43E;&#x43C;, &#x43D;&#x443;&#x436;&#x43D;&#x43E; &#x43B;&#x438; &#x43F;&#x440;&#x43E;&#x434;&#x432;&#x438;&#x433;&#x430;&#x442;&#x44C; &#x431;&#x440;&#x435;&#x43D;&#x434; &#x441;&#x43E;&#x431;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x44B;&#x43C;&#x438; &#x441;&#x438;&#x43B;&#x430;&#x43C;&#x438; &#x438; &#x437;&#x430;&#x43F;&#x443;&#x441;&#x43A;&#x430;&#x442;&#x44C; &#x438;&#x43C;&#x438;&#x434;&#x436;&#x435;&#x432;&#x44B;&#x435; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x435; &#x43A;&#x430;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438;, &#x435;&#x441;&#x43B;&#x438; &#x43F;&#x440;&#x43E;&#x434;&#x443;&#x43A;&#x442; &#x432;&#x441;&#x435; &#x440;&#x430;&#x432;&#x43D;&#x43E; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x434;&#x443;&#x442; &#x440;&#x438;&#x44D;&#x43B;&#x442;&#x43E;&#x440;&#x44B;. <br></p><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; data-driven &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x43F;&#x43E;&#x43C;&#x43E;&#x433; &#x434;&#x43E;&#x431;&#x438;&#x442;&#x44C;&#x441;&#x44F; &#x422;&#x41E;&#x41F;-1 &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x432; &#x43B;&#x43E;&#x43A;&#x430;&#x446;&#x438;&#x438;: &#x43A;&#x435;&#x439;&#x441; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#xAB;&#x41F;&#x440;&#x430;&#x43A;&#x442;&#x438;&#x43A;&#x430;&#xBB;" src="https://smartis.bi/know-how/content/images/2026/01/ksenia-pleshkova.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong>&#x41A;&#x441;&#x435;&#x43D;&#x438;&#x44F; &#x41F;&#x43B;&#x435;&#x448;&#x43A;&#x43E;&#x432;&#x430; &#x2013; Ex-&#x43A;&#x43E;&#x43C;&#x43C;&#x435;&#x440;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x439; &#x434;&#x438;&#x440;&#x435;&#x43A;&#x442;&#x43E;&#x440; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#xAB;&#x41F;&#x440;&#x430;&#x43A;&#x442;&#x438;&#x43A;&#x430;&#xBB;</strong></p><blockquote><em>&#x420;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x435;&#x442; &#x43B;&#x438; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x439; &#x43A;&#x430;&#x43D;&#x430;&#x43B; &#x431;&#x435;&#x437; &#x441;&#x438;&#x43B;&#x44B; &#x431;&#x440;&#x435;&#x43D;&#x434;&#x430; &#x438; &#x431;&#x435;&#x437; &#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;&#x44B; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x430;? &#x41C;&#x43E;&#x436;&#x43D;&#x43E; &#x43B;&#x438; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x432;&#x430;&#x442;&#x44C; &#x431;&#x435;&#x437; &#x434;&#x43E;&#x432;&#x435;&#x440;&#x438;&#x44F; &#x43A; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x443; &#x438; &#x438;&#x43D;&#x444;&#x43E;&#x440;&#x43C;&#x430;&#x446;&#x438;&#x438; &#x43E; &#x43F;&#x440;&#x43E;&#x435;&#x43A;&#x442;&#x435;? &#x41D;&#x430; &#x43C;&#x43E;&#x439; &#x432;&#x437;&#x433;&#x43B;&#x44F;&#x434;, &#x430; &#x442;&#x430;&#x43A;&#x436;&#x435; &#x43F;&#x43E; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x43C; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x438; &#x2013; &#x434;&#x430;, &#x43C;&#x43E;&#x436;&#x43D;&#x43E;. &#x41D;&#x43E; &#x446;&#x435;&#x43D;&#x430; &#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x2013; &#x432;&#x440;&#x435;&#x43C;&#x44F;, &#x441;&#x442;&#x43E;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x438; &#x441;&#x442;&#x430;&#x431;&#x438;&#x43B;&#x44C;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x432;&#x430;&#x448;&#x435;&#x433;&#x43E; &#x436;&#x438;&#x43B;&#x43E;&#x433;&#x43E; &#x43A;&#x43E;&#x43C;&#x43F;&#x43B;&#x435;&#x43A;&#x441;&#x430;.</em></blockquote><p>&#x414;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x443; &#x431;&#x44B;&#x43B;&#x43E; &#x43D;&#x435;&#x43E;&#x431;&#x445;&#x43E;&#x434;&#x438;&#x43C;&#x43E; &#x437;&#x430;&#x43F;&#x443;&#x441;&#x442;&#x438;&#x442;&#x44C; &#x416;&#x41A; &#xAB;&#x427;&#x430;&#x430;&#x434;&#x430;&#x435;&#x432;&#xBB; &#x432; &#x441;&#x436;&#x430;&#x442;&#x44B;&#x435; &#x441;&#x440;&#x43E;&#x43A;&#x438; &#x2014; &#x432;&#x441;&#x435;&#x433;&#x43E; &#x437;&#x430; &#x434;&#x432;&#x430; &#x43C;&#x435;&#x441;&#x44F;&#x446;&#x430; &#x440;&#x430;&#x437;&#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x442;&#x44C; &#x43A;&#x43E;&#x43D;&#x446;&#x435;&#x43F;&#x446;&#x438;&#x44E; &#x438; &#x432;&#x44B;&#x439;&#x442;&#x438; &#x43D;&#x430; &#x441;&#x442;&#x430;&#x440;&#x442; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;. &#x41F;&#x440;&#x438; &#x44D;&#x442;&#x43E;&#x43C; &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x430; &#x441;&#x442;&#x43E;&#x43B;&#x43A;&#x43D;&#x443;&#x43B;&#x430;&#x441;&#x44C; &#x441;&#x43E; &#x441;&#x43B;&#x435;&#x434;&#x443;&#x44E;&#x449;&#x438;&#x43C;&#x438; &#x432;&#x44B;&#x437;&#x43E;&#x432;&#x430;&#x43C;&#x438;:</p><ul><li>23 &#x43E;&#x431;&#x44A;&#x435;&#x43A;&#x442;&#x430; &#x43A;&#x43E;&#x43D;&#x43A;&#x443;&#x440;&#x435;&#x43D;&#x442;&#x43E;&#x432; &#x432; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;&#x435; &#x432; &#x43B;&#x43E;&#x43A;&#x430;&#x446;&#x438;&#x438;;</li><li>&#x423;&#x437;&#x43A;&#x430;&#x44F; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x430;&#x44F; &#x430;&#x443;&#x434;&#x438;&#x442;&#x43E;&#x440;&#x438;&#x44F; &#x2013; &#x43F;&#x430;&#x442;&#x440;&#x438;&#x43E;&#x442;&#x44B; &#x440;&#x430;&#x439;&#x43E;&#x43D;&#x430;;</li><li>3 &#x441;&#x442;&#x430;&#x440;&#x442;&#x430; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x432; &#x43B;&#x43E;&#x43A;&#x430;&#x446;&#x438;&#x438; &#x432; &#x44D;&#x442;&#x43E; &#x436;&#x435; &#x432;&#x440;&#x435;&#x43C;&#x44F;;</li><li>&#x41D;&#x430; 18% &#x432;&#x44B;&#x448;&#x435; &#x441;&#x442;&#x43E;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x43A;&#x432;&#x430;&#x434;&#x440;&#x430;&#x442;&#x43D;&#x43E;&#x433;&#x43E; &#x43C;&#x435;&#x442;&#x440;&#x430;, &#x447;&#x435;&#x43C; &#x443; &#x43A;&#x43E;&#x43D;&#x43A;&#x443;&#x440;&#x435;&#x43D;&#x442;&#x43E;&#x432;.</li></ul><p>&#x412;&#x430;&#x436;&#x43D;&#x43E; &#x431;&#x44B;&#x43B;&#x43E; &#x43D;&#x435; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x43F;&#x440;&#x438;&#x432;&#x43B;&#x435;&#x447;&#x44C; &#x43B;&#x438;&#x434;&#x44B;, &#x43D;&#x43E; &#x438; &#x443;&#x434;&#x435;&#x440;&#x436;&#x430;&#x442;&#x44C; &#x432;&#x44B;&#x441;&#x43E;&#x43A;&#x443;&#x44E; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x44E; &#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x43F;&#x440;&#x438; &#x43E;&#x433;&#x440;&#x430;&#x43D;&#x438;&#x447;&#x435;&#x43D;&#x43D;&#x43E;&#x43C; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x435; &#x438; &#x432;&#x440;&#x435;&#x43C;&#x435;&#x43D;&#x438;.</p><h2 id="%D1%80%D0%B5%D1%88%D0%B5%D0%BD%D0%B8%D0%B5">&#x420;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x435;</h2><p>&#x414;&#x43B;&#x44F; &#x442;&#x43E;&#x433;&#x43E;, &#x447;&#x442;&#x43E;&#x431;&#x44B; &#x43E;&#x43F;&#x442;&#x438;&#x43C;&#x438;&#x437;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x441;&#x442;&#x440;&#x430;&#x442;&#x435;&#x433;&#x438;&#x44E; &#x441;&#x442;&#x430;&#x440;&#x442;&#x430; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;, &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x435; &#x43D;&#x443;&#x436;&#x43D;&#x43E; &#x431;&#x44B;&#x43B;&#x43E; &#x43F;&#x440;&#x43E;&#x430;&#x43D;&#x430;&#x43B;&#x438;&#x437;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x438;&#x441;&#x442;&#x43E;&#x440;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x435; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x438; &#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x438;&#x442;&#x44C; &#x43D;&#x430;&#x438;&#x431;&#x43E;&#x43B;&#x435;&#x435; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x44B;&#x435; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x435; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x44B;.</p><p>&#x421; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x44C;&#x44E; Smartis &#x43A;&#x43E;&#x43B;&#x43B;&#x435;&#x433;&#x438; &#x43F;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x435;&#x43B;&#x438; &#x43D;&#x430; &#x441;&#x43B;&#x435;&#x434;&#x443;&#x44E;&#x449;&#x438;&#x435; &#x438;&#x441;&#x442;&#x43E;&#x440;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x435; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435;:</p><ul><li>&#x432;&#x43A;&#x43B;&#x430;&#x434; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432; &#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443;</li></ul><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2026/01/Frame-1560.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; data-driven &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x43F;&#x43E;&#x43C;&#x43E;&#x433; &#x434;&#x43E;&#x431;&#x438;&#x442;&#x44C;&#x441;&#x44F; &#x422;&#x41E;&#x41F;-1 &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x432; &#x43B;&#x43E;&#x43A;&#x430;&#x446;&#x438;&#x438;: &#x43A;&#x435;&#x439;&#x441; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#xAB;&#x41F;&#x440;&#x430;&#x43A;&#x442;&#x438;&#x43A;&#x430;&#xBB;" loading="lazy" width="1164" height="588" srcset="https://smartis.bi/know-how/content/images/size/w600/2026/01/Frame-1560.png 600w, https://smartis.bi/know-how/content/images/size/w1000/2026/01/Frame-1560.png 1000w, https://smartis.bi/know-how/content/images/2026/01/Frame-1560.png 1164w" sizes="(min-width: 720px) 720px"></figure><ul><li>&#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x439; &#x438; &#x441;&#x43A;&#x43E;&#x440;&#x43E;&#x441;&#x442;&#x44C; &#x432;&#x44B;&#x445;&#x43E;&#x434;&#x430; &#x43D;&#x430; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443; &#x2013; &#x438;&#x445; &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x431;&#x44B;&#x442;&#x44C; &#x43E;&#x442; 15 &#x434;&#x43E; 300;</li><li>&#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x438; &#x441;&#x442;&#x43E;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x437;&#x430;&#x44F;&#x432;&#x43E;&#x43A; &#x43F;&#x43E; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x430;&#x43C;.</li></ul><h3 id="%D0%B2%D1%8B%D0%B1%D0%BE%D1%80-%D0%BA%D0%B0%D0%BD%D0%B0%D0%BB%D0%BE%D0%B2-%D0%BA%D0%BE%D0%BC%D0%BC%D1%83%D0%BD%D0%B8%D0%BA%D0%B0%D1%86%D0%B8%D0%B8">&#x412;&#x44B;&#x431;&#x43E;&#x440; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432; &#x43A;&#x43E;&#x43C;&#x43C;&#x443;&#x43D;&#x438;&#x43A;&#x430;&#x446;&#x438;&#x438;</h3><p>&#x414;&#x43B;&#x44F; &#x442;&#x43E;&#x433;&#x43E;, &#x447;&#x442;&#x43E;&#x431;&#x44B; &#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x438;&#x442;&#x44C; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x44B; &#x43F;&#x440;&#x438;&#x432;&#x43B;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x44F; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x43E;&#x432;, &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x430; &#x43F;&#x440;&#x43E;&#x430;&#x43D;&#x430;&#x43B;&#x438;&#x437;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43B;&#x430; &#x437;&#x430;&#x43F;&#x440;&#x43E;&#x441;&#x44B; &#x430;&#x443;&#x434;&#x438;&#x442;&#x43E;&#x440;&#x438;&#x438;, &#x43F;&#x43E;&#x432;&#x435;&#x434;&#x435;&#x43D;&#x438;&#x435; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x435;&#x439; &#x438; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A;&#x430;. </p><p>&#x41D;&#x430; &#x43E;&#x441;&#x43D;&#x43E;&#x432;&#x435; &#x44D;&#x442;&#x43E;&#x433;&#x43E; &#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x438;&#x43B;&#x438; &#x43E;&#x43F;&#x442;&#x438;&#x43C;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x43E;&#x432;&#x44B;&#x439; &#x441;&#x43F;&#x43B;&#x438;&#x442; &#x43D;&#x430; &#x441;&#x442;&#x430;&#x440;&#x442;&#x435; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;: 70% &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x430; &#x43D;&#x430;&#x43F;&#x440;&#x430;&#x432;&#x438;&#x43B;&#x438; &#x43D;&#x430; &#x43E;&#x445;&#x432;&#x430;&#x442;&#x43D;&#x44B;&#x435; &#x438;&#x43D;&#x441;&#x442;&#x440;&#x443;&#x43C;&#x435;&#x43D;&#x442;&#x44B; (&#x438;&#x437; &#x43D;&#x438;&#x445; 70% &#x2013; &#x43E;&#x444;&#x43B;&#x430;&#x439;&#x43D;, 30% &#x2013; &#x43E;&#x43D;&#x43B;&#x430;&#x439;&#x43D;), &#x430; 30% &#x2013; &#x43D;&#x430; &#x43B;&#x438;&#x434;&#x43E;&#x433;&#x435;&#x43D;&#x435;&#x440;&#x430;&#x446;&#x438;&#x44E;.</p><p>&#x41E;&#x441;&#x43D;&#x43E;&#x432;&#x43D;&#x44B;&#x43C;&#x438; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x430;&#x43C;&#x438; &#x441;&#x442;&#x430;&#x43B;&#x438;:</p><ul><li>&#x41D;&#x430;&#x440;&#x443;&#x436;&#x43D;&#x430;&#x44F; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x430;;</li><li>&#x41B;&#x438;&#x434;&#x433;&#x435;&#x43D; &#x432; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441;;</li><li>&#x420;&#x430;&#x434;&#x438;&#x43E;.</li></ul><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2026/02/Slide-16_9---123.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; data-driven &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x43F;&#x43E;&#x43C;&#x43E;&#x433; &#x434;&#x43E;&#x431;&#x438;&#x442;&#x44C;&#x441;&#x44F; &#x422;&#x41E;&#x41F;-1 &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x432; &#x43B;&#x43E;&#x43A;&#x430;&#x446;&#x438;&#x438;: &#x43A;&#x435;&#x439;&#x441; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#xAB;&#x41F;&#x440;&#x430;&#x43A;&#x442;&#x438;&#x43A;&#x430;&#xBB;" loading="lazy" width="2000" height="1125" srcset="https://smartis.bi/know-how/content/images/size/w600/2026/02/Slide-16_9---123.png 600w, https://smartis.bi/know-how/content/images/size/w1000/2026/02/Slide-16_9---123.png 1000w, https://smartis.bi/know-how/content/images/size/w1600/2026/02/Slide-16_9---123.png 1600w, https://smartis.bi/know-how/content/images/size/w2400/2026/02/Slide-16_9---123.png 2400w" sizes="(min-width: 720px) 720px"></figure><p>&#x422;&#x430;&#x43A;&#x43E;&#x439; &#x43F;&#x43E;&#x434;&#x445;&#x43E;&#x434; &#x43F;&#x43E;&#x437;&#x432;&#x43E;&#x43B;&#x438;&#x43B; &#x441;&#x43E;&#x437;&#x434;&#x430;&#x442;&#x44C; &#x43A;&#x43E;&#x43C;&#x43F;&#x43B;&#x435;&#x43A;&#x441;&#x43D;&#x443;&#x44E; &#x441;&#x442;&#x440;&#x430;&#x442;&#x435;&#x433;&#x438;&#x44E;, &#x433;&#x434;&#x435; &#x43D;&#x430;&#x440;&#x443;&#x436;&#x43D;&#x430;&#x44F; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x430; &#x441;&#x442;&#x430;&#x43B;&#x430; &#x43E;&#x441;&#x43D;&#x43E;&#x432;&#x43D;&#x44B;&#x43C; &#x434;&#x440;&#x430;&#x439;&#x432;&#x435;&#x440;&#x43E;&#x43C; &#x443;&#x437;&#x43D;&#x430;&#x432;&#x430;&#x435;&#x43C;&#x43E;&#x441;&#x442;&#x438;, &#x43B;&#x438;&#x434;&#x43E;&#x433;&#x435;&#x43D;&#x435;&#x440;&#x430;&#x446;&#x438;&#x44F; &#x432; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441;&#x435; &#x43E;&#x442;&#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x43B;&#x430; &#x432; &#x43F;&#x440;&#x438;&#x432;&#x43B;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x438; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x43E;&#x432;, &#x430; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x435; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x43E;&#x432;&#x44B;&#x435; &#x438;&#x43D;&#x441;&#x442;&#x440;&#x443;&#x43C;&#x435;&#x43D;&#x442;&#x44B; &#x2013; &#x440;&#x430;&#x434;&#x438;&#x43E;, &#x43A;&#x432;&#x438;&#x442;&#x430;&#x43D;&#x446;&#x438;&#x438; &#x438; &#x43A;&#x43B;&#x438;&#x43D;&#x438;&#x43A;&#x438; &#x2013; &#x441;&#x442;&#x430;&#x43B;&#x438; &#x43F;&#x435;&#x440;&#x432;&#x44B;&#x43C;&#x438; &#x442;&#x43E;&#x447;&#x43A;&#x430;&#x43C;&#x438; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F; &#x441; &#x43F;&#x430;&#x442;&#x440;&#x438;&#x43E;&#x442;&#x430;&#x43C;&#x438; &#x440;&#x430;&#x439;&#x43E;&#x43D;&#x430;.</p><p>&#x412; &#x440;&#x435;&#x437;&#x443;&#x43B;&#x44C;&#x442;&#x430;&#x442;&#x435; &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x430;:</p><ul><li>&#x43F;&#x43E;&#x43B;&#x443;&#x447;&#x438;&#x43B;&#x430; &#x441;&#x442;&#x43E;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x43E;&#x434;&#x43D;&#x43E;&#x439; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x439; &#x437;&#x430;&#x44F;&#x432;&#x43A;&#x438; &#x432; 22 500 &#x440;&#x443;&#x431;&#x43B;&#x435;&#x439;, &#x447;&#x442;&#x43E; &#x432; &#x434;&#x432;&#x430; &#x440;&#x430;&#x437;&#x430; &#x43D;&#x438;&#x436;&#x435; &#x441;&#x440;&#x435;&#x434;&#x43D;&#x438;&#x445; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x435;&#x439; &#x43F;&#x43E; &#x440;&#x44B;&#x43D;&#x43A;&#x443;;</li><li>&#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x43B;&#x430; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x44E; &#x432; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x439; &#x43B;&#x438;&#x434; &#x434;&#x43E; 76% &#x43F;&#x440;&#x438; &#x440;&#x44B;&#x43D;&#x43E;&#x447;&#x43D;&#x44B;&#x445; 38%</li></ul><p></p><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2026/01/image-2566.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; data-driven &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x43F;&#x43E;&#x43C;&#x43E;&#x433; &#x434;&#x43E;&#x431;&#x438;&#x442;&#x44C;&#x441;&#x44F; &#x422;&#x41E;&#x41F;-1 &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x432; &#x43B;&#x43E;&#x43A;&#x430;&#x446;&#x438;&#x438;: &#x43A;&#x435;&#x439;&#x441; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#xAB;&#x41F;&#x440;&#x430;&#x43A;&#x442;&#x438;&#x43A;&#x430;&#xBB;" loading="lazy" width="835" height="392" srcset="https://smartis.bi/know-how/content/images/size/w600/2026/01/image-2566.png 600w, https://smartis.bi/know-how/content/images/2026/01/image-2566.png 835w" sizes="(min-width: 720px) 720px"></figure><ul><li>&#x441;&#x43E;&#x43A;&#x440;&#x430;&#x442;&#x438;&#x43B;&#x430; &#x414;&#x420;&#x420; &#x434;&#x43E; 0,9% &#x2013; &#x44D;&#x442;&#x43E; &#x43E;&#x447;&#x435;&#x43D;&#x44C; &#x43D;&#x438;&#x437;&#x43A;&#x438;&#x439; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x44C; &#x43E;&#x442; &#x43A;&#x43E;&#x43D;&#x43A;&#x440;&#x435;&#x442;&#x43D;&#x43E;&#x433;&#x43E; &#x440;&#x435;&#x437;&#x443;&#x43B;&#x44C;&#x442;&#x430;&#x442;&#x430; &#x432;&#x430;&#x43B;&#x43E;&#x432;&#x43E;&#x439; &#x432;&#x44B;&#x440;&#x443;&#x447;&#x43A;&#x438; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438;;</li></ul><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2026/01/image-2563.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; data-driven &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x43F;&#x43E;&#x43C;&#x43E;&#x433; &#x434;&#x43E;&#x431;&#x438;&#x442;&#x44C;&#x441;&#x44F; &#x422;&#x41E;&#x41F;-1 &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x432; &#x43B;&#x43E;&#x43A;&#x430;&#x446;&#x438;&#x438;: &#x43A;&#x435;&#x439;&#x441; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#xAB;&#x41F;&#x440;&#x430;&#x43A;&#x442;&#x438;&#x43A;&#x430;&#xBB;" loading="lazy" width="859" height="435" srcset="https://smartis.bi/know-how/content/images/size/w600/2026/01/image-2563.png 600w, https://smartis.bi/know-how/content/images/2026/01/image-2563.png 859w" sizes="(min-width: 720px) 720px"></figure><ul><li>&#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x43B;&#x430; &#x443;&#x437;&#x43D;&#x430;&#x432;&#x430;&#x435;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x438; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x437;&#x430;&#x43F;&#x440;&#x43E;&#x441;&#x43E;&#x432; &#x432; &#x438;&#x43D;&#x442;&#x435;&#x440;&#x43D;&#x435;&#x442;&#x435; &#x431;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x43E;&#x444;&#x43B;&#x430;&#x439;&#x43D;-&#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x443;: &#x43F;&#x43E; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x43C; Wordstat &#x438;&#x445; &#x447;&#x438;&#x441;&#x43B;&#x43E; &#x432;&#x44B;&#x440;&#x43E;&#x441;&#x43B;&#x43E; &#x441; 0 &#x434;&#x43E; 1500 &#x441; &#x43C;&#x430;&#x44F; &#x43F;&#x43E; &#x430;&#x432;&#x433;&#x443;&#x441;&#x442;.<br></li></ul><h3 id="%D0%B0%D0%BD%D0%B0%D0%BB%D0%B8%D0%B7-%D0%BF%D0%BE%D0%B2%D0%B5%D0%B4%D0%B5%D0%BD%D0%B8%D1%8F-%D0%BF%D0%BE%D0%BB%D1%8C%D0%B7%D0%BE%D0%B2%D0%B0%D1%82%D0%B5%D0%BB%D0%B5%D0%B9">&#x410;&#x43D;&#x430;&#x43B;&#x438;&#x437; &#x43F;&#x43E;&#x432;&#x435;&#x434;&#x435;&#x43D;&#x438;&#x44F; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x435;&#x439;</h3><p>&#x414;&#x43B;&#x44F; &#x43F;&#x43E;&#x432;&#x44B;&#x448;&#x435;&#x43D;&#x438;&#x44F; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x438; &#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443; &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x430; &#x434;&#x435;&#x442;&#x430;&#x43B;&#x44C;&#x43D;&#x43E; &#x438;&#x437;&#x443;&#x447;&#x438;&#x43B;&#x430; &#x43F;&#x43E;&#x432;&#x435;&#x434;&#x435;&#x43D;&#x438;&#x435; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x435;&#x439;. &#x41F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; &#x442;&#x435;&#x43F;&#x43B;&#x43E;&#x432;&#x44B;&#x445; &#x43A;&#x430;&#x440;&#x442; &#x438; &#x432;&#x43E;&#x440;&#x43E;&#x43D;&#x43A;&#x438; &#x432;&#x43D;&#x443;&#x442;&#x440;&#x438; Smartis &#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x438;&#x43B;&#x438;, &#x43D;&#x430; &#x43A;&#x430;&#x43A;&#x43E;&#x43C; &#x44D;&#x442;&#x430;&#x43F;&#x435; &#x442;&#x435;&#x440;&#x44F;&#x435;&#x442;&#x441;&#x44F; &#x43F;&#x43E;&#x442;&#x435;&#x43D;&#x446;&#x438;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x430;&#x442;&#x435;&#x43B;&#x44C;.<br></p><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; data-driven &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x43F;&#x43E;&#x43C;&#x43E;&#x433; &#x434;&#x43E;&#x431;&#x438;&#x442;&#x44C;&#x441;&#x44F; &#x422;&#x41E;&#x41F;-1 &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x432; &#x43B;&#x43E;&#x43A;&#x430;&#x446;&#x438;&#x438;: &#x43A;&#x435;&#x439;&#x441; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#xAB;&#x41F;&#x440;&#x430;&#x43A;&#x442;&#x438;&#x43A;&#x430;&#xBB;" src="https://smartis.bi/know-how/content/images/2026/01/ksenia-pleshkova.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p></p><p><strong>&#x41A;&#x441;&#x435;&#x43D;&#x438;&#x44F; &#x41F;&#x43B;&#x435;&#x448;&#x43A;&#x43E;&#x432;&#x430; &#x2013; Ex-&#x43A;&#x43E;&#x43C;&#x43C;&#x435;&#x440;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x439; &#x434;&#x438;&#x440;&#x435;&#x43A;&#x442;&#x43E;&#x440; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#xAB;&#x41F;&#x440;&#x430;&#x43A;&#x442;&#x438;&#x43A;&#x430;&#xBB;</strong></p><blockquote>&#x41D;&#x430;&#x43C; &#x432;&#x430;&#x436;&#x43D;&#x44B; &#x43D;&#x435; &#x43F;&#x440;&#x43E;&#x441;&#x442;&#x43E; &#x43B;&#x438;&#x434;&#x44B; &#x438;&#x43B;&#x438; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x44B;&#x435; &#x43B;&#x438;&#x434;&#x44B;, &#x430; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x44F; &#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443;. &#x41C;&#x44B; &#x43F;&#x435;&#x440;&#x435;&#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x43B;&#x438; &#x43A;&#x43E;&#x43D;&#x442;&#x435;&#x43D;&#x442; &#x43F;&#x435;&#x440;&#x432;&#x43E;&#x433;&#x43E; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F; &#x438; &#x432;&#x441;&#x435; &#x43F;&#x43E;&#x441;&#x430;&#x434;&#x43E;&#x447;&#x43D;&#x44B;&#x435; &#x441;&#x442;&#x440;&#x430;&#x43D;&#x438;&#x446;&#x44B;, &#x430; &#x442;&#x430;&#x43A;&#x436;&#x435; &#x43F;&#x440;&#x43E;&#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x43B;&#x438; &#x442;&#x435;&#x43F;&#x43B;&#x43E;&#x432;&#x443;&#x44E; &#x43A;&#x430;&#x440;&#x442;&#x443; &#x43F;&#x43E; &#x432;&#x441;&#x435;&#x43C;&#x443; &#x44D;&#x442;&#x430;&#x43F;&#x443; &#x432;&#x437;&#x430;&#x438;&#x43C;&#x43E;&#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x438;&#x44F;, &#x43F;&#x43E; &#x432;&#x43E;&#x440;&#x43E;&#x43D;&#x43A;&#x435; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;.</blockquote><p>&#x41A;&#x430;&#x43A;<strong> &#x440;&#x435;&#x437;&#x443;&#x43B;&#x44C;&#x442;&#x430;&#x442;</strong> &#x2013; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x44F; &#x438;&#x437; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x439; &#x437;&#x430;&#x44F;&#x432;&#x43A;&#x438; &#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443; &#x441;&#x43E;&#x441;&#x442;&#x430;&#x432;&#x438;&#x43B;&#x430; ~20%.</p><h3 id="%D0%BA%D0%BE%D1%80%D1%80%D0%B5%D0%BB%D1%8F%D1%86%D0%B8%D1%8F-digital-%D0%B8-%D0%BE%D1%84%D0%BB%D0%B0%D0%B9%D0%BD">&#x41A;&#x43E;&#x440;&#x440;&#x435;&#x43B;&#x44F;&#x446;&#x438;&#x44F; digital &#x438; &#x43E;&#x444;&#x43B;&#x430;&#x439;&#x43D;</h3><p>&#x41F;&#x43E;&#x441;&#x43B;&#x435; &#x437;&#x430;&#x43F;&#x443;&#x441;&#x43A;&#x430; &#x43E;&#x444;&#x43B;&#x430;&#x439;&#x43D;-&#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432; &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x430; &#x43E;&#x442;&#x43C;&#x435;&#x442;&#x438;&#x43B;&#x430; &#x440;&#x43E;&#x441;&#x442; &#x43F;&#x440;&#x44F;&#x43C;&#x44B;&#x445; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x43E;&#x432;, SEO-&#x437;&#x430;&#x44F;&#x432;&#x43E;&#x43A; &#x438; &#x447;&#x438;&#x441;&#x43B;&#x430; &#x43F;&#x43E;&#x441;&#x435;&#x442;&#x438;&#x442;&#x435;&#x43B;&#x435;&#x439; &#x43E;&#x444;&#x438;&#x441;&#x43E;&#x432; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;.</p><p>&#x412; &#x438;&#x442;&#x43E;&#x433;&#x435; &#x43A;&#x43E;&#x43B;&#x43B;&#x435;&#x433;&#x438; &#x438;&#x437; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x430; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#xAB;&#x41F;&#x440;&#x430;&#x43A;&#x442;&#x438;&#x43A;&#x430;&#xBB; &#x443;&#x432;&#x438;&#x434;&#x435;&#x43B;&#x438;, &#x447;&#x442;&#x43E; &#x443; &#x43D;&#x438;&#x445; &#x441;&#x444;&#x43E;&#x440;&#x43C;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43B;&#x441;&#x44F; &#x441;&#x431;&#x430;&#x43B;&#x430;&#x43D;&#x441;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43D;&#x43D;&#x44B;&#x439; &#x43F;&#x43E;&#x440;&#x442;&#x444;&#x435;&#x43B;&#x44C; &#x437;&#x430;&#x44F;&#x432;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x43D;&#x435; &#x431;&#x44B;&#x43B; &#x438;&#x441;&#x43A;&#x43B;&#x44E;&#x447;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E; &#x43F;&#x440;&#x438;&#x432;&#x44F;&#x437;&#x430;&#x43D; &#x43D;&#x438; &#x43A; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x430;&#x43C;, &#x43D;&#x438; &#x43A; &#x43B;&#x438;&#x434;&#x43E;&#x433;&#x435;&#x43D;&#x435;&#x440;&#x430;&#x446;&#x438;&#x438;. &#x414;&#x43E;&#x43B;&#x44F; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x441;&#x43E;&#x441;&#x442;&#x430;&#x432;&#x438;&#x43B;&#x430; 45%, &#x447;&#x442;&#x43E; &#x43F;&#x43E;&#x437;&#x432;&#x43E;&#x43B;&#x438;&#x43B;&#x43E; &#x43E;&#x431;&#x435;&#x441;&#x43F;&#x435;&#x447;&#x438;&#x442;&#x44C; &#x440;&#x435;&#x43D;&#x442;&#x430;&#x431;&#x435;&#x43B;&#x44C;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43F;&#x440;&#x43E;&#x435;&#x43A;&#x442;&#x430;.</p><h1 id="%D0%B8%D1%82%D0%BE%D0%B3">&#x418;&#x442;&#x43E;&#x433;<br></h1><p>&#x422;&#x430;&#x43A;&#x438;&#x43C; &#x43E;&#x431;&#x440;&#x430;&#x437;&#x43E;&#x43C;, &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x435; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#xAB;&#x41F;&#x440;&#x430;&#x43A;&#x442;&#x438;&#x43A;&#x430;&#xBB; &#x441; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x44C;&#x44E; Smartis &#x438; &#x431;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x433;&#x440;&#x430;&#x43C;&#x43E;&#x442;&#x43D;&#x43E;&#x439; &#x441;&#x442;&#x440;&#x430;&#x442;&#x435;&#x433;&#x438;&#x438; &#x441;&#x442;&#x430;&#x440;&#x442;&#x430; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x443;&#x434;&#x430;&#x43B;&#x43E;&#x441;&#x44C; &#x434;&#x43E;&#x441;&#x442;&#x438;&#x447;&#x44C; &#x43D;&#x435; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x422;&#x41E;&#x41F;-1 &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x432; &#x43B;&#x43E;&#x43A;&#x430;&#x446;&#x438;&#x438;, &#x43D;&#x43E; &#x438; &#x441;&#x43B;&#x435;&#x434;&#x443;&#x44E;&#x449;&#x438;&#x445; &#x440;&#x435;&#x437;&#x443;&#x43B;&#x44C;&#x442;&#x430;&#x442;&#x43E;&#x432;:</p><ul><li>&#x41A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x44F; &#x432; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x439; &#x43B;&#x438;&#x434; &#x434;&#x43E;&#x441;&#x442;&#x438;&#x433;&#x43B;&#x430; 76% &#x43F;&#x440;&#x438; &#x440;&#x44B;&#x43D;&#x43E;&#x447;&#x43D;&#x43E;&#x43C; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x435; 38%;</li><li>&#x41E;&#x431;&#x449;&#x430;&#x44F; &#x441;&#x442;&#x43E;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x439; &#x437;&#x430;&#x44F;&#x432;&#x43A;&#x438; &#x441;&#x43E;&#x441;&#x442;&#x430;&#x432;&#x438;&#x43B;&#x430; 22 500 &#x440;&#x443;&#x431;&#x43B;&#x435;&#x439; (&#x432; 2 &#x440;&#x430;&#x437;&#x430; &#x43D;&#x438;&#x436;&#x435; &#x441;&#x440;&#x435;&#x434;&#x43D;&#x435;&#x440;&#x44B;&#x43D;&#x43E;&#x447;&#x43D;&#x44B;&#x445; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x435;&#x439;)</li><li>&#x414;&#x43E;&#x43B;&#x44F; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x440;&#x430;&#x441;&#x445;&#x43E;&#x434;&#x43E;&#x432; &#x432; &#x43E;&#x431;&#x449;&#x435;&#x43C; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x435; &#x441;&#x43E;&#x441;&#x442;&#x430;&#x432;&#x438;&#x43B;&#x430; 0,9%;</li><li>&#x411;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x43E;&#x444;&#x43B;&#x430;&#x439;&#x43D;-&#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x443; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x43E;&#x440;&#x433;&#x430;&#x43D;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x445; &#x437;&#x430;&#x43F;&#x440;&#x43E;&#x441;&#x43E;&#x432; &#x432; &#x438;&#x43D;&#x442;&#x435;&#x440;&#x43D;&#x435;&#x442;&#x435; &#x432;&#x44B;&#x440;&#x43E;&#x441;&#x43B;&#x43E; &#x441; 0 &#x434;&#x43E; 1500 &#x437;&#x430; 4 &#x43C;&#x435;&#x441;&#x44F;&#x446;&#x430;;</li><li>&#x41A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x44F; &#x438;&#x437; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x439; &#x437;&#x430;&#x44F;&#x432;&#x43A;&#x438; &#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443; &#x441;&#x43E;&#x441;&#x442;&#x430;&#x432;&#x438;&#x43B;&#x430; 20%;</li><li>&#x414;&#x43E;&#x43B;&#x44F; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x441;&#x442;&#x430;&#x431;&#x438;&#x43B;&#x438;&#x437;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43B;&#x430;&#x441;&#x44C; &#x43D;&#x430; &#x443;&#x440;&#x43E;&#x432;&#x43D;&#x435; 45%;</li><li>&#x421;&#x444;&#x43E;&#x440;&#x43C;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43B;&#x441;&#x44F; &#x441;&#x431;&#x430;&#x43B;&#x430;&#x43D;&#x441;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43D;&#x43D;&#x44B;&#x439; &#x43F;&#x43E;&#x440;&#x442;&#x444;&#x435;&#x43B;&#x44C; &#x437;&#x430;&#x44F;&#x432;&#x43E;&#x43A;, &#x43D;&#x435;&#x437;&#x430;&#x432;&#x438;&#x441;&#x438;&#x43C;&#x44B;&#x439; &#x43E;&#x442; &#x43E;&#x442;&#x434;&#x435;&#x43B;&#x44C;&#x43D;&#x44B;&#x445; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432; &#x43F;&#x440;&#x43E;&#x434;&#x432;&#x438;&#x436;&#x435;&#x43D;&#x438;&#x44F;.</li></ul><p></p><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; data-driven &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x43F;&#x43E;&#x43C;&#x43E;&#x433; &#x434;&#x43E;&#x431;&#x438;&#x442;&#x44C;&#x441;&#x44F; &#x422;&#x41E;&#x41F;-1 &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x432; &#x43B;&#x43E;&#x43A;&#x430;&#x446;&#x438;&#x438;: &#x43A;&#x435;&#x439;&#x441; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#xAB;&#x41F;&#x440;&#x430;&#x43A;&#x442;&#x438;&#x43A;&#x430;&#xBB;" src="https://smartis.bi/know-how/content/images/2026/01/ksenia-pleshkova.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong>&#x41A;&#x441;&#x435;&#x43D;&#x438;&#x44F; &#x41F;&#x43B;&#x435;&#x448;&#x43A;&#x43E;&#x432;&#x430; &#x2013; Ex-&#x43A;&#x43E;&#x43C;&#x43C;&#x435;&#x440;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x439; &#x434;&#x438;&#x440;&#x435;&#x43A;&#x442;&#x43E;&#x440; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#xAB;&#x41F;&#x440;&#x430;&#x43A;&#x442;&#x438;&#x43A;&#x430;&#xBB;</strong></p><blockquote><em>Data Driven &#x2013; &#x44D;&#x442;&#x43E; &#x43D;&#x435; &#x43F;&#x440;&#x43E; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x44B;, &#x430; &#x43F;&#x440;&#x43E; &#x43A;&#x443;&#x43B;&#x44C;&#x442;&#x443;&#x440;&#x443; &#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x439;. &#x412;&#x435;&#x434;&#x44C; &#x438;&#x43C;&#x435;&#x43D;&#x43D;&#x43E; &#x431;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x442;&#x430;&#x43A;&#x43E;&#x43C;&#x443; &#x43F;&#x43E;&#x434;&#x445;&#x43E;&#x434;&#x443; &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x441;&#x43E;&#x43A;&#x440;&#x430;&#x449;&#x430;&#x442;&#x44C; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x44B; &#x438; &#x43D;&#x430;&#x440;&#x430;&#x449;&#x438;&#x432;&#x430;&#x442;&#x44C; &#x43F;&#x440;&#x438;&#x431;&#x44B;&#x43B;&#x44C;. &#x410; &#x43A;&#x440;&#x43E;&#x43C;&#x435; &#x442;&#x43E;&#x433;&#x43E;, &#x440;&#x430;&#x441;&#x442;&#x435;&#x442; &#x443;&#x432;&#x435;&#x440;&#x435;&#x43D;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x44B;, &#x441;&#x43E;&#x43E;&#x442;&#x432;&#x435;&#x442;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x43E;, &#x438; &#x434;&#x43E;&#x445;&#x43E;&#x434;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x431;&#x443;&#x434;&#x443;&#x449;&#x438;&#x445; &#x43F;&#x440;&#x43E;&#x435;&#x43A;&#x442;&#x43E;&#x432;.</em></blockquote><p></p>]]></content:encoded></item><item><title><![CDATA[Финал 2025. Итоги]]></title><description><![CDATA[<p>2025 &#x433;&#x43E;&#x434; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x43B;, &#x447;&#x442;&#x43E; &#x434;&#x430;&#x436;&#x435; &#x432; &#x441;&#x43B;&#x43E;&#x436;&#x43D;&#x43E;&#x439; &#x440;&#x44B;&#x43D;&#x43E;&#x447;&#x43D;&#x43E;&#x439; &#x441;&#x438;&#x442;&#x443;&#x430;&#x446;&#x438;&#x438; &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x434;&#x432;&#x438;</p>]]></description><link>https://smartis.bi/know-how/final-2025-itoghi/</link><guid isPermaLink="false">69788792687cf700011695f3</guid><dc:creator><![CDATA[Всеволод Кустенко]]></dc:creator><pubDate>Tue, 30 Dec 2025 09:49:00 GMT</pubDate><media:content url="https://smartis.bi/know-how/content/images/2026/01/3434.png" medium="image"/><content:encoded><![CDATA[<img src="https://smartis.bi/know-how/content/images/2026/01/3434.png" alt="&#x424;&#x438;&#x43D;&#x430;&#x43B; 2025. &#x418;&#x442;&#x43E;&#x433;&#x438;"><p>2025 &#x433;&#x43E;&#x434; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x43B;, &#x447;&#x442;&#x43E; &#x434;&#x430;&#x436;&#x435; &#x432; &#x441;&#x43B;&#x43E;&#x436;&#x43D;&#x43E;&#x439; &#x440;&#x44B;&#x43D;&#x43E;&#x447;&#x43D;&#x43E;&#x439; &#x441;&#x438;&#x442;&#x443;&#x430;&#x446;&#x438;&#x438; &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x434;&#x432;&#x438;&#x433;&#x430;&#x442;&#x44C;&#x441;&#x44F; &#x432;&#x43F;&#x435;&#x440;&#x451;&#x434;, &#x435;&#x441;&#x43B;&#x438; &#x43E;&#x43F;&#x438;&#x440;&#x430;&#x442;&#x44C;&#x441;&#x44F; &#x43D;&#x430; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435;, &#x430; &#x43D;&#x435; &#x434;&#x43E;&#x433;&#x430;&#x434;&#x43A;&#x438;.</p><p>&#x41C;&#x44B; &#x437;&#x430;&#x43F;&#x443;&#x441;&#x442;&#x438;&#x43B;&#x438; post-view &#x434;&#x43B;&#x44F; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x43E;&#x432;, &#x43F;&#x440;&#x43E;&#x442;&#x435;&#x441;&#x442;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43B;&#x438; AI-&#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x43D;&#x438;&#x43A;&#x430;, &#x434;&#x43E;&#x431;&#x430;&#x432;&#x438;&#x43B;&#x438; &#x434;&#x435;&#x441;&#x44F;&#x442;&#x43A;&#x438; &#x443;&#x43B;&#x443;&#x447;&#x448;&#x435;&#x43D;&#x438;&#x439; &#x438; &#x43D;&#x43E;&#x432;&#x44B;&#x445; &#x444;&#x443;&#x43D;&#x43A;&#x446;&#x438;&#x439; &#x432; Smartis, &#x43F;&#x440;&#x43E;&#x432;&#x435;&#x43B;&#x438; &#x432;&#x435;&#x431;&#x438;&#x43D;&#x430;&#x440;&#x44B; c &#x44D;&#x43A;&#x441;&#x43F;&#x435;&#x440;&#x442;&#x430;&#x43C;&#x438; &#x43E;&#x442;&#x440;&#x430;&#x441;&#x43B;&#x438; &#x438; &#x43D;&#x430;&#x43F;&#x438;&#x441;&#x430;&#x43B;&#x438; 12 &#x43A;&#x435;&#x439;&#x441;&#x43E;&#x432; &#x441; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;&#x43C;&#x438;.</p><p>&#x412; &#x438;&#x442;&#x43E;&#x433;&#x43E;&#x432;&#x43E;&#x43C; &#x434;&#x430;&#x439;&#x434;&#x436;&#x435;&#x441;&#x442;&#x435; &#x441;&#x43E;&#x431;&#x440;&#x430;&#x43B;&#x438; &#x432;&#x441;&#x451;, &#x447;&#x442;&#x43E; &#x43F;&#x440;&#x438;&#x43D;&#x43E;&#x441;&#x438;&#x43B;&#x43E; &#x432;&#x430;&#x43C; &#x43E;&#x449;&#x443;&#x442;&#x438;&#x43C;&#x443;&#x44E; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x443;. &#x41F;&#x43E;&#x434;&#x440;&#x43E;&#x431;&#x43D;&#x435;&#x435; &#x43E;&#x431; &#x438;&#x43D;&#x441;&#x442;&#x440;&#x443;&#x43C;&#x435;&#x43D;&#x442;&#x430;&#x445;, &#x438;&#x43D;&#x441;&#x430;&#x439;&#x442;&#x430;&#x445; &#x438; &#x43F;&#x440;&#x430;&#x43A;&#x442;&#x438;&#x43A;&#x430;&#x445;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x443;&#x442; &#x432;&#x430;&#x43C; &#x438;&#x434;&#x442;&#x438; &#x432;&#x43F;&#x435;&#x440;&#x451;&#x434; &#x432; 2026 &#x433;&#x43E;&#x434;&#x443; &#x2014; &#x447;&#x438;&#x442;&#x430;&#x439;&#x442;&#x435; &#x432; &#x441;&#x43F;&#x435;&#x446;&#x438;&#x430;&#x43B;&#x44C;&#x43D;&#x43E;&#x43C; &#x432;&#x44B;&#x43F;&#x443;&#x441;&#x43A;&#x435; <strong>&#x43D;&#x438;&#x436;&#x435;</strong>.</p><figure class="kg-card kg-bookmark-card"><a class="kg-bookmark-container" href="https://events.smartis.bi/digest-2025"><div class="kg-bookmark-content"><div class="kg-bookmark-title">Digest-2025</div><div class="kg-bookmark-description"></div><div class="kg-bookmark-metadata"><img class="kg-bookmark-icon" src="https://static.tildacdn.com/tild3065-3732-4435-a635-663730386263/apple-touch-icon.png" alt="&#x424;&#x438;&#x43D;&#x430;&#x43B; 2025. &#x418;&#x442;&#x43E;&#x433;&#x438;"></div></div><div class="kg-bookmark-thumbnail"><img src="https://static.tildacdn.com/tild3532-3838-4835-a437-616165346165/cover-2.png" alt="&#x424;&#x438;&#x43D;&#x430;&#x43B; 2025. &#x418;&#x442;&#x43E;&#x433;&#x438;"></div></a></figure>]]></content:encoded></item><item><title><![CDATA[Как работа с портретом клиента помогает сократить некачественный трафик и увеличить конверсию в целевой лид в 2 раза: кейс Апарт-Отелей Vertical]]></title><description><![CDATA[<p>&#x415;&#x441;&#x43B;&#x438; &#x432; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x432;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x43B;&#x438;&#x434;&#x43E;&#x432;, &#x43D;&#x43E; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;</p>]]></description><link>https://smartis.bi/know-how/kak-rabota-s-portretom-klienta-pomogla-uvelichit-konversiu-v-2-raza/</link><guid isPermaLink="false">6943f4ac687cf7000116945d</guid><category><![CDATA[Кейсы]]></category><dc:creator><![CDATA[Всеволод Кустенко]]></dc:creator><pubDate>Tue, 23 Dec 2025 08:16:44 GMT</pubDate><media:content url="https://smartis.bi/know-how/content/images/2025/12/vertical-hotels.png" medium="image"/><content:encoded><![CDATA[<img src="https://smartis.bi/know-how/content/images/2025/12/vertical-hotels.png" alt="&#x41A;&#x430;&#x43A; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430; &#x441; &#x43F;&#x43E;&#x440;&#x442;&#x440;&#x435;&#x442;&#x43E;&#x43C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x430;&#x435;&#x442; &#x441;&#x43E;&#x43A;&#x440;&#x430;&#x442;&#x438;&#x442;&#x44C; &#x43D;&#x435;&#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x44B;&#x439; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A; &#x438; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x442;&#x44C; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x44E; &#x432; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x439; &#x43B;&#x438;&#x434; &#x432; 2 &#x440;&#x430;&#x437;&#x430;: &#x43A;&#x435;&#x439;&#x441; &#x410;&#x43F;&#x430;&#x440;&#x442;-&#x41E;&#x442;&#x435;&#x43B;&#x435;&#x439; Vertical"><p>&#x415;&#x441;&#x43B;&#x438; &#x432; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x432;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x43B;&#x438;&#x434;&#x43E;&#x432;, &#x43D;&#x43E; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x44F; &#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443; &#x441;&#x442;&#x430;&#x43D;&#x43E;&#x432;&#x438;&#x442;&#x441;&#x44F; &#x43D;&#x438;&#x436;&#x435;, &#x44D;&#x442;&#x43E; &#x43F;&#x440;&#x438;&#x437;&#x43D;&#x430;&#x43A; &#x43D;&#x435;&#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x43E;&#x433;&#x43E; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A;&#x430;. &#x418;&#x437;-&#x437;&#x430; &#x44D;&#x442;&#x43E;&#x433;&#x43E; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442; &#x442;&#x440;&#x430;&#x442;&#x438;&#x442;&#x441;&#x44F; &#x43D;&#x430; &#x43B;&#x438;&#x434;&#x44B;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43D;&#x435; &#x43F;&#x440;&#x435;&#x432;&#x440;&#x430;&#x442;&#x44F;&#x442;&#x441;&#x44F; &#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443;, &#x430; &#x43C;&#x435;&#x43D;&#x435;&#x434;&#x436;&#x435;&#x440;&#x44B; &#x43D;&#x435; &#x43C;&#x43E;&#x433;&#x443;&#x442; &#x443;&#x434;&#x435;&#x43B;&#x44F;&#x442;&#x44C; &#x434;&#x43E;&#x441;&#x442;&#x430;&#x442;&#x43E;&#x447;&#x43D;&#x43E; &#x432;&#x440;&#x435;&#x43C;&#x435;&#x43D;&#x438; &#x43F;&#x43E;&#x442;&#x435;&#x43D;&#x446;&#x438;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x43C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430;&#x43C;. &#x427;&#x430;&#x441;&#x442;&#x43E; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x43E;&#x43B;&#x43E;&#x433;&#x438; &#x432;&#x438;&#x43D;&#x44F;&#x442; &#x432; &#x44D;&#x442;&#x43E;&#x43C; &#x444;&#x440;&#x43E;&#x434;, &#x43D;&#x43E; &#x43F;&#x440;&#x438; &#x431;&#x43E;&#x43B;&#x435;&#x435; &#x434;&#x435;&#x442;&#x430;&#x43B;&#x44C;&#x43D;&#x43E;&#x43C; &#x438;&#x437;&#x443;&#x447;&#x435;&#x43D;&#x438;&#x438; &#x430;&#x443;&#x434;&#x438;&#x442;&#x43E;&#x440;&#x438;&#x438;, &#x43F;&#x440;&#x43E;&#x431;&#x43B;&#x435;&#x43C;&#x430; &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x431;&#x44B;&#x442;&#x44C; &#x441;&#x43E;&#x432;&#x441;&#x435;&#x43C; &#x432; &#x434;&#x440;&#x443;&#x433;&#x43E;&#x43C;.</p><p>&#x412; &#x44D;&#x442;&#x43E;&#x43C; &#x43A;&#x435;&#x439;&#x441;&#x435; &#x440;&#x430;&#x441;&#x441;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x435;&#x43C;, &#x43A;&#x430;&#x43A; &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x435; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x430; Vertical Hotels &#x443;&#x434;&#x430;&#x43B;&#x43E;&#x441;&#x44C; &#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x438;&#x442;&#x44C; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A; &#x43D;&#x435;&#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x43E;&#x433;&#x43E; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A;&#x430; &#x438; &#x43F;&#x435;&#x440;&#x435;&#x43D;&#x430;&#x43F;&#x440;&#x430;&#x432;&#x438;&#x442;&#x44C; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442; &#x432; &#x43F;&#x435;&#x440;&#x441;&#x43F;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x44B;&#x439; &#x43A;&#x430;&#x43D;&#x430;&#x43B;.</p><h1 id="%D0%BE-%D0%BA%D0%BE%D0%BC%D0%BF%D0%B0%D0%BD%D0%B8%D0%B8"><strong>&#x41E; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438;</strong></h1><p>&#x410;&#x43F;&#x430;&#x440;&#x442;-&#x41E;&#x442;&#x435;&#x43B;&#x438; Vertical &#x2013; &#x44D;&#x442;&#x43E; &#x41F;&#x435;&#x442;&#x435;&#x440;&#x431;&#x443;&#x440;&#x433;&#x441;&#x43A;&#x430;&#x44F; &#x441;&#x435;&#x442;&#x44C; &#x430;&#x43F;&#x430;&#x440;&#x442;-&#x43E;&#x442;&#x435;&#x43B;&#x435;&#x439;. &#x41D;&#x430; 2025 &#x433;&#x43E;&#x434; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44F; &#x437;&#x430;&#x43F;&#x443;&#x441;&#x442;&#x438;&#x43B;&#x430; 4 &#x43E;&#x431;&#x44A;&#x435;&#x43A;&#x442;&#x430; &#x432; &#x421;&#x430;&#x43D;&#x43A;&#x442;-&#x41F;&#x435;&#x442;&#x435;&#x440;&#x431;&#x443;&#x440;&#x433;&#x435;, &#x438; &#x43E;&#x434;&#x438;&#x43D; &#x432; &#x41C;&#x43E;&#x441;&#x43A;&#x432;&#x435;.</p><h1 id="%D0%B7%D0%B0%D0%B4%D0%B0%D1%87%D0%B0"><strong>&#x417;&#x430;&#x434;&#x430;&#x447;&#x430;</strong></h1><p>&#x41A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x430; &#x437;&#x430;&#x43C;&#x435;&#x442;&#x438;&#x43B;&#x430;, &#x447;&#x442;&#x43E; &#x43D;&#x430;&#x447;&#x438;&#x43D;&#x430;&#x44F; &#x441; &#x434;&#x435;&#x43A;&#x430;&#x431;&#x440;&#x44F; 2024 &#x433;&#x43E;&#x434;&#x430;, &#x43D;&#x430;&#x447;&#x430;&#x43B; &#x440;&#x435;&#x437;&#x43A;&#x43E; &#x440;&#x430;&#x441;&#x442;&#x438; &#x43D;&#x435;&#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x44B;&#x439; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A;: &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x432;&#x430;&#x43B;&#x43E;&#x432;&#x44B;&#x445; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x439; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x43B;&#x43E;&#x441;&#x44C; &#x432;&#x434;&#x432;&#x43E;&#x435;. &#x412;&#x43E; &#x441;&#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x436;&#x435; &#x440;&#x430;&#x437; &#x441;&#x43D;&#x438;&#x437;&#x438;&#x43B;&#x43E;&#x441;&#x44C; &#x447;&#x438;&#x441;&#x43B;&#x43E; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x44B;&#x445; &#x43B;&#x438;&#x434;&#x43E;&#x432;. &#x422;&#x430;&#x43A;&#x436;&#x435; &#x437;&#x430;&#x43A;&#x43E;&#x43D;&#x43E;&#x43C;&#x435;&#x440;&#x43D;&#x43E; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x44F; &#x432; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x439; &#x43B;&#x438;&#x434; &#x443;&#x43C;&#x435;&#x43D;&#x44C;&#x448;&#x438;&#x43B;&#x430;&#x441;&#x44C; &#x432; 2 &#x440;&#x430;&#x437;&#x430;.</p><p>&#x41F;&#x43E;&#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x433;&#x43B;&#x430;&#x432;&#x43D;&#x43E;&#x439; &#x437;&#x430;&#x434;&#x430;&#x447;&#x435;&#x439; &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x44B; &#x431;&#x44B;&#x43B;&#x43E; &#x438;&#x441;&#x43F;&#x440;&#x430;&#x432;&#x438;&#x442;&#x44C; &#x43F;&#x43E;&#x43B;&#x43E;&#x436;&#x435;&#x43D;&#x438;&#x435; &#x2013; &#x441;&#x43D;&#x438;&#x437;&#x438;&#x442;&#x44C; &#x434;&#x43E;&#x43B;&#x44E; &#x43D;&#x435;&#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x43E;&#x433;&#x43E; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A;&#x430; &#x438; &#x432;&#x435;&#x440;&#x43D;&#x443;&#x442;&#x44C; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x44E; &#x43A; &#x43F;&#x440;&#x435;&#x434;&#x44B;&#x434;&#x443;&#x449;&#x438;&#x43C; &#x437;&#x43D;&#x430;&#x447;&#x435;&#x43D;&#x438;&#x44F;&#x43C;. &#x41F;&#x440;&#x438; &#x44D;&#x442;&#x43E;&#x43C; &#x441;&#x43E;&#x445;&#x440;&#x430;&#x43D;&#x438;&#x442;&#x44C; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;.</p><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430; &#x441; &#x43F;&#x43E;&#x440;&#x442;&#x440;&#x435;&#x442;&#x43E;&#x43C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x430;&#x435;&#x442; &#x441;&#x43E;&#x43A;&#x440;&#x430;&#x442;&#x438;&#x442;&#x44C; &#x43D;&#x435;&#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x44B;&#x439; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A; &#x438; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x442;&#x44C; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x44E; &#x432; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x439; &#x43B;&#x438;&#x434; &#x432; 2 &#x440;&#x430;&#x437;&#x430;: &#x43A;&#x435;&#x439;&#x441; &#x410;&#x43F;&#x430;&#x440;&#x442;-&#x41E;&#x442;&#x435;&#x43B;&#x435;&#x439; Vertical" src="https://smartis.bi/know-how/content/images/2025/03/alexandr.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong>&#x410;&#x43B;&#x435;&#x43A;&#x441;&#x430;&#x43D;&#x434;&#x440; &#x41F;&#x435;&#x441;&#x442;&#x440;&#x44F;&#x43A;&#x43E;&#x432;, &#x434;&#x438;&#x440;&#x435;&#x43A;&#x442;&#x43E;&#x440; &#x43F;&#x43E; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x443; &#x410;&#x43F;&#x430;&#x440;&#x442;-&#x41E;&#x442;&#x435;&#x43B;&#x435;&#x439; Vertical</strong></p><blockquote><em>&#x412; &#x43C;&#x43E;&#x43C;&#x435;&#x43D;&#x442;&#x44B;, &#x43A;&#x43E;&#x433;&#x434;&#x430; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x432;&#x430;&#x43B;&#x43E;&#x432;&#x44B;&#x445; &#x43B;&#x438;&#x434;&#x43E;&#x432; &#x440;&#x435;&#x437;&#x43A;&#x43E; &#x432;&#x43E;&#x437;&#x440;&#x430;&#x441;&#x442;&#x430;&#x435;&#x442; &#x432; 2 &#x440;&#x430;&#x437;&#x430;, &#x430; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x43D;&#x435; &#x441;&#x442;&#x430;&#x43D;&#x43E;&#x432;&#x438;&#x442;&#x441;&#x44F; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435;, &#x43F;&#x43E;&#x434;&#x43E;&#x437;&#x440;&#x435;&#x43D;&#x438;&#x435; &#x43F;&#x430;&#x434;&#x430;&#x435;&#x442; &#x43D;&#x430; &#x444;&#x440;&#x43E;&#x434;. &#x422;&#x43E;&#x433;&#x434;&#x430; &#x43D;&#x430;&#x447;&#x438;&#x43D;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x43F;&#x43E;&#x438;&#x441;&#x43A; &#x431;&#x43E;&#x442;&#x43E;&#x432; &#x2013; &#x432;&#x44B; &#x44D;&#x43A;&#x441;&#x43F;&#x435;&#x440;&#x438;&#x43C;&#x435;&#x43D;&#x442;&#x438;&#x440;&#x443;&#x435;&#x442;&#x435; &#x441; &#x43A;&#x430;&#x43F;&#x447;&#x435;&#x439;, &#x441;&#x43A;&#x440;&#x44B;&#x432;&#x430;&#x435;&#x442;&#x435; &#x43F;&#x43E;&#x43B;&#x44F; &#x434;&#x43B;&#x44F; &#x440;&#x435;&#x433;&#x438;&#x441;&#x442;&#x440;&#x430;&#x446;&#x438;&#x438; &#x432; &#x444;&#x43E;&#x440;&#x43C;&#x430;&#x445;, &#x43C;&#x435;&#x43D;&#x44F;&#x435;&#x442;&#x435; &#x441;&#x435;&#x440;&#x432;&#x438;&#x441;&#x44B; &#x43F;&#x43E; &#x431;&#x43E;&#x440;&#x44C;&#x431;&#x435; &#x441; &#x444;&#x440;&#x43E;&#x434;&#x43E;&#x43C;. &#x41D;&#x43E; &#x44D;&#x442;&#x43E; &#x437;&#x430;&#x43D;&#x438;&#x43C;&#x430;&#x435;&#x442; &#x432;&#x440;&#x435;&#x43C;&#x44F;, &#x430; &#x440;&#x435;&#x437;&#x443;&#x43B;&#x44C;&#x442;&#x430;&#x442; &#x43D;&#x443;&#x436;&#x435;&#x43D; &#x443;&#x436;&#x435; &#x441;&#x435;&#x439;&#x447;&#x430;&#x441;. Smartis &#x434;&#x430;&#x435;&#x442; &#x432;&#x43E;&#x437;&#x43C;&#x43E;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x441;&#x43E;&#x431;&#x438;&#x440;&#x430;&#x442;&#x44C; &#x438; &#x438;&#x43D;&#x442;&#x435;&#x440;&#x43F;&#x440;&#x435;&#x442;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x43E; &#x43F;&#x440;&#x43E;&#x434;&#x432;&#x438;&#x436;&#x435;&#x43D;&#x438;&#x438;, &#x431;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x447;&#x435;&#x43C;&#x443; &#x43F;&#x43E;&#x44F;&#x432;&#x43B;&#x44F;&#x435;&#x442;&#x441;&#x44F; &#x432;&#x43E;&#x437;&#x43C;&#x43E;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x442;&#x44C; &#x434;&#x430;&#x436;&#x435; &#x432; &#x442;&#x430;&#x43A;&#x438;&#x445; &#x441;&#x438;&#x442;&#x443;&#x430;&#x446;&#x438;&#x44F;&#x445;</em></blockquote><h1 id="%D1%80%D0%B5%D1%88%D0%B5%D0%BD%D0%B8%D0%B5"><strong>&#x420;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x435;</strong></h1><p><strong>1. &#x41F;&#x440;&#x43E;&#x430;&#x43D;&#x430;&#x437;&#x438;&#x43B;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43B;&#x438; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A;&#x438; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A;&#x430;</strong></p><p>&#x41A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x430; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x430; &#x410;&#x43F;&#x430;&#x440;&#x442;-&#x43E;&#x442;&#x435;&#x43B;&#x435;&#x439; Vertical &#x432;&#x44B;&#x434;&#x432;&#x438;&#x43D;&#x443;&#x43B;&#x430; &#x433;&#x438;&#x43F;&#x43E;&#x442;&#x435;&#x437;&#x443; &#x43E; &#x442;&#x43E;&#x43C;, &#x447;&#x442;&#x43E; &#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A;&#x430; &#x437;&#x430;&#x432;&#x438;&#x441;&#x438;&#x442; &#x43E;&#x442; &#x443;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x441;&#x442;&#x432;&#x430;, &#x441; &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x43E;&#x433;&#x43E; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x438; &#x43F;&#x435;&#x440;&#x435;&#x445;&#x43E;&#x434;&#x44F;&#x442; &#x43D;&#x430; &#x441;&#x430;&#x439;&#x442;. </p><p>&#x414;&#x43B;&#x44F; &#x442;&#x43E;&#x433;&#x43E;, &#x447;&#x442;&#x43E;&#x431;&#x44B; &#x43E;&#x442;&#x441;&#x43B;&#x435;&#x434;&#x438;&#x442;&#x44C; &#x440;&#x430;&#x441;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x435;&#x43D;&#x438;&#x435; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A;&#x430;, &#x43C;&#x44B; &#x43F;&#x43E;&#x441;&#x442;&#x440;&#x43E;&#x438;&#x43B;&#x438; &#x432; Smartis &#x43E;&#x442;&#x447;&#x435;&#x442;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x43E;&#x442;&#x43E;&#x431;&#x440;&#x430;&#x436;&#x430;&#x435;&#x442; &#x432;&#x441;&#x44E; &#x432;&#x43E;&#x440;&#x43E;&#x43D;&#x43A;&#x443; &#x43E;&#x442; &#x441;&#x435;&#x441;&#x441;&#x438;&#x438; &#x43D;&#x430; &#x441;&#x430;&#x439;&#x442;&#x435; &#x434;&#x43E; &#x437;&#x430;&#x43A;&#x43B;&#x44E;&#x447;&#x435;&#x43D;&#x438;&#x44F; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x432; &#x440;&#x430;&#x437;&#x440;&#x435;&#x437;&#x435; &#x43F;&#x43E; &#x43C;&#x43E;&#x431;&#x438;&#x43B;&#x44C;&#x43D;&#x44B;&#x43C; &#x442;&#x435;&#x43B;&#x435;&#x444;&#x43E;&#x43D;&#x430;&#x43C;, &#x41F;&#x41A; &#x438; &#x43F;&#x43B;&#x430;&#x43D;&#x448;&#x435;&#x442;&#x430;&#x43C;.</p><figure class="kg-card kg-image-card kg-width-wide"><img src="https://smartis.bi/know-how/content/images/2025/12/---------------.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430; &#x441; &#x43F;&#x43E;&#x440;&#x442;&#x440;&#x435;&#x442;&#x43E;&#x43C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x430;&#x435;&#x442; &#x441;&#x43E;&#x43A;&#x440;&#x430;&#x442;&#x438;&#x442;&#x44C; &#x43D;&#x435;&#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x44B;&#x439; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A; &#x438; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x442;&#x44C; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x44E; &#x432; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x439; &#x43B;&#x438;&#x434; &#x432; 2 &#x440;&#x430;&#x437;&#x430;: &#x43A;&#x435;&#x439;&#x441; &#x410;&#x43F;&#x430;&#x440;&#x442;-&#x41E;&#x442;&#x435;&#x43B;&#x435;&#x439; Vertical" loading="lazy" width="1509" height="379" srcset="https://smartis.bi/know-how/content/images/size/w600/2025/12/---------------.png 600w, https://smartis.bi/know-how/content/images/size/w1000/2025/12/---------------.png 1000w, https://smartis.bi/know-how/content/images/2025/12/---------------.png 1509w" sizes="(min-width: 1200px) 1200px"></figure><p>&#x412;&#x44B;&#x44F;&#x441;&#x43D;&#x438;&#x43B;&#x43E;&#x441;&#x44C;, &#x447;&#x442;&#x43E; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x43F;&#x43E;&#x441;&#x435;&#x449;&#x435;&#x43D;&#x438;&#x439; &#x441; &#x434;&#x435;&#x441;&#x43A;&#x442;&#x43E;&#x43F;&#x43E;&#x432; &#x431;&#x44B;&#x43B;&#x43E; &#x432; 1,5 &#x440;&#x430;&#x437;&#x430; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435;, &#x447;&#x435;&#x43C; &#x441; &#x43C;&#x43E;&#x431;&#x438;&#x43B;&#x44C;&#x43D;&#x44B;&#x445; &#x443;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x441;&#x442;&#x432;. &#x41F;&#x440;&#x438; &#x44D;&#x442;&#x43E;&#x43C; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x44F; &#x441; &#x41F;&#x41A; &#x431;&#x44B;&#x43B;&#x430; &#x431;&#x43E;&#x43B;&#x435;&#x435; &#x447;&#x435;&#x43C; &#x432; 2 &#x440;&#x430;&#x437;&#x430; &#x432;&#x44B;&#x448;&#x435;, &#x447;&#x435;&#x43C; &#x441;&#x43E; &#x441;&#x43C;&#x430;&#x440;&#x442;&#x444;&#x43E;&#x43D;&#x43E;&#x432;.</p><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2025/12/-----------------------------.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430; &#x441; &#x43F;&#x43E;&#x440;&#x442;&#x440;&#x435;&#x442;&#x43E;&#x43C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x430;&#x435;&#x442; &#x441;&#x43E;&#x43A;&#x440;&#x430;&#x442;&#x438;&#x442;&#x44C; &#x43D;&#x435;&#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x44B;&#x439; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A; &#x438; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x442;&#x44C; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x44E; &#x432; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x439; &#x43B;&#x438;&#x434; &#x432; 2 &#x440;&#x430;&#x437;&#x430;: &#x43A;&#x435;&#x439;&#x441; &#x410;&#x43F;&#x430;&#x440;&#x442;-&#x41E;&#x442;&#x435;&#x43B;&#x435;&#x439; Vertical" loading="lazy" width="911" height="231" srcset="https://smartis.bi/know-how/content/images/size/w600/2025/12/-----------------------------.png 600w, https://smartis.bi/know-how/content/images/2025/12/-----------------------------.png 911w" sizes="(min-width: 720px) 720px"></figure><p>&#x41A;&#x43E;&#x43B;&#x43B;&#x435;&#x433;&#x438; &#x43F;&#x43E;&#x448;&#x43B;&#x438; &#x434;&#x430;&#x43B;&#x44C;&#x448;&#x435; &#x438; &#x438;&#x437;&#x443;&#x447;&#x438;&#x43B;&#x438; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A; &#x431;&#x43E;&#x43B;&#x435;&#x435; &#x434;&#x435;&#x442;&#x430;&#x43B;&#x44C;&#x43D;&#x43E; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; &#x441;&#x43F;&#x435;&#x446;&#x438;&#x430;&#x43B;&#x44C;&#x43D;&#x43E;&#x439; &#x43F;&#x43B;&#x430;&#x442;&#x444;&#x43E;&#x440;&#x43C;&#x44B; &#x434;&#x43B;&#x44F; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x438; &#x441;&#x430;&#x439;&#x442;&#x430;. &#x410;&#x43D;&#x430;&#x43B;&#x438;&#x437; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x43B;, &#x447;&#x442;&#x43E; &#x433;&#x43B;&#x443;&#x431;&#x438;&#x43D;&#x430; &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x430; &#x443; &#x434;&#x435;&#x441;&#x43A;&#x442;&#x43E;&#x43F;&#x43D;&#x44B;&#x445; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x435;&#x439; &#x431;&#x44B;&#x43B;&#x430; &#x432;&#x44B;&#x448;&#x435;.</p><p><strong>2. &#x41F;&#x435;&#x440;&#x435;&#x440;&#x430;&#x441;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x438;&#x43B;&#x438; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A; &#x43C;&#x435;&#x436;&#x434;&#x443; &#x443;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x441;&#x442;&#x432;&#x430;&#x43C;&#x438;</strong></p><p>&#x41D;&#x430; &#x43E;&#x441;&#x43D;&#x43E;&#x432;&#x435; &#x44D;&#x442;&#x43E;&#x433;&#x43E; &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x430; &#x43F;&#x440;&#x438;&#x43D;&#x44F;&#x43B;&#x430; &#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x435; &#x443;&#x441;&#x438;&#x43B;&#x438;&#x442;&#x44C; &#x434;&#x435;&#x441;&#x43A;&#x442;&#x43E;&#x43F;&#x43D;&#x44B;&#x439; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A; &#x438; &#x441;&#x43E;&#x43A;&#x440;&#x430;&#x442;&#x438;&#x442;&#x44C; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x437;&#x430;&#x43F;&#x440;&#x43E;&#x441;&#x43E;&#x432; &#x441; &#x43C;&#x43E;&#x431;&#x438;&#x43B;&#x44C;&#x43D;&#x44B;&#x445; &#x443;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x441;&#x442;&#x432;. &#x411;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x441;&#x43D;&#x438;&#x437;&#x438;&#x43B;&#x43E;&#x441;&#x44C; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x432;&#x430;&#x43B;&#x43E;&#x432;&#x44B;&#x445; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x439;, &#x43F;&#x440;&#x438; &#x44D;&#x442;&#x43E;&#x43C; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x44B;&#x445; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x43B;&#x43E;&#x441;&#x44C; &#x43D;&#x430; 68%.</p><p>&#x421; &#x43A;&#x43E;&#x43D;&#x446;&#x430; &#x43B;&#x435;&#x442;&#x430; &#x43E;&#x431;&#x449;&#x430;&#x44F; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x44F; &#x432; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x439; &#x43B;&#x438;&#x434; &#x43D;&#x430;&#x447;&#x430;&#x43B;&#x430; &#x440;&#x430;&#x441;&#x442;&#x438; &#x438; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x43B;&#x430;&#x441;&#x44C; &#x432; 2 &#x440;&#x430;&#x437;&#x430;.</p><figure class="kg-card kg-image-card kg-width-wide"><img src="https://smartis.bi/know-how/content/images/2025/12/------------------------------.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430; &#x441; &#x43F;&#x43E;&#x440;&#x442;&#x440;&#x435;&#x442;&#x43E;&#x43C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x430;&#x435;&#x442; &#x441;&#x43E;&#x43A;&#x440;&#x430;&#x442;&#x438;&#x442;&#x44C; &#x43D;&#x435;&#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x44B;&#x439; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A; &#x438; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x442;&#x44C; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x44E; &#x432; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x439; &#x43B;&#x438;&#x434; &#x432; 2 &#x440;&#x430;&#x437;&#x430;: &#x43A;&#x435;&#x439;&#x441; &#x410;&#x43F;&#x430;&#x440;&#x442;-&#x41E;&#x442;&#x435;&#x43B;&#x435;&#x439; Vertical" loading="lazy" width="1511" height="512" srcset="https://smartis.bi/know-how/content/images/size/w600/2025/12/------------------------------.png 600w, https://smartis.bi/know-how/content/images/size/w1000/2025/12/------------------------------.png 1000w, https://smartis.bi/know-how/content/images/2025/12/------------------------------.png 1511w" sizes="(min-width: 1200px) 1200px"></figure><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430; &#x441; &#x43F;&#x43E;&#x440;&#x442;&#x440;&#x435;&#x442;&#x43E;&#x43C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x430;&#x435;&#x442; &#x441;&#x43E;&#x43A;&#x440;&#x430;&#x442;&#x438;&#x442;&#x44C; &#x43D;&#x435;&#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x44B;&#x439; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A; &#x438; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x442;&#x44C; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x44E; &#x432; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x439; &#x43B;&#x438;&#x434; &#x432; 2 &#x440;&#x430;&#x437;&#x430;: &#x43A;&#x435;&#x439;&#x441; &#x410;&#x43F;&#x430;&#x440;&#x442;-&#x41E;&#x442;&#x435;&#x43B;&#x435;&#x439; Vertical" src="https://smartis.bi/know-how/content/images/2025/12/angelina-bogdanova.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong>&#x410;&#x43D;&#x433;&#x435;&#x43B;&#x438;&#x43D;&#x430; &#x411;&#x43E;&#x433;&#x434;&#x430;&#x43D;&#x43E;&#x432;&#x430;, Project Manager Smartis</strong></p><blockquote>&#x420;&#x430;&#x441;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x435;&#x43D;&#x438;&#x435; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A;&#x430; &#x43F;&#x43E; &#x443;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x441;&#x442;&#x432;&#x430;&#x43C; &#x2013; &#x44D;&#x442;&#x43E; &#x43E;&#x434;&#x43D;&#x430; &#x438;&#x437; &#x441;&#x43E;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x44F;&#x44E;&#x449;&#x438;&#x445; &#x43A;&#x43E;&#x43C;&#x43F;&#x43B;&#x435;&#x43A;&#x441;&#x43D;&#x43E;&#x433;&#x43E; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x430; &#x43E; &#x43F;&#x43E;&#x440;&#x442;&#x440;&#x435;&#x442;&#x435; &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x430;&#x442;&#x435;&#x43B;&#x44F;. &#x412; &#x43D;&#x430;&#x441;&#x442;&#x43E;&#x44F;&#x449;&#x438;&#x439; &#x43C;&#x43E;&#x43C;&#x435;&#x43D;&#x442; &#x43C;&#x44B; &#x441; &#x43A;&#x43E;&#x43B;&#x43B;&#x435;&#x433;&#x430;&#x43C;&#x438; &#x438;&#x437; Vertical Hotels &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x435;&#x43C; &#x43D;&#x430;&#x434; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x43E;&#x43C; &#x43E; &#x440;&#x435;&#x433;&#x438;&#x43E;&#x43D;&#x430;&#x43B;&#x44C;&#x43D;&#x43E;&#x43C; &#x434;&#x435;&#x43B;&#x435;&#x43D;&#x438;&#x438; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x43E;&#x432;. &#x41E;&#x43D; &#x441;&#x442;&#x430;&#x43D;&#x435;&#x442; &#x441;&#x43B;&#x435;&#x434;&#x443;&#x44E;&#x449;&#x438;&#x43C; &#x448;&#x430;&#x433;&#x43E;&#x43C; &#x432; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x435; &#x441; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x439; &#x430;&#x443;&#x434;&#x438;&#x442;&#x43E;&#x440;&#x438;&#x435;&#x439;, &#x43F;&#x43E;&#x43C;&#x43E;&#x436;&#x435;&#x442; &#x431;&#x43E;&#x43B;&#x435;&#x435; &#x442;&#x43E;&#x447;&#x43D;&#x43E; &#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x44F;&#x442;&#x44C; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A; &#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x43E;&#x433;&#x43E; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A;&#x430; &#x438; &#x43D;&#x430;&#x441;&#x442;&#x440;&#x430;&#x438;&#x432;&#x430;&#x442;&#x44C; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x443;</blockquote><h1 id="%D0%B8%D1%82%D0%BE%D0%B3">&#x418;&#x442;&#x43E;&#x433;</h1><p>&#x411;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x43E;&#x442;&#x441;&#x43B;&#x435;&#x436;&#x438;&#x432;&#x430;&#x43D;&#x438;&#x44E; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A;&#x43E;&#x432; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A;&#x430; &#x432; Smartis &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x430; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x430; Vertical Hotels &#x441;&#x43C;&#x43E;&#x433;&#x43B;&#x430; &#x434;&#x43E;&#x441;&#x442;&#x438;&#x447;&#x44C; &#x441;&#x43B;&#x435;&#x434;&#x443;&#x44E;&#x449;&#x438;&#x445; &#x440;&#x435;&#x437;&#x443;&#x43B;&#x44C;&#x442;&#x430;&#x442;&#x43E;&#x432;:</p><ul><li>&#x423;&#x432;&#x438;&#x434;&#x435;&#x43B;&#x438;, &#x441; &#x43A;&#x430;&#x43A;&#x438;&#x445; &#x443;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x441;&#x442;&#x432; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x438; &#x433;&#x43B;&#x443;&#x431;&#x436;&#x435; &#x438;&#x437;&#x443;&#x447;&#x430;&#x44E;&#x442; &#x441;&#x430;&#x439;&#x442; &#x438; &#x43B;&#x443;&#x447;&#x448;&#x435; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x442;&#x438;&#x440;&#x443;&#x44E;&#x442;&#x441;&#x44F; &#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443;.</li><li>&#x41F;&#x435;&#x440;&#x435;&#x43D;&#x430;&#x43F;&#x440;&#x430;&#x432;&#x438;&#x43B;&#x438; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A; &#x43D;&#x430; &#x41F;&#x41A; &#x2013; &#x431;&#x43E;&#x43B;&#x435;&#x435; &#xAB;&#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x44B;&#x439;&#xBB; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A;.</li><li>&#x423;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x43B;&#x43E;&#x441;&#x44C; &#x447;&#x438;&#x441;&#x43B;&#x43E; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x44B;&#x445; &#x43B;&#x438;&#x434;&#x43E;&#x432; &#x43D;&#x430; 68%.</li><li>&#x41A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x44F; &#x438;&#x437; &#x432;&#x430;&#x43B;&#x43E;&#x432;&#x43E;&#x433;&#x43E; &#x43B;&#x438;&#x434;&#x430; &#x432; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x439; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x43B;&#x430;&#x441;&#x44C; &#x432; 2 &#x440;&#x430;&#x437;&#x430;.</li><li>&#x423;&#x434;&#x430;&#x43B;&#x43E;&#x441;&#x44C; &#x432;&#x435;&#x440;&#x43D;&#x443;&#x442;&#x44C; &#x443;&#x441;&#x43F;&#x435;&#x448;&#x43D;&#x44B;&#x435; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x438; &#x431;&#x435;&#x437; &#x438;&#x437;&#x43C;&#x435;&#x43D;&#x435;&#x43D;&#x438;&#x44F; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x430;.</li></ul>]]></content:encoded></item><item><title><![CDATA[Как снизить ДРР на Яндекс Недвижимость в 5 раз и защитить бюджет на площадку: кейс Plus Development]]></title><description><![CDATA[<p>&#x41E;&#x434;&#x43D;&#x430; &#x438;&#x437; &#x442;&#x440;&#x443;&#x434;&#x43D;&#x43E;&#x441;&#x442;&#x435;&#x439; &#x43F;&#x440;&#x438; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x435; &#x441; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x430;&#x43C;&#x438; &#x432; &#x442;&#x43E;&#x43C;, &#x447;&#x442;&#x43E; &#x43A;&#x43B;&#x438;&#x435;</p>]]></description><link>https://smartis.bi/know-how/kak-snizit-drr-na-iandieks-niedvizhimost-v-5-raz-i-zashchitit-biudzhiet-na-ploshchadku-kieis-plus-development/</link><guid isPermaLink="false">69300087687cf700011693c0</guid><category><![CDATA[Кейсы]]></category><dc:creator><![CDATA[Всеволод Кустенко]]></dc:creator><pubDate>Mon, 15 Dec 2025 14:57:39 GMT</pubDate><media:content url="https://smartis.bi/know-how/content/images/2026/01/Plus-Development.png" medium="image"/><content:encoded><![CDATA[<img src="https://smartis.bi/know-how/content/images/2026/01/Plus-Development.png" alt="&#x41A;&#x430;&#x43A; &#x441;&#x43D;&#x438;&#x437;&#x438;&#x442;&#x44C; &#x414;&#x420;&#x420; &#x43D;&#x430; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x432; 5 &#x440;&#x430;&#x437; &#x438; &#x437;&#x430;&#x449;&#x438;&#x442;&#x438;&#x442;&#x44C; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442; &#x43D;&#x430; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x443;: &#x43A;&#x435;&#x439;&#x441; Plus Development"><p>&#x41E;&#x434;&#x43D;&#x430; &#x438;&#x437; &#x442;&#x440;&#x443;&#x434;&#x43D;&#x43E;&#x441;&#x442;&#x435;&#x439; &#x43F;&#x440;&#x438; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x435; &#x441; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x430;&#x43C;&#x438; &#x432; &#x442;&#x43E;&#x43C;, &#x447;&#x442;&#x43E; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x44B; &#x440;&#x435;&#x434;&#x43A;&#x43E; &#x437;&#x432;&#x43E;&#x43D;&#x44F;&#x442; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x443; &#x441;&#x440;&#x430;&#x437;&#x443; &#x43F;&#x43E;&#x441;&#x43B;&#x435; &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x430; &#x43E;&#x431;&#x44A;&#x44F;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F;. &#x41F;&#x43E;&#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x441;&#x43E;&#x437;&#x434;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x43B;&#x43E;&#x436;&#x43D;&#x43E;&#x435; &#x432;&#x43F;&#x435;&#x447;&#x430;&#x442;&#x43B;&#x435;&#x43D;&#x438;&#x435;, &#x447;&#x442;&#x43E; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x430; &#x43D;&#x435; &#x43F;&#x440;&#x438;&#x432;&#x43E;&#x434;&#x438;&#x442; &#x43B;&#x438;&#x434;&#x44B;, &#x430; &#x437;&#x43D;&#x430;&#x447;&#x438;&#x442; &#x43D;&#x435; &#x443;&#x447;&#x430;&#x441;&#x442;&#x432;&#x443;&#x435;&#x442; &#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x435;. &#x41D;&#x43E; &#x43F;&#x440;&#x430;&#x432;&#x438;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x43F;&#x43E;&#x434;&#x445;&#x43E;&#x434; &#x43A; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x435; &#x43C;&#x435;&#x43D;&#x44F;&#x435;&#x442; &#x43F;&#x440;&#x435;&#x434;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x435; &#x43E;&#x431; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x430;.</p><p>&#x41D;&#x430; &#x43F;&#x440;&#x438;&#x43C;&#x435;&#x440;&#x435; &#x43A;&#x435;&#x439;&#x441;&#x430; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; Plus Development &#x440;&#x430;&#x441;&#x441;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x435;&#x43C;, &#x43A;&#x430;&#x43A; post-view &#x43F;&#x435;&#x440;&#x435;&#x432;&#x43E;&#x440;&#x430;&#x447;&#x438;&#x432;&#x430;&#x435;&#x442; &#x432;&#x43E;&#x441;&#x43F;&#x440;&#x438;&#x44F;&#x442;&#x438;&#x435; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x43E;&#x432;, &#x432; &#x447;&#x430;&#x441;&#x442;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x2014; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438;.</p><h2 id="%D0%BE-%D0%BA%D0%BB%D0%B8%D0%B5%D0%BD%D1%82%D0%B5">&#x41E; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x435;</h2><p>Plus Development &#x2014; &#x44D;&#x442;&#x43E; &#x434;&#x438;&#x43D;&#x430;&#x43C;&#x438;&#x447;&#x43D;&#x430;&#x44F; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x441;&#x43A;&#x430;&#x44F; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44F;, &#x432;&#x43D;&#x435;&#x434;&#x440;&#x44F;&#x44E;&#x449;&#x430;&#x44F; &#x441;&#x43E;&#x432;&#x440;&#x435;&#x43C;&#x435;&#x43D;&#x43D;&#x44B;&#x435; &#x441;&#x442;&#x430;&#x43D;&#x434;&#x430;&#x440;&#x442;&#x44B; &#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x430; &#x432; &#x441;&#x444;&#x435;&#x440;&#x435; &#x441;&#x442;&#x440;&#x43E;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x441;&#x442;&#x432;&#x430;.</p><p>&#x414;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440; &#x444;&#x43E;&#x43A;&#x443;&#x441;&#x438;&#x440;&#x443;&#x435;&#x442;&#x441;&#x44F; &#x43D;&#x430; &#x440;&#x44B;&#x43D;&#x43A;&#x435; &#x43A;&#x43E;&#x43C;&#x43C;&#x435;&#x440;&#x447;&#x435;&#x441;&#x43A;&#x43E;&#x439; &#x438; &#x436;&#x438;&#x43B;&#x43E;&#x439; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x41C;&#x43E;&#x441;&#x43A;&#x43E;&#x432;&#x441;&#x43A;&#x43E;&#x433;&#x43E; &#x440;&#x435;&#x433;&#x438;&#x43E;&#x43D;&#x430; &#x438; &#x43E;&#x441;&#x443;&#x449;&#x435;&#x441;&#x442;&#x432;&#x43B;&#x44F;&#x435;&#x442; &#x43F;&#x43E;&#x43B;&#x43D;&#x44B;&#x439; &#x446;&#x438;&#x43A;&#x43B; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x43C;&#x435;&#x43D;&#x442;&#x430;: &#x43E;&#x442; &#x43F;&#x43E;&#x434;&#x431;&#x43E;&#x440;&#x430; &#x442;&#x435;&#x440;&#x440;&#x438;&#x442;&#x43E;&#x440;&#x438;&#x438; &#x43F;&#x43E;&#x434; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x43A;&#x443; &#x434;&#x43E; &#x432;&#x432;&#x43E;&#x434;&#x430; &#x432; &#x44D;&#x43A;&#x441;&#x43F;&#x43B;&#x443;&#x430;&#x442;&#x430;&#x446;&#x438;&#x44E; &#x438; &#x443;&#x43F;&#x440;&#x430;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; &#x441;&#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x43C; &#x43F;&#x440;&#x43E;&#x435;&#x43A;&#x442;&#x43E;&#x43C;.</p><p>&#x421;&#x440;&#x435;&#x434;&#x438; &#x43F;&#x440;&#x43E;&#x435;&#x43A;&#x442;&#x43E;&#x432; &#x2013; &#x416;&#x41A; &#xAB;&#x414;&#x435;&#x442;&#x430;&#x43B;&#x438;&#xBB;, &#x416;&#x41A; &#xAB;&#x410;&#x43A;&#x446;&#x435;&#x43D;&#x442;&#x44B;&#xBB;.</p><h2 id="%D0%B7%D0%B0%D0%B4%D0%B0%D1%87%D0%B0">&#x417;&#x430;&#x434;&#x430;&#x447;&#x430;</h2><p>&#x41A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x430; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x430; &#x43F;&#x43E;&#x43D;&#x438;&#x43C;&#x430;&#x43B;&#x430;, &#x447;&#x442;&#x43E; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x441; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C;&#x44E; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x44E;&#x442; &#x43D;&#x430; &#x43F;&#x440;&#x43E;&#x433;&#x440;&#x435;&#x432; &#x432;&#x43E;&#x440;&#x43E;&#x43D;&#x43A;&#x438;, &#x43D;&#x43E; &#x43F;&#x440;&#x438; &#x44D;&#x442;&#x43E;&#x43C; &#x43E;&#x446;&#x435;&#x43D;&#x438;&#x442;&#x44C; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x443;&#x44E; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x44E; &#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x431;&#x44B;&#x43B;&#x43E; &#x437;&#x430;&#x442;&#x440;&#x443;&#x434;&#x43D;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E;. </p><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; &#x441;&#x43D;&#x438;&#x437;&#x438;&#x442;&#x44C; &#x414;&#x420;&#x420; &#x43D;&#x430; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x432; 5 &#x440;&#x430;&#x437; &#x438; &#x437;&#x430;&#x449;&#x438;&#x442;&#x438;&#x442;&#x44C; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442; &#x43D;&#x430; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x443;: &#x43A;&#x435;&#x439;&#x441; Plus Development" src="https://smartis.bi/know-how/content/images/2025/12/ekaterina-nalivaiko.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong>&#x415;&#x43A;&#x430;&#x442;&#x435;&#x440;&#x438;&#x43D;&#x430; &#x41D;&#x430;&#x43B;&#x438;&#x432;&#x430;&#x439;&#x43A;&#x43E;, &#x414;&#x438;&#x440;&#x435;&#x43A;&#x442;&#x43E;&#x440; &#x43F;&#x43E; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x443; Plus Development</strong></p><blockquote><em>&#x41C;&#x44B; &#x43F;&#x440;&#x435;&#x43A;&#x440;&#x430;&#x441;&#x43D;&#x43E; &#x43F;&#x43E;&#x43D;&#x438;&#x43C;&#x430;&#x435;&#x43C;, &#x447;&#x442;&#x43E; &#x43D;&#x430; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x435;&#x441;&#x442;&#x44C; &#x43D;&#x430;&#x448;&#x430; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x430;&#x44F; &#x430;&#x443;&#x434;&#x438;&#x442;&#x43E;&#x440;&#x438;&#x44F; &#x2013; &#x43B;&#x44E;&#x434;&#x438; &#x43F;&#x440;&#x438;&#x445;&#x43E;&#x434;&#x44F;&#x442; &#x43D;&#x430; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x443; &#x443;&#x436;&#x435; &#x441; &#x43D;&#x430;&#x43C;&#x435;&#x440;&#x435;&#x43D;&#x438;&#x435;&#x43C; &#x43A;&#x443;&#x43F;&#x438;&#x442;&#x44C; &#x43A;&#x432;&#x430;&#x440;&#x442;&#x438;&#x440;&#x443;. &#x41D;&#x430; &#x44D;&#x442;&#x43E;&#x43C; &#x44D;&#x442;&#x430;&#x43F;&#x435; &#x43F;&#x43E;&#x442;&#x435;&#x43D;&#x446;&#x438;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442; &#x43F;&#x43E;&#x43D;&#x438;&#x43C;&#x430;&#x435;&#x442;, &#x43A;&#x430;&#x43A;&#x430;&#x44F; &#x435;&#x43C;&#x443; &#x43D;&#x443;&#x436;&#x43D;&#x430; &#x43B;&#x43E;&#x43A;&#x430;&#x446;&#x438;&#x44F;, &#x43D;&#x43E; &#x435;&#x449;&#x435; &#x43D;&#x435; &#x432;&#x44B;&#x431;&#x440;&#x430;&#x43B; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;. &#x412; &#x44D;&#x442;&#x43E;&#x442; &#x43F;&#x435;&#x440;&#x438;&#x43E;&#x434; &#x43E;&#x43D; &#x438;&#x437;&#x443;&#x447;&#x430;&#x435;&#x442; &#x440;&#x44B;&#x43D;&#x43E;&#x43A;, &#x43E;&#x446;&#x435;&#x43D;&#x438;&#x432;&#x430;&#x435;&#x442; &#x441;&#x432;&#x43E;&#x44E; &#x437;&#x430;&#x440;&#x43F;&#x43B;&#x430;&#x442;&#x443;, &#x43C;&#x435;&#x43D;&#x44F;&#x435;&#x442; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x443;, &#x443; &#x43D;&#x435;&#x433;&#x43E; &#x440;&#x43E;&#x436;&#x434;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x440;&#x435;&#x431;&#x435;&#x43D;&#x43E;&#x43A; &#x438;, &#x43D;&#x430;&#x43A;&#x43E;&#x43D;&#x435;&#x446;, &#x43E;&#x43D; &#x433;&#x43E;&#x442;&#x43E;&#x432; &#x43A; &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x43A;&#x435;. &#x41F;&#x43E;&#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x432;&#x43E;&#x440;&#x43E;&#x43D;&#x43A;&#x430; &#x441; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x430; &#x434;&#x43B;&#x438;&#x442;&#x441;&#x44F; &#x43D;&#x435; 2-3 &#x43C;&#x435;&#x441;&#x44F;&#x446;&#x430;, &#x430; &#x43F;&#x43E;&#x43B;&#x433;&#x43E;&#x434;&#x430; &#x438; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435;.</em></blockquote><p>&#x41E;&#x434;&#x43D;&#x430;&#x43A;&#x43E; &#x442;&#x435;&#x445;&#x43D;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438; &#x434;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x44C;, &#x447;&#x442;&#x43E; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x430; &#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E; &#x443;&#x447;&#x430;&#x441;&#x442;&#x432;&#x443;&#x435;&#x442; &#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x435;, &#x431;&#x44B;&#x43B;&#x43E; &#x437;&#x430;&#x442;&#x440;&#x443;&#x434;&#x43D;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E;. &#x41A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x439; &#x441;&#x43F;&#x43E;&#x441;&#x43E;&#x431; &#x438;&#x437;&#x43C;&#x435;&#x440;&#x435;&#x43D;&#x438;&#x44F; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x2014; &#x43F;&#x43E; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x443; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x43E;&#x432; &#x438;&#x437; &#x43E;&#x431;&#x44A;&#x44F;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; &#x2014; &#x43D;&#x435; &#x43E;&#x442;&#x43E;&#x431;&#x440;&#x430;&#x436;&#x430;&#x43B; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x443;&#x44E; &#x43A;&#x430;&#x440;&#x442;&#x438;&#x43D;&#x443;.</p><p>&#x418;&#x441;&#x445;&#x43E;&#x434;&#x43D;&#x44B;&#x435; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x43B;&#x438;, &#x447;&#x442;&#x43E; &#x441;&#x442;&#x43E;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x441; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x431;&#x44B;&#x43B;&#x430; &#x441;&#x43B;&#x438;&#x448;&#x43A;&#x43E;&#x43C; &#x432;&#x44B;&#x441;&#x43E;&#x43A;&#x430;. &#x41F;&#x43E;&#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442; &#x43D;&#x430; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x443; &#x441;&#x43E;&#x43A;&#x440;&#x430;&#x449;&#x430;&#x43B;&#x441;&#x44F;.</p><p>&#x413;&#x43B;&#x430;&#x432;&#x43D;&#x43E;&#x439; &#x437;&#x430;&#x434;&#x430;&#x447;&#x435;&#x439; &#x441;&#x442;&#x430;&#x43B;&#x43E;:</p><ul><li>&#x438;&#x43C;&#x435;&#x442;&#x44C; &#x432;&#x43E;&#x437;&#x43C;&#x43E;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x434;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x44C; &#x43D;&#x430; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445; &#x43A;&#x43E;&#x43D;&#x43A;&#x440;&#x435;&#x442;&#x43D;&#x44B;&#x439; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443;;</li><li>&#x437;&#x430;&#x449;&#x438;&#x442;&#x438;&#x442;&#x44C; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442; &#x43D;&#x430; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;;</li><li>&#x441;&#x43D;&#x438;&#x437;&#x438;&#x442;&#x44C; &#x441;&#x442;&#x43E;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x441; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438;;</li><li>&#x441;&#x43E;&#x43A;&#x440;&#x430;&#x442;&#x438;&#x442;&#x44C; &#x440;&#x430;&#x441;&#x445;&#x43E;&#x434;&#x44B;, &#x441;&#x43E;&#x445;&#x440;&#x430;&#x43D;&#x438;&#x432; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438;.</li></ul><p>&#x411;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x443; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#x434;&#x43E;&#x43B;&#x436;&#x43D;&#x430; &#x43F;&#x43E;&#x44F;&#x432;&#x438;&#x442;&#x44C;&#x441;&#x44F; &#x432;&#x43E;&#x437;&#x43C;&#x43E;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43F;&#x43E;&#x441;&#x442;&#x43E;&#x44F;&#x43D;&#x43D;&#x43E; &#x438; &#x43D;&#x435;&#x43F;&#x440;&#x435;&#x440;&#x44B;&#x432;&#x43D;&#x43E; &#x440;&#x430;&#x437;&#x43C;&#x435;&#x449;&#x430;&#x442;&#x44C;&#x441;&#x44F; &#x43D;&#x430; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x435;</p><h2 id="%D1%80%D0%B5%D1%88%D0%B5%D0%BD%D0%B8%D0%B5">&#x420;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x435;</h2><p>&#x412; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#x43F;&#x43E;&#x434;&#x43A;&#x43B;&#x44E;&#x447;&#x438;&#x43B;&#x438; Post-view &#x43E;&#x442; Smartis &#x43A; &#x441;&#x435;&#x440;&#x432;&#x438;&#x441;&#x443; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C;. &#x422;&#x430;&#x43A;&#x430;&#x44F; &#x438;&#x43D;&#x442;&#x435;&#x433;&#x440;&#x430;&#x446;&#x438;&#x44F; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x43B;&#x430; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C;:</p><ul><li>&#x43A;&#x430;&#x43A;&#x438;&#x435; &#x43E;&#x431;&#x44A;&#x44F;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x430;&#x442;&#x440;&#x438;&#x432;&#x430;&#x43B; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442; &#x43D;&#x430; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x435;;</li><li>&#x43A;&#x430;&#x43A;&#x438;&#x435; &#x43E;&#x431;&#x44A;&#x44F;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; &#x434;&#x43E;&#x431;&#x430;&#x432;&#x43B;&#x44F;&#x43B;&#x438; &#x432; &#x438;&#x437;&#x431;&#x440;&#x430;&#x43D;&#x43D;&#x43E;&#x435;;</li><li>&#x43D;&#x430;&#x436;&#x438;&#x43C;&#x430;&#x43B;&#x438; &#x43B;&#x438; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x44B; &#x43A;&#x43D;&#x43E;&#x43F;&#x43A;&#x443; &#x201C;&#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x44C; &#x43D;&#x43E;&#x43C;&#x435;&#x440;&#x201D;.</li></ul><p>&#x41F;&#x43E;&#x43C;&#x438;&#x43C;&#x43E; &#x430;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x435;&#x439; &#x441;&#x430;&#x43C;&#x438;&#x445; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x43E;&#x432; &#x438;&#x43D;&#x442;&#x435;&#x433;&#x440;&#x430;&#x446;&#x438;&#x44F; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x43B;&#x430;, &#x43A;&#x430;&#x43A; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x442;&#x432;&#x430; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x44E;&#x442; &#x441; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x430;&#x43C;&#x438;. &#x41A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x430; &#x443;&#x432;&#x438;&#x434;&#x435;&#x43B;&#x430;, &#x447;&#x442;&#x43E; &#x43E;&#x431;&#x44B;&#x447;&#x43D;&#x43E; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x44B; &#x43E;&#x442;&#x43F;&#x440;&#x430;&#x432;&#x43B;&#x44F;&#x44E;&#x442; &#x43B;&#x44E;&#x434;&#x44F;&#x43C; &#x43D;&#x430; &#x440;&#x430;&#x441;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x435;&#x43D;&#x438;&#x435; 3-5 &#x432;&#x430;&#x440;&#x438;&#x430;&#x43D;&#x442;&#x43E;&#x432; &#x43A;&#x432;&#x430;&#x440;&#x442;&#x438;&#x440; &#x432; 2-3 &#x437;&#x430;&#x445;&#x43E;&#x434;&#x430;.</p><p>&#x412;&#x44B;&#x44F;&#x441;&#x43D;&#x438;&#x43B;&#x43E;&#x441;&#x44C;, &#x447;&#x442;&#x43E; &#x43F;&#x43E;&#x43B;&#x43E;&#x432;&#x438;&#x43D;&#x430; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x43E;&#x432;-&#x447;&#x430;&#x441;&#x442;&#x43D;&#x438;&#x43A;&#x43E;&#x432; &#x43F;&#x440;&#x438;&#x445;&#x43E;&#x434;&#x44F;&#x442; &#x438;&#x43C;&#x435;&#x43D;&#x43D;&#x43E; &#x441; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x43E;&#x432;.</p><p>&#x422;&#x430;&#x43A;&#x438;&#x43C; &#x43E;&#x431;&#x440;&#x430;&#x437;&#x43E;&#x43C; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A; &#x43D;&#x430;&#x447;&#x430;&#x43B; &#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x431;&#x43E;&#x43B;&#x435;&#x435; &#x446;&#x435;&#x43B;&#x44C;&#x43D;&#x443;&#x44E; &#x43A;&#x430;&#x440;&#x442;&#x438;&#x43D;&#x443; &#x43F;&#x443;&#x442;&#x438; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430;. &#x42D;&#x442;&#x438; &#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x438;&#x44F; &#x43E;&#x442;&#x43E;&#x431;&#x440;&#x430;&#x436;&#x430;&#x44E;&#x442;&#x441;&#x44F; &#x432; CJM &#x432; Smartis &#x432;&#x43C;&#x435;&#x441;&#x442;&#x435; &#x441; &#x434;&#x440;&#x443;&#x433;&#x438;&#x43C;&#x438; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F;&#x43C;&#x438; &#x2014; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x430;&#x43C;&#x438;, &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x430;&#x43C;&#x438; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B;, &#x43F;&#x440;&#x43E;&#x434;&#x432;&#x438;&#x436;&#x435;&#x43D;&#x438;&#x44E; &#x43F;&#x43E; &#x432;&#x43E;&#x440;&#x43E;&#x43D;&#x43A;&#x435;, &#x432;&#x441;&#x442;&#x440;&#x435;&#x447;&#x430;&#x43C;&#x438; &#x432; &#x43E;&#x444;&#x438;&#x441;&#x435;, &#x431;&#x440;&#x43E;&#x43D;&#x44F;&#x43C;&#x438; &#x438; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x430;&#x43C;&#x438;.</p><p>&#x41F;&#x43B;&#x430;&#x442;&#x444;&#x43E;&#x440;&#x43C;&#x430; &#x441;&#x430;&#x43C;&#x43E;&#x441;&#x442;&#x43E;&#x44F;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E; &#x43F;&#x440;&#x438;&#x441;&#x432;&#x430;&#x438;&#x432;&#x430;&#x435;&#x442; &#x432;&#x435;&#x441; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x43E;&#x43C;&#x443; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x443; &#x432; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x438;, &#x431;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x447;&#x435;&#x43C;&#x443; &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x43F;&#x43E;&#x43D;&#x44F;&#x442;&#x44C;, &#x43A;&#x430;&#x43A; &#x438;&#x43C;&#x435;&#x43D;&#x43D;&#x43E; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434; &#x43F;&#x43E;&#x432;&#x43B;&#x438;&#x44F;&#x43B; &#x43D;&#x430; &#x43F;&#x440;&#x438;&#x43D;&#x44F;&#x442;&#x438;&#x435; &#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x44F; &#x43E; &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x43A;&#x435; &#x43A;&#x432;&#x430;&#x440;&#x442;&#x438;&#x440;&#x44B;.</p><p>&#x414;&#x43B;&#x44F; &#x442;&#x43E;&#x433;&#x43E;, &#x447;&#x442;&#x43E;&#x431;&#x44B; &#x43F;&#x43E;&#x43D;&#x44F;&#x442;&#x44C; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x43D;&#x430; &#x434;&#x438;&#x441;&#x442;&#x430;&#x43D;&#x446;&#x438;&#x438;, &#x43C;&#x44B; &#x437;&#x430;&#x433;&#x440;&#x443;&#x437;&#x438;&#x43B;&#x438; &#x440;&#x435;&#x442;&#x440;&#x43E;-&#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435;. &#x412;&#x430;&#x436;&#x43D;&#x43E; &#x431;&#x44B;&#x43B;&#x43E; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x438;&#x43D;&#x444;&#x43E;&#x440;&#x43C;&#x430;&#x446;&#x438;&#x44E; &#x437;&#x430; &#x43F;&#x435;&#x440;&#x438;&#x43E;&#x434; &#x43A;&#x430;&#x43A; &#x43C;&#x438;&#x43D;&#x438;&#x43C;&#x443;&#x43C; &#x432; 6 &#x43C;&#x435;&#x441;&#x44F;&#x446;&#x435;&#x432;. <br></p><p><strong>&#x427;&#x442;&#x43E; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x43B;&#x430; &#x438;&#x43D;&#x442;&#x435;&#x433;&#x440;&#x430;&#x446;&#x438;&#x44F;</strong></p><figure class="kg-card kg-image-card kg-width-wide"><img src="data:image/png;base64,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" class="kg-image" alt="&#x41A;&#x430;&#x43A; &#x441;&#x43D;&#x438;&#x437;&#x438;&#x442;&#x44C; &#x414;&#x420;&#x420; &#x43D;&#x430; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x432; 5 &#x440;&#x430;&#x437; &#x438; &#x437;&#x430;&#x449;&#x438;&#x442;&#x438;&#x442;&#x44C; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442; &#x43D;&#x430; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x443;: &#x43A;&#x435;&#x439;&#x441; Plus Development" loading="lazy"></figure><p>&#x417;&#x434;&#x435;&#x441;&#x44C; &#x43D;&#x430;&#x433;&#x43B;&#x44F;&#x434;&#x43D;&#x43E; &#x432;&#x438;&#x434;&#x43D;&#x43E;, &#x43A;&#x430;&#x43A; &#x43C;&#x435;&#x43D;&#x44F;&#x44E;&#x442;&#x441;&#x44F; &#x432;&#x430;&#x436;&#x43D;&#x44B;&#x435; &#x431;&#x438;&#x437;&#x43D;&#x435;&#x441;-&#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x438; &#x441; &#x432;&#x43A;&#x43B;&#x44E;&#x447;&#x435;&#x43D;&#x43D;&#x43E;&#x439; &#x444;&#x443;&#x43D;&#x43A;&#x446;&#x438;&#x435;&#x439; post-view.</p><p>&#x41A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x432;&#x441;&#x442;&#x440;&#x435;&#x447; &#x441; &#x443;&#x447;&#x430;&#x441;&#x442;&#x438;&#x435;&#x43C; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x430; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x43B;&#x43E;&#x441;&#x44C; &#x43F;&#x43E;&#x447;&#x442;&#x438; &#x432; 2 &#x440;&#x430;&#x437;&#x430;, &#x431;&#x440;&#x43E;&#x43D;&#x438; &#x2013; &#x432; 3, &#x430; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x443;&#x441;&#x43F;&#x435;&#x448;&#x43D;&#x44B;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x2014; &#x432; 3,5 &#x440;&#x430;&#x437;&#x430;.</p><p>&#x41F;&#x440;&#x438; &#x44D;&#x442;&#x43E;&#x43C; &#x434;&#x43E;&#x43B;&#x44F; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x440;&#x430;&#x441;&#x445;&#x43E;&#x434;&#x43E;&#x432; &#x43D;&#x430; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x441;&#x43D;&#x438;&#x437;&#x438;&#x43B;&#x430;&#x441;&#x44C; &#x431;&#x43E;&#x43B;&#x435;&#x435; &#x447;&#x435;&#x43C; <strong>&#x432; 5 &#x440;&#x430;&#x437;</strong>, &#x430; &#x441;&#x442;&#x43E;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x441;&#x43E;&#x43A;&#x440;&#x430;&#x442;&#x438;&#x43B;&#x430;&#x441;&#x44C; <strong>&#x432; 12 &#x440;&#x430;&#x437;</strong>.</p><p>&#x411;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x43D;&#x43E;&#x432;&#x44B;&#x43C; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x43C;, &#x43E;&#x442;&#x43A;&#x440;&#x44B;&#x432;&#x448;&#x438;&#x43C;&#x441;&#x44F; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x438;, &#x43A;&#x43E;&#x43B;&#x43B;&#x435;&#x433;&#x438; &#x438;&#x437; Plus Development &#x43F;&#x435;&#x440;&#x435;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x435;&#x43B;&#x438; &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x435; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x430; &#x2014; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x2014; &#x438; &#x434;&#x430;&#x436;&#x435; &#x43F;&#x435;&#x440;&#x435;&#x440;&#x430;&#x441;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x438;&#x43B;&#x438; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;. </p><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; &#x441;&#x43D;&#x438;&#x437;&#x438;&#x442;&#x44C; &#x414;&#x420;&#x420; &#x43D;&#x430; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x432; 5 &#x440;&#x430;&#x437; &#x438; &#x437;&#x430;&#x449;&#x438;&#x442;&#x438;&#x442;&#x44C; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442; &#x43D;&#x430; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x443;: &#x43A;&#x435;&#x439;&#x441; Plus Development" src="https://smartis.bi/know-how/content/images/2025/12/ekaterina-nalivaiko.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong>&#x415;&#x43A;&#x430;&#x442;&#x435;&#x440;&#x438;&#x43D;&#x430; &#x41D;&#x430;&#x43B;&#x438;&#x432;&#x430;&#x439;&#x43A;&#x43E;, &#x414;&#x438;&#x440;&#x435;&#x43A;&#x442;&#x43E;&#x440; &#x43F;&#x43E; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x443; Plus Development</strong></p><blockquote><em>&#x41C;&#x44B; &#x440;&#x430;&#x441;&#x441;&#x43C;&#x430;&#x442;&#x440;&#x438;&#x432;&#x430;&#x435;&#x43C; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x43D;&#x435; &#x43A;&#x430;&#x43A; &#x447;&#x438;&#x441;&#x442;&#x43E; performance-&#x43A;&#x430;&#x43D;&#x430;&#x43B;, &#x430; &#x43A;&#x430;&#x43A; &#x43C;&#x435;&#x434;&#x438;&#x439;&#x43D;&#x443;&#x44E; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x443; &#x441; &#x443;&#x437;&#x43A;&#x43E; &#x43D;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x435;&#x43D;&#x43D;&#x44B;&#x43C; &#x442;&#x430;&#x440;&#x433;&#x435;&#x442;&#x43E;&#x43C; &#x43D;&#x430; &#x443;&#x436;&#x435; &#x442;&#x435;&#x43F;&#x43B;&#x443;&#x44E; &#x430;&#x443;&#x434;&#x438;&#x442;&#x43E;&#x440;&#x438;&#x44E;. &#x412; &#x443;&#x441;&#x43B;&#x43E;&#x432;&#x438;&#x44F;&#x445; &#x43E;&#x433;&#x440;&#x430;&#x43D;&#x438;&#x447;&#x435;&#x43D;&#x43D;&#x43E;&#x433;&#x43E; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x430; &#x438;&#x43C;&#x435;&#x435;&#x442; &#x441;&#x43C;&#x44B;&#x441;&#x43B; &#x43F;&#x435;&#x440;&#x435;&#x43D;&#x435;&#x441;&#x442;&#x438; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442; &#x438;&#x437; &#x43C;&#x435;&#x434;&#x438;&#x439;&#x43A;&#x438;, &#x43D;&#x430;&#x43F;&#x440;&#x430;&#x432;&#x43B;&#x435;&#x43D;&#x43D;&#x43E;&#x439; &#x43D;&#x430; &#x443;&#x437;&#x43D;&#x430;&#x432;&#x430;&#x435;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x431;&#x440;&#x435;&#x43D;&#x434;&#x430;, &#x432; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;. &#x412; &#x442;&#x430;&#x43A;&#x43E;&#x43C; &#x441;&#x43B;&#x443;&#x447;&#x430;&#x435; &#x431;&#x443;&#x434;&#x435;&#x442; &#x432;&#x43E;&#x437;&#x43C;&#x43E;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x440;&#x430;&#x437;&#x43C;&#x435;&#x449;&#x430;&#x442;&#x44C;&#x441;&#x44F; &#x43D;&#x430; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x435; &#x43D;&#x435;&#x43F;&#x440;&#x435;&#x440;&#x44B;&#x432;&#x43D;&#x43E; &#x438; &#x441;&#x442;&#x430;&#x431;&#x438;&#x43B;&#x44C;&#x43D;&#x43E;.</em></blockquote><h2 id="%D1%80%D0%B5%D0%B7%D1%83%D0%BB%D1%8C%D1%82%D0%B0%D1%82">&#x420;&#x435;&#x437;&#x443;&#x43B;&#x44C;&#x442;&#x430;&#x442;</h2><p>Post-view &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x43B;&#x43E; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C;, &#x43A;&#x430;&#x43A; &#x432; &#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x432;&#x43B;&#x438;&#x44F;&#x435;&#x442; &#x43D;&#x430; &#x431;&#x438;&#x437;&#x43D;&#x435;&#x441;-&#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x438;, &#x43E;&#x43A;&#x430;&#x437;&#x430;&#x43B;&#x43E;&#x441;&#x44C;, &#x447;&#x442;&#x43E;</p><ul><li>&#x41A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x432;&#x441;&#x442;&#x440;&#x435;&#x447; &#x441; &#x443;&#x447;&#x430;&#x441;&#x442;&#x438;&#x435;&#x43C; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x430; &#x431;&#x44B;&#x43B;&#x43E; &#x432; ~2 &#x440;&#x430;&#x437;&#x430; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435;, &#x447;&#x435;&#x43C; &#x441;&#x447;&#x438;&#x442;&#x430;&#x43B;&#x43E;&#x441;&#x44C; &#x440;&#x430;&#x43D;&#x435;&#x435;;</li><li>&#x41A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x431;&#x440;&#x43E;&#x43D;&#x435;&#x439; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x43B;&#x43E;&#x441;&#x44C; &#x432; 3 &#x440;&#x430;&#x437;&#x430;;</li><li>&#x41A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x443;&#x441;&#x43F;&#x435;&#x448;&#x43D;&#x44B;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x432; &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x445; &#x443;&#x447;&#x430;&#x441;&#x442;&#x432;&#x43E;&#x432;&#x430;&#x43B; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x43B;&#x43E;&#x441;&#x44C; &#x432; 3,5 &#x440;&#x430;&#x437;&#x430;;</li><li>&#x414;&#x420;&#x420; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438; &#x441;&#x43D;&#x438;&#x437;&#x438;&#x43B;&#x43E;&#x441;&#x44C; &#x431;&#x43E;&#x43B;&#x435;&#x435; &#x447;&#x435;&#x43C; &#x432; 5 &#x440;&#x430;&#x437;;</li><li>&#x421;&#x442;&#x43E;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x441; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x441;&#x43E;&#x43A;&#x440;&#x430;&#x442;&#x438;&#x43B;&#x430;&#x441;&#x44C; &#x432; 12 &#x440;&#x430;&#x437;.</li></ul><p>&#x411;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x443; &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x44B; &#x43F;&#x43E;&#x44F;&#x432;&#x438;&#x43B;&#x430;&#x441;&#x44C; &#x431;&#x430;&#x437;&#x430; &#x434;&#x43B;&#x44F; &#x430;&#x440;&#x433;&#x443;&#x43C;&#x435;&#x43D;&#x442;&#x430;&#x446;&#x438;&#x438; &#x43F;&#x440;&#x438; &#x43F;&#x435;&#x440;&#x435;&#x440;&#x430;&#x441;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x435;&#x43D;&#x438;&#x438; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x430; &#x432; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C;. &#x42D;&#x442;&#x43E; &#x43F;&#x43E;&#x437;&#x432;&#x43E;&#x43B;&#x438;&#x43B;&#x43E; &#x43F;&#x435;&#x440;&#x435;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x435;&#x442;&#x44C; &#x441;&#x43F;&#x43B;&#x438;&#x442; &#x432; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x443; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x430; &#x438; &#x441;&#x43E;&#x43A;&#x440;&#x430;&#x442;&#x438;&#x442;&#x44C; &#x434;&#x440;&#x443;&#x433;&#x438;&#x435;, &#x431;&#x43E;&#x43B;&#x435;&#x435; &#x43E;&#x445;&#x432;&#x430;&#x442;&#x43D;&#x44B;&#x435;, &#x43D;&#x43E; &#x43C;&#x435;&#x43D;&#x435;&#x435; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x43E;&#x43D;&#x43D;&#x44B;&#x435; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438;.<br></p>]]></content:encoded></item><item><title><![CDATA[Как побороть фрод и перестать платить за фейковые звонки]]></title><description><![CDATA[<p>&#x41F;&#x43E; &#x441;&#x442;&#x430;&#x442;&#x438;&#x441;&#x442;&#x438;&#x43A;&#x435; &#x43A;&#x430;&#x436;&#x434;&#x44B;&#x439; 10-&#x439; &#x437;&#x432;&#x43E;&#x43D;&#x43E;&#x43A; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x443; &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x44C;&#x441;</p>]]></description><link>https://smartis.bi/know-how/kak-poborot-frod-i-pieriestat-platit-za-fieikovyie-zvonki/</link><guid isPermaLink="false">6937d637687cf700011693e9</guid><category><![CDATA[Статьи]]></category><dc:creator><![CDATA[Всеволод Кустенко]]></dc:creator><pubDate>Tue, 09 Dec 2025 10:15:56 GMT</pubDate><media:content url="https://smartis.bi/know-how/content/images/2025/12/Frame-1565.png" medium="image"/><content:encoded><![CDATA[<img src="https://smartis.bi/know-how/content/images/2025/12/Frame-1565.png" alt="&#x41A;&#x430;&#x43A; &#x43F;&#x43E;&#x431;&#x43E;&#x440;&#x43E;&#x442;&#x44C; &#x444;&#x440;&#x43E;&#x434; &#x438; &#x43F;&#x435;&#x440;&#x435;&#x441;&#x442;&#x430;&#x442;&#x44C; &#x43F;&#x43B;&#x430;&#x442;&#x438;&#x442;&#x44C; &#x437;&#x430; &#x444;&#x435;&#x439;&#x43A;&#x43E;&#x432;&#x44B;&#x435; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x438;"><p>&#x41F;&#x43E; &#x441;&#x442;&#x430;&#x442;&#x438;&#x441;&#x442;&#x438;&#x43A;&#x435; &#x43A;&#x430;&#x436;&#x434;&#x44B;&#x439; 10-&#x439; &#x437;&#x432;&#x43E;&#x43D;&#x43E;&#x43A; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x443; &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x44C;&#x441;&#x44F; &#x43F;&#x43E;&#x434;&#x441;&#x442;&#x430;&#x432;&#x43D;&#x44B;&#x43C;. &#x42D;&#x442;&#x43E; &#x437;&#x43D;&#x430;&#x447;&#x438;&#x442;, &#x447;&#x442;&#x43E; &#x447;&#x430;&#x441;&#x442;&#x44C; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x43E;&#x433;&#x43E; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x430; &#x438; &#x443;&#x441;&#x438;&#x43B;&#x438;&#x439; &#x43C;&#x435;&#x43D;&#x435;&#x434;&#x436;&#x435;&#x440;&#x43E;&#x432; &#x442;&#x440;&#x430;&#x442;&#x44F;&#x442;&#x441;&#x44F; &#x432;&#x43F;&#x443;&#x441;&#x442;&#x443;&#x44E;.</p><p>&#x412; &#x44D;&#x442;&#x43E;&#x439; &#x441;&#x442;&#x430;&#x442;&#x44C;&#x435; &#x43C;&#x44B; &#x440;&#x430;&#x441;&#x441;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x435;&#x43C;, &#x447;&#x435;&#x43C; &#x43E;&#x43F;&#x430;&#x441;&#x435;&#x43D; &#x444;&#x440;&#x43E;&#x434;, &#x43A;&#x430;&#x43A; &#x435;&#x433;&#x43E; &#x440;&#x430;&#x441;&#x43F;&#x43E;&#x437;&#x43D;&#x430;&#x442;&#x44C; &#x438; &#x43A;&#x430;&#x43A; &#x441; &#x43D;&#x438;&#x43C; &#x431;&#x43E;&#x440;&#x43E;&#x442;&#x44C;&#x441;&#x44F; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; Smartis.</p><h2 id="%D1%87%D1%82%D0%BE-%D1%82%D0%B0%D0%BA%D0%BE%D0%B5-%D1%84%D1%80%D0%BE%D0%B4-%D0%B8-%D0%BA%D1%82%D0%BE-%D0%B5%D0%B3%D0%BE-%D1%81%D0%BE%D0%B7%D0%B4%D0%B0%D0%B5%D1%82">&#x427;&#x442;&#x43E; &#x442;&#x430;&#x43A;&#x43E;&#x435; &#x444;&#x440;&#x43E;&#x434; &#x438; &#x43A;&#x442;&#x43E; &#x435;&#x433;&#x43E; &#x441;&#x43E;&#x437;&#x434;&#x430;&#x435;&#x442;</h2><p>&#x412; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x435; &#x444;&#x440;&#x43E;&#x434; &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x43F;&#x440;&#x438;&#x43D;&#x438;&#x43C;&#x430;&#x442;&#x44C; &#x440;&#x430;&#x437;&#x43D;&#x44B;&#x435; &#x432;&#x438;&#x434;&#x44B; &#x2013; &#x444;&#x435;&#x439;&#x43A;&#x43E;&#x432;&#x44B;&#x435; &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x44B; &#x438; &#x43A;&#x43B;&#x438;&#x43A;&#x438;, &#x43B;&#x43E;&#x436;&#x43D;&#x44B;&#x435; &#x443;&#x441;&#x442;&#x430;&#x43D;&#x43E;&#x432;&#x43A;&#x438; &#x43F;&#x440;&#x438;&#x43B;&#x43E;&#x436;&#x435;&#x43D;&#x438;&#x439;, &#x43F;&#x435;&#x440;&#x435;&#x445;&#x432;&#x430;&#x442;&#x44B; &#x443;&#x441;&#x442;&#x430;&#x43D;&#x43E;&#x432;&#x43E;&#x43A; &#x438; &#x43F;&#x440;&#x43E;&#x447;&#x435;&#x435;.</p><p>&#x412; &#x43D;&#x430;&#x448;&#x435;&#x43C; &#x441;&#x43B;&#x443;&#x447;&#x430;&#x435; &#x43C;&#x44B; &#x433;&#x43E;&#x432;&#x43E;&#x440;&#x438;&#x43C; &#x43E; <strong>&#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x430;&#x445;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x443;&#x43C;&#x44B;&#x448;&#x43B;&#x435;&#x43D;&#x43D;&#x43E; &#x438;&#x43C;&#x438;&#x442;&#x438;&#x440;&#x443;&#x44E;&#x442; &#x43F;&#x43E;&#x432;&#x435;&#x434;&#x435;&#x43D;&#x438;&#x435; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x44B;&#x445; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x43E;&#x432;. </strong>&#x418;&#x445; &#x441;&#x43E;&#x432;&#x435;&#x440;&#x448;&#x430;&#x44E;&#x442; &#x43E;&#x431;&#x44B;&#x447;&#x43D;&#x44B;&#x435; &#x43B;&#x44E;&#x434;&#x438;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x43C; &#x43F;&#x43B;&#x430;&#x442;&#x44F;&#x442; &#x437;&#x430; &#x44D;&#x442;&#x43E; &#x438; &#x43F;&#x440;&#x435;&#x434;&#x43E;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x44F;&#x44E;&#x442; &#x441;&#x43A;&#x440;&#x438;&#x43F;&#x442;&#x44B;, &#x431;&#x43B;&#x438;&#x437;&#x43A;&#x438;&#x435; &#x43A; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x43C; &#x441;&#x446;&#x435;&#x43D;&#x430;&#x440;&#x438;&#x44F;&#x43C; &#x434;&#x438;&#x430;&#x43B;&#x43E;&#x433;&#x43E;&#x432;.</p><p>&#x41E;&#x431;&#x44B;&#x447;&#x43D;&#x43E; &#x437;&#x430;&#x43A;&#x430;&#x437;&#x447;&#x438;&#x43A;&#x430;&#x43C;&#x438; &#x432;&#x44B;&#x441;&#x442;&#x443;&#x43F;&#x430;&#x44E;&#x442; &#x43F;&#x43E;&#x434;&#x440;&#x44F;&#x434;&#x447;&#x438;&#x43A;&#x438; &#x43F;&#x43E; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x435; &#x438;&#x43B;&#x438; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x435; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43D;&#x435; &#x443;&#x441;&#x43F;&#x435;&#x432;&#x430;&#x44E;&#x442; &#x432;&#x44B;&#x43F;&#x43E;&#x43B;&#x43D;&#x438;&#x442;&#x44C; KPI &#x43F;&#x43E; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x443; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x43E;&#x432;. &#x41E;&#x43D;&#x438; &#x43D;&#x430;&#x43A;&#x440;&#x443;&#x447;&#x438;&#x432;&#x430;&#x44E;&#x442; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x44F; &#x438; &#x43F;&#x440;&#x435;&#x434;&#x43E;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x44F;&#x44E;&#x442; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x44B; &#x441; &#x43A;&#x440;&#x430;&#x441;&#x438;&#x432;&#x44B;&#x43C;&#x438; &#x446;&#x438;&#x444;&#x440;&#x430;&#x43C;&#x438;, &#x437;&#x430; &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x43C;&#x438; &#x43D;&#x438;&#x447;&#x435;&#x433;&#x43E; &#x43D;&#x435; &#x441;&#x442;&#x43E;&#x438;&#x442;.</p><h3 id="%D1%87%D0%B5%D0%BC-%D0%BE%D0%BF%D0%B0%D1%81%D0%B5%D0%BD-%D1%84%D1%80%D0%BE%D0%B4">&#x427;&#x435;&#x43C; &#x43E;&#x43F;&#x430;&#x441;&#x435;&#x43D; &#x444;&#x440;&#x43E;&#x434;?</h3><ol><li><strong>&#x421;&#x43B;&#x438;&#x432;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x439; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;</strong>. &#x421;&#x442;&#x43E;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x44F; &#x432; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x434;&#x43E;&#x441;&#x442;&#x438;&#x433;&#x430;&#x442;&#x44C; &#x434;&#x435;&#x441;&#x44F;&#x442;&#x43A;&#x438; &#x442;&#x44B;&#x441;&#x44F;&#x447; &#x440;&#x443;&#x431;&#x43B;&#x435;&#x439; &#x432; &#x437;&#x430;&#x432;&#x438;&#x441;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x43E;&#x442; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x430;. &#x415;&#x441;&#x43B;&#x438; &#x447;&#x430;&#x441;&#x442;&#x44C; &#x442;&#x430;&#x43A;&#x438;&#x445; &#xAB;&#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x43E;&#x432;&#xBB; &#x431;&#x443;&#x434;&#x435;&#x442; &#x444;&#x440;&#x43E;&#x434;&#x43E;&#x43C;, &#x442;&#x43E; &#x434;&#x435;&#x43D;&#x44C;&#x433;&#x438; &#x431;&#x443;&#x434;&#x443;&#x442; &#x43F;&#x43E;&#x442;&#x440;&#x430;&#x447;&#x435;&#x43D;&#x44B; &#x432;&#x43F;&#x443;&#x441;&#x442;&#x443;&#x44E;.</li><li><strong>&#x417;&#x430;&#x432;&#x44B;&#x448;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x441;&#x442;&#x43E;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x43F;&#x440;&#x438;&#x432;&#x43B;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x44F; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x433;&#x43E; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430;</strong>. &#x418;&#x437; &#x43F;&#x435;&#x440;&#x432;&#x43E;&#x433;&#x43E; &#x43F;&#x443;&#x43D;&#x43A;&#x442;&#x430; &#x441;&#x43B;&#x435;&#x434;&#x443;&#x435;&#x442;, &#x447;&#x442;&#x43E; &#x441;&#x442;&#x43E;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x433;&#x43E; &#x43B;&#x438;&#x434;&#x430; &#x432; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x430;&#x445;, &#x431;&#x43E;&#x433;&#x430;&#x442;&#x44B;&#x445; &#x43D;&#x430; &#x444;&#x440;&#x43E;&#x434;, &#x441;&#x442;&#x430;&#x43D;&#x43E;&#x432;&#x438;&#x442;&#x441;&#x44F; &#x432;&#x44B;&#x448;&#x435;.</li><li><strong>&#x423;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x432;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x43D;&#x430;&#x433;&#x440;&#x443;&#x437;&#x43A;&#x430; &#x43D;&#x430; &#x43C;&#x435;&#x43D;&#x435;&#x434;&#x436;&#x435;&#x440;&#x43E;&#x432;</strong>. &#x41A;&#x430;&#x436;&#x434;&#x44B;&#x439; &#x43F;&#x43E;&#x434;&#x441;&#x442;&#x430;&#x432;&#x43D;&#x43E;&#x439; &#x43B;&#x438;&#x434; &#x2013; &#x44D;&#x442;&#x43E; &#x443;&#x441;&#x438;&#x43B;&#x438;&#x44F; &#x43C;&#x435;&#x43D;&#x435;&#x434;&#x436;&#x435;&#x440;&#x43E;&#x432; &#x43D;&#x430; &#x438;&#x445; &#x43E;&#x431;&#x440;&#x430;&#x431;&#x43E;&#x442;&#x43A;&#x443;. &#x412; &#x440;&#x435;&#x437;&#x443;&#x43B;&#x44C;&#x442;&#x430;&#x442;&#x435; &#x440;&#x435;&#x441;&#x443;&#x440;&#x441;&#x44B; &#x440;&#x430;&#x441;&#x445;&#x43E;&#x434;&#x443;&#x44E;&#x442;&#x441;&#x44F; &#x437;&#x440;&#x44F;.</li><li><strong>&#x41D;&#x435; &#x432;&#x44B;&#x43F;&#x43E;&#x43B;&#x43D;&#x44F;&#x435;&#x442;&#x441;&#x44F; &#x43F;&#x43B;&#x430;&#x43D;</strong>. &#x41C;&#x435;&#x43D;&#x435;&#x434;&#x436;&#x435;&#x440;&#x44B; &#x442;&#x440;&#x430;&#x442;&#x44F;&#x442; &#x432;&#x440;&#x435;&#x43C;&#x44F; &#x43D;&#x430; &#x444;&#x435;&#x439;&#x43A;&#x43E;&#x432;&#x44B;&#x435; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x438;. &#x41A;&#x430;&#x43A; &#x441;&#x43B;&#x435;&#x434;&#x441;&#x442;&#x432;&#x438;&#x435; &#x43D;&#x435; &#x43E;&#x431;&#x440;&#x430;&#x431;&#x430;&#x442;&#x44B;&#x432;&#x430;&#x44E;&#x442;&#x441;&#x44F; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x44B;&#x435; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x44F; &#x438; &#x432;&#x44B;&#x43F;&#x43E;&#x43B;&#x43D;&#x438;&#x442;&#x44C; &#x43F;&#x43B;&#x430;&#x43D; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x441;&#x442;&#x430;&#x43D;&#x43E;&#x432;&#x438;&#x442;&#x441;&#x44F; &#x432;&#x441;&#x435; &#x441;&#x43B;&#x43E;&#x436;&#x43D;&#x435;&#x435;.</li></ol><h2 id="%D0%BA%D0%B0%D0%BA-%D0%B1%D0%BE%D1%80%D0%BE%D1%82%D1%8C%D1%81%D1%8F-%D1%81-%D1%84%D1%80%D0%BE%D0%B4%D0%BE%D0%BC">&#x41A;&#x430;&#x43A; &#x431;&#x43E;&#x440;&#x43E;&#x442;&#x44C;&#x441;&#x44F; &#x441; &#x444;&#x440;&#x43E;&#x434;&#x43E;&#x43C;</h2><p>&#x41F;&#x440;&#x438;&#x437;&#x43D;&#x430;&#x43A;&#x438; &#x444;&#x440;&#x43E;&#x434;&#x430;:</p><ul><li>&#x43D;&#x435; &#x443;&#x434;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x434;&#x43E;&#x437;&#x432;&#x43E;&#x43D;&#x438;&#x442;&#x44C;&#x441;&#x44F; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430;&#x43C;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43E;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x44F;&#x43B;&#x438; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x435; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x435;;</li><li>&#x43C;&#x43D;&#x43E;&#x433;&#x43E; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x44B;&#x445; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x43E;&#x432;, &#x43D;&#x43E; &#x43E;&#x43D;&#x438; &#x43D;&#x435; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x442;&#x438;&#x440;&#x443;&#x44E;&#x442;&#x441;&#x44F; &#x432;&#x43E; &#x432;&#x441;&#x442;&#x440;&#x435;&#x447;&#x438;, &#x431;&#x440;&#x43E;&#x43D;&#x438; &#x438;&#x43B;&#x438; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;;</li><li>&#x432;&#x43D;&#x435;&#x437;&#x430;&#x43F;&#x43D;&#x44B;&#x435; &#x432;&#x441;&#x43F;&#x43B;&#x435;&#x441;&#x43A;&#x438; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x44B;&#x445; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x43E;&#x432;;</li><li>&#x447;&#x430;&#x441;&#x442;&#x44B;&#x435; &#x43E;&#x442;&#x43A;&#x430;&#x437;&#x44B; &#x43D;&#x430; &#x440;&#x430;&#x437;&#x43D;&#x44B;&#x445; &#x44D;&#x442;&#x430;&#x43F;&#x430;&#x445; &#x432;&#x43E;&#x440;&#x43E;&#x43D;&#x43A;&#x438;.</li></ul><p>&#x422;&#x440;&#x430;&#x434;&#x438;&#x446;&#x438;&#x43E;&#x43D;&#x43D;&#x43E; &#x440;&#x443;&#x43A;&#x43E;&#x432;&#x43E;&#x434;&#x438;&#x442;&#x435;&#x43B;&#x438; &#x43E;&#x442;&#x434;&#x435;&#x43B;&#x43E;&#x432; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x438; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x430; &#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x44F;&#x44E;&#x442; &#x444;&#x440;&#x43E;&#x434; &#x432;&#x440;&#x443;&#x447;&#x43D;&#x443;&#x44E; &#x2013; &#x441;&#x430;&#x43C;&#x43E;&#x441;&#x442;&#x43E;&#x44F;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E; &#x43F;&#x440;&#x43E;&#x441;&#x43B;&#x443;&#x448;&#x438;&#x432;&#x430;&#x44E;&#x442; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x438; &#x438; &#x43D;&#x430;&#x445;&#x43E;&#x434;&#x44F;&#x442; &#x43F;&#x440;&#x438;&#x437;&#x43D;&#x430;&#x43A;&#x438; &#x43D;&#x430;&#x43A;&#x440;&#x443;&#x442;&#x43A;&#x438;. &#x422;&#x430;&#x43A;&#x436;&#x435; &#x441;&#x443;&#x449;&#x435;&#x441;&#x442;&#x432;&#x443;&#x44E;&#x442; &#x43E;&#x441;&#x43E;&#x431;&#x44B;&#x435; &#x441;&#x43A;&#x440;&#x438;&#x43F;&#x442;&#x44B; &#x438;, &#x435;&#x441;&#x43B;&#x438; &#x43C;&#x435;&#x43D;&#x435;&#x434;&#x436;&#x435;&#x440; &#x437;&#x430;&#x43F;&#x43E;&#x434;&#x43E;&#x437;&#x440;&#x438;&#x43B; &#x43D;&#x435;&#x43B;&#x430;&#x434;&#x43D;&#x43E;&#x435;, &#x43E;&#x43D; &#x43D;&#x430;&#x447;&#x438;&#x43D;&#x430;&#x435;&#x442; &#x437;&#x430;&#x434;&#x430;&#x432;&#x430;&#x442;&#x44C; &#x441;&#x43F;&#x435;&#x446;&#x438;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x435; &#x432;&#x43E;&#x43F;&#x440;&#x43E;&#x441;&#x44B; &#x434;&#x43B;&#x44F; &#x43A;&#x432;&#x430;&#x43B;&#x438;&#x444;&#x438;&#x43A;&#x430;&#x446;&#x438;&#x438; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430;. &#x418;&#x43D;&#x43E;&#x433;&#x434;&#x430; &#x441;&#x43E;&#x442;&#x440;&#x443;&#x434;&#x43D;&#x438;&#x43A;&#x438; &#x438;&#x449;&#x443;&#x442; &#x43F;&#x440;&#x43E;&#x444;&#x438;&#x43B;&#x438; &#xAB;&#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x43E;&#x432;&#xBB; &#x432; &#x441;&#x43E;&#x446;&#x441;&#x435;&#x442;&#x44F;&#x445; &#x438; &#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x44F;&#x44E;&#x442;, &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x43B;&#x438; &#x43E;&#x43D; &#x431;&#x44B;&#x442;&#x44C; &#x444;&#x440;&#x43E;&#x434;&#x43E;&#x43C;.</p><p>&#x41E;&#x434;&#x43D;&#x430;&#x43A;&#x43E; &#x44D;&#x442;&#x438; &#x441;&#x43F;&#x43E;&#x441;&#x43E;&#x431;&#x44B; &#x442;&#x440;&#x435;&#x431;&#x443;&#x44E;&#x442; &#x432;&#x440;&#x435;&#x43C;&#x435;&#x43D;&#x438; &#x438; &#x443;&#x441;&#x438;&#x43B;&#x438;&#x439;. &#x41F;&#x440;&#x438; &#x44D;&#x442;&#x43E;&#x43C; &#x43E;&#x43D;&#x438; &#x43D;&#x435; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x430;&#x44E;&#x442; &#x43F;&#x440;&#x435;&#x434;&#x43E;&#x442;&#x432;&#x440;&#x430;&#x442;&#x438;&#x442;&#x44C; &#x444;&#x440;&#x43E;&#x434;, &#x430; &#x432;&#x43A;&#x43B;&#x44E;&#x447;&#x430;&#x44E;&#x442;&#x441;&#x44F; &#x443;&#x436;&#x435; &#x43F;&#x43E;&#x441;&#x43B;&#x435; &#x442;&#x43E;&#x433;&#x43E;, &#x43A;&#x430;&#x43A; &#x432; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44E; &#x43F;&#x43E;&#x441;&#x442;&#x443;&#x43F;&#x438;&#x43B; &#x43F;&#x43E;&#x434;&#x43E;&#x437;&#x440;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x437;&#x432;&#x43E;&#x43D;&#x43E;&#x43A; &#x438; &#x43C;&#x435;&#x43D;&#x435;&#x434;&#x436;&#x435;&#x440; &#x43D;&#x430;&#x447;&#x430;&#x43B; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x443; &#x441; &#x43D;&#x438;&#x43C;.</p><p>&#x414;&#x43B;&#x44F; &#x442;&#x43E;&#x433;&#x43E;, &#x447;&#x442;&#x43E;&#x431;&#x44B; &#x432;&#x43E;&#x432;&#x440;&#x435;&#x43C;&#x44F; &#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x44F;&#x442;&#x44C; &#x43D;&#x430;&#x43A;&#x440;&#x443;&#x442;&#x43A;&#x443;, &#x438;&#x441;&#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x443;&#x44E;&#x442; &#x430;&#x432;&#x442;&#x43E;&#x43C;&#x430;&#x442;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x435; <strong>&#x430;&#x43D;&#x442;&#x438;&#x444;&#x440;&#x43E;&#x434;-&#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;&#x44B;.</strong></p><h2 id="smartis%D0%B0%D0%BD%D1%82%D0%B8%D1%84%D1%80%D0%BE%D0%B4">Smartis.&#x410;&#x43D;&#x442;&#x438;&#x444;&#x440;&#x43E;&#x434;</h2><p>&#x41C;&#x44B; &#x432; Smartis &#x440;&#x430;&#x437;&#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x43B;&#x438; &#x441;&#x43E;&#x431;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x44B;&#x439; &#x430;&#x43B;&#x433;&#x43E;&#x440;&#x438;&#x442;&#x43C; &#x434;&#x43B;&#x44F; &#x430;&#x432;&#x442;&#x43E;&#x43C;&#x430;&#x442;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x43E;&#x433;&#x43E; &#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x435;&#x43D;&#x438;&#x44F; &#x444;&#x440;&#x43E;&#x434;&#x430; &#x2013; <strong>Smartis.&#x410;&#x43D;&#x442;&#x438;&#x444;&#x440;&#x43E;&#x434;</strong>.</p><p>&#x41A;&#x43E;&#x433;&#x434;&#x430; &#x432; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44E; &#x43F;&#x43E;&#x441;&#x442;&#x443;&#x43F;&#x430;&#x435;&#x442; &#x437;&#x432;&#x43E;&#x43D;&#x43E;&#x43A;, &#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;&#x430; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x437;&#x438;&#x440;&#x443;&#x435;&#x442; &#x43F;&#x43E;&#x432;&#x435;&#x434;&#x435;&#x43D;&#x438;&#x435; &#x44D;&#x442;&#x43E;&#x433;&#x43E; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x438; &#x43F;&#x440;&#x43E;&#x432;&#x435;&#x440;&#x44F;&#x435;&#x442;:</p><ul><li>&#x43D;&#x430;&#x43B;&#x438;&#x447;&#x438;&#x435; &#x43D;&#x43E;&#x43C;&#x435;&#x440;&#x430; &#x432; &#x441;&#x435;&#x433;&#x43C;&#x435;&#x43D;&#x442;&#x430;&#x445; &#xAB;&#x421;&#x43F;&#x430;&#x43C;&#xBB; &#x438;&#x43B;&#x438; &#xAB;&#x410;&#x43D;&#x442;&#x438;&#x444;&#x440;&#x43E;&#x434;&#xBB; &#x433;&#x43B;&#x43E;&#x431;&#x430;&#x43B;&#x44C;&#x43D;&#x43E;&#x439; &#x43E;&#x442;&#x440;&#x430;&#x441;&#x43B;&#x435;&#x432;&#x43E;&#x439; &#x431;&#x430;&#x437;&#x44B; &#x43F;&#x43B;&#x430;&#x442;&#x444;&#x43E;&#x440;&#x43C;&#x44B;;</li><li>&#x441;&#x43E;&#x432;&#x43F;&#x430;&#x434;&#x435;&#x43D;&#x438;&#x44F; &#x438;&#x43C;&#x435;&#x43D; &#x43F;&#x43E; &#x43D;&#x43E;&#x43C;&#x435;&#x440;&#x443; &#x442;&#x435;&#x43B;&#x435;&#x444;&#x43E;&#x43D;&#x430;;</li><li>&#x438;&#x441;&#x442;&#x43E;&#x440;&#x438;&#x44E; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x439; &#x43F;&#x435;&#x440;&#x441;&#x43E;&#x43D;&#x44B;;</li><li>&#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x43E;&#x432; &#x43F;&#x43E; IP-&#x430;&#x434;&#x440;&#x435;&#x441;&#x443;;</li><li>&#x43D;&#x43E;&#x43C;&#x435;&#x440;&#x430; &#x442;&#x435;&#x43B;&#x435;&#x444;&#x43E;&#x43D;&#x43E;&#x432; &#x43F;&#x43E; cookie-&#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430;;</li><li>&#x438;&#x441;&#x442;&#x43E;&#x440;&#x438;&#x44E; &#x43F;&#x43E;&#x441;&#x435;&#x449;&#x435;&#x43D;&#x438;&#x44F; &#x441;&#x430;&#x439;&#x442;&#x430;;</li><li>&#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x435; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A;&#x438;, &#x441; &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x445; &#x437;&#x432;&#x43E;&#x43D;&#x438;&#x43B; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;;</li><li>&#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A;&#x438; &#x43F;&#x43E;&#x441;&#x435;&#x449;&#x435;&#x43D;&#x438;&#x44F; &#x441;&#x430;&#x439;&#x442;&#x43E;&#x432;;</li><li>&#x43D;&#x430;&#x43B;&#x438;&#x447;&#x438;&#x435; &#x432;&#x438;&#x437;&#x438;&#x442;&#x43E;&#x432;, &#x431;&#x440;&#x43E;&#x43D;&#x435;&#x439;, &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x432; &#x438;&#x441;&#x442;&#x43E;&#x440;&#x438;&#x438; &#x43F;&#x435;&#x440;&#x441;&#x43E;&#x43D;&#x44B;;</li><li>&#x43D;&#x430;&#x43B;&#x438;&#x447;&#x438;&#x435; &#x43D;&#x435;&#x443;&#x441;&#x43F;&#x435;&#x448;&#x43D;&#x44B;&#x445; &#x43F;&#x435;&#x440;&#x435;&#x437;&#x432;&#x43E;&#x43D;&#x43E;&#x432;;</li><li>&#x438;&#x441;&#x442;&#x43E;&#x440;&#x438;&#x44E; &#x437;&#x430;&#x44F;&#x432;&#x43E;&#x43A;, &#x447;&#x430;&#x442;&#x43E;&#x432;, &#x43C;&#x435;&#x441;&#x441;&#x435;&#x43D;&#x434;&#x436;&#x435;&#x440;&#x43E;&#x432; &#x43F;&#x43E; &#x43D;&#x43E;&#x43C;&#x435;&#x440;&#x443; &#x442;&#x435;&#x43B;&#x435;&#x444;&#x43E;&#x43D;&#x430;.</li></ul><p>&#x41F;&#x43E; &#x43A;&#x430;&#x436;&#x434;&#x43E;&#x43C;&#x443; &#x438;&#x437; &#x43F;&#x430;&#x440;&#x430;&#x43C;&#x435;&#x442;&#x440;&#x43E;&#x432; &#x43D;&#x430;&#x447;&#x438;&#x441;&#x43B;&#x44F;&#x435;&#x442;&#x441;&#x44F; &#x43F;&#x440;&#x43E;&#x446;&#x435;&#x43D;&#x442; &#x444;&#x440;&#x43E;&#x434;&#x430; &#x438; &#x432;&#x44B;&#x432;&#x43E;&#x434;&#x438;&#x442;&#x441;&#x44F; &#x43E;&#x431;&#x449;&#x438;&#x439; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x44C;. &#x415;&#x441;&#x43B;&#x438; &#x43F;&#x440;&#x43E;&#x446;&#x435;&#x43D;&#x442; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; 70, &#x442;&#x43E; &#x44D;&#x442;&#x43E;&#x442; &#x437;&#x432;&#x43E;&#x43D;&#x43E;&#x43A; &#x441;&#x447;&#x438;&#x442;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x43F;&#x43E;&#x434;&#x43E;&#x437;&#x440;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x44B;&#x43C;.</p><p>&#x418;&#x43D;&#x444;&#x43E;&#x440;&#x43C;&#x430;&#x446;&#x438;&#x44F; &#x43E;&#x442;&#x43E;&#x431;&#x440;&#x430;&#x436;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x432; &#x43B;&#x438;&#x447;&#x43D;&#x43E;&#x43C; &#x43A;&#x430;&#x431;&#x438;&#x43D;&#x435;&#x442;&#x435; Smartis &#x43F;&#x43E; &#x43A;&#x430;&#x436;&#x434;&#x43E;&#x43C;&#x443; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x443;.</p><p><em>&#x410;&#x43D;&#x442;&#x438;&#x444;&#x440;&#x43E;&#x434; &#x434;&#x435;&#x43B;&#x430;&#x435;&#x442; &#x432;&#x44B;&#x432;&#x43E;&#x434;&#x44B; &#x43D;&#x430; &#x43E;&#x441;&#x43D;&#x43E;&#x432;&#x430;&#x43D;&#x438;&#x438; &#x43E;&#x442;&#x440;&#x430;&#x441;&#x43B;&#x435;&#x432;&#x43E;&#x439; &#x431;&#x430;&#x437;&#x44B; Smartis &#x43F;&#x43E; &#x432;&#x441;&#x435;&#x43C; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x44F;&#x43C;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x440;&#x43E;&#x44F;&#x432;&#x43B;&#x44F;&#x43B;&#x438; &#x438;&#x43D;&#x442;&#x435;&#x440;&#x435;&#x441; &#x43A; &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x43A;&#x435; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438;. &#x41F;&#x440;&#x438; &#x44D;&#x442;&#x43E;&#x43C; &#x438;&#x43D;&#x444;&#x43E;&#x440;&#x43C;&#x430;&#x446;&#x438;&#x44F; &#x430;&#x43D;&#x43E;&#x43D;&#x438;&#x43C;&#x43D;&#x430;, &#x442;&#x43E; &#x435;&#x441;&#x442;&#x44C; &#x43D;&#x438;&#x433;&#x434;&#x435; &#x43D;&#x435; &#x443;&#x43A;&#x430;&#x437;&#x430;&#x43D;&#x43E;, &#x43A;&#x430;&#x43A;&#x438;&#x435; &#x43A;&#x43E;&#x43D;&#x43A;&#x440;&#x435;&#x442;&#x43D;&#x43E; &#x441;&#x430;&#x439;&#x442;&#x44B; &#x43F;&#x43E;&#x441;&#x435;&#x449;&#x430;&#x43B; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x44C; &#x438;&#x43B;&#x438; &#x43A;&#x43E;&#x43C;&#x443; &#x43E;&#x43D; &#x437;&#x432;&#x43E;&#x43D;&#x438;&#x43B;.</em></p><h3 id="smartis%D0%B0%D0%BD%D1%82%D0%B8%D1%84%D1%80%D0%BE%D0%B4-%D0%BF%D1%80%D0%B0%D0%BA%D1%82%D0%B8%D0%BA%D0%B0">Smartis.&#x410;&#x43D;&#x442;&#x438;&#x444;&#x440;&#x43E;&#x434;: &#x43F;&#x440;&#x430;&#x43A;&#x442;&#x438;&#x43A;&#x430;</h3><p>&#x41F;&#x440;&#x438; &#x43F;&#x43E;&#x434;&#x43A;&#x43B;&#x44E;&#x447;&#x435;&#x43D;&#x438;&#x438; &#x430;&#x43D;&#x442;&#x438;&#x444;&#x440;&#x43E;&#x434;&#x430; &#x441;&#x43E;&#x431;&#x438;&#x440;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x430;&#x432;&#x442;&#x43E;&#x43C;&#x430;&#x442;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x439; &#x434;&#x430;&#x448;&#x431;&#x43E;&#x440;&#x434;, &#x43D;&#x435;&#x442; &#x43D;&#x435;&#x43E;&#x431;&#x445;&#x43E;&#x434;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x43D;&#x430;&#x441;&#x442;&#x440;&#x430;&#x438;&#x432;&#x430;&#x442;&#x44C; &#x435;&#x433;&#x43E; &#x432;&#x440;&#x443;&#x447;&#x43D;&#x443;&#x44E;. &#x412; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x435; &#x435;&#x441;&#x442;&#x44C; &#x440;&#x430;&#x437;&#x434;&#x435;&#x43B;, &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x44E;&#x449;&#x438;&#x439; &#x434;&#x43E;&#x43B;&#x44E; &#x444;&#x440;&#x43E;&#x434;&#x430; &#x441;&#x440;&#x435;&#x434;&#x438; &#x432;&#x441;&#x435;&#x445; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x44B;&#x445; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x439; &#x441; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43E;&#x43A;. &#x41D;&#x430;&#x43F;&#x440;&#x43E;&#x442;&#x438;&#x432; &#x43A;&#x430;&#x436;&#x434;&#x43E;&#x439; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438; &#x43E;&#x442;&#x43E;&#x431;&#x440;&#x430;&#x436;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x441;&#x442;&#x430;&#x442;&#x443;&#x441; &#x438; &#x440;&#x435;&#x43A;&#x43E;&#x43C;&#x435;&#x43D;&#x434;&#x430;&#x446;&#x438;&#x438;, &#x447;&#x442;&#x43E; &#x434;&#x435;&#x43B;&#x430;&#x442;&#x44C; &#x432; &#x442;&#x43E;&#x43C; &#x438;&#x43B;&#x438; &#x438;&#x43D;&#x43E;&#x43C; &#x441;&#x43B;&#x443;&#x447;&#x430;&#x435; &#x2013; &#x43D;&#x435; &#x43F;&#x440;&#x438;&#x434;&#x435;&#x442;&#x441;&#x44F; &#x434;&#x443;&#x43C;&#x430;&#x442;&#x44C; &#x43D;&#x430;&#x434; &#x442;&#x435;&#x43C;, &#x44F;&#x432;&#x43B;&#x44F;&#x435;&#x442;&#x441;&#x44F; &#x43B;&#x438; &#x43D;&#x43E;&#x440;&#x43C;&#x43E;&#x439; 30% &#x444;&#x440;&#x43E;&#x434;&#x430; &#x432; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x435; &#x438;&#x43B;&#x438; &#x43D;&#x435;&#x442;, &#x430; &#xA0;&#x442;&#x430;&#x43A;&#x436;&#x435; &#x447;&#x442;&#x43E; &#x434;&#x435;&#x43B;&#x430;&#x442;&#x44C; &#x441; &#x442;&#x430;&#x43A;&#x43E;&#x439; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x43E;&#x439;.</p><figure class="kg-card kg-image-card"><img src="data:image/png;base64,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" class="kg-image" alt="&#x41A;&#x430;&#x43A; &#x43F;&#x43E;&#x431;&#x43E;&#x440;&#x43E;&#x442;&#x44C; &#x444;&#x440;&#x43E;&#x434; &#x438; &#x43F;&#x435;&#x440;&#x435;&#x441;&#x442;&#x430;&#x442;&#x44C; &#x43F;&#x43B;&#x430;&#x442;&#x438;&#x442;&#x44C; &#x437;&#x430; &#x444;&#x435;&#x439;&#x43A;&#x43E;&#x432;&#x44B;&#x435; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x438;" loading="lazy"></figure><p>&#x412;&#x43D;&#x438;&#x43C;&#x430;&#x43D;&#x438;&#x435; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x430;&#x435;&#x43C; &#x43D;&#x430; &#x442;&#x435; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438;, &#x443; &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x445; &#x434;&#x43E;&#x43B;&#x44F; &#x444;&#x440;&#x43E;&#x434;&#x43E;&#x432;&#x44B;&#x445; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x43E;&#x432; &#x432;&#x44B;&#x448;&#x435; 60% &#x2013; &#x442;&#x430;&#x43A;&#x438;&#x435; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438; &#x43C;&#x44B; &#x43F;&#x43E;&#x43C;&#x435;&#x447;&#x430;&#x435;&#x43C; &#x441;&#x442;&#x430;&#x442;&#x443;&#x441;&#x43E;&#x43C; &#xAB;&#x41C;&#x43D;&#x43E;&#x433;&#x43E; &#x444;&#x440;&#x43E;&#x434;&#x430;&#xBB;. &#x41F;&#x43E; &#x43D;&#x438;&#x43C; &#x434;&#x430;&#x43B;&#x44C;&#x448;&#x435; &#x441;&#x43C;&#x43E;&#x442;&#x440;&#x438;&#x43C; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x438; &#x2013; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x438; &#x432; &#x432;&#x438;&#x437;&#x438;&#x442;&#x44B;, &#x441;&#x43E;&#x432;&#x435;&#x440;&#x448;&#x435;&#x43D;&#x43D;&#x44B;&#x435; &#x432;&#x438;&#x437;&#x438;&#x442;&#x44B; &#x432; &#x43E;&#x444;&#x438;&#x441;, &#x431;&#x440;&#x43E;&#x43D;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43D;&#x438;&#x44F;, &#x43F;&#x43E;&#x434;&#x43F;&#x438;&#x441;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x434;&#x43E;&#x433;&#x43E;&#x432;&#x43E;&#x440;&#x44B;, &#x414;&#x420;&#x420;.</p><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2025/12/q.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; &#x43F;&#x43E;&#x431;&#x43E;&#x440;&#x43E;&#x442;&#x44C; &#x444;&#x440;&#x43E;&#x434; &#x438; &#x43F;&#x435;&#x440;&#x435;&#x441;&#x442;&#x430;&#x442;&#x44C; &#x43F;&#x43B;&#x430;&#x442;&#x438;&#x442;&#x44C; &#x437;&#x430; &#x444;&#x435;&#x439;&#x43A;&#x43E;&#x432;&#x44B;&#x435; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x438;" loading="lazy" width="939" height="695" srcset="https://smartis.bi/know-how/content/images/size/w600/2025/12/q.png 600w, https://smartis.bi/know-how/content/images/2025/12/q.png 939w" sizes="(min-width: 720px) 720px"></figure><p>&#x41E;&#x446;&#x435;&#x43D;&#x438;&#x432;&#x430;&#x442;&#x44C; &#x436;&#x435;&#x43B;&#x430;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E; &#x43D;&#x430; &#x43E;&#x442;&#x440;&#x435;&#x437;&#x43A;&#x435; &#x432;&#x440;&#x435;&#x43C;&#x435;&#x43D;&#x438; &#x445;&#x43E;&#x442;&#x44F; &#x431;&#x44B; &#x432; 60 &#x434;&#x43D;&#x435;&#x439;, &#x443;&#x447;&#x438;&#x442;&#x44B;&#x432;&#x430;&#x44F; &#x434;&#x43B;&#x438;&#x43D;&#x43D;&#x44B;&#x439; &#x446;&#x438;&#x43A;&#x43B; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;. &#x415;&#x441;&#x43B;&#x438; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x430; &#x43D;&#x435; &#x43F;&#x440;&#x438;&#x43D;&#x43E;&#x441;&#x438;&#x442; &#x434;&#x43E;&#x441;&#x442;&#x430;&#x442;&#x43E;&#x447;&#x43D;&#x43E;&#x435; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x432;&#x438;&#x437;&#x438;&#x442;&#x43E;&#x432;, &#x431;&#x440;&#x43E;&#x43D;&#x435;&#x439; &#x438; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;, &#x438; &#x432;&#x441;&#x435; &#x43E;&#x441;&#x442;&#x430;&#x43D;&#x430;&#x432;&#x43B;&#x438;&#x432;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x43D;&#x430; &#x432;&#x44B;&#x43F;&#x43E;&#x43B;&#x43D;&#x435;&#x43D;&#x43D;&#x43E;&#x43C; &#x43F;&#x43B;&#x430;&#x43D;&#x435; &#x43F;&#x43E; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x44F;&#x43C;, &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x43F;&#x440;&#x438;&#x43D;&#x438;&#x43C;&#x430;&#x442;&#x44C; &#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x435; &#x43F;&#x43E; &#x435;&#x435; &#x43E;&#x442;&#x43A;&#x43B;&#x44E;&#x447;&#x435;&#x43D;&#x438;&#x44E;.</p><p>&#x41A; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x430;&#x43C; &#x441; &#x434;&#x43E;&#x43B;&#x435;&#x439; 40&#x2013;60% &#x442;&#x43E;&#x436;&#x435; &#x43D;&#x443;&#x436;&#x43D;&#x43E; &#x43F;&#x440;&#x438;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x435;&#x442;&#x44C;&#x441;&#x44F;, &#x442;&#x430;&#x43A; &#x43A;&#x430;&#x43A; &#x44D;&#x442;&#x43E; &#x43D;&#x435; &#x441;&#x430;&#x43C;&#x44B;&#x439; &#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x44B;&#x439; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A;. &#x41E;&#x43F;&#x442;&#x438;&#x43C;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x43F;&#x440;&#x43E;&#x446;&#x435;&#x43D;&#x442; &#x43F;&#x43E;&#x434;&#x43E;&#x437;&#x440;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x44B;&#x445; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x439; &#x2013; &#x43D;&#x438;&#x436;&#x435; 40%. &#x412; &#x442;&#x430;&#x43A;&#x43E;&#x43C; &#x441;&#x43B;&#x443;&#x447;&#x430;&#x435; &#x434;&#x43E;&#x43B;&#x44F; &#x43D;&#x430;&#x445;&#x43E;&#x434;&#x438;&#x442;&#x441;&#x44F; &#x432; &#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x430;&#x445; &#x43D;&#x43E;&#x440;&#x43C;&#x44B;, &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x443; &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x441;&#x447;&#x438;&#x442;&#x430;&#x442;&#x44C; &#x43D;&#x430; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x439; &#x43C;&#x43E;&#x43C;&#x435;&#x43D;&#x442; &#x447;&#x438;&#x441;&#x442;&#x43E;&#x439; &#x43E;&#x442; &#x444;&#x440;&#x43E;&#x434;&#x430;.</p><h3 id="%D0%BE%D1%81%D0%BE%D0%B1%D0%B5%D0%BD%D0%BD%D0%BE%D1%81%D1%82%D0%B8-%D0%B8-%D0%BF%D1%80%D0%B5%D0%B8%D0%BC%D1%83%D1%89%D0%B5%D1%81%D1%82%D0%B2%D0%B0-smartis%D0%B0%D0%BD%D1%82%D0%B8%D1%84%D1%80%D0%BE%D0%B4%D0%B0">&#x41E;&#x441;&#x43E;&#x431;&#x435;&#x43D;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x438; &#x43F;&#x440;&#x435;&#x438;&#x43C;&#x443;&#x449;&#x435;&#x441;&#x442;&#x432;&#x430; Smartis.&#x410;&#x43D;&#x442;&#x438;&#x444;&#x440;&#x43E;&#x434;&#x430;</h3><ul><li>&#x42D;&#x442;&#x43E; &#x441;&#x430;&#x43C;&#x43E;&#x441;&#x442;&#x43E;&#x44F;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x43F;&#x440;&#x43E;&#x434;&#x443;&#x43A;&#x442;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x43F;&#x43E;&#x434;&#x43A;&#x43B;&#x44E;&#x447;&#x438;&#x442;&#x44C; &#x43D;&#x435;&#x437;&#x430;&#x432;&#x438;&#x441;&#x438;&#x43C;&#x43E; &#x43E;&#x442; &#x441;&#x43A;&#x432;&#x43E;&#x437;&#x43D;&#x43E;&#x439; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x438; &#x438; &#x434;&#x440;&#x443;&#x433;&#x438;&#x445; &#x43F;&#x440;&#x43E;&#x434;&#x443;&#x43A;&#x442;&#x43E;&#x432; Smartis.</li><li>&#x41E;&#x43D; &#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x44F;&#x435;&#x442; &#x43D;&#x435; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x43F;&#x43E;&#x434;&#x441;&#x442;&#x430;&#x432;&#x43D;&#x44B;&#x435; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x438;, &#x43D;&#x43E; &#x438; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438;, &#x441; &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x445; &#x447;&#x430;&#x449;&#x435; &#x432;&#x441;&#x435;&#x433;&#x43E; &#x43F;&#x440;&#x438;&#x445;&#x43E;&#x434;&#x438;&#x442; &#x444;&#x440;&#x43E;&#x434;.</li><li>&#x410;&#x43D;&#x442;&#x438;&#x444;&#x440;&#x43E;&#x434; &#x43B;&#x435;&#x433;&#x43A;&#x43E; &#x438;&#x43D;&#x442;&#x435;&#x433;&#x440;&#x438;&#x440;&#x443;&#x435;&#x442;&#x441;&#x44F; &#x441; &#x43A;&#x43E;&#x43B;&#x43B;&#x442;&#x440;&#x435;&#x43A;&#x438;&#x43D;&#x433;&#x43E;&#x43C; &#x43E;&#x442; Uis &#x438; CallTouch.</li><li>&#x410;&#x43D;&#x442;&#x438;&#x444;&#x440;&#x43E;&#x434;, &#x43A;&#x430;&#x43A; &#x438; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x430; Smartis, &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x435;&#x442; &#x43D;&#x435; &#x441; &#x43E;&#x442;&#x434;&#x435;&#x43B;&#x44C;&#x43D;&#x44B;&#x43C;&#x438; &#x43D;&#x43E;&#x43C;&#x435;&#x440;&#x430;&#x43C;&#x438;, &#x430; &#x441; &#x43F;&#x435;&#x440;&#x441;&#x43E;&#x43D;&#x430;&#x43C;&#x438; &#x2013; &#x432; &#x43D;&#x438;&#x445; &#x43E;&#x431;&#x44A;&#x435;&#x434;&#x438;&#x43D;&#x44F;&#x44E;&#x442;&#x441;&#x44F; &#x440;&#x430;&#x437;&#x43D;&#x44B;&#x435; &#x43D;&#x43E;&#x43C;&#x435;&#x440;&#x430; &#x43E;&#x434;&#x43D;&#x43E;&#x433;&#x43E; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430;, &#x443;&#x447;&#x438;&#x442;&#x44B;&#x432;&#x430;&#x44E;&#x442;&#x441;&#x44F; &#x441;&#x443;&#x43F;&#x440;&#x443;&#x433;&#x438; &#x438; &#x440;&#x43E;&#x434;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x438;&#x43A;&#x438;.</li><li>&#x421;&#x43E;&#x431;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x430;&#x44F; &#x431;&#x430;&#x437;&#x430; &#x441;&#x43F;&#x430;&#x43C;&#x430; &#x438; &#x444;&#x440;&#x43E;&#x434;&#x430; &#x43E;&#x431;&#x43D;&#x43E;&#x432;&#x43B;&#x44F;&#x435;&#x442;&#x441;&#x44F; &#x43A;&#x430;&#x436;&#x434;&#x44B;&#x435; &#x434;&#x432;&#x435; &#x43D;&#x435;&#x434;&#x435;&#x43B;&#x438;.</li><li>&#x412;&#x44B; &#x43F;&#x43E;&#x43B;&#x443;&#x447;&#x430;&#x435;&#x442;&#x435; &#x433;&#x43E;&#x442;&#x43E;&#x432;&#x44B;&#x439; &#x43E;&#x442;&#x447;&#x435;&#x442; &#x43F;&#x43E; &#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x443; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x439;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x44D;&#x43A;&#x43E;&#x43D;&#x43E;&#x43C;&#x438;&#x442; &#x432;&#x440;&#x435;&#x43C;&#x44F; &#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x430;&#x435;&#x442; &#x43F;&#x440;&#x438;&#x43D;&#x438;&#x43C;&#x430;&#x442;&#x44C; &#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x44F; &#x43D;&#x430; &#x43E;&#x441;&#x43D;&#x43E;&#x432;&#x435; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445;.</li><li>Smartis.&#x410;&#x43D;&#x442;&#x438;&#x444;&#x440;&#x43E;&#x434; &#x44D;&#x43A;&#x43E;&#x43D;&#x43E;&#x43C;&#x438;&#x442; &#x434;&#x43E; 30% &#x440;&#x430;&#x441;&#x445;&#x43E;&#x434;&#x43E;&#x432; &#x43D;&#x430; CPA-&#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438;.</li></ul><p>&#x41F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; &#x410;&#x43D;&#x442;&#x438;&#x444;&#x440;&#x43E;&#x434;&#x430; &#x43E;&#x442; Smartis &#x43A;&#x43E;&#x43B;&#x43B;&#x435;&#x433;&#x438; &#x438;&#x437; &#x413;&#x440;&#x443;&#x43F;&#x43F;&#x44B; &#xAB;&#x420;&#x43E;&#x434;&#x438;&#x43D;&#x430;&#xBB; &#x441;&#x43C;&#x43E;&#x433;&#x43B;&#x438; &#x443;&#x441;&#x442;&#x440;&#x430;&#x43D;&#x438;&#x442;&#x44C; &#x444;&#x440;&#x43E;&#x434;. &#x420;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x435; &#x443;&#x447;&#x430;&#x441;&#x442;&#x432;&#x43E;&#x432;&#x430;&#x43B;&#x43E; &#x432; &#x43A;&#x43E;&#x43C;&#x43F;&#x43B;&#x435;&#x43A;&#x441;&#x43D;&#x43E;&#x439; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x435; &#x441; &#x43C;&#x435;&#x434;&#x438;&#x430;&#x441;&#x43F;&#x43B;&#x438;&#x442;&#x43E;&#x43C; &#x438; &#x441;&#x43F;&#x43E;&#x441;&#x43E;&#x431;&#x441;&#x442;&#x432;&#x43E;&#x432;&#x430;&#x43B;&#x43E; &#x43E;&#x43F;&#x442;&#x438;&#x43C;&#x438;&#x437;&#x430;&#x446;&#x438;&#x438; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x430;. </p><p> <a href="https://smartis.bi/know-how/kak-miediaplanirovaniie-na-dannykh-pomoghlo-sekonomit-biudzhiet-i-uvielichit-konviersiiu-iz-lida-v-vizit-na-50/">&#x427;&#x438;&#x442;&#x430;&#x442;&#x44C; &#x43A;&#x435;&#x439;&#x441; &#x446;&#x435;&#x43B;&#x438;&#x43A;&#x43E;&#x43C;</a></p><h2 id="%D0%B8%D1%82%D0%BE%D0%B3-%D1%87%D1%82%D0%BE-%D0%B4%D0%B0%D0%B5%D1%82-%D0%B0%D0%BD%D1%82%D0%B8%D1%84%D1%80%D0%BE%D0%B4-%D0%B1%D0%B8%D0%B7%D0%BD%D0%B5%D1%81%D1%83">&#x418;&#x442;&#x43E;&#x433;: &#x447;&#x442;&#x43E; &#x434;&#x430;&#x435;&#x442; &#x430;&#x43D;&#x442;&#x438;&#x444;&#x440;&#x43E;&#x434; &#x431;&#x438;&#x437;&#x43D;&#x435;&#x441;&#x443;</h2><p>&#x420;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x435; &#x43E;&#x442; Smartis &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x430;&#x435;&#x442; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;&#x43C; &#x43E;&#x446;&#x435;&#x43D;&#x438;&#x442;&#x44C; &#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x44B; &#x43F;&#x43E;&#x434;&#x440;&#x44F;&#x434;&#x447;&#x438;&#x43A;&#x43E;&#x432; &#x43F;&#x43E; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x435; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43E;&#x43A; &#x438; &#x43E;&#x447;&#x438;&#x441;&#x442;&#x438;&#x442;&#x44C; &#x441;&#x432;&#x43E;&#x439; &#x43C;&#x435;&#x434;&#x438;&#x430;&#x441;&#x43F;&#x43B;&#x438;&#x442; &#x43E;&#x442; &#x444;&#x440;&#x43E;&#x434;&#x43E;&#x432;&#x44B;&#x445; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x439;. &#x411;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x430;&#x43D;&#x442;&#x438;&#x444;&#x440;&#x43E;&#x434;&#x443; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44F; &#x43C;&#x43E;&#x436;&#x435;&#x442;:</p><ul><li>&#x42D;&#x43A;&#x43E;&#x43D;&#x43E;&#x43C;&#x438;&#x442;&#x44C; &#x434;&#x435;&#x43D;&#x44C;&#x433;&#x438; &#x43D;&#x430; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x439; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442; &#x43F;&#x440;&#x438; &#x442;&#x43E;&#x43C; &#x436;&#x435; &#x43E;&#x431;&#x44A;&#x435;&#x43C;&#x435; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;.</li><li>&#x411;&#x44B;&#x441;&#x442;&#x440;&#x43E; &#x432;&#x441;&#x43A;&#x440;&#x44B;&#x432;&#x430;&#x442;&#x44C; &#x43D;&#x430;&#x43A;&#x440;&#x443;&#x442;&#x43A;&#x443; &#x441; &#x43B;&#x44E;&#x431;&#x43E;&#x433;&#x43E; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x430;. &#x410; &#x437;&#x43D;&#x430;&#x447;&#x438;&#x442; &#x435;&#x441;&#x442;&#x44C; &#x432;&#x43E;&#x437;&#x43C;&#x43E;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x441;&#x440;&#x435;&#x430;&#x433;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x438; &#x43E;&#x442;&#x43A;&#x43B;&#x44E;&#x447;&#x438;&#x442;&#x44C; &#x435;&#x433;&#x43E;.</li><li>&#x414;&#x435;&#x440;&#x436;&#x430;&#x442;&#x44C; &#x43C;&#x435;&#x434;&#x438;&#x430;&#x441;&#x43F;&#x43B;&#x438;&#x442; &#x432; &#x447;&#x438;&#x441;&#x442;&#x43E;&#x442;&#x435; &#x438; &#x441;&#x43D;&#x438;&#x436;&#x430;&#x442;&#x44C; &#x414;&#x420;&#x420;.</li><li>&#x411;&#x44B;&#x441;&#x442;&#x440;&#x43E; &#x442;&#x435;&#x441;&#x442;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x440;&#x430;&#x437;&#x43D;&#x44B;&#x435; &#x433;&#x438;&#x43F;&#x43E;&#x442;&#x435;&#x437;&#x44B; &#x438; &#x43E;&#x442;&#x441;&#x435;&#x43A;&#x430;&#x442;&#x44C; &#x43D;&#x435; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x44E;&#x449;&#x438;&#x435;. &#x41F;&#x43E;&#x44F;&#x432;&#x43B;&#x44F;&#x435;&#x442;&#x441;&#x44F; &#x43F;&#x43E;&#x43D;&#x438;&#x43C;&#x430;&#x43D;&#x438;&#x435; &#x2013; &#x433;&#x434;&#x435; &#x444;&#x440;&#x43E;&#x434;, &#x430; &#x433;&#x434;&#x435; &#x43D;&#x435;&#x442;.</li><li>&#x42D;&#x43A;&#x43E;&#x43D;&#x43E;&#x43C;&#x438;&#x442;&#x44C; &#x432;&#x440;&#x435;&#x43C;&#x44F; &#x2013; &#x43D;&#x435; &#x43D;&#x430;&#x434;&#x43E; &#x432;&#x440;&#x443;&#x447;&#x43D;&#x443;&#x44E; &#x438;&#x437;&#x443;&#x447;&#x430;&#x442;&#x44C; &#x438;&#x441;&#x442;&#x43E;&#x440;&#x438;&#x44E; &#x43A;&#x430;&#x436;&#x434;&#x43E;&#x433;&#x43E; &#x43B;&#x438;&#x434;&#x430; &#x432; &#x440;&#x430;&#x437;&#x43D;&#x44B;&#x445; &#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;&#x430;&#x445;. &#x412;&#x435;&#x441;&#x44C; &#x43F;&#x440;&#x43E;&#x446;&#x435;&#x441;&#x441; &#x430;&#x432;&#x442;&#x43E;&#x43C;&#x430;&#x442;&#x438;&#x437;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43D;.</li></ul><p>&#x410; &#x447;&#x442;&#x43E;&#x431;&#x44B; &#x432;&#x436;&#x438;&#x432;&#x443;&#x44E; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C;, &#x43A;&#x430;&#x43A; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x435;&#x442; Smartis.&#x410;&#x43D;&#x442;&#x438;&#x444;&#x440;&#x43E;&#x434;, &#x43F;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x438;&#x442;&#x435; &#x432;&#x435;&#x431;&#x438;&#x43D;&#x430;&#x440; &#x432; <a href="https://vkvideo.ru/video-211965257_456239097">&#x43D;&#x430;&#x448;&#x435;&#x439; &#x433;&#x440;&#x443;&#x43F;&#x43F;&#x435; &#x432; &#x412;&#x41A;</a>. &#x41D;&#x430; &#x43D;&#x435;&#x43C; &#x43C;&#x44B; &#x432; &#x434;&#x435;&#x442;&#x430;&#x43B;&#x44F;&#x445; &#x440;&#x430;&#x441;&#x441;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x435;&#x43C; &#x43E; &#x442;&#x43E;&#x43C;, &#x43A;&#x430;&#x43A; &#x443;&#x441;&#x442;&#x440;&#x43E;&#x435;&#x43D; &#x44D;&#x442;&#x43E;&#x442; &#x43F;&#x440;&#x43E;&#x434;&#x443;&#x43A;&#x442;, &#x430; &#x442;&#x430;&#x43A;&#x436;&#x435; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x435;&#x43C; &#x434;&#x435;&#x43C;&#x43E;.</p><!--kg-card-begin: html--><iframe src="https://vkvideo.ru/video_ext.php?oid=-211965257&amp;id=456239097&amp;hash=45d41ec7e112f04e&amp;hd=3" width="640" height="360" allow="autoplay; encrypted-media; fullscreen; picture-in-picture; screen-wake-lock;" frameborder="0" allowfullscreen></iframe><!--kg-card-end: html--><h2 id="%D0%B1%D0%BE%D0%BD%D1%83%D1%81-%D1%87%D0%B5%D0%BA-%D0%BB%D0%B8%D1%81%D1%82-%D0%BD%D1%83%D0%B6%D0%B5%D0%BD-%D0%BB%D0%B8-%D0%B2%D0%B0%D0%BC-%D0%B0%D0%BD%D1%82%D0%B8%D1%84%D1%80%D0%BE%D0%B4">&#x411;&#x43E;&#x43D;&#x443;&#x441;: &#x447;&#x435;&#x43A;-&#x43B;&#x438;&#x441;&#x442;, &#x43D;&#x443;&#x436;&#x435;&#x43D; &#x43B;&#x438; &#x432;&#x430;&#x43C; &#x430;&#x43D;&#x442;&#x438;&#x444;&#x440;&#x43E;&#x434;</h2><p>&#x410;&#x43D;&#x442;&#x438;&#x444;&#x440;&#x43E;&#x434;-&#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;&#x430; &#x43D;&#x443;&#x436;&#x43D;&#x430; &#x43D;&#x435; &#x432;&#x441;&#x435;&#x43C;. &#x41A; &#x43F;&#x440;&#x438;&#x43C;&#x435;&#x440;&#x443;, &#x435;&#x441;&#x43B;&#x438; &#x432;&#x44B; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x435;&#x442;&#x435; &#x43D;&#x430; &#x43D;&#x435;&#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x438;&#x445; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x430;&#x445; &#x438;&#x43B;&#x438; &#x43F;&#x43E;&#x43B;&#x43D;&#x43E;&#x441;&#x442;&#x44C;&#x44E; &#x443;&#x432;&#x435;&#x440;&#x435;&#x43D;&#x44B; &#x432; &#x441;&#x432;&#x43E;&#x438;&#x445; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430;&#x445;. &#x41D;&#x43E; &#x435;&#x441;&#x43B;&#x438; &#x441;&#x43B;&#x435;&#x434;&#x443;&#x44E;&#x449;&#x438;&#x435; &#x442;&#x435;&#x437;&#x438;&#x441;&#x44B; &#x43F;&#x440;&#x43E; &#x432;&#x430;&#x441;, &#x442;&#x43E; &#x430;&#x43D;&#x442;&#x438;&#x444;&#x440;&#x43E;&#x434; &#x432;&#x430;&#x43C; &#x442;&#x43E;&#x447;&#x43D;&#x43E; &#x43F;&#x440;&#x438;&#x433;&#x43E;&#x434;&#x438;&#x442;&#x441;&#x44F;.</p><ul><li>&#x421;&#x443;&#x43C;&#x43C;&#x430;&#x440;&#x43D;&#x44B;&#x439; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442; &#x43D;&#x430; &#x43C;&#x435;&#x434;&#x438;&#x439;&#x43D;&#x443;&#x44E; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x443;, &#x43B;&#x438;&#x434;&#x43E;&#x433;&#x435;&#x43D;&#x435;&#x440;&#x430;&#x446;&#x438;&#x44E; &#x438; &#x431;&#x430;&#x437;&#x44B; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; 500 &#x442;&#x44B;&#x441;. &#x440;&#x443;&#x431;. &#x432; &#x43C;&#x435;&#x441;&#x44F;&#x446;;</li><li>&#x412;&#x44B; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x435;&#x442;&#x435; &#x43D;&#x430; &#x43F;&#x440;&#x438;&#x432;&#x43B;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x430; &#x43D;&#x435; &#x43B;&#x438;&#x434;&#x43E;&#x432;;</li><li>&#x423; &#x432;&#x430;&#x441; &#x435;&#x441;&#x442;&#x44C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x44B;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43D;&#x435; &#x432;&#x44B;&#x445;&#x43E;&#x434;&#x44F;&#x442; &#x43D;&#x430; &#x441;&#x432;&#x44F;&#x437;&#x44C; &#x43F;&#x43E;&#x441;&#x43B;&#x435; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x433;&#x43E; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x430;;</li><li>&#x41D;&#x435; &#x43F;&#x43E;&#x43D;&#x44F;&#x442;&#x43D;&#x43E;, &#x43A;&#x442;&#x43E; &#x432;&#x430;&#x43C; &#x437;&#x432;&#x43E;&#x43D;&#x438;&#x43B; &#x2013; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442; &#x438;&#x43B;&#x438; &#x444;&#x440;&#x43E;&#x434;;</li><li>&#x41D;&#x443;&#x436;&#x43D;&#x43E; &#x437;&#x43D;&#x430;&#x442;&#x44C;, &#x43A;&#x430;&#x43A;&#x438;&#x435; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438; &#x43F;&#x440;&#x438;&#x432;&#x43E;&#x434;&#x44F;&#x442; &#x444;&#x440;&#x43E;&#x434;, &#x447;&#x442;&#x43E;&#x431;&#x44B; &#x443;&#x43F;&#x440;&#x430;&#x432;&#x43B;&#x44F;&#x442;&#x44C; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x430;&#x43C;&#x438;;</li><li>&#x41F;&#x43B;&#x43E;&#x445;&#x43E; &#x43E;&#x43A;&#x443;&#x43F;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x430; &#x432; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x430;&#x445; &#x43B;&#x438;&#x434;&#x43E;&#x433;&#x435;&#x43D;&#x435;&#x440;&#x430;&#x446;&#x438;&#x438;, &#x43C;&#x435;&#x434;&#x438;&#x439;&#x43A;&#x438; &#x438; &#x431;&#x430;&#x437; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438;.</li></ul>]]></content:encoded></item><item><title><![CDATA[Как при помощи post-view увидеть в 4 раза больше сделок, которые привел Циан: кейс ГК «Основа»]]></title><description><![CDATA[<p>&#x41A;&#x430;&#x43A; &#x43F;&#x440;&#x430;&#x432;&#x438;&#x43B;&#x43E; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x44B; &#x43D;&#x435; &#x437;&#x432;&#x43E;&#x43D;&#x44F;&#x442; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x443; &#x441;&#x440;&#x430;&#x437;&#x443; &#x43F;&#x43E;&#x441;&#x43B;&#x435; &#x43F;&#x440;&#x43E;&#x441;</p>]]></description><link>https://smartis.bi/know-how/kak-pri-pomoshi-post-view-uvidet-v-4-raza-bolshe-sdelok-kotorie-privel-cian/</link><guid isPermaLink="false">6906240f687cf70001169328</guid><category><![CDATA[Кейсы]]></category><dc:creator><![CDATA[Всеволод Кустенко]]></dc:creator><pubDate>Wed, 05 Nov 2025 08:15:53 GMT</pubDate><media:content url="https://smartis.bi/know-how/content/images/2025/11/osnova.png" medium="image"/><content:encoded><![CDATA[<img src="https://smartis.bi/know-how/content/images/2025/11/osnova.png" alt="&#x41A;&#x430;&#x43A; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432; 4 &#x440;&#x430;&#x437;&#x430; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x440;&#x438;&#x432;&#x435;&#x43B; &#x426;&#x438;&#x430;&#x43D;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x41E;&#x441;&#x43D;&#x43E;&#x432;&#x430;&#xBB;"><p>&#x41A;&#x430;&#x43A; &#x43F;&#x440;&#x430;&#x432;&#x438;&#x43B;&#x43E; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x44B; &#x43D;&#x435; &#x437;&#x432;&#x43E;&#x43D;&#x44F;&#x442; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x443; &#x441;&#x440;&#x430;&#x437;&#x443; &#x43F;&#x43E;&#x441;&#x43B;&#x435; &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x430; &#x43E;&#x431;&#x44A;&#x44F;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; &#x43D;&#x430; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x435;. &#x414;&#x43E; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x438; &#x43C;&#x43E;&#x433;&#x443;&#x442; &#x431;&#x44B;&#x442;&#x44C; &#x435;&#x449;&#x435; &#x434;&#x435;&#x441;&#x44F;&#x442;&#x43A;&#x438; &#x438; &#x441;&#x43E;&#x442;&#x43D;&#x438; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x439; &#x441; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43E;&#x439; &#x438; &#x440;&#x435;&#x441;&#x443;&#x440;&#x441;&#x430;&#x43C;&#x438; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x430;. &#x41A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44F; &#x43D;&#x435; &#x432;&#x438;&#x434;&#x438;&#x442; &#x441;&#x432;&#x44F;&#x437;&#x44C; &#x442;&#x430;&#x43A;&#x43E;&#x439; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438; &#x441;&#x43E; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x43E;&#x439;, &#x43F;&#x43E;&#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x446;&#x435;&#x43D;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x430; &#x442;&#x435;&#x440;&#x44F;&#x435;&#x442;&#x441;&#x44F;.</p><p>&#x412; &#x44D;&#x442;&#x43E;&#x43C; &#x43A;&#x435;&#x439;&#x441;&#x435; &#x440;&#x430;&#x441;&#x441;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x435;&#x43C;, &#x43A;&#x430;&#x43A; &#x441;&#x43E;&#x432;&#x43C;&#x435;&#x441;&#x442;&#x43D;&#x43E;&#x435; &#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x435; Smartis &#x438; &#x426;&#x438;&#x430;&#x43D; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x43B;&#x43E; &#x413;&#x41A; &#xAB;&#x41E;&#x441;&#x43D;&#x43E;&#x432;&#x430;&#xBB; &#x437;&#x430;&#x444;&#x438;&#x43A;&#x441;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x43E;&#x432; &#x43D;&#x430; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x435; &#x438; &#x43F;&#x43E;&#x43D;&#x44F;&#x442;&#x44C; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438; &#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443;.</p><h2 id="%D0%BE-%D0%BA%D0%BB%D0%B8%D0%B5%D0%BD%D1%82%D0%B5">&#x41E; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x435;</h2><p>&#x413;&#x440;&#x443;&#x43F;&#x43F;&#x430; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x439; &#xAB;&#x41E;&#x441;&#x43D;&#x43E;&#x432;&#x430;&#xBB; &#x2014; &#x43A;&#x440;&#x443;&#x43F;&#x43D;&#x44B;&#x439; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x430;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x435;&#x442; &#x43D;&#x430; &#x43C;&#x43E;&#x441;&#x43A;&#x43E;&#x432;&#x441;&#x43A;&#x43E;&#x43C; &#x440;&#x44B;&#x43D;&#x43A;&#x435; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438;. &#x41A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44F; &#x431;&#x44B;&#x43B;&#x430; &#x43E;&#x441;&#x43D;&#x43E;&#x432;&#x430;&#x43D;&#x430; &#x432; 2016 &#x433;&#x43E;&#x434;&#x443; &#x438; &#x441; &#x442;&#x435;&#x445; &#x43F;&#x43E;&#x440; &#x440;&#x435;&#x430;&#x43B;&#x438;&#x437;&#x43E;&#x432;&#x430;&#x43B;&#x430; &#x43C;&#x43D;&#x43E;&#x436;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x43F;&#x440;&#x43E;&#x435;&#x43A;&#x442;&#x43E;&#x432;. &#x412; &#x435;&#x435; &#x43F;&#x43E;&#x440;&#x442;&#x444;&#x435;&#x43B;&#x435; &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x43D;&#x430;&#x439;&#x442;&#x438; &#x431;&#x43E;&#x43B;&#x435;&#x435; 20 &#x43A;&#x43E;&#x43C;&#x43F;&#x43B;&#x435;&#x43A;&#x441;&#x43E;&#x432;, &#x441;&#x440;&#x435;&#x434;&#x438; &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x445; &#x442;&#x430;&#x43A;&#x438;&#x435; &#x438;&#x437;&#x432;&#x435;&#x441;&#x442;&#x43D;&#x44B;&#x435;, &#x43A;&#x430;&#x43A; &#xAB;VERY &#x43D;&#x430; &#x411;&#x43E;&#x442;&#x430;&#x43D;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x43E;&#x439;&#xBB;, &#x41C;&#x418;&#x420;&#x410;&#x41F;&#x41E;&#x41B;&#x418;&#x421; &#x438; &#xA0;Nametkin Tower&#x200B;.</p><h2 id="%D0%B7%D0%B0%D0%B4%D0%B0%D1%87%D0%B0">&#x417;&#x430;&#x434;&#x430;&#x447;&#x430;</h2><p>&#x422;&#x440;&#x430;&#x434;&#x438;&#x446;&#x438;&#x43E;&#x43D;&#x43D;&#x43E; &#x432; &#x433;&#x43B;&#x430;&#x437;&#x430;&#x445; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x43E;&#x432; &#x43F;&#x43E;&#x432;&#x435;&#x434;&#x435;&#x43D;&#x438;&#x435; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x43E;&#x432; &#x43D;&#x430; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x430;&#x445; &#x432;&#x44B;&#x433;&#x43B;&#x44F;&#x434;&#x438;&#x442; &#x441;&#x43B;&#x435;&#x434;&#x443;&#x44E;&#x449;&#x438;&#x43C; &#x43E;&#x431;&#x440;&#x430;&#x437;&#x43E;&#x43C;:</p><p><em>&#x41F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x44C; &#x441;&#x43C;&#x43E;&#x442;&#x440;&#x438;&#x442; &#x43E;&#x431;&#x44A;&#x44F;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x435; &#x2192; &#x441;&#x43E;&#x432;&#x435;&#x440;&#x448;&#x430;&#x435;&#x442; &#x437;&#x432;&#x43E;&#x43D;&#x43E;&#x43A; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x443; &#x2192; &#x43F;&#x440;&#x438;&#x445;&#x43E;&#x434;&#x438;&#x442; &#x432; &#x43E;&#x444;&#x438;&#x441; &#x2192; &#x437;&#x430;&#x43A;&#x43B;&#x44E;&#x447;&#x430;&#x435;&#x442; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443;.</em></p><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2025/11/cjm.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432; 4 &#x440;&#x430;&#x437;&#x430; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x440;&#x438;&#x432;&#x435;&#x43B; &#x426;&#x438;&#x430;&#x43D;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x41E;&#x441;&#x43D;&#x43E;&#x432;&#x430;&#xBB;" loading="lazy" width="2000" height="586" srcset="https://smartis.bi/know-how/content/images/size/w600/2025/11/cjm.png 600w, https://smartis.bi/know-how/content/images/size/w1000/2025/11/cjm.png 1000w, https://smartis.bi/know-how/content/images/size/w1600/2025/11/cjm.png 1600w, https://smartis.bi/know-how/content/images/size/w2400/2025/11/cjm.png 2400w" sizes="(min-width: 720px) 720px"></figure><p>&#x41F;&#x440;&#x438; &#x442;&#x430;&#x43A;&#x43E;&#x43C; &#x43F;&#x43E;&#x434;&#x445;&#x43E;&#x434;&#x435; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x430; &#x43E;&#x446;&#x435;&#x43D;&#x438;&#x432;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E;&#x43C; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x43E;&#x432; &#x441; &#x43E;&#x431;&#x44A;&#x44F;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x439; &#x43D;&#x430; &#x441;&#x430;&#x43C;&#x43E;&#x439; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x435;. &#x41D;&#x430; &#x441;&#x430;&#x43C;&#x43E;&#x43C; &#x434;&#x435;&#x43B;&#x435; &#x43A;&#x430;&#x440;&#x442;&#x430; &#x43F;&#x443;&#x442;&#x438; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x433;&#x43E;&#x440;&#x430;&#x437;&#x434;&#x43E; &#x431;&#x43E;&#x43B;&#x435;&#x435; &#x434;&#x43B;&#x438;&#x43D;&#x43D;&#x430;&#x44F; &#x438; &#x432;&#x44B;&#x433;&#x43B;&#x44F;&#x434;&#x438;&#x442; &#x442;&#x430;&#x43A;:</p><p><em>&#x41F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x44C; &#x441;&#x43C;&#x43E;&#x442;&#x440;&#x438;&#x442; &#x43E;&#x431;&#x44A;&#x44F;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x435; &#x2192; &#x443;&#x445;&#x43E;&#x434;&#x438;&#x442; &#x432; &#x434;&#x440;&#x443;&#x433;&#x438;&#x435; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x44B; (&#x43A;&#x430;&#x440;&#x442;&#x44B;, &#x442;&#x430;&#x440;&#x433;&#x435;&#x442;, &#x43A;&#x43E;&#x43D;&#x442;&#x435;&#x43A;&#x441;&#x442;, &#x43F;&#x43E;&#x438;&#x441;&#x43A; &#x432; &#x438;&#x43D;&#x442;&#x435;&#x440;&#x43D;&#x435;&#x442;&#x435; &#x438; &#x43F;&#x440;.) &#x2192; &#x441;&#x43E;&#x432;&#x435;&#x440;&#x448;&#x430;&#x435;&#x442; &#x437;&#x432;&#x43E;&#x43D;&#x43E;&#x43A; &#x2192; &#x43F;&#x440;&#x438;&#x445;&#x43E;&#x434;&#x438;&#x442; &#x432; &#x43E;&#x444;&#x438;&#x441; &#x2192; &#x437;&#x430;&#x43A;&#x43B;&#x44E;&#x447;&#x430;&#x435;&#x442; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443;.</em></p><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2025/11/real-cjm.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432; 4 &#x440;&#x430;&#x437;&#x430; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x440;&#x438;&#x432;&#x435;&#x43B; &#x426;&#x438;&#x430;&#x43D;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x41E;&#x441;&#x43D;&#x43E;&#x432;&#x430;&#xBB;" loading="lazy" width="2000" height="451" srcset="https://smartis.bi/know-how/content/images/size/w600/2025/11/real-cjm.png 600w, https://smartis.bi/know-how/content/images/size/w1000/2025/11/real-cjm.png 1000w, https://smartis.bi/know-how/content/images/size/w1600/2025/11/real-cjm.png 1600w, https://smartis.bi/know-how/content/images/size/w2400/2025/11/real-cjm.png 2400w" sizes="(min-width: 720px) 720px"></figure><p>&#x415;&#x441;&#x43B;&#x438; &#x43E;&#x446;&#x435;&#x43D;&#x438;&#x432;&#x430;&#x442;&#x44C; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432; &#x442;&#x440;&#x430;&#x434;&#x438;&#x446;&#x438;&#x43E;&#x43D;&#x43D;&#x44B;&#x43C; &#x441;&#x43F;&#x43E;&#x441;&#x43E;&#x431;&#x43E;&#x43C; &#x2013; &#x43F;&#x43E; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x430;&#x43C;, &#x2013; &#x442;&#x43E; &#x43F;&#x43E;&#x43A;&#x430;&#x436;&#x435;&#x442;&#x441;&#x44F;, &#x447;&#x442;&#x43E; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434; &#x43D;&#x435; &#x443;&#x447;&#x430;&#x441;&#x442;&#x432;&#x43E;&#x432;&#x430;&#x43B; &#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x435;. &#x426;&#x435;&#x43D;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x438; &#x43F;&#x440;&#x438;&#x441;&#x432;&#x43E;&#x438;&#x442;&#x441;&#x44F; &#x43A;&#x430;&#x440;&#x442;&#x430;&#x43C;, &#x441;&#x43E;&#x446;&#x441;&#x435;&#x442;&#x44F;&#x43C;, &#x441;&#x430;&#x439;&#x442;&#x443; &#x438; &#x43F;&#x440;&#x43E;&#x447;&#x438;&#x43C; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F;&#x43C;.</p><p>&#x41A;&#x440;&#x43E;&#x43C;&#x435; &#x442;&#x43E;&#x433;&#x43E;, &#x447;&#x430;&#x441;&#x442;&#x44C; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x438; &#x437;&#x430;&#x431;&#x438;&#x440;&#x430;&#x44E;&#x442; &#x43D;&#x430; &#x441;&#x435;&#x431;&#x44F; &#x43E;&#x440;&#x433;&#x430;&#x43D;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x439; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A; &#x438; &#x43F;&#x440;&#x44F;&#x43C;&#x44B;&#x435; &#x43F;&#x435;&#x440;&#x435;&#x445;&#x43E;&#x434;&#x44B;. &#x41A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x430;&#x44F; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x430; &#x43D;&#x435; &#x444;&#x438;&#x43A;&#x441;&#x438;&#x440;&#x443;&#x435;&#x442; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F; &#x441; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x430;&#x43C;&#x438; &#x438; &#x43F;&#x43E;&#x44F;&#x432;&#x43B;&#x44F;&#x44E;&#x442;&#x441;&#x44F; &#x441;&#x430;&#x43C;&#x43E;&#x445;&#x43E;&#x434;&#x44B;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x440;&#x438;&#x448;&#x43B;&#x438; &#xAB;&#x438;&#x437; &#x43D;&#x438;&#x43E;&#x442;&#x43A;&#x443;&#x434;&#x430;&#xBB;. </p><p></p><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432; 4 &#x440;&#x430;&#x437;&#x430; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x440;&#x438;&#x432;&#x435;&#x43B; &#x426;&#x438;&#x430;&#x43D;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x41E;&#x441;&#x43D;&#x43E;&#x432;&#x430;&#xBB;" src="https://smartis.bi/know-how/content/images/2025/02/andrey-1.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong>&#x410;&#x43D;&#x434;&#x440;&#x435;&#x439; &#x427;&#x443;&#x43F;&#x440;&#x430;&#x441;&#x43E;&#x432;, Head of Digital &#x413;&#x41A; &#xAB;&#x41E;&#x441;&#x43D;&#x43E;&#x432;&#x430;&#xBB;</strong></p><blockquote>&#xAB;&#x41F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x438; &#x43D;&#x435; &#x43C;&#x43E;&#x433;&#x443;&#x442; &#x43F;&#x440;&#x438;&#x439;&#x442;&#x438; &#x201C;&#x438;&#x437; &#x43D;&#x438;&#x43E;&#x442;&#x43A;&#x443;&#x434;&#x430;&#x201D;. &#x415;&#x441;&#x43B;&#x438; &#x43E;&#x43D;&#x438; &#x43D;&#x430;&#x448;&#x43B;&#x438; &#x43D;&#x430;&#x441; &#x432; &#x43F;&#x43E;&#x438;&#x441;&#x43A;&#x435;, &#x44D;&#x442;&#x43E; &#x437;&#x43D;&#x430;&#x447;&#x438;&#x442;, &#x447;&#x442;&#x43E; &#x43E;&#x43D;&#x438; &#x434;&#x43E; &#x44D;&#x442;&#x43E;&#x433;&#x43E; &#x443;&#x436;&#x435; &#x433;&#x434;&#x435;-&#x442;&#x43E; &#x432;&#x438;&#x434;&#x435;&#x43B;&#x438; &#x43D;&#x430;&#x448;&#x443; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x443;. &#x41D;&#x430;&#x448;&#x430; &#x437;&#x430;&#x434;&#x430;&#x447;&#x430; &#x43A;&#x430;&#x43A; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x430; &#x43D;&#x430;&#x439;&#x442;&#x438; &#x438; &#x43E;&#x446;&#x438;&#x444;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x432;&#x441;&#x435; &#x442;&#x43E;&#x447;&#x43A;&#x438; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F;, &#x433;&#x434;&#x435; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442; &#x43C;&#x43E;&#x433; &#x432;&#x437;&#x430;&#x438;&#x43C;&#x43E;&#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x441; &#x43D;&#x430;&#x43C;&#x438; &#x2013; &#x43A;&#x430;&#x436;&#x434;&#x430;&#x44F; &#x442;&#x430;&#x43A;&#x430;&#x44F; &#x442;&#x43E;&#x447;&#x43A;&#x430; &#x438;&#x43C;&#x435;&#x43B;&#x430; &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x435; &#x43D;&#x430; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443;&#xBB;</blockquote><p>&#x41F;&#x43E;&#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x437;&#x430;&#x434;&#x430;&#x447;&#x435;&#x439; &#x441;&#x442;&#x430;&#x43B; &#x43F;&#x43E;&#x438;&#x441;&#x43A; &#x438;&#x43D;&#x441;&#x442;&#x440;&#x443;&#x43C;&#x435;&#x43D;&#x442;&#x430;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x431;&#x44B; &#x441;&#x43C;&#x43E;&#x433; &#x43E;&#x442;&#x441;&#x43B;&#x435;&#x434;&#x438;&#x442;&#x44C; &#x43F;&#x43E;&#x432;&#x435;&#x434;&#x435;&#x43D;&#x438;&#x435; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x43D;&#x430; &#x426;&#x438;&#x430;&#x43D;&#x435; &#x438; &#x441;&#x432;&#x44F;&#x437;&#x430;&#x442;&#x44C; &#x44D;&#x442;&#x438; &#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x438;&#x44F; &#x441;&#x43E; &#x441;&#x43A;&#x432;&#x43E;&#x437;&#x43D;&#x43E;&#x439; &#x432;&#x43E;&#x440;&#x43E;&#x43D;&#x43A;&#x43E;&#x439; &#x434;&#x43E; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;. &#x422;&#x430;&#x43A;&#x438;&#x43C; &#x43E;&#x431;&#x440;&#x430;&#x437;&#x43E;&#x43C; &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x430; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x430; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430; &#x441;&#x43C;&#x43E;&#x433;&#x43B;&#x430; &#x431;&#x44B; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x430; &#x438; &#x43F;&#x43E;&#x434;&#x442;&#x432;&#x435;&#x440;&#x434;&#x438;&#x442;&#x44C;, &#x447;&#x442;&#x43E; &#x43E;&#x43D; &#x432;&#x43B;&#x438;&#x44F;&#x435;&#x442; &#x43D;&#x430; &#x43F;&#x440;&#x438;&#x43D;&#x44F;&#x442;&#x438;&#x435; &#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x44F; &#x43E; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x435;.</p><h2 id="%D1%80%D0%B5%D1%88%D0%B5%D0%BD%D0%B8%D0%B5">&#x420;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x435;</h2><p>&#x414;&#x43B;&#x44F; &#x442;&#x43E;&#x433;&#x43E;, &#x447;&#x442;&#x43E;&#x431;&#x44B; &#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x43F;&#x43E;&#x43B;&#x43D;&#x443;&#x44E; &#x43A;&#x430;&#x440;&#x442;&#x438;&#x43D;&#x443; &#x43F;&#x43E;&#x432;&#x435;&#x434;&#x435;&#x43D;&#x438;&#x44F; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x43E;&#x432;, &#x43C;&#x44B; &#x432;&#x43D;&#x435;&#x434;&#x440;&#x438;&#x43B;&#x438; &#x432; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x439; &#x441;&#x442;&#x435;&#x43A; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x430; Post-view &#x426;&#x438;&#x430;&#x43D; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x44B;. </p><p><strong>1. </strong>&#x418;&#x43D;&#x442;&#x435;&#x433;&#x440;&#x430;&#x446;&#x438;&#x44F; &#x444;&#x438;&#x43A;&#x441;&#x438;&#x440;&#x443;&#x435;&#x442;:</p><ul><li>&#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x44B; &#x43A;&#x430;&#x440;&#x442;&#x43E;&#x447;&#x43A;&#x438; &#x43E;&#x431;&#x44A;&#x44F;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F;;</li><li>&#x434;&#x43E;&#x431;&#x430;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x435; &#x432; &#x438;&#x437;&#x431;&#x440;&#x430;&#x43D;&#x43D;&#x43E;&#x435;;</li><li>&#x43A;&#x43B;&#x438;&#x43A; &#x43D;&#x430; &#x43F;&#x43E;&#x43A;&#x430;&#x437; &#x43D;&#x43E;&#x43C;&#x435;&#x440;&#x430; &#x442;&#x435;&#x43B;&#x435;&#x444;&#x43E;&#x43D;&#x430;;</li><li>&#x43E;&#x442;&#x43A;&#x440;&#x44B;&#x442;&#x438;&#x435; &#x447;&#x430;&#x442;&#x430;.</li></ul><p><strong>2. </strong>&#x423;&#x43A;&#x43B;&#x430;&#x434;&#x44B;&#x432;&#x430;&#x435;&#x442; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F; &#x441; &#x426;&#x438;&#x430;&#x43D;&#x43E;&#x43C; &#x432; CJM &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x432;&#x43C;&#x435;&#x441;&#x442;&#x435; &#x441; &#x43E;&#x441;&#x442;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x43C;&#x438; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F;&#x43C;&#x438; &#x2013; &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x430;&#x43C;&#x438; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B;, &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x430;&#x43C;&#x438;, &#x43F;&#x43E;&#x441;&#x435;&#x449;&#x435;&#x43D;&#x438;&#x44F;&#x43C;&#x438; &#x441;&#x430;&#x439;&#x442;&#x430;, &#x437;&#x430;&#x43A;&#x43B;&#x44E;&#x447;&#x435;&#x43D;&#x438;&#x435;&#x43C; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;.</p><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2025/11/smartis-cjm.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432; 4 &#x440;&#x430;&#x437;&#x430; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x440;&#x438;&#x432;&#x435;&#x43B; &#x426;&#x438;&#x430;&#x43D;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x41E;&#x441;&#x43D;&#x43E;&#x432;&#x430;&#xBB;" loading="lazy" width="308" height="627"></figure><p><strong>3.</strong> &#x41E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x44F;&#x435;&#x442; &#x434;&#x43E;&#x43B;&#x44E; &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x44F; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438; &#x43D;&#x430; &#x43F;&#x440;&#x438;&#x43D;&#x44F;&#x442;&#x438;&#x435; &#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x44F; </p><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2025/11/affect.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432; 4 &#x440;&#x430;&#x437;&#x430; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x440;&#x438;&#x432;&#x435;&#x43B; &#x426;&#x438;&#x430;&#x43D;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x41E;&#x441;&#x43D;&#x43E;&#x432;&#x430;&#xBB;" loading="lazy" width="707" height="288" srcset="https://smartis.bi/know-how/content/images/size/w600/2025/11/affect.png 600w, https://smartis.bi/know-how/content/images/2025/11/affect.png 707w"></figure><p><strong>4.</strong> &#x418;&#x43D;&#x442;&#x435;&#x433;&#x440;&#x430;&#x446;&#x438;&#x44F; &#x43E;&#x442;&#x441;&#x43B;&#x435;&#x436;&#x438;&#x432;&#x430;&#x435;&#x442; &#x43F;&#x43E;&#x432;&#x435;&#x434;&#x435;&#x43D;&#x438;&#x435; &#x43D;&#x435; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x43D;&#x430; &#x434;&#x435;&#x441;&#x43A;&#x442;&#x43E;&#x43F;&#x435;, &#x43D;&#x43E; &#x438; &#x432; &#x43C;&#x43E;&#x431;&#x438;&#x43B;&#x44C;&#x43D;&#x43E;&#x43C; &#x43F;&#x440;&#x438;&#x43B;&#x43E;&#x436;&#x435;&#x43D;&#x438;&#x438; &#x426;&#x438;&#x430;&#x43D;. &#x42D;&#x442;&#x43E; &#x431;&#x44B;&#x43B; &#x434;&#x43E;&#x43F;&#x43E;&#x43B;&#x43D;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x432;&#x44B;&#x437;&#x43E;&#x432;, &#x43F;&#x43E;&#x441;&#x43A;&#x43E;&#x43B;&#x44C;&#x43A;&#x443; &#x432; &#x43C;&#x43E;&#x431;&#x438;&#x43B;&#x44C;&#x43D;&#x44B;&#x445; &#x43F;&#x440;&#x438;&#x43B;&#x43E;&#x436;&#x435;&#x43D;&#x438;&#x44F;&#x445; &#x43D;&#x435;&#x442; cookies, &#x438;&#x437;-&#x437;&#x430; &#x447;&#x435;&#x433;&#x43E; &#x441;&#x442;&#x430;&#x43D;&#x43E;&#x432;&#x438;&#x442;&#x441;&#x44F; &#x442;&#x440;&#x443;&#x434;&#x43D;&#x43E; &#x441;&#x432;&#x44F;&#x437;&#x430;&#x442;&#x44C; &#x441;&#x435;&#x441;&#x441;&#x438;&#x44E; &#x441; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x43E;&#x43C;.</p><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432; 4 &#x440;&#x430;&#x437;&#x430; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x440;&#x438;&#x432;&#x435;&#x43B; &#x426;&#x438;&#x430;&#x43D;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x41E;&#x441;&#x43D;&#x43E;&#x432;&#x430;&#xBB;" src="https://smartis.bi/know-how/content/images/2023/12/igor-balashov-2.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong>&#x418;&#x433;&#x43E;&#x440;&#x44C; &#x411;&#x430;&#x43B;&#x430;&#x448;&#x43E;&#x432;, &#x43E;&#x441;&#x43D;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x44C; &#x438; CEO Smartis</strong></p><blockquote>&#xAB;&#x41B;&#x44E;&#x431;&#x430;&#x44F; &#x43A;&#x440;&#x443;&#x43F;&#x43D;&#x430;&#x44F; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x430; &#x43F;&#x43E; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;&#x435; &#x438; &#x430;&#x440;&#x435;&#x43D;&#x434;&#x435; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; - &#x44D;&#x442;&#x43E; &#x432; &#x43F;&#x435;&#x440;&#x432;&#x443;&#x44E; &#x43E;&#x447;&#x435;&#x440;&#x435;&#x434;&#x44C; &#x43F;&#x440;&#x43E; &#x43C;&#x43D;&#x43E;&#x433;&#x43E;&#x443;&#x440;&#x43E;&#x432;&#x43D;&#x435;&#x432;&#x443;&#x44E; &#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;&#x443; &#x438;&#x43D;&#x444;&#x43E;&#x440;&#x43C;&#x430;&#x446;&#x438;&#x43E;&#x43D;&#x43D;&#x43E;&#x439; &#x431;&#x435;&#x437;&#x43E;&#x43F;&#x430;&#x441;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x438; &#x43F;&#x440;&#x43E; &#x43E;&#x433;&#x440;&#x430;&#x43D;&#x438;&#x447;&#x435;&#x43D;&#x438;&#x435; &#x43D;&#x430; &#x43F;&#x435;&#x440;&#x435;&#x434;&#x430;&#x447;&#x443; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445; &#x442;&#x440;&#x435;&#x442;&#x44C;&#x438;&#x43C; &#x43B;&#x438;&#x446;&#x430;&#x43C;. &#x41A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x44B; Smartis, &#x413;&#x41A; &#xAB;&#x41E;&#x441;&#x43D;&#x43E;&#x432;&#x430;&#xBB; &#x438; &#x426;&#x438;&#x430;&#x43D; &#x432; &#x442;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x435; &#x43D;&#x435;&#x441;&#x43A;&#x43E;&#x43B;&#x44C;&#x43A;&#x438;&#x445; &#x43C;&#x435;&#x441;&#x44F;&#x446;&#x435;&#x432; &#x440;&#x430;&#x437;&#x440;&#x430;&#x431;&#x430;&#x442;&#x44B;&#x432;&#x430;&#x43B;&#x438; &#x441;&#x43F;&#x43E;&#x441;&#x43E;&#x431; &#x434;&#x43B;&#x44F; &#x431;&#x435;&#x437;&#x43E;&#x43F;&#x430;&#x441;&#x43D;&#x43E;&#x433;&#x43E; &#x438; &#x43D;&#x430;&#x434;&#x435;&#x436;&#x43D;&#x43E;&#x433;&#x43E; &#x43C;&#x430;&#x440;&#x448;&#x440;&#x443;&#x442;&#x430; &#x43E;&#x431;&#x43C;&#x435;&#x43D;&#x430; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x43C;&#x438;, &#x441; &#x446;&#x435;&#x43B;&#x44C;&#x44E; &#x43E;&#x431;&#x43E;&#x433;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x44F; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x438; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x43C;&#x438; post-view &#x441; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x430;&#xBB;</blockquote><p><strong>&#x41A;&#x430;&#x43A; &#x438;&#x437;&#x43C;&#x435;&#x43D;&#x438;&#x43B;&#x438;&#x441;&#x44C; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x441; post-view</strong></p><p>&#x41F;&#x43E;&#x441;&#x43B;&#x435; &#x43F;&#x43E;&#x434;&#x43A;&#x43B;&#x44E;&#x447;&#x435;&#x43D;&#x438;&#x44F; Post-view &#x426;&#x438;&#x430;&#x43D; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434; &#x43A;&#x43E;&#x43B;&#x43B;&#x435;&#x433;&#x438; &#x438;&#x437; &#x413;&#x41A; &#xAB;&#x41E;&#x441;&#x43D;&#x43E;&#x432;&#x430;&#xBB; &#x443;&#x432;&#x438;&#x434;&#x435;&#x43B;&#x438;, &#x43A;&#x430;&#x43A; &#x438;&#x43C;&#x435;&#x43D;&#x43D;&#x43E; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x430; &#x443;&#x447;&#x430;&#x441;&#x442;&#x432;&#x43E;&#x432;&#x430;&#x43B;&#x430; &#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x435;. &#x42D;&#x442;&#x43E; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x43B;&#x43E; &#x43F;&#x435;&#x440;&#x435;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x435;&#x442;&#x44C; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x430;.</p><p><strong>&#x41D;&#x438;&#x436;&#x435; &#x432;&#x438;&#x434;&#x43D;&#x43E;, &#x43A;&#x430;&#x43A; &#x43C;&#x435;&#x43D;&#x44F;&#x44E;&#x442;&#x441;&#x44F; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x438; &#x437;&#x430; &#x43F;&#x435;&#x440;&#x438;&#x43E;&#x434; &#x430;&#x432;&#x433;&#x443;&#x441;&#x442;-&#x441;&#x435;&#x43D;&#x442;&#x44F;&#x431;&#x440;&#x44C;</strong></p><figure class="kg-card kg-image-card kg-width-wide"><img src="https://smartis.bi/know-how/content/images/2025/11/funnel-pv-1.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432; 4 &#x440;&#x430;&#x437;&#x430; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x440;&#x438;&#x432;&#x435;&#x43B; &#x426;&#x438;&#x430;&#x43D;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x41E;&#x441;&#x43D;&#x43E;&#x432;&#x430;&#xBB;" loading="lazy" width="1209" height="174" srcset="https://smartis.bi/know-how/content/images/size/w600/2025/11/funnel-pv-1.png 600w, https://smartis.bi/know-how/content/images/size/w1000/2025/11/funnel-pv-1.png 1000w, https://smartis.bi/know-how/content/images/2025/11/funnel-pv-1.png 1209w" sizes="(min-width: 1200px) 1200px"></figure><p></p><p>&#x41F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x438; &#x411;&#x415;&#x417; &#x43F;&#x43E;&#x43C;&#x435;&#x442;&#x43A;&#x438; &#xAB;PW&#xBB; &#x43E;&#x442;&#x440;&#x430;&#x436;&#x430;&#x44E;&#x442; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438; &#x43B;&#x438;&#x448;&#x44C; &#x43F;&#x43E; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x430;&#x43C; - postclick &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435; (&#x43C;&#x43E;&#x434;&#x435;&#x43B;&#x44C; &#x430;&#x442;&#x440;&#x438;&#x431;&#x443;&#x446;&#x438;&#x438; &#x43B;&#x438;&#x43D;&#x435;&#x439;&#x43D;&#x430;&#x44F; &#x431;&#x435;&#x437; post-view, &#x43E;&#x43A;&#x43D;&#x43E; &#x440;&#x435;&#x442;&#x440;&#x43E; 90 &#x434;&#x43D;&#x435;&#x439;). &#x41F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x438; &#x421; &#x43F;&#x43E;&#x43C;&#x435;&#x442;&#x43A;&#x43E;&#x439; &#xAB;PW&#xBB; &#x432;&#x43A;&#x43B;&#x44E;&#x447;&#x430;&#x44E;&#x442; &#x432; &#x441;&#x435;&#x431;&#x44F; &#x432; &#x442;&#x43E;&#x43C; &#x447;&#x438;&#x441;&#x43B;&#x435; post-view &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x430; &#x2013; &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x44B; &#x43A;&#x430;&#x440;&#x442;&#x43E;&#x447;&#x435;&#x43A; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430; (&#x43C;&#x43E;&#x434;&#x435;&#x43B;&#x44C; &#x430;&#x442;&#x440;&#x438;&#x431;&#x443;&#x446;&#x438;&#x438; &#x2013; &#x43B;&#x438;&#x43D;&#x435;&#x439;&#x43D;&#x430;&#x44F; &#x441; post-view, &#x43E;&#x43A;&#x43D;&#x43E; &#x440;&#x435;&#x442;&#x440;&#x43E; 90 &#x434;&#x43D;&#x435;&#x439;)</p><p>&#x422;&#x430;&#x43A;&#x438;&#x43C; &#x43E;&#x431;&#x440;&#x430;&#x437;&#x43E;&#x43C; post-view &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x43B;&#x43E;, &#x447;&#x442;&#x43E; &#x43D;&#x430; &#x441;&#x430;&#x43C;&#x43E;&#x43C; &#x434;&#x435;&#x43B;&#x435;:</p><ul><li>&#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x432;&#x441;&#x442;&#x440;&#x435;&#x447; &#x441; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A;&#x43E;&#x43C; &#x426;&#x438;&#x430;&#x43D; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x43B;&#x43E;&#x441;&#x44C; &#x432; ~2 &#x440;&#x430;&#x437;&#x430;;</li><li>&#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x414;&#x414;&#x423; &#x2013; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x43B;&#x43E;&#x441;&#x44C; &#x432; 4 &#x440;&#x430;&#x437;&#x430;;</li><li>&#x414;&#x414;&#x420; &#x426;&#x438;&#x430;&#x43D;&#x430; &#x432; 2,8 &#x440;&#x430;&#x437; &#x43C;&#x435;&#x43D;&#x44C;&#x448;&#x435;, &#x447;&#x435;&#x43C; &#x441;&#x447;&#x438;&#x442;&#x430;&#x43B;&#x43E;&#x441;&#x44C; &#x440;&#x430;&#x43D;&#x435;&#x435;.</li></ul><p>&#x415;&#x449;&#x435; &#x43E;&#x434;&#x438;&#x43D; &#x438;&#x43D;&#x441;&#x430;&#x439;&#x442;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x434;&#x430;&#x435;&#x442; Post-view &#x426;&#x438;&#x430;&#x43D; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434; &#x2013; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x446;&#x438;&#x43A;&#x43B; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;. &#x414;&#x43E; &#x43F;&#x43E;&#x434;&#x43A;&#x43B;&#x44E;&#x447;&#x435;&#x43D;&#x438;&#x44F; &#x438;&#x43D;&#x442;&#x435;&#x433;&#x440;&#x430;&#x446;&#x438;&#x438; &#x446;&#x438;&#x43A;&#x43B; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x441;&#x43E;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x44F;&#x43B; &#x432; &#x441;&#x440;&#x435;&#x434;&#x43D;&#x435;&#x43C; 421 &#x434;&#x435;&#x43D;&#x44C;. Post-view &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x43B;&#x43E;, &#x447;&#x442;&#x43E; &#x43D;&#x430; &#x441;&#x430;&#x43C;&#x43E;&#x43C; &#x434;&#x435;&#x43B;&#x435; &#x446;&#x438;&#x444;&#x440;&#x430; &#x441;&#x43E;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x44F;&#x435;&#x442; &#x432; &#x441;&#x440;&#x435;&#x434;&#x43D;&#x435;&#x43C; 526 &#x434;&#x43D;&#x435;&#x439;. &#x42D;&#x442;&#x43E; &#x437;&#x43D;&#x430;&#x447;&#x438;&#x442;, &#x447;&#x442;&#x43E; &#x435;&#x449;&#x435; &#x437;&#x430; 3 &#x43C;&#x435;&#x441;&#x44F;&#x446;&#x430; &#x434;&#x43E; &#x43F;&#x435;&#x440;&#x432;&#x43E;&#x433;&#x43E; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x438; &#x441;&#x43C;&#x43E;&#x442;&#x440;&#x435;&#x43B;&#x438; &#x43E;&#x431;&#x44A;&#x44F;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; &#x43D;&#x430; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x435;.</p><p></p><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432; 4 &#x440;&#x430;&#x437;&#x430; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x440;&#x438;&#x432;&#x435;&#x43B; &#x426;&#x438;&#x430;&#x43D;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x41E;&#x441;&#x43D;&#x43E;&#x432;&#x430;&#xBB;" src="https://smartis.bi/know-how/content/images/2025/11/anna-bogdashina.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong>&#x410;&#x43D;&#x43D;&#x430; &#x411;&#x43E;&#x433;&#x434;&#x430;&#x448;&#x438;&#x43D;&#x430;, Project Manager Smartis</strong></p><blockquote>&#xAB;&#x411;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x432;&#x43E;&#x432;&#x43B;&#x435;&#x447;&#x435;&#x43D;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x44B; &#x413;&#x41A; &#xAB;&#x41E;&#x441;&#x43D;&#x43E;&#x432;&#x430;&#xBB; &#x438; &#x43A;&#x43E;&#x43B;&#x43B;&#x435;&#x433; &#x438;&#x437; &#x441;&#x430;&#x43C;&#x438;&#x445; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x43E;&#x432; &#x442;&#x435;&#x43F;&#x435;&#x440;&#x44C; &#x443; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x43E;&#x432; &#x435;&#x441;&#x442;&#x44C; &#x432;&#x43E;&#x437;&#x43C;&#x43E;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432;&#x435;&#x441;&#x44C; &#x43F;&#x443;&#x442;&#x44C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x441; &#x443;&#x447;&#x435;&#x442;&#x43E;&#x43C; &#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x438;&#x439; &#x43D;&#x430; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x430;&#x445; &#x201C;&#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x43E;&#x439; &#x442;&#x440;&#x43E;&#x439;&#x43A;&#x438;&#x201D; &#x2013; &#x426;&#x438;&#x430;&#x43D;, &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x438; &#x410;&#x432;&#x438;&#x442;&#x43E;&#xBB;</blockquote><h2 id="%D0%B8%D1%82%D0%BE%D0%B3%D0%B8">&#x418;&#x442;&#x43E;&#x433;&#x438;</h2><p>&#x411;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x438;&#x43D;&#x442;&#x435;&#x433;&#x440;&#x430;&#x446;&#x438;&#x438; Post-view &#x426;&#x438;&#x430;&#x43D; &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x430; &#x413;&#x41A; &#xAB;&#x41E;&#x441;&#x43D;&#x43E;&#x432;&#x430;&#xBB; &#x443;&#x432;&#x438;&#x434;&#x435;&#x43B;&#x430; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x426;&#x438;&#x430;&#x43D;&#x430; &#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443;. &#x412; &#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E;&#x441;&#x442;&#x438;:</p><ul><li>&#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x432;&#x441;&#x442;&#x440;&#x435;&#x447; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x43B;&#x43E;&#x441;&#x44C; &#x432; ~2 &#x440;&#x430;&#x437;&#x430;;</li><li>&#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x414;&#x414;&#x423; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x43B;&#x43E;&#x441;&#x44C; &#x432; 5 &#x440;&#x430;&#x437;;</li><li>&#x414;&#x414;&#x420; &#x443;&#x43C;&#x435;&#x43D;&#x44C;&#x448;&#x438;&#x43B;&#x43E;&#x441;&#x44C; &#x432; 2,8 &#x440;&#x430;&#x437;&#x430;;</li><li>&#x426;&#x438;&#x43A;&#x43B; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x43B;&#x441;&#x44F; &#x43D;&#x430; 3 &#x43C;&#x435;&#x441;&#x44F;&#x446;&#x430;.</li></ul><h2 id="%D0%B2%D1%8B%D0%B2%D0%BE%D0%B4">&#x412;&#x44B;&#x432;&#x43E;&#x434;</h2><p>&#x415;&#x441;&#x43B;&#x438; &#x43E;&#x446;&#x435;&#x43D;&#x438;&#x432;&#x430;&#x442;&#x44C; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x44B; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x43D;&#x430; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x430;&#x445;, &#x442;&#x43E; &#x431;&#x443;&#x434;&#x435;&#x442; &#x43A;&#x430;&#x437;&#x430;&#x442;&#x44C;&#x441;&#x44F;, &#x447;&#x442;&#x43E; &#x43E;&#x43D;&#x438; &#x441;&#x43B;&#x430;&#x431;&#x43E; &#x432;&#x43B;&#x438;&#x44F;&#x44E;&#x442; &#x43D;&#x430; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443;. &#x41F;&#x440;&#x438; &#x432;&#x438;&#x434;&#x435; &#x44D;&#x442;&#x438;&#x445; &#x446;&#x438;&#x444;&#x440; &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x431;&#x44B;&#x43B;&#x43E; &#x438;&#x441;&#x43A;&#x43B;&#x44E;&#x447;&#x438;&#x442;&#x44C; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x443; &#x438;&#x437; &#x441;&#x43F;&#x43B;&#x438;&#x442;&#x430;. &#x41D;&#x43E; &#x44D;&#x442;&#x43E; &#x43D;&#x435;&#x432;&#x435;&#x440;&#x43D;&#x43E; &#x2013; &#x43F;&#x43E;&#x434;&#x43E;&#x431;&#x43D;&#x44B;&#x435; &#x431;&#x430;&#x437;&#x44B; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x44D;&#x442;&#x43E; &#x43D;&#x435; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x43F;&#x440;&#x43E; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x438;, &#x43D;&#x43E; &#x438; &#x43F;&#x440;&#x43E; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x44C;&#x441;&#x43A;&#x438;&#x439; &#x43F;&#x443;&#x442;&#x44C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x438; &#x435;&#x433;&#x43E; &#x432;&#x44B;&#x431;&#x43E;&#x440;. &#x41A;&#x43E;&#x433;&#x434;&#x430; &#x43C;&#x44B; &#x43F;&#x43E;&#x43D;&#x438;&#x43C;&#x430;&#x435;&#x43C;, &#x447;&#x442;&#x43E; &#x43E;&#x43D; &#x434;&#x435;&#x43B;&#x430;&#x435;&#x442; &#x43D;&#x430; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x435;, &#x438; &#x432;&#x438;&#x434;&#x438;&#x43C; &#x44D;&#x442;&#x438; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F;, &#x43C;&#x44B; &#x43C;&#x43E;&#x436;&#x435;&#x43C; &#x443;&#x447;&#x438;&#x442;&#x44B;&#x432;&#x430;&#x442;&#x44C; &#x432;&#x435;&#x441; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438; &#x432; &#x43F;&#x440;&#x438;&#x43D;&#x44F;&#x442;&#x438;&#x438; &#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x44F; &#x43E; &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x43A;&#x435; &#x43A;&#x432;&#x430;&#x440;&#x442;&#x438;&#x440;&#x44B;.</p>]]></content:encoded></item><item><title><![CDATA[Обновления Smartis. Октябрь 2025]]></title><description><![CDATA[<h2 id="%D1%83%D0%B2%D0%B5%D0%BB%D0%B8%D1%87%D0%B8%D0%BB%D0%B8-%D1%81%D0%BA%D0%BE%D1%80%D0%BE%D1%81%D1%82%D1%8C-%D0%BE%D1%82%D1%87%D0%B5%D1%82%D0%BE%D0%B2">&#x423;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x43B;&#x438; &#x441;&#x43A;&#x43E;&#x440;&#x43E;&#x441;&#x442;&#x44C; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x43E;&#x432;</h2><h3 id="%D0%B2%D0%B8%D1%82%D1%80%D0%B8%D0%BD%D1%8B-%D0%B4%D0%B0%D0%BD%D0%BD%D1%8B%D1%85">&#x412;&#x438;&#x442;&#x440;&#x438;&#x43D;&#x44B; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445;</h3><p>&#x422;&#x435;&#x43F;&#x435;&#x440;&#x44C; &#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;&#x430;</p>]]></description><link>https://smartis.bi/know-how/obnovlieniia-smartis-oktiabr-2025/</link><guid isPermaLink="false">6904832e687cf700011692e8</guid><category><![CDATA[Обновления]]></category><dc:creator><![CDATA[Всеволод Кустенко]]></dc:creator><pubDate>Fri, 31 Oct 2025 10:13:28 GMT</pubDate><media:content url="https://smartis.bi/know-how/content/images/2025/10/-----------Smartis---------2025.png" medium="image"/><content:encoded><![CDATA[<h2 id="%D1%83%D0%B2%D0%B5%D0%BB%D0%B8%D1%87%D0%B8%D0%BB%D0%B8-%D1%81%D0%BA%D0%BE%D1%80%D0%BE%D1%81%D1%82%D1%8C-%D0%BE%D1%82%D1%87%D0%B5%D1%82%D0%BE%D0%B2">&#x423;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x43B;&#x438; &#x441;&#x43A;&#x43E;&#x440;&#x43E;&#x441;&#x442;&#x44C; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x43E;&#x432;</h2><h3 id="%D0%B2%D0%B8%D1%82%D1%80%D0%B8%D0%BD%D1%8B-%D0%B4%D0%B0%D0%BD%D0%BD%D1%8B%D1%85">&#x412;&#x438;&#x442;&#x440;&#x438;&#x43D;&#x44B; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445;</h3><img src="https://smartis.bi/know-how/content/images/2025/10/-----------Smartis---------2025.png" alt="&#x41E;&#x431;&#x43D;&#x43E;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; Smartis. &#x41E;&#x43A;&#x442;&#x44F;&#x431;&#x440;&#x44C; 2025"><p>&#x422;&#x435;&#x43F;&#x435;&#x440;&#x44C; &#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;&#x430; &#x437;&#x430;&#x440;&#x430;&#x43D;&#x435;&#x435; &#x433;&#x43E;&#x442;&#x43E;&#x432;&#x438;&#x442; &#x440;&#x435;&#x437;&#x443;&#x43B;&#x44C;&#x442;&#x430;&#x442;&#x44B; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x437;&#x430;, &#x438; &#x43E;&#x442;&#x447;&#x451;&#x442;&#x44B; &#x43E;&#x442;&#x43A;&#x440;&#x44B;&#x432;&#x430;&#x44E;&#x442;&#x441;&#x44F; &#x43C;&#x433;&#x43D;&#x43E;&#x432;&#x435;&#x43D;&#x43D;&#x43E; &#x2014; &#x431;&#x435;&#x437; &#x43E;&#x436;&#x438;&#x434;&#x430;&#x43D;&#x438;&#x44F; &#x438; &#x434;&#x43E;&#x43F;&#x43E;&#x43B;&#x43D;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E;&#x439; &#x43D;&#x430;&#x433;&#x440;&#x443;&#x437;&#x43A;&#x438;.</p><ul><li>&#x41A;&#x430;&#x436;&#x434;&#x430;&#x44F; &#x432;&#x438;&#x442;&#x440;&#x438;&#x43D;&#x430; &#x2014; &#x44D;&#x442;&#x43E; &#x431;&#x438;&#x437;&#x43D;&#x435;&#x441;-&#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x44C; Smartis, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x432;&#x44B; &#x438;&#x441;&#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x443;&#x435;&#x442;&#x435; &#x432; &#x441;&#x432;&#x43E;&#x438;&#x445; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x430;&#x445; &#x2013; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;, &#x414;&#x414;&#x423;, &#x434;&#x43E;&#x433;&#x43E;&#x432;&#x43E;&#x440; &#x43D;&#x430; &#x434;&#x430;&#x442;&#x443; &#x43F;&#x43E;&#x434;&#x43F;&#x438;&#x441;&#x430;&#x43D;&#x438;&#x44F; &#x438; &#x442;&#x434;.</li><li>&#x412;&#x438;&#x442;&#x440;&#x438;&#x43D;&#x430; &#x2013; &#x44D;&#x442;&#x43E; &#x442;&#x430;&#x431;&#x43B;&#x438;&#x446;&#x430; &#x432; ClickHouse. &#x42D;&#x442;&#x43E; &#x43A;&#x43E;&#x43B;&#x43E;&#x43D;&#x43E;&#x447;&#x43D;&#x430;&#x44F; &#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;&#x430; &#x443;&#x43F;&#x440;&#x430;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; &#x431;&#x430;&#x437;&#x430;&#x43C;&#x438; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x430;&#x44F; &#x445;&#x43E;&#x440;&#x43E;&#x448;&#x43E; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x435;&#x442; &#x43D;&#x430; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x438;&#x445; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445;, &#x438; &#x431;&#x44B;&#x441;&#x442;&#x440;&#x43E; &#x434;&#x430;&#x435;&#x442; &#x43E;&#x442;&#x432;&#x435;&#x442;&#x44B;.</li><li>&#x41D;&#x430;&#x431;&#x43E;&#x440; &#x432;&#x441;&#x435;&#x445; &#x432;&#x438;&#x442;&#x440;&#x438;&#x43D; &#x43E;&#x434;&#x43D;&#x43E;&#x433;&#x43E; &#x43B;&#x438;&#x447;&#x43D;&#x43E;&#x433;&#x43E; &#x43A;&#x430;&#x431;&#x438;&#x43D;&#x435;&#x442;&#x430; &#x2013; &#x44D;&#x442;&#x43E; &#x432;&#x430;&#x448;&#x435; &#x43F;&#x440;&#x43E;&#x441;&#x442;&#x440;&#x430;&#x43D;&#x441;&#x442;&#x432;&#x43E; &#x441; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x43C;&#x438;, &#x43A; &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x43E;&#x43C;&#x443; &#x432;&#x44B; &#x43C;&#x43E;&#x436;&#x435;&#x442;&#x435; &#x43F;&#x43E;&#x43B;&#x443;&#x447;&#x438;&#x442;&#x44C; &#x434;&#x43E;&#x441;&#x442;&#x443;&#x43F; &#x438; &#x438;&#x441;&#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x44D;&#x442;&#x438; &#x432;&#x438;&#x442;&#x440;&#x438;&#x43D;&#x44B; &#x447;&#x435;&#x440;&#x435;&#x437; SQL. &#x42D;&#x442;&#x43E; &#x43F;&#x43E;&#x437;&#x432;&#x43E;&#x43B;&#x44F;&#x435;&#x442; &#x43F;&#x43E;&#x434;&#x43A;&#x43B;&#x44E;&#x447;&#x438;&#x442;&#x44C; &#x438;&#x445; &#x43A; &#x432;&#x430;&#x448;&#x438;&#x43C; BI-&#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;&#x430;&#x43C; &#x438; &#x43F;&#x43E;&#x43B;&#x443;&#x447;&#x430;&#x442;&#x44C; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x43D;&#x435; &#x447;&#x435;&#x440;&#x435;&#x437; &#x442;&#x44B;&#x441;&#x44F;&#x447;&#x438; API-&#x437;&#x430;&#x43F;&#x440;&#x43E;&#x441;&#x43E;&#x432;, &#x430; &#x43B;&#x438;&#x448;&#x44C; &#x43D;&#x435;&#x441;&#x43A;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; SQL-&#x437;&#x430;&#x43F;&#x440;&#x43E;&#x441;&#x43E;&#x432;. &#xA0;</li></ul><p>&#x412; &#x43D;&#x430;&#x441;&#x442;&#x43E;&#x44F;&#x449;&#x438;&#x439; &#x43C;&#x43E;&#x43C;&#x435;&#x43D;&#x442; &#x43C;&#x435;&#x43D;&#x435;&#x434;&#x436;&#x435;&#x440;&#x44B; Smartis &#x443;&#x43F;&#x440;&#x430;&#x432;&#x43B;&#x44F;&#x44E;&#x442; &#x441;&#x431;&#x43E;&#x440;&#x43A;&#x43E;&#x439; &#x432;&#x438;&#x442;&#x440;&#x438;&#x43D; &#x447;&#x435;&#x440;&#x435;&#x437; &#x432;&#x43D;&#x443;&#x442;&#x440;&#x435;&#x43D;&#x43D;&#x438;&#x439; &#x446;&#x435;&#x43D;&#x442;&#x440; &#x43A;&#x43E;&#x43D;&#x442;&#x440;&#x43E;&#x43B;&#x44F;, &#x441;&#x43B;&#x435;&#x434;&#x44F;&#x442; &#x437;&#x430; &#x441;&#x43A;&#x43E;&#x440;&#x43E;&#x441;&#x442;&#x44C;&#x44E; &#x43E;&#x431;&#x43D;&#x43E;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x439; &#x438; &#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E;&#x43C; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445; &#x435;&#x436;&#x435;&#x434;&#x43D;&#x435;&#x432;&#x43D;&#x43E;.</p><blockquote>&#x414;&#x43B;&#x44F; &#x442;&#x43E;&#x433;&#x43E;, &#x447;&#x442;&#x43E;&#x431;&#x44B; &#x43F;&#x43E;&#x434;&#x43A;&#x43B;&#x44E;&#x447;&#x438;&#x442;&#x44C; &#x444;&#x443;&#x43D;&#x43A;&#x446;&#x438;&#x43E;&#x43D;&#x430;&#x43B; &#x432;&#x438;&#x442;&#x440;&#x438;&#x43D;, &#x43E;&#x431;&#x440;&#x430;&#x442;&#x438;&#x442;&#x435;&#x441;&#x44C; &#x43A; &#x441;&#x432;&#x43E;&#x435;&#x43C;&#x443; &#x43C;&#x435;&#x43D;&#x435;&#x434;&#x436;&#x435;&#x440;&#x443; Smartis.</blockquote><h3 id="%D0%B8%D0%BD%D1%82%D0%B5%D1%80%D1%84%D0%B5%D0%B9%D1%81-%D0%B8-%D0%BF%D1%80%D0%BE%D0%B8%D0%B7%D0%B2%D0%BE%D0%B4%D0%B8%D1%82%D0%B5%D0%BB%D1%8C%D0%BD%D0%BE%D1%81%D1%82%D1%8C">&#x418;&#x43D;&#x442;&#x435;&#x440;&#x444;&#x435;&#x439;&#x441; &#x438; &#x43F;&#x440;&#x43E;&#x438;&#x437;&#x432;&#x43E;&#x434;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E;&#x441;&#x442;&#x44C;</h3><p>&#x41C;&#x44B; &#x443;&#x441;&#x43A;&#x43E;&#x440;&#x438;&#x43B;&#x438; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x443; &#x438;&#x43D;&#x442;&#x435;&#x440;&#x444;&#x435;&#x439;&#x441;&#x430; &#x438; &#x432;&#x43D;&#x435;&#x434;&#x440;&#x438;&#x43B;&#x438; &#x43D;&#x435;&#x441;&#x43A;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x432;&#x430;&#x436;&#x43D;&#x44B;&#x445; &#x443;&#x43B;&#x443;&#x447;&#x448;&#x435;&#x43D;&#x438;&#x439;:</p><p><strong>&#x41E;&#x442;&#x447;&#x451;&#x442;&#x44B; &#x43F;&#x43E; &#x441;&#x441;&#x44B;&#x43B;&#x43A;&#x435;</strong> &#x2014; &#x435;&#x441;&#x43B;&#x438; &#x43E;&#x442;&#x447;&#x451;&#x442; &#x443;&#x436;&#x435; &#x431;&#x44B;&#x43B; &#x441;&#x43E;&#x437;&#x434;&#x430;&#x43D;, &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x43E;&#x442;&#x43F;&#x440;&#x430;&#x432;&#x438;&#x442;&#x44C; &#x441;&#x441;&#x44B;&#x43B;&#x43A;&#x443; &#x43D;&#x430; &#x43D;&#x435;&#x433;&#x43E; &#x434;&#x440;&#x443;&#x433;&#x43E;&#x43C;&#x443; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x44E; &#x438; &#x43E;&#x43D; &#x43E;&#x442;&#x43A;&#x440;&#x43E;&#x435;&#x442;&#x441;&#x44F; &#x43C;&#x43E;&#x43C;&#x435;&#x43D;&#x442;&#x430;&#x43B;&#x44C;&#x43D;&#x43E;.</p><p><strong>&#x418;&#x43D;&#x442;&#x435;&#x43B;&#x43B;&#x435;&#x43A;&#x442;&#x443;&#x430;&#x43B;&#x44C;&#x43D;&#x430;&#x44F; &#x43F;&#x440;&#x43E;&#x432;&#x435;&#x440;&#x43A;&#x430; &#x43F;&#x440;&#x430;&#x432;</strong> &#x2014; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x438; &#x43F;&#x43E;&#x43B;&#x443;&#x447;&#x438;&#x432;&#x448;&#x438;&#x435; &#x441;&#x441;&#x44B;&#x43B;&#x43A;&#x443; &#x43D;&#x430; &#x43E;&#x442;&#x447;&#x435;&#x442;, &#x432;&#x438;&#x434;&#x44F;&#x442; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x442;&#x435; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435;, &#x43A; &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x43C; &#x443; &#x43D;&#x438;&#x445; &#x435;&#x441;&#x442;&#x44C; &#x434;&#x43E;&#x441;&#x442;&#x443;&#x43F;. </p><p><strong>&#x41F;&#x430;&#x440;&#x430;&#x43B;&#x43B;&#x435;&#x43B;&#x44C;&#x43D;&#x430;&#x44F; &#x43E;&#x442;&#x440;&#x438;&#x441;&#x43E;&#x432;&#x43A;&#x430; </strong>&#x2014; &#x43E;&#x442;&#x447;&#x451;&#x442; &#x441;&#x442;&#x440;&#x43E;&#x438;&#x442;&#x441;&#x44F; &#x43F;&#x43E;&#x441;&#x442;&#x435;&#x43F;&#x435;&#x43D;&#x43D;&#x43E;, &#x430; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x438; &#x43D;&#x430;&#x447;&#x438;&#x43D;&#x430;&#x44E;&#x442; &#x43E;&#x442;&#x43E;&#x431;&#x440;&#x430;&#x436;&#x430;&#x442;&#x44C;&#x441;&#x44F; &#x434;&#x440;&#x443;&#x433; &#x437;&#x430; &#x434;&#x440;&#x443;&#x433;&#x43E;&#x43C;. &#x41F;&#x43E;&#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x441; &#x43F;&#x435;&#x440;&#x432;&#x44B;&#x43C;&#x438; &#x440;&#x435;&#x437;&#x443;&#x43B;&#x44C;&#x442;&#x430;&#x442;&#x430;&#x43C;&#x438; &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x442;&#x44C; &#x441;&#x440;&#x430;&#x437;&#x443; &#x438; &#x43D;&#x435; &#x436;&#x434;&#x430;&#x442;&#x44C;, &#x43A;&#x43E;&#x433;&#x434;&#x430; &#x43F;&#x43E;&#x441;&#x442;&#x440;&#x43E;&#x438;&#x442;&#x441;&#x44F; &#x43E;&#x442;&#x447;&#x435;&#x442; &#x446;&#x435;&#x43B;&#x438;&#x43A;&#x43E;&#x43C;.</p><h2 id="%D0%BC%D0%BE%D0%B4%D0%B5%D0%BB%D0%B8-%D0%B0%D1%82%D1%80%D0%B8%D0%B1%D1%83%D1%86%D0%B8%D0%B8-%D1%88%D0%B5%D0%BF%D0%BB%D0%B8">&#x41C;&#x43E;&#x434;&#x435;&#x43B;&#x438; &#x430;&#x442;&#x440;&#x438;&#x431;&#x443;&#x446;&#x438;&#x438; &#x428;&#x435;&#x43F;&#x43B;&#x438;</h2><p>&#x41C;&#x44B; &#x432;&#x43D;&#x435;&#x434;&#x440;&#x438;&#x43B;&#x438; &#x43C;&#x43E;&#x434;&#x435;&#x43B;&#x438; &#x430;&#x442;&#x440;&#x438;&#x431;&#x443;&#x446;&#x438;&#x438; &#x43D;&#x430; &#x43E;&#x441;&#x43D;&#x43E;&#x432;&#x435; &#x442;&#x435;&#x43E;&#x440;&#x438;&#x438; &#x438;&#x433;&#x440; &#x2014; &#x43C;&#x43E;&#x434;&#x435;&#x43B;&#x438; &#x428;&#x435;&#x43F;&#x43B;&#x438;, &#x431;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x43C; &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x431;&#x43E;&#x43B;&#x435;&#x435; &#x442;&#x43E;&#x447;&#x43D;&#x43E; &#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x438;&#x442;&#x44C; &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x435; &#x43A;&#x430;&#x436;&#x434;&#x43E;&#x433;&#x43E; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x43E;&#x433;&#x43E; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x430; &#x43D;&#x430; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443;</p><p><strong>&#x423;&#x43F;&#x440;&#x43E;&#x449;&#x451;&#x43D;&#x43D;&#x430;&#x44F; &#x43C;&#x43E;&#x434;&#x435;&#x43B;&#x44C; &#x428;&#x435;&#x43F;&#x43B;&#x438;</strong> &#x2013; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x437;&#x438;&#x440;&#x443;&#x435;&#x442; &#x43F;&#x43E;&#x432;&#x435;&#x434;&#x435;&#x43D;&#x438;&#x435; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432; &#x432; &#x43A;&#x430;&#x436;&#x434;&#x43E;&#x439; &#x446;&#x435;&#x43F;&#x43E;&#x447;&#x43A;&#x435;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x440;&#x438;&#x432;&#x435;&#x43B;&#x438; &#x43A; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x435;. &#x414;&#x430;&#x43B;&#x435;&#x435; &#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x44F;&#x435;&#x442;, &#x43A;&#x430;&#x43A;&#x43E;&#x439; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x43E;&#x43D;&#x438; &#x432;&#x43D;&#x435;&#x441;&#x43B;&#x438; &#x432; &#x434;&#x43E;&#x441;&#x442;&#x438;&#x436;&#x435;&#x43D;&#x438;&#x435; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x438;.</p><p><strong>&#x41E;&#x431;&#x43E;&#x431;&#x449;&#x435;&#x43D;&#x43D;&#x430;&#x44F; &#x43C;&#x43E;&#x434;&#x435;&#x43B;&#x44C; &#x428;&#x435;&#x43F;&#x43B;&#x438;</strong> &#x2013; &#x43E;&#x446;&#x435;&#x43D;&#x438;&#x432;&#x430;&#x435;&#x442; &#x43D;&#x435; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x432;&#x44B;&#x438;&#x433;&#x440;&#x44B;&#x448;&#x43D;&#x44B;&#x435; &#x446;&#x435;&#x43F;&#x43E;&#x447;&#x43A;&#x438;, &#x43D;&#x43E; &#x438; &#x442;&#x435;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43D;&#x438;&#x447;&#x435;&#x43C; &#x43D;&#x435; &#x437;&#x430;&#x43A;&#x43E;&#x43D;&#x447;&#x438;&#x43B;&#x438;&#x441;&#x44C;. &#x422;&#x43E; &#x435;&#x441;&#x442;&#x44C;, &#x435;&#x441;&#x43B;&#x438; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x44C; &#x432;&#x438;&#x434;&#x435;&#x43B; &#x431;&#x430;&#x43D;&#x43D;&#x435;&#x440;, &#x43D;&#x43E; &#x44D;&#x442;&#x43E; &#x43D;&#x435; &#x43F;&#x440;&#x438;&#x432;&#x435;&#x43B;&#x43E; &#x43A; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x44E; &#x438;&#x43B;&#x438; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x435;, &#x442;&#x43E; &#x437;&#x43D;&#x430;&#x447;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438; &#x443;&#x43C;&#x435;&#x43D;&#x44C;&#x448;&#x430;&#x435;&#x442;&#x441;&#x44F;.</p><p>&#x422;&#x430;&#x43A; &#x444;&#x43E;&#x440;&#x43C;&#x438;&#x440;&#x443;&#x435;&#x442;&#x441;&#x44F; &#x431;&#x43E;&#x43B;&#x435;&#x435; &#x440;&#x435;&#x430;&#x43B;&#x438;&#x441;&#x442;&#x438;&#x447;&#x43D;&#x430;&#x44F; &#x43E;&#x446;&#x435;&#x43D;&#x43A;&#x430; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432;.</p><p>&#x41C;&#x43E;&#x434;&#x435;&#x43B;&#x44C; &#x430;&#x442;&#x440;&#x438;&#x431;&#x443;&#x446;&#x438;&#x438; &#x428;&#x435;&#x43F;&#x43B;&#x438; &#x442;&#x440;&#x435;&#x431;&#x443;&#x435;&#x442; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x438;&#x445; &#x432;&#x44B;&#x447;&#x438;&#x441;&#x43B;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x44B;&#x445; &#x43C;&#x43E;&#x449;&#x43D;&#x43E;&#x441;&#x442;&#x435;&#x439; &#x438; &#x43E;&#x441;&#x43E;&#x431;&#x43E;&#x439; &#x432;&#x43E;&#x432;&#x43B;&#x435;&#x447;&#x435;&#x43D;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x441;&#x43F;&#x435;&#x446;&#x438;&#x430;&#x43B;&#x438;&#x441;&#x442;&#x43E;&#x432;. &#x41F;&#x43E;&#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x435;&#x435; &#x43D;&#x435;&#x43B;&#x44C;&#x437;&#x44F; &#x432;&#x43A;&#x43B;&#x44E;&#x447;&#x438;&#x442;&#x44C; &#x43F;&#x440;&#x43E;&#x441;&#x442;&#x43E; &#x43D;&#x430;&#x436;&#x430;&#x432; &#x43A;&#x43D;&#x43E;&#x43F;&#x43A;&#x443; &#x432; &#x438;&#x43D;&#x442;&#x435;&#x440;&#x444;&#x435;&#x439;&#x441;&#x435; &#x2013; &#x434;&#x43B;&#x44F; &#x44D;&#x442;&#x43E;&#x433;&#x43E; &#x43D;&#x443;&#x436;&#x43D;&#x430; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x430;&#x44F; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430; &#x43F;&#x43E; &#x432;&#x43D;&#x435;&#x434;&#x440;&#x435;&#x43D;&#x438;&#x44E;.</p><blockquote>&#x412; &#x43D;&#x430;&#x441;&#x442;&#x43E;&#x44F;&#x449;&#x438;&#x439; &#x43C;&#x43E;&#x43C;&#x435;&#x43D;&#x442; &#x43C;&#x44B; &#x441;&#x43E;&#x431;&#x438;&#x440;&#x430;&#x435;&#x43C; &#x43E;&#x442;&#x43A;&#x43B;&#x438;&#x43A;&#x438; &#x441;&#x440;&#x435;&#x434;&#x438; &#x442;&#x435;&#x43A;&#x443;&#x449;&#x438;&#x445; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x43E;&#x432; Smartis. &#x415;&#x441;&#x43B;&#x438; &#x432;&#x44B; &#x443;&#x436;&#x435; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x443;&#x435;&#x442;&#x435;&#x441;&#x44C; &#x43D;&#x430;&#x448;&#x435;&#x439; &#x43F;&#x43B;&#x430;&#x442;&#x444;&#x43E;&#x440;&#x43C;&#x43E;&#x439; &#x438; &#x443; &#x432;&#x430;&#x441; &#x435;&#x441;&#x442;&#x44C; &#x438;&#x43D;&#x442;&#x435;&#x440;&#x435;&#x441; &#x43A; &#x43C;&#x43E;&#x434;&#x435;&#x43B;&#x438; &#x428;&#x435;&#x43F;&#x43B;&#x438;, &#x442;&#x43E; &#x43E;&#x442;&#x43F;&#x440;&#x430;&#x432;&#x44C;&#x442;&#x435; &#x437;&#x430;&#x43F;&#x440;&#x43E;&#x441; &#x432;&#x430;&#x448;&#x435;&#x43C;&#x443; &#x43C;&#x435;&#x43D;&#x435;&#x434;&#x436;&#x435;&#x440;&#x443; Smartis. &#x414;&#x43B;&#x44F; &#x43D;&#x43E;&#x432;&#x44B;&#x445; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x43E;&#x432; &#x444;&#x443;&#x43D;&#x43A;&#x446;&#x438;&#x43E;&#x43D;&#x430;&#x43B; &#x431;&#x443;&#x434;&#x435;&#x442; &#x434;&#x43E;&#x441;&#x442;&#x443;&#x43F;&#x435;&#x43D; &#x441; &#x43D;&#x430;&#x447;&#x430;&#x43B;&#x430; 2026 &#x433;&#x43E;&#x434;&#x430;.</blockquote><h2 id="%D0%B8%D1%81%D0%BA%D1%83%D1%81%D1%81%D1%82%D0%B2%D0%B5%D0%BD%D0%BD%D1%8B%D0%B9-%D0%B8%D0%BD%D1%82%D0%B5%D0%BB%D0%BB%D0%B5%D0%BA%D1%82-%D0%B2-smartis">&#x418;&#x441;&#x43A;&#x443;&#x441;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x44B;&#x439; &#x438;&#x43D;&#x442;&#x435;&#x43B;&#x43B;&#x435;&#x43A;&#x442; &#x432; Smartis</h2><p><strong>&#x424;&#x443;&#x43D;&#x43A;&#x446;&#x438;&#x44F; &#xAB;&#x421;&#x43F;&#x440;&#x43E;&#x441;&#x438;&#x442;&#x44C; LLM&#xBB;</strong></p><p>&#x422;&#x435;&#x43F;&#x435;&#x440;&#x44C; &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x43F;&#x43E;&#x441;&#x442;&#x440;&#x43E;&#x438;&#x442;&#x44C; &#x43E;&#x442;&#x447;&#x451;&#x442; &#x432; Smartis &#x438; &#x441;&#x433;&#x435;&#x43D;&#x435;&#x440;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x441;&#x43F;&#x435;&#x446;&#x438;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x43F;&#x440;&#x43E;&#x43C;&#x442; &#x434;&#x43B;&#x44F; &#x43D;&#x435;&#x439;&#x440;&#x43E;&#x441;&#x435;&#x442;&#x438; &#x2014; &#x447;&#x442;&#x43E;&#x431;&#x44B; &#x43E;&#x43D;&#x430; &#x434;&#x430;&#x43B;&#x430; &#x440;&#x435;&#x43A;&#x43E;&#x43C;&#x435;&#x43D;&#x434;&#x430;&#x446;&#x438;&#x438; &#x438;&#x43B;&#x438; &#x43F;&#x43E;&#x434;&#x441;&#x43A;&#x430;&#x437;&#x430;&#x43B;&#x430;, &#x43D;&#x430; &#x447;&#x442;&#x43E; &#x43E;&#x431;&#x440;&#x430;&#x442;&#x438;&#x442;&#x44C; &#x432;&#x43D;&#x438;&#x43C;&#x430;&#x43D;&#x438;&#x435;.</p><p>LLM &#x430;&#x432;&#x442;&#x43E;&#x43C;&#x430;&#x442;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438; &#x43F;&#x43E;&#x43B;&#x443;&#x447;&#x430;&#x435;&#x442; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435;, &#x43F;&#x43E;&#x43D;&#x438;&#x43C;&#x430;&#x435;&#x442; &#x43A;&#x43E;&#x43D;&#x442;&#x435;&#x43A;&#x441;&#x442; &#x440;&#x44B;&#x43D;&#x43A;&#x430; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x430;&#x435;&#x442; &#x43D;&#x430;&#x445;&#x43E;&#x434;&#x438;&#x442;&#x44C; &#x43A;&#x43B;&#x44E;&#x447;&#x435;&#x432;&#x44B;&#x435; &#x430;&#x43A;&#x446;&#x435;&#x43D;&#x442;&#x44B;: &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x437;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x441;&#x435;&#x437;&#x43E;&#x43D;&#x43D;&#x43E;&#x441;&#x442;&#x44C;, &#x434;&#x438;&#x43D;&#x430;&#x43C;&#x438;&#x43A;&#x443; &#x43A;&#x430;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x439;, &#x442;&#x440;&#x435;&#x43D;&#x434;&#x44B; &#x438; &#x43F;&#x440;&#x438;&#x43E;&#x440;&#x438;&#x442;&#x435;&#x442;&#x43D;&#x44B;&#x435; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438;.</p><p>&#x41F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x438; &#x43C;&#x43E;&#x433;&#x443;&#x442; &#x43A;&#x43E;&#x440;&#x440;&#x435;&#x43A;&#x442;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x43E;&#x442;&#x432;&#x435;&#x442;&#x44B; &#x438; &#x442;&#x435;&#x43C; &#x441;&#x430;&#x43C;&#x44B;&#x43C; &#x443;&#x43B;&#x443;&#x447;&#x448;&#x430;&#x442;&#x44C; &#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x43F;&#x43E;&#x441;&#x43B;&#x435;&#x434;&#x443;&#x44E;&#x449;&#x438;&#x445; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x445; &#x43F;&#x43E;&#x434;&#x441;&#x43A;&#x430;&#x437;&#x43E;&#x43A;.</p><p><strong>&#x420;&#x43E;&#x431;&#x43E;&#x442;-&#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A; &#x438; &#x438;&#x43D;&#x441;&#x430;&#x439;&#x442;&#x44B;</strong></p><p>&#x412; &#x43B;&#x438;&#x447;&#x43D;&#x44B;&#x445; &#x43A;&#x430;&#x431;&#x438;&#x43D;&#x435;&#x442;&#x430;&#x445; &#x43F;&#x43E;&#x44F;&#x432;&#x438;&#x43B;&#x441;&#x44F; &#x43D;&#x43E;&#x432;&#x44B;&#x439; &#x432;&#x438;&#x434;&#x436;&#x435;&#x442; &#xAB;&#x418;&#x43D;&#x441;&#x430;&#x439;&#x442;&#x44B;&#xBB; &#x2014; &#x438;&#x43D;&#x441;&#x442;&#x440;&#x443;&#x43C;&#x435;&#x43D;&#x442; &#x441; &#x44D;&#x43B;&#x435;&#x43C;&#x435;&#x43D;&#x442;&#x430;&#x43C;&#x438; &#x438;&#x441;&#x43A;&#x443;&#x441;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x43E;&#x433;&#x43E; &#x438;&#x43D;&#x442;&#x435;&#x43B;&#x43B;&#x435;&#x43A;&#x442;&#x430;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x441;&#x430;&#x43C; &#x438;&#x449;&#x435;&#x442; &#x437;&#x43D;&#x430;&#x447;&#x438;&#x43C;&#x44B;&#x435; &#x438;&#x437;&#x43C;&#x435;&#x43D;&#x435;&#x43D;&#x438;&#x44F; &#x432; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445;.</p><p>&#x41E;&#x43D; &#x432;&#x44B;&#x44F;&#x432;&#x43B;&#x44F;&#x435;&#x442; &#x434;&#x43E;&#x43B;&#x433;&#x43E;&#x441;&#x440;&#x43E;&#x447;&#x43D;&#x44B;&#x435; &#x442;&#x440;&#x435;&#x43D;&#x434;&#x44B; &#x438; &#x440;&#x435;&#x437;&#x43A;&#x438;&#x435; &#x432;&#x441;&#x43F;&#x43B;&#x435;&#x441;&#x43A;&#x438;: &#x43F;&#x430;&#x434;&#x435;&#x43D;&#x438;&#x435; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x438;, &#x441;&#x431;&#x43E;&#x438; &#x43A;&#x43E;&#x43B;&#x43B;-&#x446;&#x435;&#x43D;&#x442;&#x440;&#x430; &#x438;&#x43B;&#x438; &#x438;&#x437;&#x43C;&#x435;&#x43D;&#x435;&#x43D;&#x438;&#x44F; &#x432; &#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x435; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A;&#x430;.</p><p>&#x41A;&#x440;&#x43E;&#x43C;&#x435; &#x442;&#x43E;&#x433;&#x43E;, &#x432;&#x43D;&#x435;&#x434;&#x440;&#x451;&#x43D; &#x435;&#x436;&#x435;&#x43D;&#x435;&#x434;&#x435;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x442;&#x43E;&#x43F; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x44B;&#x445; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x439; &#x2014; &#x444;&#x43E;&#x440;&#x43C;&#x430;&#x442; &#x441; &#x44D;&#x43B;&#x435;&#x43C;&#x435;&#x43D;&#x442;&#x430;&#x43C;&#x438; &#x433;&#x435;&#x439;&#x43C;&#x438;&#x444;&#x438;&#x43A;&#x430;&#x446;&#x438;&#x438;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x430;&#x435;&#x442; &#x43E;&#x442;&#x441;&#x43B;&#x435;&#x436;&#x438;&#x432;&#x430;&#x442;&#x44C; &#x434;&#x438;&#x43D;&#x430;&#x43C;&#x438;&#x43A;&#x443; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43E;&#x43A; &#x438; &#x432;&#x438;&#x434;&#x435;&#x442;&#x44C;, &#x43A;&#x442;&#x43E; &#x441;&#x435;&#x439;&#x447;&#x430;&#x441; &#x43F;&#x440;&#x438;&#x43D;&#x43E;&#x441;&#x438;&#x442; &#x43D;&#x430;&#x438;&#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x438;&#x439; &#x440;&#x435;&#x437;&#x443;&#x43B;&#x44C;&#x442;&#x430;&#x442;.</p><p><strong>&#x41A;&#x43E;&#x43D;&#x442;&#x440;&#x43E;&#x43B;&#x44C; &#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x430; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445;</strong></p><p>Smartis &#x443;&#x441;&#x438;&#x43B;&#x438;&#x43B; &#x430;&#x432;&#x442;&#x43E;&#x43C;&#x430;&#x442;&#x438;&#x437;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43D;&#x43D;&#x44B;&#x439; &#x43A;&#x43E;&#x43D;&#x442;&#x440;&#x43E;&#x43B;&#x44C; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445;. &#x420;&#x43E;&#x431;&#x43E;&#x442;&#x44B; &#x435;&#x436;&#x435;&#x434;&#x43D;&#x435;&#x432;&#x43D;&#x43E; &#x43F;&#x440;&#x43E;&#x432;&#x435;&#x440;&#x44F;&#x44E;&#x442; &#x43A;&#x43E;&#x440;&#x440;&#x435;&#x43A;&#x442;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x443;&#x441;&#x442;&#x430;&#x43D;&#x43E;&#x432;&#x43A;&#x438; &#x441;&#x447;&#x451;&#x442;&#x447;&#x438;&#x43A;&#x43E;&#x432;, &#x43E;&#x442;&#x441;&#x43B;&#x435;&#x436;&#x438;&#x432;&#x430;&#x44E;&#x442; &#x43E;&#x431;&#x43D;&#x443;&#x43B;&#x435;&#x43D;&#x438;&#x435; &#x441;&#x435;&#x441;&#x441;&#x438;&#x439;, &#x43E;&#x448;&#x438;&#x431;&#x43A;&#x438; &#x440;&#x430;&#x437;&#x43C;&#x435;&#x442;&#x43A;&#x438; &#x438; &#x434;&#x440;&#x443;&#x433;&#x438;&#x435; &#x430;&#x43D;&#x43E;&#x43C;&#x430;&#x43B;&#x438;&#x438;. &#x415;&#x441;&#x43B;&#x438; &#x447;&#x442;&#x43E;-&#x442;&#x43E; &#x43F;&#x43E;&#x448;&#x43B;&#x43E; &#x43D;&#x435; &#x442;&#x430;&#x43A; &#x2014; &#x432;&#x44B; &#x441;&#x440;&#x430;&#x437;&#x443; &#x43F;&#x43E;&#x43B;&#x443;&#x447;&#x438;&#x442;&#x435; &#x443;&#x432;&#x435;&#x434;&#x43E;&#x43C;&#x43B;&#x435;&#x43D;&#x438;&#x435;. &#x422;&#x430;&#x43A;&#x436;&#x435; &#x430;&#x432;&#x442;&#x43E;&#x43C;&#x430;&#x442;&#x438;&#x437;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43D; &#x43C;&#x43E;&#x43D;&#x438;&#x442;&#x43E;&#x440;&#x438;&#x43D;&#x433; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x440;&#x430;&#x441;&#x445;&#x43E;&#x434;&#x43E;&#x432; &#x438; &#x434;&#x440;&#x443;&#x433;&#x438;&#x445; &#x43A;&#x43B;&#x44E;&#x447;&#x435;&#x432;&#x44B;&#x445; &#x43F;&#x430;&#x440;&#x430;&#x43C;&#x435;&#x442;&#x440;&#x43E;&#x432;, &#x432;&#x43B;&#x438;&#x44F;&#x44E;&#x449;&#x438;&#x445; &#x43D;&#x430; &#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x438;.</p><blockquote>&#x421;&#x435;&#x439;&#x447;&#x430;&#x441; &#x438;&#x441;&#x43A;&#x443;&#x441;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x44B;&#x439; &#x438;&#x43D;&#x442;&#x435;&#x43B;&#x43B;&#x435;&#x43A;&#x442; &#x434;&#x43E;&#x441;&#x442;&#x443;&#x43F;&#x435;&#x43D; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x442;&#x435;&#x43A;&#x443;&#x449;&#x438;&#x43C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430;&#x43C; Smartis. &#x414;&#x43B;&#x44F; &#x43D;&#x43E;&#x432;&#x44B;&#x445; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x435;&#x439; &#x444;&#x443;&#x43D;&#x43A;&#x446;&#x438;&#x43E;&#x43D;&#x430;&#x43B; &#x431;&#x443;&#x434;&#x435;&#x442; &#x434;&#x43E;&#x441;&#x442;&#x443;&#x43F;&#x435;&#x43D; &#x441; &#x43D;&#x430;&#x447;&#x430;&#x43B;&#x430; 2026 &#x433;&#x43E;&#x434;&#x430;.</blockquote>]]></content:encoded></item><item><title><![CDATA[Как post-view от Smartis помогло увидеть в 11 раз больше сделок с Яндекс Недвижимости: кейс ГК «ФСК»]]></title><description><![CDATA[<p>&#x422;&#x440;&#x430;&#x434;&#x438;&#x446;&#x438;&#x43E;&#x43D;&#x43D;&#x43E; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x444;&#x438;&#x43A;&#x441;&#x438;&#x440;&#x443;&#x435;&#x442; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x43F;&#x440;&#x44F;</p>]]></description><link>https://smartis.bi/know-how/kak-post-view-ot-smartis-pomoghlo-uvidiet-v-5-raz-bolshie-sdielok-s-iandieks-niedvizhimosti-kieis-gk-fsk/</link><guid isPermaLink="false">68ebc9ea687cf70001169288</guid><category><![CDATA[Кейсы]]></category><dc:creator><![CDATA[Всеволод Кустенко]]></dc:creator><pubDate>Fri, 17 Oct 2025 11:46:14 GMT</pubDate><media:content url="https://smartis.bi/know-how/content/images/2025/10/fsk-main.jpg" medium="image"/><content:encoded><![CDATA[<img src="https://smartis.bi/know-how/content/images/2025/10/fsk-main.jpg" alt="&#x41A;&#x430;&#x43A; post-view &#x43E;&#x442; Smartis &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x43B;&#x43E; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432; 11 &#x440;&#x430;&#x437; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x441; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x424;&#x421;&#x41A;&#xBB;"><p>&#x422;&#x440;&#x430;&#x434;&#x438;&#x446;&#x438;&#x43E;&#x43D;&#x43D;&#x43E; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x444;&#x438;&#x43A;&#x441;&#x438;&#x440;&#x443;&#x435;&#x442; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x43F;&#x440;&#x44F;&#x43C;&#x44B;&#x435; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x438; &#x438; &#x437;&#x430;&#x44F;&#x432;&#x43A;&#x438;. &#x418;&#x437;-&#x437;&#x430; &#x44D;&#x442;&#x43E;&#x433;&#x43E; &#x447;&#x430;&#x441;&#x442;&#x44C; &#xAB;&#x43D;&#x435;&#x432;&#x438;&#x434;&#x438;&#x43C;&#x44B;&#x445;&#xBB; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x439;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43D;&#x435; &#x43F;&#x440;&#x438;&#x43D;&#x43E;&#x441;&#x44F;&#x442; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x438; &#x437;&#x434;&#x435;&#x441;&#x44C; &#x438; &#x441;&#x435;&#x439;&#x447;&#x430;&#x441;, &#x43E;&#x441;&#x442;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x431;&#x435;&#x437; &#x432;&#x43D;&#x438;&#x43C;&#x430;&#x43D;&#x438;&#x44F; &#x2013; &#x43A;&#x430;&#x436;&#x435;&#x442;&#x441;&#x44F;, &#x447;&#x442;&#x43E; &#x43E;&#x43D;&#x438; &#x43F;&#x440;&#x43E;&#x441;&#x442;&#x43E; &#x43D;&#x435;&#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x44B;. &#x41F;&#x440;&#x438; &#x44D;&#x442;&#x43E;&#x43C;, &#x435;&#x441;&#x43B;&#x438; &#x447;&#x435;&#x43B;&#x43E;&#x432;&#x435;&#x43A; &#x43F;&#x440;&#x438;&#x445;&#x43E;&#x434;&#x438;&#x442; &#x432; &#x43E;&#x444;&#x438;&#x441; &#x43F;&#x440;&#x43E;&#x441;&#x442;&#x43E; &#x442;&#x430;&#x43A;, &#x431;&#x435;&#x437; &#x446;&#x438;&#x444;&#x440;&#x43E;&#x432;&#x43E;&#x433;&#x43E; &#x441;&#x43B;&#x435;&#x434;&#x430;, &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x435; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x43E;&#x432; &#x43E;&#x431;&#x435;&#x441;&#x446;&#x435;&#x43D;&#x438;&#x432;&#x430;&#x435;&#x442;&#x441;&#x44F;. &#x41D;&#x43E; &#x442;&#x430;&#x43A;&#x438;&#x435; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438; &#x43F;&#x43E;&#x434;&#x43E;&#x433;&#x440;&#x435;&#x432;&#x430;&#x44E;&#x442; &#x438;&#x43D;&#x442;&#x435;&#x440;&#x435;&#x441; &#x438; &#x432; &#x431;&#x443;&#x434;&#x443;&#x449;&#x435;&#x43C; &#x432;&#x43B;&#x438;&#x44F;&#x44E;&#x442; &#x43D;&#x430; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443;.</p><p>&#x412; &#x44D;&#x442;&#x43E;&#x43C; &#x43A;&#x435;&#x439;&#x441;&#x435; &#x43C;&#x44B; &#x440;&#x430;&#x441;&#x441;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x435;&#x43C;, &#x43A;&#x430;&#x43A; &#x441;&#x43E;&#x432;&#x43C;&#x435;&#x441;&#x442;&#x43D;&#x43E;&#x435; &#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x435; &#x43E;&#x442; Smartis &#x438; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x43B;&#x43E; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x443; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438; &#x432; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x44E;.</p><h2 id="%D0%BE-%D0%BA%D0%BE%D0%BC%D0%BF%D0%B0%D0%BD%D0%B8%D0%B8"><strong>&#x41E; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438;</strong></h2><p>&#x413;&#x440;&#x443;&#x43F;&#x43F;&#x430; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x439; &#xAB;&#x424;&#x421;&#x41A;&#xBB; &#x2014; &#x43E;&#x434;&#x43D;&#x430; &#x438;&#x437; &#x43A;&#x440;&#x443;&#x43F;&#x43D;&#x435;&#x439;&#x448;&#x438;&#x445; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x445; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x439; &#x420;&#x43E;&#x441;&#x441;&#x438;&#x438;. &#x41F;&#x43E; &#x432;&#x435;&#x440;&#x441;&#x438;&#x438; &#x434;&#x435;&#x43B;&#x43E;&#x432;&#x43E;&#x433;&#x43E; &#x438;&#x437;&#x434;&#x430;&#x43D;&#x438;&#x44F; Forbes, &#x432;&#x445;&#x43E;&#x434;&#x438;&#x442; &#x432; &#x442;&#x43E;&#x43F;-3 &#x432; &#x440;&#x435;&#x439;&#x442;&#x438;&#x43D;&#x433;&#x435; &#x443;&#x432;&#x435;&#x440;&#x435;&#x43D;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x440;&#x43E;&#x441;&#x441;&#x438;&#x439;&#x441;&#x43A;&#x438;&#x445; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x43E;&#x432; &#x432; &#x441;&#x435;&#x433;&#x43C;&#x435;&#x43D;&#x442;&#x435; &#x43C;&#x430;&#x441;&#x441;&#x43E;&#x432;&#x43E;&#x433;&#x43E; &#x436;&#x438;&#x43B;&#x44C;&#x44F;. &#x412; &#x43F;&#x43E;&#x440;&#x442;&#x444;&#x435;&#x43B;&#x435; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; 25 &#x430;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x44B;&#x445; &#x43E;&#x431;&#x44A;&#x435;&#x43A;&#x442;&#x43E;&#x432; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x441; &#x434;&#x43E;&#x441;&#x442;&#x443;&#x43F;&#x43D;&#x44B;&#x43C;&#x438; &#x43B;&#x43E;&#x442;&#x430;&#x43C;&#x438; &#x43F;&#x43E; &#x43A;&#x432;&#x430;&#x440;&#x442;&#x438;&#x440;&#x430;&#x43C; &#x432; &#x431;&#x438;&#x437;&#x43D;&#x435;&#x441;- &#x438; &#x43A;&#x43E;&#x43C;&#x444;&#x43E;&#x440;&#x442;-&#x43A;&#x43B;&#x430;&#x441;&#x441;&#x435;.</p><p>&#x413;&#x41A; &#xAB;&#x424;&#x421;&#x41A;&#xBB; &#x441;&#x442;&#x430;&#x43B;&#x430; &#x43F;&#x435;&#x440;&#x432;&#x44B;&#x43C; &#x440;&#x43E;&#x441;&#x441;&#x438;&#x439;&#x441;&#x43A;&#x438;&#x43C; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x43E;&#x43C;, &#x434;&#x43E;&#x441;&#x442;&#x438;&#x433;&#x448;&#x438;&#x43C; &#x43C;&#x430;&#x43A;&#x441;&#x438;&#x43C;&#x430;&#x43B;&#x44C;&#x43D;&#x43E;&#x433;&#x43E; &#x443;&#x440;&#x43E;&#x432;&#x43D;&#x44F; &#x446;&#x438;&#x444;&#x440;&#x43E;&#x432;&#x43E;&#x439; &#x437;&#x440;&#x435;&#x43B;&#x43E;&#x441;&#x442;&#x438; &#x43F;&#x43E; &#x444;&#x440;&#x435;&#x439;&#x43C;&#x432;&#x43E;&#x440;&#x43A;&#x443; 5&#x410;, &#x440;&#x430;&#x437;&#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x43D;&#x43D;&#x43E;&#x43C;&#x443; Boston Consulting Group &#x438; Google. &#x41D;&#x430;&#x440;&#x44F;&#x434;&#x443; &#x441; &#x432;&#x43D;&#x435;&#x434;&#x440;&#x435;&#x43D;&#x438;&#x435;&#x43C; CDP, &#x434;&#x438;&#x43D;&#x430;&#x43C;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x43E;&#x439; &#x43E;&#x43F;&#x442;&#x438;&#x43C;&#x438;&#x437;&#x430;&#x446;&#x438;&#x435;&#x439; &#x43A;&#x440;&#x435;&#x430;&#x442;&#x438;&#x432;&#x43E;&#x432; &#x438; &#x43F;&#x440;&#x435;&#x434;&#x438;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x439; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x43E;&#x439;, Smartis &#x441; post-view &#x430;&#x442;&#x440;&#x438;&#x431;&#x443;&#x446;&#x438;&#x435;&#x439; &#x438; CJM &#x441;&#x442;&#x430;&#x43B; &#x43E;&#x434;&#x43D;&#x438;&#x43C; &#x438;&#x437; &#x444;&#x430;&#x43A;&#x442;&#x43E;&#x440;&#x43E;&#x432; &#x43F;&#x43E;&#x43B;&#x443;&#x447;&#x435;&#x43D;&#x438;&#x44F; &#x442;&#x430;&#x43A;&#x43E;&#x433;&#x43E; &#x441;&#x442;&#x430;&#x442;&#x443;&#x441;&#x430;.</p><h2 id="%D0%B7%D0%B0%D0%B4%D0%B0%D1%87%D0%B0"><strong>&#x417;&#x430;&#x434;&#x430;&#x447;&#x430;</strong></h2><p>&#x422;&#x438;&#x43F;&#x438;&#x447;&#x43D;&#x44B;&#x439; &#x43F;&#x443;&#x442;&#x44C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x432; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x432;&#x44B;&#x433;&#x43B;&#x44F;&#x434;&#x435;&#x442;&#x44C; &#x442;&#x430;&#x43A;: &#x441;&#x43D;&#x430;&#x447;&#x430;&#x43B;&#x430; &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440; &#x43E;&#x431;&#x44A;&#x44F;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x439; &#x43D;&#x430; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x430;&#x445;, &#x437;&#x430;&#x442;&#x435;&#x43C; &#x434;&#x43B;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E;&#x435; &#x438;&#x437;&#x443;&#x447;&#x435;&#x43D;&#x438;&#x435; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x43E;&#x432; &#x438; &#x43F;&#x440;&#x43E;&#x435;&#x43A;&#x442;&#x43E;&#x432; (&#x438;&#x445; &#x441;&#x430;&#x439;&#x442;&#x43E;&#x432; &#x438; &#x441;&#x43E;&#x446;&#x441;&#x435;&#x442;&#x435;&#x439;), &#x43F;&#x43E;&#x442;&#x43E;&#x43C; &#x432;&#x438;&#x437;&#x438;&#x442; &#x432; &#x43E;&#x444;&#x438;&#x441; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x431;&#x435;&#x437; &#x43E;&#x43D;&#x43B;&#x430;&#x439;&#x43D;-&#x437;&#x430;&#x44F;&#x432;&#x43A;&#x438; &#x438;, &#x43D;&#x430;&#x43A;&#x43E;&#x43D;&#x435;&#x446;, &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x43A;&#x430; &#x447;&#x435;&#x440;&#x435;&#x437; &#x43D;&#x435;&#x434;&#x435;&#x43B;&#x438; &#x438;&#x43B;&#x438; &#x43C;&#x435;&#x441;&#x44F;&#x446;&#x44B; &#x43F;&#x43E;&#x441;&#x43B;&#x435; &#x43F;&#x435;&#x440;&#x432;&#x43E;&#x433;&#x43E; &#x43A;&#x43E;&#x43D;&#x442;&#x430;&#x43A;&#x442;&#x430;.</p><p>&#x418;&#x437;-&#x437;&#x430; &#x44D;&#x442;&#x43E;&#x433;&#x43E; &#x43F;&#x43E;&#x44F;&#x432;&#x43B;&#x44F;&#x43B;&#x438;&#x441;&#x44C; &#x441;&#x43B;&#x435;&#x43F;&#x44B;&#x435; &#x437;&#x43E;&#x43D;&#x44B; &#x432; &#x430;&#x442;&#x440;&#x438;&#x431;&#x443;&#x446;&#x438;&#x438; &#x2013; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A; &#x43D;&#x435; &#x43C;&#x43E;&#x433; &#x43F;&#x43E;&#x43D;&#x44F;&#x442;&#x44C; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x43D;&#x435;&#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x445; digital-&#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432; &#x432; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x443;. &#x414;&#x43E;&#x43F;&#x43E;&#x43B;&#x43D;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x430;&#x44F; &#x441;&#x43B;&#x43E;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x437;&#x430;&#x43A;&#x43B;&#x44E;&#x447;&#x430;&#x43B;&#x430;&#x441;&#x44C; &#x432; &#x43E;&#x441;&#x43E;&#x431;&#x435;&#x43D;&#x43D;&#x43E;&#x441;&#x442;&#x44F;&#x445; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x43E;&#x432;: &#x44D;&#x442;&#x43E; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438;, &#x43A;&#x443;&#x434;&#x430; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x438; &#x43F;&#x440;&#x438;&#x445;&#x43E;&#x434;&#x44F;&#x442; &#x43F;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x435;&#x442;&#x44C; &#x43E;&#x431;&#x44A;&#x44F;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; &#x438; &#x441;&#x440;&#x430;&#x432;&#x43D;&#x438;&#x442;&#x44C; &#x443;&#x441;&#x43B;&#x43E;&#x432;&#x438;&#x44F;, &#x43F;&#x440;&#x438; &#x44D;&#x442;&#x43E;&#x43C; &#x437;&#x430;&#x44F;&#x432;&#x43A;&#x430; &#x438;&#x43B;&#x438; &#x437;&#x432;&#x43E;&#x43D;&#x43E;&#x43A; &#x441;&#x43E;&#x432;&#x435;&#x440;&#x448;&#x430;&#x44E;&#x442;&#x441;&#x44F; &#x434;&#x430;&#x43B;&#x435;&#x43A;&#x43E; &#x43D;&#x435; &#x441;&#x440;&#x430;&#x437;&#x443;. &#x422;&#x430;&#x43A;&#x430;&#x44F; &#x430;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43D;&#x435; &#x443;&#x447;&#x438;&#x442;&#x44B;&#x432;&#x430;&#x43B;&#x430;&#x441;&#x44C; &#x432; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x435;, &#x43F;&#x43E;&#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A; &#x43D;&#x435; &#x432;&#x438;&#x434;&#x435;&#x43B; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x443;&#x44E; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438;.</p><ul><li>&#x41C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x444;&#x438;&#x43A;&#x441;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43B; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x43F;&#x440;&#x44F;&#x43C;&#x44B;&#x435; &#x43E;&#x442;&#x43A;&#x43B;&#x438;&#x43A;&#x438; (&#x437;&#x430;&#x44F;&#x432;&#x43A;&#x438;, &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x438;) &#x441; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438;, &#x43D;&#x43E; &#x43D;&#x435; &#x432;&#x438;&#x434;&#x435;&#x43B; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x43E;&#x432; &#x43E;&#x431;&#x44A;&#x44F;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x439;.</li><li>&#x411;&#x43E;&#x43B;&#x44C;&#x448;&#x430;&#x44F; &#x447;&#x430;&#x441;&#x442;&#x44C; &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x430;&#x442;&#x435;&#x43B;&#x435;&#x439; &#x43F;&#x440;&#x438;&#x445;&#x43E;&#x434;&#x438;&#x43B;&#x430; &#x432; &#x43E;&#x444;&#x438;&#x441; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x431;&#x435;&#x437; &#x437;&#x430;&#x44F;&#x432;&#x43A;&#x438; &#x43D;&#x430; &#x441;&#x430;&#x439;&#x442;&#x435; &#x2014; &#x438; &#x44D;&#x442;&#x438; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x432;&#x44B;&#x43F;&#x430;&#x434;&#x430;&#x43B;&#x438; &#x438;&#x437; &#x43E;&#x442;&#x447;&#x451;&#x442;&#x43E;&#x432;.</li><li>&#x41E;&#x442;&#x441;&#x443;&#x442;&#x441;&#x442;&#x432;&#x438;&#x435; &#x43F;&#x43E;&#x43B;&#x43D;&#x43E;&#x439; &#x43A;&#x430;&#x440;&#x442;&#x438;&#x43D;&#x44B; &#x43C;&#x435;&#x448;&#x430;&#x43B;&#x43E; &#x43A;&#x43E;&#x440;&#x440;&#x435;&#x43A;&#x442;&#x43D;&#x43E; &#x43E;&#x446;&#x435;&#x43D;&#x438;&#x432;&#x430;&#x442;&#x44C; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432; &#x438; &#x440;&#x430;&#x441;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x44F;&#x442;&#x44C; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x44B;.</li></ul><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; post-view &#x43E;&#x442; Smartis &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x43B;&#x43E; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432; 11 &#x440;&#x430;&#x437; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x441; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x424;&#x421;&#x41A;&#xBB;" src="https://smartis.bi/know-how/content/images/2025/10/irina-litvinova.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong>&#x418;&#x440;&#x438;&#x43D;&#x430; &#x41B;&#x438;&#x442;&#x432;&#x438;&#x43D;&#x43E;&#x432;&#x430;, &#x440;&#x443;&#x43A;&#x43E;&#x432;&#x43E;&#x434;&#x438;&#x442;&#x435;&#x43B;&#x44C; &#x441;&#x435;&#x43A;&#x442;&#x43E;&#x440;&#x430; &#x43D;&#x43E;&#x432;&#x43E;&#x441;&#x442;&#x440;&#x43E;&#x435;&#x43A; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438;</strong></p><blockquote><em>&#xAB;&#x41C;&#x44B; &#x432;&#x438;&#x434;&#x435;&#x43B;&#x438;, &#x447;&#x442;&#x43E; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x438; &#x43E;&#x446;&#x435;&#x43D;&#x438;&#x432;&#x430;&#x44E;&#x442; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43E;&#x43A; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x43F;&#x43E; &#x43F;&#x440;&#x44F;&#x43C;&#x44B;&#x43C; &#x43E;&#x442;&#x43A;&#x43B;&#x438;&#x43A;&#x430;&#x43C; &#x2014; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x430;&#x43C; &#x438; &#x437;&#x430;&#x44F;&#x432;&#x43A;&#x430;&#x43C;. &#x41D;&#x43E; &#x43D;&#x430;&#x448;&#x438; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x43B;&#x438; &#x441;&#x43E;&#x432;&#x441;&#x435;&#x43C; &#x434;&#x440;&#x443;&#x433;&#x443;&#x44E; &#x43A;&#x430;&#x440;&#x442;&#x438;&#x43D;&#x443;: &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x438; &#x430;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E; &#x438;&#x437;&#x443;&#x447;&#x430;&#x44E;&#x442; &#x43E;&#x431;&#x44A;&#x435;&#x43A;&#x442;&#x44B;, &#x434;&#x43E;&#x431;&#x430;&#x432;&#x43B;&#x44F;&#x44E;&#x442; &#x432; &#x438;&#x437;&#x431;&#x440;&#x430;&#x43D;&#x43D;&#x43E;&#x435;, &#x441;&#x440;&#x430;&#x432;&#x43D;&#x438;&#x432;&#x430;&#x44E;&#x442; &#x432;&#x430;&#x440;&#x438;&#x430;&#x43D;&#x442;&#x44B;, &#x43D;&#x43E; &#x43F;&#x440;&#x438; &#x44D;&#x442;&#x43E;&#x43C; &#x43C;&#x43E;&#x433;&#x443;&#x442; &#x43D;&#x435; &#x43E;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x44F;&#x442;&#x44C; &#x43A;&#x43E;&#x43D;&#x442;&#x430;&#x43A;&#x442;&#x44B; &#x441;&#x440;&#x430;&#x437;&#x443;. Post-view &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x430; &#x43F;&#x43E;&#x437;&#x432;&#x43E;&#x43B;&#x438;&#x43B;&#x430; &#x43D;&#x430;&#x43A;&#x43E;&#x43D;&#x435;&#x446; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x44C; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x443;&#x44E; &#x446;&#x435;&#x43D;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x44D;&#x442;&#x438;&#x445; &#x432;&#x437;&#x430;&#x438;&#x43C;&#x43E;&#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x438;&#x439; &#x434;&#x43B;&#x44F; &#x431;&#x438;&#x437;&#x43D;&#x435;&#x441;&#x430; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x43E;&#x432;&#xBB;</em></blockquote><h2 id="%D1%80%D0%B5%D1%88%D0%B5%D0%BD%D0%B8%D0%B5"><strong>&#x420;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x435;</strong></h2><p>&#x412;&#x43C;&#x435;&#x441;&#x442;&#x435; &#x441; &#x43A;&#x43E;&#x43B;&#x43B;&#x435;&#x433;&#x430;&#x43C;&#x438; &#x438;&#x437; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x43C;&#x44B; &#x432;&#x43D;&#x435;&#x434;&#x440;&#x438;&#x43B;&#x438; &#x434;&#x43B;&#x44F; &#x413;&#x41A; &#xAB;&#x424;&#x421;&#x41A;&#xBB; post-view &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x443; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x430;.</p><p>&#x42D;&#x442;&#x43E;&#x442; &#x438;&#x43D;&#x441;&#x442;&#x440;&#x443;&#x43C;&#x435;&#x43D;&#x442; &#x43F;&#x43E;&#x437;&#x432;&#x43E;&#x43B;&#x438;&#x43B; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x443; &#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x43F;&#x43E;&#x43B;&#x43D;&#x443;&#x44E; &#x432;&#x43E;&#x440;&#x43E;&#x43D;&#x43A;&#x443; &#x432;&#x437;&#x430;&#x438;&#x43C;&#x43E;&#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x438;&#x44F; &#x441; &#x43F;&#x43E;&#x442;&#x435;&#x43D;&#x446;&#x438;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x43C;&#x438; &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x430;&#x442;&#x435;&#x43B;&#x44F;&#x43C;&#x438;: &#x43E;&#x442; &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x430; &#x43A;&#x430;&#x440;&#x442;&#x43E;&#x447;&#x43A;&#x438; &#x43E;&#x431;&#x44A;&#x435;&#x43A;&#x442;&#x430; &#x43D;&#x430; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x435; &#x434;&#x43E; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x430;, &#x432;&#x438;&#x437;&#x438;&#x442;&#x430; &#x432; &#x43E;&#x444;&#x438;&#x441; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x438; &#x437;&#x430;&#x43A;&#x43B;&#x44E;&#x447;&#x435;&#x43D;&#x438;&#x44F; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;. &#x420;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x435; &#x434;&#x430;&#x435;&#x442; &#x432;&#x43E;&#x437;&#x43C;&#x43E;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43E;&#x442;&#x441;&#x43B;&#x435;&#x436;&#x438;&#x432;&#x430;&#x442;&#x44C; &#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x438;&#x44F; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x43E;&#x432; &#x43D;&#x435; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x432; &#x432;&#x435;&#x431;-&#x432;&#x435;&#x440;&#x441;&#x438;&#x438;, &#x43D;&#x43E; &#x438; &#x432; &#x43C;&#x43E;&#x431;&#x438;&#x43B;&#x44C;&#x43D;&#x43E;&#x43C; &#x43F;&#x440;&#x438;&#x43B;&#x43E;&#x436;&#x435;&#x43D;&#x438;&#x438; &#x2013; &#x430;&#x43A;&#x442;&#x443;&#x430;&#x43B;&#x44C;&#x43D;&#x43E; &#x432; &#x443;&#x441;&#x43B;&#x43E;&#x432;&#x438;&#x44F;&#x445; cookie-less &#x43C;&#x438;&#x440;&#x430;.</p><p><strong>&#x41A;&#x430;&#x43A; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x435;&#x442; &#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x435;:</strong></p><ol><li>&#x41D;&#x430; &#x441;&#x442;&#x43E;&#x440;&#x43E;&#x43D;&#x435; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x43F;&#x440;&#x43E;&#x438;&#x441;&#x445;&#x43E;&#x434;&#x438;&#x442; &#x441;&#x431;&#x43E;&#x440; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445; &#x43E; &#x432;&#x437;&#x430;&#x438;&#x43C;&#x43E;&#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x438;&#x44F;&#x445; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x43D;&#x430; &#x43F;&#x43B;&#x430;&#x442;&#x444;&#x43E;&#x440;&#x43C;&#x435;.</li><li>&#x421;&#x438;&#x441;&#x442;&#x435;&#x43C;&#x430; &#x440;&#x430;&#x441;&#x43F;&#x43E;&#x437;&#x43D;&#x430;&#x435;&#x442; &#x43B;&#x438;&#x447;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x44F;, &#x438;&#x441;&#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x443;&#x44F; &#x445;&#x435;&#x448;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x43D;&#x43E;&#x43C;&#x435;&#x440;&#x430; &#x442;&#x435;&#x43B;&#x435;&#x444;&#x43E;&#x43D;&#x43E;&#x432; &#x434;&#x43B;&#x44F; &#x441;&#x432;&#x44F;&#x437;&#x438; &#x43E;&#x43D;&#x43B;&#x430;&#x439;&#x43D; &#x438; &#x43E;&#x444;&#x43B;&#x430;&#x439;&#x43D; &#x430;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x438;.</li><li>&#x412; Smartis &#x441;&#x43E;&#x437;&#x434;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x43A;&#x430;&#x440;&#x442;&#x430; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x44C;&#x441;&#x43A;&#x43E;&#x433;&#x43E; &#x43F;&#x443;&#x442;&#x438; (CJM) &#x2013; &#x43E;&#x442; &#x43F;&#x435;&#x440;&#x432;&#x43E;&#x433;&#x43E; &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x430; &#x43E;&#x431;&#x44A;&#x44F;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; &#x434;&#x43E; &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x43A;&#x438; &#x43A;&#x432;&#x430;&#x440;&#x442;&#x438;&#x440;&#x44B;.</li><li>&#x417;&#x430;&#x43F;&#x443;&#x441;&#x43A;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x43C;&#x43E;&#x434;&#x435;&#x43B;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43D;&#x438;&#x435; &#x430;&#x442;&#x440;&#x438;&#x431;&#x443;&#x446;&#x438;&#x438;, &#x433;&#x434;&#x435; &#x446;&#x435;&#x43D;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x438; &#x440;&#x430;&#x441;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x44F;&#x435;&#x442;&#x441;&#x44F; &#x43C;&#x435;&#x436;&#x434;&#x443; &#x432;&#x441;&#x435;&#x43C;&#x438; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x43E;&#x432;&#x44B;&#x43C;&#x438; &#x442;&#x43E;&#x447;&#x43A;&#x430;&#x43C;&#x438; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F;.</li><li>&#x410;&#x43D;&#x430;&#x43B;&#x438;&#x437; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x440;&#x430;&#x437;&#x43C;&#x435;&#x449;&#x435;&#x43D;&#x438;&#x439; &#x441; &#x43F;&#x43E;&#x441;&#x442;&#x440;&#x43E;&#x435;&#x43D;&#x438;&#x435;&#x43C; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x43E;&#x432; &#x438; &#x434;&#x430;&#x448;&#x431;&#x43E;&#x440;&#x434;&#x43E;&#x432;.</li></ol><p>&#x420;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x435; &#x444;&#x438;&#x43A;&#x441;&#x438;&#x440;&#x443;&#x435;&#x442; &#x441;&#x43B;&#x435;&#x434;&#x443;&#x44E;&#x449;&#x438;&#x435; &#x441;&#x43E;&#x431;&#x44B;&#x442;&#x438;&#x44F; &#x43D;&#x430; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438;:</p><ul><li>&#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x44B; &#x43A;&#x430;&#x440;&#x442;&#x43E;&#x447;&#x435;&#x43A;;</li><li>&#x43A;&#x43B;&#x438;&#x43A; &#x43D;&#x430; &#x43F;&#x43E;&#x43A;&#x430;&#x437; &#x43D;&#x43E;&#x43C;&#x435;&#x440;&#x430;;</li><li>&#x434;&#x43E;&#x431;&#x430;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x435; &#x432; &#x438;&#x437;&#x431;&#x440;&#x430;&#x43D;&#x43D;&#x43E;&#x435;.</li></ul><p>&#x41F;&#x43E;&#x441;&#x43B;&#x435; &#x44D;&#x442;&#x43E;&#x433;&#x43E; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A; &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x43E;&#x43F;&#x442;&#x438;&#x43C;&#x438;&#x437;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x43C;&#x435;&#x434;&#x438;&#x430;&#x43F;&#x43B;&#x430;&#x43D; &#x438; &#x43F;&#x435;&#x440;&#x435;&#x440;&#x430;&#x441;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x44F;&#x442;&#x44C; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442; &#x43D;&#x430; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x440;&#x438;&#x432;&#x43E;&#x434;&#x44F;&#x442; &#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x44B;&#x435; &#x43B;&#x438;&#x434;&#x44B; &#x438; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;.</p><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; post-view &#x43E;&#x442; Smartis &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x43B;&#x43E; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432; 11 &#x440;&#x430;&#x437; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x441; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x424;&#x421;&#x41A;&#xBB;" src="https://smartis.bi/know-how/content/images/2023/12/igor-balashov-2.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong>&#x418;&#x433;&#x43E;&#x440;&#x44C; &#x411;&#x430;&#x43B;&#x430;&#x448;&#x43E;&#x432;, &#x43E;&#x441;&#x43D;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x44C; &#x438; CEO Smartis</strong></p><blockquote><em>&#xAB;&#x41F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x43C;&#x44B; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x435;&#x43C; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;&#x43C;, &#x447;&#x442;&#x43E; digital &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x435;&#x442;, &#x434;&#x430;&#x436;&#x435; &#x435;&#x441;&#x43B;&#x438; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442; &#x43D;&#x435; &#x43E;&#x441;&#x442;&#x430;&#x432;&#x438;&#x43B; &#x437;&#x430;&#x44F;&#x432;&#x43A;&#x443;. &#x41F;&#x43E;&#x43B;&#x43D;&#x430;&#x44F; &#x43A;&#x430;&#x440;&#x442;&#x438;&#x43D;&#x430; &#x43F;&#x443;&#x442;&#x438; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x434;&#x430;&#x451;&#x442; &#x432;&#x43E;&#x437;&#x43C;&#x43E;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432; 5+ &#x440;&#x430;&#x437; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x438; &#x432;&#x44B;&#x441;&#x442;&#x440;&#x430;&#x438;&#x432;&#x430;&#x442;&#x44C; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433; &#x442;&#x430;&#x43A;, &#x447;&#x442;&#x43E;&#x431;&#x44B; &#x43E;&#x43D; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x43E; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x43B; &#x43D;&#x430; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;&#x438;&#xBB;</em></blockquote><p>&#x411;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x442;&#x43E;&#x43C;&#x443;, &#x447;&#x442;&#x43E; &#x43E;&#x442;&#x43A;&#x440;&#x44B;&#x43B;&#x438;&#x441;&#x44C; &#x43D;&#x43E;&#x432;&#x44B;&#x435; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x445; &#x440;&#x430;&#x43D;&#x44C;&#x448;&#x435; &#x43D;&#x435; &#x432;&#x438;&#x434;&#x435;&#x43B; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;, &#x438;&#x437;&#x43C;&#x435;&#x43D;&#x438;&#x43B;&#x43E;&#x441;&#x44C; &#x438; &#x414;&#x420;&#x420; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x430;. &#x41F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x44C; &#x441;&#x43D;&#x438;&#x437;&#x438;&#x43B;&#x441;&#x44F; &#x441; 29,6% &#x434;&#x43E; 1,54%.</p><figure class="kg-card kg-image-card kg-width-wide"><img src="https://smartis.bi/know-how/content/images/2025/10/fsk.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; post-view &#x43E;&#x442; Smartis &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x43B;&#x43E; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432; 11 &#x440;&#x430;&#x437; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x441; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x424;&#x421;&#x41A;&#xBB;" loading="lazy" width="1557" height="199" srcset="https://smartis.bi/know-how/content/images/size/w600/2025/10/fsk.png 600w, https://smartis.bi/know-how/content/images/size/w1000/2025/10/fsk.png 1000w, https://smartis.bi/know-how/content/images/2025/10/fsk.png 1557w" sizes="(min-width: 1200px) 1200px"></figure><h2 id="%D1%80%D0%B5%D0%B7%D1%83%D0%BB%D1%8C%D1%82%D0%B0%D1%82%D1%8B"><strong>&#x420;&#x435;&#x437;&#x443;&#x43B;&#x44C;&#x442;&#x430;&#x442;&#x44B;</strong></h2><ul><li>&#x41A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x437;&#x430;&#x444;&#x438;&#x43A;&#x441;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43D;&#x43D;&#x44B;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x43B;&#x43E;&#x441;&#x44C; <strong>&#x432;</strong> <strong>11 &#x440;&#x430;&#x437;</strong> &#x437;&#x430; &#x441;&#x447;&#x451;&#x442; &#x443;&#x447;&#x451;&#x442;&#x430; post-view &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x439;.</li><li>&#x41F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x44C; &#x414;&#x420;&#x420; &#x443; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438; &#x441;&#x43D;&#x438;&#x437;&#x438;&#x43B;&#x441;&#x44F; &#x432; 20 &#x440;&#x430;&#x437;.</li><li>&#x41A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44F; &#x43F;&#x43E;&#x43B;&#x443;&#x447;&#x438;&#x43B;&#x430; &#x432;&#x43E;&#x437;&#x43C;&#x43E;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43F;&#x435;&#x440;&#x435;&#x440;&#x430;&#x441;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x44F;&#x442;&#x44C; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x43E;&#x432;&#x44B;&#x435; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x44B; &#x432; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x43E;&#x43C; &#x432;&#x440;&#x435;&#x43C;&#x435;&#x43D;&#x438; &#x43D;&#x430; &#x43E;&#x441;&#x43D;&#x43E;&#x432;&#x435; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445;.</li><li>&#x41F;&#x43E;&#x43B;&#x43D;&#x430;&#x44F; &#x43F;&#x440;&#x43E;&#x437;&#x440;&#x430;&#x447;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x43E;&#x433;&#x43E; &#x43F;&#x443;&#x442;&#x438; &#x43F;&#x43E;&#x437;&#x432;&#x43E;&#x43B;&#x438;&#x43B;&#x430; &#x432;&#x44B;&#x441;&#x442;&#x440;&#x43E;&#x438;&#x442;&#x44C; &#x43F;&#x435;&#x440;&#x441;&#x43E;&#x43D;&#x430;&#x43B;&#x438;&#x437;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x43A;&#x43E;&#x43C;&#x43C;&#x443;&#x43D;&#x438;&#x43A;&#x430;&#x446;&#x438;&#x438; &#x438; &#x443;&#x441;&#x43A;&#x43E;&#x440;&#x438;&#x442;&#x44C; &#x446;&#x438;&#x43A;&#x43B; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;.</li></ul><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; post-view &#x43E;&#x442; Smartis &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x43B;&#x43E; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432; 11 &#x440;&#x430;&#x437; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x441; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x424;&#x421;&#x41A;&#xBB;" src="https://smartis.bi/know-how/content/images/2025/04/pavel-butkevich.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong>&#x41F;&#x430;&#x432;&#x435;&#x43B; &#x411;&#x443;&#x442;&#x43A;&#x435;&#x432;&#x438;&#x447;, Head of Digital &#x413;&#x41A; &#xAB;&#x424;&#x421;&#x41A;&#xBB;</strong></p><blockquote><em>&#xAB;Post-view &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x430; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x430; &#x434;&#x430;&#x43B;&#x430; &#x43D;&#x430;&#x43C; &#x432;&#x43E;&#x437;&#x43C;&#x43E;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x43F;&#x43E;&#x43B;&#x43D;&#x443;&#x44E; &#x43A;&#x430;&#x440;&#x442;&#x438;&#x43D;&#x443; &#x438; &#x43F;&#x43E;&#x43D;&#x44F;&#x442;&#x44C;, &#x43A;&#x430;&#x43A; &#x438;&#x43C;&#x435;&#x43D;&#x43D;&#x43E; digital &#x438; &#x42F;&#x43D;&#x434;&#x435;&#x43A;&#x441; &#x41D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x432; &#x447;&#x430;&#x441;&#x442;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x432;&#x43B;&#x438;&#x44F;&#x44E;&#x442; &#x43D;&#x430; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;&#x438;. &#x41C;&#x44B; &#x441;&#x43C;&#x43E;&#x433;&#x43B;&#x438; &#x43E;&#x43F;&#x442;&#x438;&#x43C;&#x438;&#x437;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x44B;, &#x441;&#x43E;&#x43A;&#x440;&#x430;&#x442;&#x438;&#x442;&#x44C; &#x438;&#x437;&#x434;&#x435;&#x440;&#x436;&#x43A;&#x438; &#x438; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x442;&#x44C; &#x43E;&#x442;&#x434;&#x430;&#x447;&#x443; &#x43E;&#x442; &#x43A;&#x430;&#x436;&#x434;&#x43E;&#x433;&#x43E; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x430;&#xBB;</em></blockquote><h2 id="%D0%B2%D1%8B%D0%B2%D0%BE%D0%B4"><strong>&#x412;&#x44B;&#x432;&#x43E;&#x434;</strong></h2><p>Post-view &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x430; &#x43C;&#x435;&#x43D;&#x44F;&#x435;&#x442; &#x43F;&#x440;&#x430;&#x432;&#x438;&#x43B;&#x430; &#x438;&#x433;&#x440;&#x44B; &#x434;&#x43B;&#x44F; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x43E;&#x432;. &#x415;&#x441;&#x43B;&#x438; &#x440;&#x430;&#x43D;&#x44C;&#x448;&#x435; &#x43A;&#x43B;&#x430;&#x441;&#x441;&#x438;&#x444;&#x430;&#x439;&#x434;&#x44B; &#x432;&#x44B;&#x433;&#x43B;&#x44F;&#x434;&#x435;&#x43B;&#x438; &#x43D;&#x435;&#x434;&#x43E;&#x43E;&#x446;&#x435;&#x43D;&#x451;&#x43D;&#x43D;&#x44B;&#x43C;&#x438;, &#x442;&#x43E; &#x442;&#x435;&#x43F;&#x435;&#x440;&#x44C; &#x438;&#x445; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x430;&#x44F; &#x446;&#x435;&#x43D;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x441;&#x442;&#x430;&#x43B;&#x430; &#x432;&#x438;&#x434;&#x43D;&#x430;. &#x410; &#x437;&#x43D;&#x430;&#x447;&#x438;&#x442; &#x435;&#x441;&#x442;&#x44C; &#x432;&#x43E;&#x437;&#x43C;&#x43E;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x440;&#x430;&#x441;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x44F;&#x442;&#x44C; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x439; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442; &#x43E;&#x441;&#x43D;&#x43E;&#x432;&#x44B;&#x432;&#x430;&#x44F;&#x441;&#x44C; &#x43D;&#x430; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x445; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445; &#x432;&#x43C;&#x435;&#x441;&#x442;&#x43E; &#x43F;&#x440;&#x435;&#x434;&#x43F;&#x43E;&#x43B;&#x43E;&#x436;&#x435;&#x43D;&#x438;&#x439;.</p><p>&#x41E;&#x43F;&#x44B;&#x442; &#x424;&#x421;&#x41A; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x435;&#x442;: &#x430;&#x442;&#x440;&#x438;&#x431;&#x443;&#x446;&#x438;&#x44F;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x430;&#x44F; &#x443;&#x447;&#x438;&#x442;&#x44B;&#x432;&#x430;&#x435;&#x442; &#x432;&#x435;&#x441;&#x44C; &#x43F;&#x443;&#x442;&#x44C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430;, &#x2014; &#x44D;&#x442;&#x43E; &#x43D;&#x435; &#x43F;&#x440;&#x43E;&#x441;&#x442;&#x43E; &#x438;&#x43D;&#x441;&#x442;&#x440;&#x443;&#x43C;&#x435;&#x43D;&#x442; &#x43E;&#x442;&#x447;&#x451;&#x442;&#x43D;&#x43E;&#x441;&#x442;&#x438;, &#x430; &#x444;&#x443;&#x43D;&#x434;&#x430;&#x43C;&#x435;&#x43D;&#x442; &#x434;&#x43B;&#x44F; &#x440;&#x43E;&#x441;&#x442;&#x430; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#x438; &#x43A;&#x43E;&#x43D;&#x43A;&#x443;&#x440;&#x435;&#x43D;&#x442;&#x43D;&#x43E;&#x433;&#x43E; &#x43F;&#x440;&#x435;&#x438;&#x43C;&#x443;&#x449;&#x435;&#x441;&#x442;&#x432;&#x430; &#x43D;&#x430; &#x440;&#x44B;&#x43D;&#x43A;&#x435;. &#x41E;&#x441;&#x43E;&#x431;&#x435;&#x43D;&#x43D;&#x43E; &#x432; &#x43C;&#x438;&#x440;&#x435;, &#x433;&#x434;&#x435; &#x43F;&#x443;&#x442;&#x44C; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x430; &#x43E;&#x442; &#x43F;&#x435;&#x440;&#x432;&#x43E;&#x433;&#x43E; &#x43A;&#x43B;&#x438;&#x43A;&#x430; &#x434;&#x43E; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x43C;&#x43E;&#x436;&#x435;&#x442; &#x437;&#x430;&#x43D;&#x438;&#x43C;&#x430;&#x442;&#x44C; &#x43C;&#x435;&#x441;&#x44F;&#x446;&#x44B; &#x438; &#x434;&#x430;&#x43B;&#x435;&#x43A;&#x43E; &#x43D;&#x435; &#x43A;&#x430;&#x436;&#x434;&#x43E;&#x435; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x435; &#x43F;&#x440;&#x438;&#x432;&#x43E;&#x434;&#x438;&#x442; &#x43A; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x443; &#x438;&#x43B;&#x438; &#x437;&#x430;&#x44F;&#x432;&#x43A;&#x435;.</p>]]></content:encoded></item><item><title><![CDATA[Обновления Smartis. Сентябрь 2025]]></title><description><![CDATA[<p><strong>1. <strong><strong>&#x41D;&#x43E;&#x432;&#x44B;&#x439; &#x444;&#x438;&#x43B;&#x44C;&#x442;&#x440;: &#x43E;&#x43F;&#x435;&#x440;&#x430;&#x442;&#x43E;&#x440; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x44F;</strong></strong></strong></p><p>&#x411;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x444;&#x438;&#x43B;&#x44C;&#x442;&#x440;&#x443;</p>]]></description><link>https://smartis.bi/know-how/obnovlieniia-smartis-sientiabr-2025/</link><guid isPermaLink="false">68db9c19687cf700011691f8</guid><category><![CDATA[Обновления]]></category><dc:creator><![CDATA[Всеволод Кустенко]]></dc:creator><pubDate>Tue, 30 Sep 2025 09:02:23 GMT</pubDate><media:content url="https://smartis.bi/know-how/content/images/2025/09/-----------Smartis.png" medium="image"/><content:encoded><![CDATA[<img src="https://smartis.bi/know-how/content/images/2025/09/-----------Smartis.png" alt="&#x41E;&#x431;&#x43D;&#x43E;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; Smartis. &#x421;&#x435;&#x43D;&#x442;&#x44F;&#x431;&#x440;&#x44C; 2025"><p><strong>1. <strong><strong>&#x41D;&#x43E;&#x432;&#x44B;&#x439; &#x444;&#x438;&#x43B;&#x44C;&#x442;&#x440;: &#x43E;&#x43F;&#x435;&#x440;&#x430;&#x442;&#x43E;&#x440; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x44F;</strong></strong></strong></p><p>&#x411;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x444;&#x438;&#x43B;&#x44C;&#x442;&#x440;&#x443; &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x441;&#x442;&#x430;&#x442;&#x438;&#x441;&#x442;&#x438;&#x43A;&#x443; &#x43F;&#x43E; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x443; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x43E;&#x432;, &#x447;&#x430;&#x442;&#x43E;&#x432; &#x438;&#x43B;&#x438; &#x437;&#x430;&#x44F;&#x432;&#x43E;&#x43A;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43E;&#x431;&#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x43B; &#x43A;&#x43E;&#x43D;&#x43A;&#x440;&#x435;&#x442;&#x43D;&#x44B;&#x439; &#x441;&#x43E;&#x442;&#x440;&#x443;&#x434;&#x43D;&#x438;&#x43A; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438;.</p><p>&#x424;&#x438;&#x43B;&#x44C;&#x442;&#x440; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x435;&#x442; &#x43D;&#x430; &#x43E;&#x441;&#x43D;&#x43E;&#x432;&#x430;&#x43D;&#x438;&#x438; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x43E;&#x432; &#x438;&#x437; CoMagic/UIS.</p><p>&#x414;&#x43B;&#x44F; &#x442;&#x43E;&#x433;&#x43E;, &#x447;&#x442;&#x43E;&#x431;&#x44B; &#x44D;&#x442;&#x43E; &#x43F;&#x440;&#x438;&#x43C;&#x435;&#x43D;&#x438;&#x442;&#x44C;, &#x43F;&#x43E;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x442;&#x435; &#x43E;&#x442;&#x447;&#x435;&#x442; &#x441; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x44F;&#x43C;&#x438; <em>&#x412;&#x441;&#x435; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x44F;</em> &#x438;&#x43B;&#x438; <em>CoMagic &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x438;</em>. &#x412;&#x44B;&#x431;&#x435;&#x440;&#x438;&#x442;&#x435; &#x444;&#x438;&#x43B;&#x44C;&#x442;&#x440; <em>&#x41E;&#x43F;&#x435;&#x440;&#x430;&#x442;&#x43E;&#x440; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x44F; &gt; &#x440;&#x430;&#x432;&#x43D;&#x43E; &gt; &#x438;&#x43C;&#x44F; &#x43E;&#x43F;&#x435;&#x440;&#x430;&#x442;&#x43E;&#x440;&#x430;</em><br></p><figure class="kg-card kg-image-card kg-width-wide"><img src="data:image/png;base64,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" class="kg-image" alt="&#x41E;&#x431;&#x43D;&#x43E;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; Smartis. &#x421;&#x435;&#x43D;&#x442;&#x44F;&#x431;&#x440;&#x44C; 2025" loading="lazy"></figure><p><strong>2. <strong><strong>&#x414;&#x43E;&#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x43B;&#x438; &#x441;&#x441;&#x44B;&#x43B;&#x43A;&#x438; &#x43D;&#x430; &#x441;&#x43D;&#x438;&#x43C;&#x43E;&#x43A; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x430; </strong></strong></strong></p><p>&#x412; Smartis &#x435;&#x441;&#x442;&#x44C; &#x434;&#x432;&#x430; &#x441;&#x43F;&#x43E;&#x441;&#x43E;&#x431;&#x430; &#x43F;&#x43E;&#x434;&#x435;&#x43B;&#x438;&#x442;&#x44C;&#x441;&#x44F; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x43E;&#x43C; &#x441; &#x43A;&#x43E;&#x43B;&#x43B;&#x435;&#x433;&#x43E;&#x439;, &#x440;&#x443;&#x43A;&#x43E;&#x432;&#x43E;&#x434;&#x441;&#x442;&#x432;&#x43E;&#x43C; &#x438;&#x43B;&#x438; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x43C; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x442;&#x432;&#x43E;&#x43C; &#x2013; &#x43E;&#x442;&#x43F;&#x440;&#x430;&#x432;&#x438;&#x442;&#x44C; &#x43E;&#x442;&#x447;&#x435;&#x442; &#x441; &#x43F;&#x43E;&#x441;&#x442;&#x440;&#x43E;&#x435;&#x43D;&#x438;&#x435;&#x43C; &#x438;&#x43B;&#x438; &#x441;&#x434;&#x435;&#x43B;&#x430;&#x442;&#x44C; &#x441;&#x43D;&#x438;&#x43C;&#x43E;&#x43A; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x430;.</p><figure class="kg-card kg-image-card"><img src="data:image/png;base64,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" class="kg-image" alt="&#x41E;&#x431;&#x43D;&#x43E;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; Smartis. &#x421;&#x435;&#x43D;&#x442;&#x44F;&#x431;&#x440;&#x44C; 2025" loading="lazy"></figure><p>&#x41F;&#x440;&#x438; &#x43D;&#x430;&#x436;&#x430;&#x442;&#x438;&#x438; &#x43D;&#x430; &#x43D;&#x443;&#x436;&#x43D;&#x443;&#x44E; &#x43A;&#x43D;&#x43E;&#x43F;&#x43A;&#x443; &#x432; &#x431;&#x443;&#x444;&#x435;&#x440; &#x43E;&#x431;&#x43C;&#x435;&#x43D;&#x430; &#x43A;&#x43E;&#x43F;&#x438;&#x440;&#x443;&#x435;&#x442;&#x441;&#x44F; &#x441;&#x441;&#x44B;&#x43B;&#x43A;&#x430;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x443;&#x44E; &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x43E;&#x442;&#x43F;&#x440;&#x430;&#x432;&#x43B;&#x44F;&#x442;&#x44C; &#x434;&#x440;&#x443;&#x433;&#x438;&#x43C; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x44F;&#x43C; Smartis. &#x41F;&#x440;&#x438; &#x43F;&#x435;&#x440;&#x435;&#x445;&#x43E;&#x434;&#x435; &#x43F;&#x43E; &#x441;&#x441;&#x44B;&#x43B;&#x43A;&#x435; &#x43E;&#x442;&#x43A;&#x440;&#x43E;&#x435;&#x442;&#x441;&#x44F; &#x43A;&#x43E;&#x43D;&#x441;&#x442;&#x440;&#x443;&#x43A;&#x442;&#x43E;&#x440; &#x438; &#x431;&#x443;&#x434;&#x435;&#x442; &#x43F;&#x43E;&#x441;&#x442;&#x440;&#x43E;&#x435;&#x43D; &#x43D;&#x443;&#x436;&#x43D;&#x44B;&#x439; &#x43E;&#x442;&#x447;&#x435;&#x442;.</p><p>&#x420;&#x430;&#x437;&#x43D;&#x438;&#x446;&#x430; &#x432; &#x442;&#x43E;&#x43C;, &#x447;&#x442;&#x43E; <em>&#x43E;&#x442;&#x447;&#x435;&#x442; &#x441; &#x43F;&#x43E;&#x441;&#x442;&#x440;&#x43E;&#x435;&#x43D;&#x438;&#x435;&#x43C; </em>&#x431;&#x443;&#x434;&#x435;&#x442; &#x441;&#x442;&#x440;&#x43E;&#x438;&#x442;&#x44C; &#x43E;&#x442;&#x447;&#x435;&#x442; &#x441; &#x43D;&#x443;&#x43B;&#x44F;, &#x430; <em>&#x441;&#x43D;&#x438;&#x43C;&#x43E;&#x43A; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x430; </em>&#x43E;&#x442;&#x43E;&#x431;&#x440;&#x430;&#x437;&#x438;&#x442; &#x443;&#x436;&#x435; &#x43F;&#x43E;&#x434;&#x433;&#x440;&#x443;&#x436;&#x435;&#x43D;&#x43D;&#x44B;&#x435; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435;.</p><p>&#x41C;&#x44B; &#x43E;&#x43F;&#x442;&#x438;&#x43C;&#x438;&#x437;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43B;&#x438; &#x441;&#x43A;&#x43E;&#x440;&#x43E;&#x441;&#x442;&#x44C; &#x43F;&#x43E;&#x441;&#x442;&#x440;&#x43E;&#x435;&#x43D;&#x438;&#x44F; &#x441;&#x43D;&#x438;&#x43C;&#x43A;&#x430; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x430; &#x438; &#x442;&#x435;&#x43F;&#x435;&#x440;&#x44C; &#x43D;&#x430; &#x437;&#x430;&#x433;&#x440;&#x443;&#x437;&#x43A;&#x443; &#x442;&#x440;&#x435;&#x431;&#x443;&#x435;&#x442;&#x441;&#x44F; &#x43E;&#x442; 2-3 &#x441;&#x435;&#x43A;&#x443;&#x43D;&#x434;. &#x422;&#x430;&#x43A;&#x430;&#x44F; &#x441;&#x441;&#x44B;&#x43B;&#x43A;&#x430; &#x431;&#x443;&#x434;&#x435;&#x442; &#x430;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x430; &#x432; &#x442;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x435; 30 &#x434;&#x43D;&#x435;&#x439;. &#x42D;&#x442;&#x43E; &#x441;&#x443;&#x449;&#x435;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x43E; &#x443;&#x43F;&#x440;&#x43E;&#x449;&#x430;&#x435;&#x442; &#x438; &#x443;&#x441;&#x43A;&#x43E;&#x440;&#x44F;&#x435;&#x442; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x443; &#x441; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x430;&#x43C;&#x438;. </p><p><strong>&#x415;&#x449;&#x435; &#x43E;&#x434;&#x43D;&#x43E; &#x432;&#x430;&#x436;&#x43D;&#x43E;&#x435; &#x43E;&#x442;&#x43B;&#x438;&#x447;&#x438;&#x435; &#x43C;&#x435;&#x436;&#x434;&#x443; &#x434;&#x432;&#x443;&#x43C;&#x44F; &#x43E;&#x43F;&#x446;&#x438;&#x44F;&#x43C;&#x438;:</strong></p><p>&#x421;&#x43D;&#x438;&#x43C;&#x43E;&#x43A; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x430; &#x43E;&#x442;&#x43E;&#x431;&#x440;&#x430;&#x437;&#x438;&#x442; &#x432;&#x441;&#x435; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435;, &#x43F;&#x430;&#x440;&#x430;&#x43C;&#x435;&#x442;&#x440;&#x44B; &#x438; &#x444;&#x438;&#x43B;&#x44C;&#x442;&#x440;&#x44B;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x432;&#x44B; &#x432;&#x44B;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x44F;&#x43B;&#x438; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x441;&#x442;&#x440;&#x43E;&#x435;&#x43D;&#x438;&#x438; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x430;. &#x412; &#x442;&#x43E; &#x432;&#x440;&#x435;&#x43C;&#x44F; &#x43A;&#x430;&#x43A; &#x43E;&#x442;&#x447;&#x435;&#x442; &#x441; &#x43F;&#x43E;&#x441;&#x442;&#x440;&#x43E;&#x435;&#x43D;&#x438;&#x435;&#x43C; &#x43E;&#x442;&#x440;&#x430;&#x437;&#x438;&#x442; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x442;&#x435; &#x43F;&#x430;&#x440;&#x430;&#x43C;&#x435;&#x442;&#x440;&#x44B;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x434;&#x43E;&#x441;&#x442;&#x443;&#x43F;&#x43D;&#x44B; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x44E;. </p><p><strong>&#x41D;&#x430;&#x43F;&#x440;&#x438;&#x43C;&#x435;&#x440;:</strong> &#x432;&#x44B; &#x43E;&#x442;&#x43F;&#x440;&#x430;&#x432;&#x43B;&#x44F;&#x435;&#x442;&#x435; &#x43A;&#x43E;&#x43C;&#x43F;&#x43B;&#x435;&#x43A;&#x441;&#x43D;&#x44B;&#x439; &#x43E;&#x442;&#x447;&#x435;&#x442; &#x441; &#x43F;&#x43E;&#x441;&#x442;&#x440;&#x43E;&#x435;&#x43D;&#x438;&#x435;&#x43C; &#x43A;&#x43E;&#x43B;&#x43B;&#x435;&#x433;&#x435; &#x438;&#x437; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x43E;&#x433;&#x43E; &#x430;&#x433;&#x435;&#x43D;&#x442;&#x441;&#x442;&#x432;&#x430;, &#x443; &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x43E;&#x433;&#x43E; &#x435;&#x441;&#x442;&#x44C; &#x434;&#x43E;&#x441;&#x442;&#x443;&#x43F; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x43A; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x43C; &#x43F;&#x43E; &#x43A;&#x43E;&#x43D;&#x442;&#x435;&#x43A;&#x441;&#x442;&#x43D;&#x43E;&#x439; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x435;. &#x412; &#x442;&#x430;&#x43A;&#x43E;&#x43C; &#x441;&#x43B;&#x443;&#x447;&#x430;&#x435; &#x43E;&#x43D; &#x443;&#x432;&#x438;&#x434;&#x438;&#x442; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x44D;&#x442;&#x443; &#x438;&#x43D;&#x444;&#x43E;&#x440;&#x43C;&#x430;&#x446;&#x438;&#x44E;.</p><p>&#x415;&#x441;&#x43B;&#x438; &#x432;&#x44B; &#x43E;&#x442;&#x43F;&#x440;&#x430;&#x432;&#x43B;&#x44F;&#x435;&#x442;&#x435; &#x44D;&#x442;&#x43E;&#x43C;&#x443; &#x436;&#x435; &#x43A;&#x43E;&#x43B;&#x43B;&#x435;&#x433;&#x435; &#x441;&#x43D;&#x438;&#x43C;&#x43E;&#x43A; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x430;, &#x442;&#x43E; &#x43E;&#x43D; &#x443;&#x432;&#x438;&#x434;&#x438;&#x442; &#x432;&#x441;&#x435; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x43F;&#x43E; &#x43A;&#x430;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44F;&#x43C;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x432;&#x44B; &#x432;&#x44B;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x44F;&#x43B;&#x438; &#x432; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x435;.</p><p><br></p>]]></content:encoded></item><item><title><![CDATA[Как при помощи post-view увидеть влияние SEO на сделки, вычистить фрод и забрать все лиды: кейс ГК «ПСК»]]></title><description><![CDATA[<p>&#x41C;&#x435;&#x434;&#x438;&#x439;&#x43D;&#x430;&#x44F; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x430; &#x434;&#x43B;&#x44F; &#x43C;&#x43D;&#x43E;&#x433;&#x438;&#x445; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x439; &#x43E;&#x441;&#x442;&#x430;&#x435;&#x442;&#x441;&#x44F; &#xAB;&#x442;&#x451;&#x43C;&#x43D;&#x43E;&#x439; &#x43C;&#x430;&#x442;</p>]]></description><link>https://smartis.bi/know-how/kak-pri-pomoshchi-post-view-uvidiet-vliianiie-seo-na-sdielki-vychistit-frod-i-zabrat-vsie-lidy-kieis-gk-psk/</link><guid isPermaLink="false">68b55d3f687cf70001168ff6</guid><category><![CDATA[Кейсы]]></category><dc:creator><![CDATA[Всеволод Кустенко]]></dc:creator><pubDate>Thu, 04 Sep 2025 08:45:38 GMT</pubDate><media:content url="https://smartis.bi/know-how/content/images/2025/09/111.png" medium="image"/><content:encoded><![CDATA[<img src="https://smartis.bi/know-how/content/images/2025/09/111.png" alt="&#x41A;&#x430;&#x43A; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x435; SEO &#x43D;&#x430; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;, &#x432;&#x44B;&#x447;&#x438;&#x441;&#x442;&#x438;&#x442;&#x44C; &#x444;&#x440;&#x43E;&#x434; &#x438; &#x437;&#x430;&#x431;&#x440;&#x430;&#x442;&#x44C; &#x432;&#x441;&#x435; &#x43B;&#x438;&#x434;&#x44B;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x41F;&#x421;&#x41A;&#xBB;"><p>&#x41C;&#x435;&#x434;&#x438;&#x439;&#x43D;&#x430;&#x44F; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x430; &#x434;&#x43B;&#x44F; &#x43C;&#x43D;&#x43E;&#x433;&#x438;&#x445; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x439; &#x43E;&#x441;&#x442;&#x430;&#x435;&#x442;&#x441;&#x44F; &#xAB;&#x442;&#x451;&#x43C;&#x43D;&#x43E;&#x439; &#x43C;&#x430;&#x442;&#x435;&#x440;&#x438;&#x435;&#x439;&#xBB;. &#x411;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x44B; &#x440;&#x430;&#x441;&#x445;&#x43E;&#x434;&#x443;&#x44E;&#x442;&#x441;&#x44F; &#x431;&#x435;&#x437; &#x447;&#x451;&#x442;&#x43A;&#x43E;&#x433;&#x43E; &#x43F;&#x43E;&#x43D;&#x438;&#x43C;&#x430;&#x43D;&#x438;&#x44F; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x43E;&#x433;&#x43E; &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x44F; &#x43D;&#x430; &#x431;&#x438;&#x437;&#x43D;&#x435;&#x441;-&#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x438;, &#x43F;&#x43E;&#x441;&#x43A;&#x43E;&#x43B;&#x44C;&#x43A;&#x443; &#x43E;&#x446;&#x435;&#x43D;&#x43A;&#x430; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x43F;&#x440;&#x43E;&#x438;&#x441;&#x445;&#x43E;&#x434;&#x438;&#x442; &#x43D;&#x435; &#x43F;&#x43E; &#x43F;&#x440;&#x44F;&#x43C;&#x44B;&#x43C; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x44F;&#x43C;, &#x430; &#x43F;&#x43E; &#x442;&#x43E;&#x447;&#x43A;&#x430;&#x43C; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x439;. &#x41A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#x440;&#x430;&#x437;&#x43C;&#x435;&#x449;&#x430;&#x44E;&#x442; &#x431;&#x430;&#x43D;&#x43D;&#x435;&#x440;&#x44B; &#x438; &#x432;&#x438;&#x434;&#x435;&#x43E;&#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x443; &#x431;&#x435;&#x437; &#x432;&#x43E;&#x437;&#x43C;&#x43E;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x43E;&#x442;&#x432;&#x435;&#x442;&#x438;&#x442;&#x44C; &#x43D;&#x430; &#x432;&#x43E;&#x43F;&#x440;&#x43E;&#x441;, &#x43A;&#x430;&#x43A;&#x438;&#x43C; &#x43E;&#x431;&#x440;&#x430;&#x437;&#x43E;&#x43C; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x44B; &#x432;&#x43B;&#x438;&#x44F;&#x44E;&#x442; &#x43D;&#x430; &#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x435; &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x430;&#x442;&#x435;&#x43B;&#x435;&#x439;.</p><p>&#x412; &#x44D;&#x442;&#x43E;&#x43C; &#x43A;&#x435;&#x439;&#x441;&#x435; &#x43C;&#x44B; &#x440;&#x430;&#x441;&#x441;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x435;&#x43C; &#x43E; &#x442;&#x43E;&#x43C;, &#x43A;&#x430;&#x43A; Smartis &#x43F;&#x43E;&#x43C;&#x43E;&#x433; &#x413;&#x41A; &#xAB;&#x41F;&#x421;&#x41A;<em>&#xBB;</em> &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x440;&#x435;&#x430;&#x43B;&#x44C;&#x43D;&#x443;&#x44E; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x437;&#x430;&#x43F;&#x443;&#x441;&#x43A;&#x430;&#x435;&#x43C;&#x44B;&#x445; &#x43C;&#x435;&#x434;&#x438;&#x439;&#x43D;&#x44B;&#x445; &#x43A;&#x430;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x439;, &#x43E;&#x442;&#x441;&#x43B;&#x435;&#x434;&#x438;&#x442;&#x44C; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x434;&#x440;&#x443;&#x433;&#x438;&#x445; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432; &#x43F;&#x440;&#x438;&#x432;&#x43B;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x44F; &#x438; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x438;&#x442;&#x44C; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x437;&#x430;&#x43A;&#x440;&#x44B;&#x432;&#x430;&#x435;&#x43C;&#x44B;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;.</p><h1 id="%D0%BE-%D0%BA%D0%BE%D0%BC%D0%BF%D0%B0%D0%BD%D0%B8%D0%B8">&#x41E; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438;</h1><p><strong>&#x413;&#x440;&#x443;&#x43F;&#x43F;&#x430; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x439; &#xAB;&#x41F;&#x421;&#x41A;&#xBB;</strong> &#x2014; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440; &#x436;&#x438;&#x43B;&#x43E;&#x439; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x438;, &#x430;&#x43F;&#x430;&#x440;&#x442;&#x430;&#x43C;&#x435;&#x43D;&#x442;&#x43E;&#x432; &#x438; &#x433;&#x435;&#x43D;&#x43F;&#x43E;&#x434;&#x440;&#x44F;&#x434;&#x447;&#x438;&#x43A;. &#x412; &#x43F;&#x43E;&#x440;&#x442;&#x444;&#x435;&#x43B;&#x435; &#x431;&#x43E;&#x43B;&#x435;&#x435; 60 &#x43E;&#x431;&#x44A;&#x435;&#x43A;&#x442;&#x43E;&#x432; &#x432; &#x441;&#x444;&#x435;&#x440;&#x435; &#x436;&#x438;&#x43B;&#x438;&#x449;&#x43D;&#x43E;&#x433;&#x43E; &#x441;&#x442;&#x440;&#x43E;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x441;&#x442;&#x432;&#x430; &#x432; &#x421;&#x430;&#x43D;&#x43A;&#x442;-&#x41F;&#x435;&#x442;&#x435;&#x440;&#x431;&#x443;&#x440;&#x433;&#x435;, &#x41B;&#x435;&#x43D;&#x438;&#x43D;&#x433;&#x440;&#x430;&#x434;&#x441;&#x43A;&#x43E;&#x439; &#x43E;&#x431;&#x43B;&#x430;&#x441;&#x442;&#x438; &#x438; &#x434;&#x440;&#x443;&#x433;&#x438;&#x445; &#x440;&#x435;&#x433;&#x438;&#x43E;&#x43D;&#x430;&#x445; &#x420;&#x43E;&#x441;&#x441;&#x438;&#x438;, &#x438;&#x437; &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x445; &#x431;&#x43E;&#x43B;&#x435;&#x435; 20 &#x2014; &#x441;&#x43E;&#x431;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x44B;&#x435; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x441;&#x43A;&#x438;&#x435; &#x43F;&#x440;&#x43E;&#x435;&#x43A;&#x442;&#x44B;. &#x41A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44F; &#x441;&#x442;&#x440;&#x43E;&#x438;&#x442; &#x43F;&#x440;&#x435;&#x43C;&#x438;&#x430;&#x43B;&#x44C;&#x43D;&#x443;&#x44E; &#x436;&#x438;&#x43B;&#x443;&#x44E; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C;, &#x431;&#x438;&#x437;&#x43D;&#x435;&#x441;- &#x438; &#x43A;&#x43E;&#x43C;&#x444;&#x43E;&#x440;&#x442;-&#x43A;&#x43B;&#x430;&#x441;&#x441;&#x43E;&#x432;, &#x430;&#x43F;&#x430;&#x440;&#x442;&#x430;&#x43C;&#x435;&#x43D;&#x442;&#x44B;, &#x43A;&#x43E;&#x43C;&#x43C;&#x435;&#x440;&#x447;&#x435;&#x441;&#x43A;&#x443;&#x44E; &#x43D;&#x435;&#x434;&#x432;&#x438;&#x436;&#x438;&#x43C;&#x43E;&#x441;&#x442;&#x44C; &#x438; &#x441;&#x43E;&#x446;&#x438;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x435; &#x43E;&#x431;&#x44A;&#x435;&#x43A;&#x442;&#x44B;. &#x412;&#x445;&#x43E;&#x434;&#x438;&#x442; &#x432; &#x442;&#x43E;&#x43F;-10 &#x441;&#x442;&#x440;&#x43E;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x44B;&#x445; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x439; &#x421;&#x430;&#x43D;&#x43A;&#x442;-&#x41F;&#x435;&#x442;&#x435;&#x440;&#x431;&#x443;&#x440;&#x433;&#x430; &#x43F;&#x43E; &#x43E;&#x431;&#x44A;&#x435;&#x43C;&#x443; &#x442;&#x435;&#x43A;&#x443;&#x449;&#x435;&#x433;&#x43E; &#x441;&#x442;&#x440;&#x43E;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x441;&#x442;&#x432;&#x430;. &#x41C;&#x43D;&#x43E;&#x433;&#x43E;&#x43A;&#x440;&#x430;&#x442;&#x43D;&#x44B;&#x439; &#x43E;&#x431;&#x43B;&#x430;&#x434;&#x430;&#x442;&#x435;&#x43B;&#x44C; &#x437;&#x43D;&#x430;&#x43A;&#x430; &#xAB;&#x41D;&#x430;&#x434;&#x435;&#x436;&#x43D;&#x44B;&#x439; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A; &#x420;&#x43E;&#x441;&#x441;&#x438;&#x438;&#xBB;.</p><h1 id="%D0%B7%D0%B0%D0%B4%D0%B0%D1%87%D0%B0">&#x417;&#x430;&#x434;&#x430;&#x447;&#x430;</h1><p>&#x41F;&#x435;&#x440;&#x435;&#x434; &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x43E;&#x439; &#x413;&#x41A; &#xAB;&#x41F;&#x421;&#x41A;&#xBB; &#x441;&#x442;&#x43E;&#x44F;&#x43B;&#x430;&#x44F; &#x441;&#x43B;&#x435;&#x434;&#x443;&#x44E;&#x449;&#x430;&#x44F; &#x437;&#x430;&#x434;&#x430;&#x447;&#x430; &#x2013; &#x43E;&#x446;&#x435;&#x43D;&#x438;&#x442;&#x44C; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x43C;&#x435;&#x434;&#x438;&#x439;&#x43D;&#x43E;&#x439; &#x43A;&#x430;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#x432; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x43E;&#x432;&#x43E;&#x439; &#x441;&#x442;&#x440;&#x430;&#x442;&#x435;&#x433;&#x438;&#x438;. &#x421;&#x438;&#x442;&#x443;&#x430;&#x446;&#x438;&#x44F; &#x43E;&#x441;&#x43B;&#x43E;&#x436;&#x43D;&#x44F;&#x43B;&#x430;&#x441;&#x44C; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x438;&#x43C; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E;&#x43C; &#x441;&#x430;&#x43C;&#x43E;&#x445;&#x43E;&#x434;&#x43E;&#x432;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x444;&#x43E;&#x440;&#x43C;&#x430;&#x43B;&#x44C;&#x43D;&#x43E; &#x441;&#x447;&#x438;&#x442;&#x430;&#x43B;&#x438;&#x441;&#x44C; &#x43E;&#x440;&#x433;&#x430;&#x43D;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x43C;&#x438;, &#x43D;&#x43E; &#x43D;&#x430; &#x441;&#x430;&#x43C;&#x43E;&#x43C; &#x434;&#x435;&#x43B;&#x435; &#x432;&#x437;&#x430;&#x438;&#x43C;&#x43E;&#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x43E;&#x432;&#x430;&#x43B;&#x438; &#x441; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43E;&#x439; &#x434;&#x43E; &#x43F;&#x440;&#x438;&#x445;&#x43E;&#x434;&#x430; &#x432; &#x43E;&#x444;&#x438;&#x441; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430;.</p><p><br>&#x41A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44F; &#x442;&#x435;&#x440;&#x44F;&#x43B;&#x430; &#x432;&#x43E;&#x437;&#x43C;&#x43E;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x441;&#x43E;&#x43F;&#x440;&#x43E;&#x432;&#x43E;&#x436;&#x434;&#x430;&#x442;&#x44C; &#x43F;&#x43E;&#x442;&#x435;&#x43D;&#x446;&#x438;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x445; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x43E;&#x432; &#x43D;&#x430; &#x43F;&#x440;&#x43E;&#x442;&#x44F;&#x436;&#x435;&#x43D;&#x438;&#x438; &#x432;&#x441;&#x435;&#x433;&#x43E; &#x446;&#x438;&#x43A;&#x43B;&#x430; &#x43F;&#x440;&#x438;&#x43D;&#x44F;&#x442;&#x438;&#x44F; &#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x44F; &#x438; &#x441;&#x442;&#x438;&#x43C;&#x443;&#x43B;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x43A; &#x441;&#x43E;&#x432;&#x435;&#x440;&#x448;&#x435;&#x43D;&#x438;&#x44E; &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x43A;&#x438; &#x43D;&#x430; &#x444;&#x438;&#x43D;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x445; &#x44D;&#x442;&#x430;&#x43F;&#x430;&#x445; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;. &#x422;&#x440;&#x435;&#x431;&#x43E;&#x432;&#x430;&#x43B;&#x441;&#x44F; &#x43D;&#x43E;&#x432;&#x44B;&#x439; &#x43F;&#x43E;&#x434;&#x445;&#x43E;&#x434; &#x432; &#x432;&#x44B;&#x431;&#x43E;&#x440;&#x435; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x445; &#x438;&#x43D;&#x441;&#x442;&#x440;&#x443;&#x43C;&#x435;&#x43D;&#x442;&#x43E;&#x432; &#x438; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x435; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x435;&#x439;, &#x441; &#x447;&#x435;&#x43C; &#x43A;&#x43E;&#x43B;&#x43B;&#x435;&#x433;&#x438; &#x43E;&#x431;&#x440;&#x430;&#x442;&#x438;&#x43B;&#x438;&#x441;&#x44C; &#x432; Smartis.</p><h1 id="%D1%80%D0%B5%D1%88%D0%B5%D0%BD%D0%B8%D0%B5"><strong>&#x420;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x435;</strong></h1><h2 id="%D0%B2%D0%BD%D0%B5%D0%B4%D1%80%D0%B8%D0%BB%D0%B8-post-view-%D0%B0%D0%BD%D0%B0%D0%BB%D0%B8%D1%82%D0%B8%D0%BA%D1%83">&#x412;&#x43D;&#x435;&#x434;&#x440;&#x438;&#x43B;&#x438; post-view &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x443;</h2><p>&#x414;&#x43B;&#x44F; &#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x44F; &#x44D;&#x442;&#x43E;&#x439; &#x437;&#x430;&#x434;&#x430;&#x447;&#x438; &#x43A;&#x43E;&#x43B;&#x43B;&#x435;&#x433;&#x438; &#x43F;&#x43E;&#x434;&#x43A;&#x43B;&#x44E;&#x447;&#x438;&#x43B;&#x438; post-view &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x443; Smartis, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x430;&#x44F; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x43B;&#x430; &#xAB;&#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x43D;&#x435;&#x432;&#x438;&#x434;&#x438;&#x43C;&#x43E;&#x435;<em>&#xBB;</em>. </p><p><strong>&#x427;&#x442;&#x43E; &#x434;&#x430;&#x43B;&#x43E; post-view:</strong></p><ul><li><strong><strong><strong>&#x423;&#x432;&#x438;&#x434;&#x435;&#x43B;&#x438; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43C;&#x435;&#x434;&#x438;&#x439;&#x43A;&#x438;</strong></strong></strong></li></ul><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2025/09/------------.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x435; SEO &#x43D;&#x430; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;, &#x432;&#x44B;&#x447;&#x438;&#x441;&#x442;&#x438;&#x442;&#x44C; &#x444;&#x440;&#x43E;&#x434; &#x438; &#x437;&#x430;&#x431;&#x440;&#x430;&#x442;&#x44C; &#x432;&#x441;&#x435; &#x43B;&#x438;&#x434;&#x44B;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x41F;&#x421;&#x41A;&#xBB;" loading="lazy" width="1600" height="413" srcset="https://smartis.bi/know-how/content/images/size/w600/2025/09/------------.png 600w, https://smartis.bi/know-how/content/images/size/w1000/2025/09/------------.png 1000w, https://smartis.bi/know-how/content/images/2025/09/------------.png 1600w" sizes="(min-width: 720px) 720px"></figure><p>&#x412;&#x43D;&#x435;&#x434;&#x440;&#x435;&#x43D;&#x438;&#x435; post-view &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x438; Smartis &#x43F;&#x43E;&#x437;&#x432;&#x43E;&#x43B;&#x438;&#x43B;&#x43E; &#x43A;&#x43E;&#x43B;&#x43B;&#x435;&#x433;&#x430;&#x43C; &#x432;&#x44B;&#x44F;&#x432;&#x438;&#x442;&#x44C; &#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x43C;&#x435;&#x434;&#x438;&#x439;&#x43D;&#x43E;&#x439; &#x43A;&#x430;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#x438; &#x43F;&#x440;&#x43E;&#x430;&#x43D;&#x430;&#x43B;&#x438;&#x437;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x441;&#x43E;&#x432;&#x435;&#x440;&#x448;&#x430;&#x44E;&#x442; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x44B; &#x43F;&#x43E;&#x441;&#x43B;&#x435; &#x43F;&#x440;&#x43E;&#x441;&#x43C;&#x43E;&#x442;&#x440;&#x430; &#x43C;&#x435;&#x434;&#x438;&#x439;&#x43D;&#x43E;&#x433;&#x43E; &#x431;&#x430;&#x43D;&#x43D;&#x435;&#x440;&#x430; &#x434;&#x43E; &#x43A;&#x43E;&#x43D;&#x43A;&#x440;&#x435;&#x442;&#x43D;&#x43E;&#x439; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;.</p><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x435; SEO &#x43D;&#x430; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;, &#x432;&#x44B;&#x447;&#x438;&#x441;&#x442;&#x438;&#x442;&#x44C; &#x444;&#x440;&#x43E;&#x434; &#x438; &#x437;&#x430;&#x431;&#x440;&#x430;&#x442;&#x44C; &#x432;&#x441;&#x435; &#x43B;&#x438;&#x434;&#x44B;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x41F;&#x421;&#x41A;&#xBB;" src="https://smartis.bi/know-how/content/images/2025/09/stanislav.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong>&#x421;&#x442;&#x430;&#x43D;&#x438;&#x441;&#x43B;&#x430;&#x432; &#x42E;&#x445;&#x438;&#x43C;&#x447;&#x443;&#x43A;, Head of Digital Marketing &#x413;&#x41A; &#xAB;&#x41F;&#x421;&#x41A;</strong>&#xBB;</p><blockquote><em>&#x423; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#x431;&#x44B;&#x43B;&#x43E; &#x434;&#x43E;&#x441;&#x442;&#x430;&#x442;&#x43E;&#x447;&#x43D;&#x43E; &#x441;&#x43A;&#x435;&#x43F;&#x442;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x43E;&#x435; &#x43E;&#x442;&#x43D;&#x43E;&#x448;&#x435;&#x43D;&#x438;&#x435; &#x43A; &#x440;&#x430;&#x437;&#x43C;&#x435;&#x449;&#x435;&#x43D;&#x438;&#x44E; &#x43C;&#x435;&#x434;&#x438;&#x439;&#x43D;&#x43E;&#x439; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B;. &#x422;&#x43E;&#x447;&#x435;&#x447;&#x43D;&#x44B;&#x435; &#x437;&#x430;&#x43A;&#x443;&#x43F;&#x43A;&#x438; &#x442;&#x430;&#x43A;&#x43E;&#x439; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B; &#x43D;&#x435; &#x434;&#x430;&#x432;&#x430;&#x43B;&#x438; &#x432;&#x43E;&#x437;&#x43C;&#x43E;&#x436;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x43E;&#x446;&#x435;&#x43D;&#x438;&#x442;&#x44C; &#x435;&#x451; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x43E;&#x441;&#x442;&#x44C; &#x438; &#x43E;&#x442;&#x441;&#x43B;&#x435;&#x434;&#x438;&#x442;&#x44C;, &#x43A;&#x430;&#x43A; &#x43E;&#x43D;&#x430; &#x432;&#x43B;&#x438;&#x44F;&#x435;&#x442; &#x43D;&#x430; &#x43F;&#x440;&#x438;&#x43D;&#x44F;&#x442;&#x438;&#x435; &#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x44F; &#x43E; &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x43A;&#x435;. Smartis post-view &#x43F;&#x43E;&#x437;&#x432;&#x43E;&#x43B;&#x438;&#x43B;&#x43E; &#xAB;&#x441;&#x434;&#x432;&#x438;&#x43D;&#x443;&#x442;&#x44C; &#x43B;&#x451;&#x434;&#xBB; &#x432; &#x44D;&#x442;&#x43E;&#x43C; &#x432;&#x43E;&#x43F;&#x440;&#x43E;&#x441;&#x435; &#x438; &#x432; &#x438;&#x442;&#x43E;&#x433;&#x435; &#x43E;&#x43A;&#x430;&#x437;&#x430;&#x43B;&#x43E;&#x441;&#x44C; &#x438;&#x43D;&#x441;&#x442;&#x440;&#x443;&#x43C;&#x435;&#x43D;&#x442;&#x43E;&#x43C;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x431;&#x44B;&#x43B; &#x43D;&#x430;&#x43C; &#x43D;&#x435;&#x43E;&#x431;&#x445;&#x43E;&#x434;&#x438;&#x43C;.</em></blockquote><ul><li><strong><strong>&#x423;&#x432;&#x438;&#x434;&#x435;&#x43B;&#x438; &#x43F;&#x435;&#x440;&#x435;&#x441;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x435; &#x43C;&#x435;&#x434;&#x438;&#x439;&#x43A;&#x438; &#x438; SEO</strong></strong></li></ul><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2025/09/23.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x435; SEO &#x43D;&#x430; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;, &#x432;&#x44B;&#x447;&#x438;&#x441;&#x442;&#x438;&#x442;&#x44C; &#x444;&#x440;&#x43E;&#x434; &#x438; &#x437;&#x430;&#x431;&#x440;&#x430;&#x442;&#x44C; &#x432;&#x441;&#x435; &#x43B;&#x438;&#x434;&#x44B;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x41F;&#x421;&#x41A;&#xBB;" loading="lazy" width="1600" height="626" srcset="https://smartis.bi/know-how/content/images/size/w600/2025/09/23.png 600w, https://smartis.bi/know-how/content/images/size/w1000/2025/09/23.png 1000w, https://smartis.bi/know-how/content/images/2025/09/23.png 1600w" sizes="(min-width: 720px) 720px"></figure><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2025/09/233.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x435; SEO &#x43D;&#x430; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;, &#x432;&#x44B;&#x447;&#x438;&#x441;&#x442;&#x438;&#x442;&#x44C; &#x444;&#x440;&#x43E;&#x434; &#x438; &#x437;&#x430;&#x431;&#x440;&#x430;&#x442;&#x44C; &#x432;&#x441;&#x435; &#x43B;&#x438;&#x434;&#x44B;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x41F;&#x421;&#x41A;&#xBB;" loading="lazy" width="1600" height="914" srcset="https://smartis.bi/know-how/content/images/size/w600/2025/09/233.png 600w, https://smartis.bi/know-how/content/images/size/w1000/2025/09/233.png 1000w, https://smartis.bi/know-how/content/images/2025/09/233.png 1600w" sizes="(min-width: 720px) 720px"></figure><p>&#x41F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x438; &#x43B;&#x438;&#x43D;&#x435;&#x439;&#x43D;&#x43E;&#x439; &#x43C;&#x43E;&#x434;&#x435;&#x43B;&#x438; &#x430;&#x442;&#x440;&#x438;&#x431;&#x443;&#x446;&#x438;&#x438; &#x43A;&#x43E;&#x43B;&#x43B;&#x435;&#x433;&#x430;&#x43C; &#x443;&#x434;&#x430;&#x43B;&#x43E;&#x441;&#x44C; &#x43F;&#x43E;&#x434;&#x442;&#x432;&#x435;&#x440;&#x434;&#x438;&#x442;&#x44C; &#x433;&#x438;&#x43F;&#x43E;&#x442;&#x435;&#x437;&#x443;, &#x447;&#x442;&#x43E; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x43E;&#x435; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x43F;&#x440;&#x438;&#x445;&#x43E;&#x434;&#x438;&#x442;&#x441;&#x44F; &#x43D;&#x430; SEO &#x2013; &#x43E;&#x43D;&#x43E; &#x434;&#x430;&#x435;&#x442; &#x43C;&#x43D;&#x43E;&#x433;&#x43E; &#x43F;&#x435;&#x440;&#x435;&#x441;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x439; &#x441; &#x43F;&#x43B;&#x430;&#x442;&#x43D;&#x44B;&#x43C;&#x438; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A;&#x430;&#x43C;&#x438;. &#x42D;&#x442;&#x43E; &#x443;&#x441;&#x43B;&#x43E;&#x432;&#x43D;&#x43E; &#x431;&#x435;&#x441;&#x43F;&#x43B;&#x430;&#x442;&#x43D;&#x44B;&#x439; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x44B;&#x439; &#x43A;&#x430;&#x43D;&#x430;&#x43B;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x442;&#x430;&#x43A;&#x436;&#x435; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x435;&#x442; &#x43D;&#x430; &#x43F;&#x440;&#x438;&#x432;&#x43B;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x435; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x43E;&#x432;. &#x42D;&#x442;&#x43E; &#x434;&#x430;&#x43B;&#x43E; &#x442;&#x43E;&#x43B;&#x447;&#x43E;&#x43A; &#x43A; &#x438;&#x43D;&#x432;&#x435;&#x441;&#x442;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43D;&#x438;&#x44E; &#x432; SEO &#x438; &#x437;&#x430;&#x43F;&#x443;&#x441;&#x43A;&#x443; &#x437;&#x43E;&#x43D;&#x442;-&#x43F;&#x440;&#x43E;&#x435;&#x43A;&#x442;&#x430;<br></p><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x435; SEO &#x43D;&#x430; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;, &#x432;&#x44B;&#x447;&#x438;&#x441;&#x442;&#x438;&#x442;&#x44C; &#x444;&#x440;&#x43E;&#x434; &#x438; &#x437;&#x430;&#x431;&#x440;&#x430;&#x442;&#x44C; &#x432;&#x441;&#x435; &#x43B;&#x438;&#x434;&#x44B;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x41F;&#x421;&#x41A;&#xBB;" src="https://smartis.bi/know-how/content/images/2025/09/ekaterina.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong><strong>&#x415;&#x43A;&#x430;&#x442;&#x435;&#x440;&#x438;&#x43D;&#x430; &#x427;&#x430;&#x440;&#x443;&#x448;&#x43D;&#x438;&#x43A;&#x43E;&#x432;&#x430;, </strong>&#x41C;<strong>&#x430;&#x440;&#x43A;&#x435;&#x442;&#x43E;&#x43B;&#x43E;&#x433; &#x413;&#x41A; </strong>&#xAB;<strong>&#x41F;&#x421;&#x41A;</strong></strong>&#xBB;</p><blockquote>&#x41C;&#x44B; &#x437;&#x430;&#x43F;&#x443;&#x441;&#x442;&#x438;&#x43B;&#x438; &#x441;&#x430;&#x439;&#x442; &#x441; &#x435;&#x434;&#x438;&#x43D;&#x43E;&#x439; &#x442;&#x43E;&#x447;&#x43A;&#x43E;&#x439; &#x432;&#x445;&#x43E;&#x434;&#x430; &#x43D;&#x430; &#x432;&#x441;&#x435; &#x43D;&#x430;&#x448;&#x438; &#x43F;&#x440;&#x43E;&#x435;&#x43A;&#x442;&#x44B; &#x438; &#x43D;&#x430;&#x447;&#x430;&#x43B;&#x438; &#x440;&#x430;&#x437;&#x432;&#x438;&#x432;&#x430;&#x442;&#x44C; &#x43D;&#x435; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x433;&#x43B;&#x430;&#x432;&#x43D;&#x44B;&#x435; &#x441;&#x442;&#x440;&#x430;&#x43D;&#x438;&#x446;&#x44B; &#x436;&#x438;&#x43B;&#x44B;&#x445; &#x43A;&#x43E;&#x43C;&#x43F;&#x43B;&#x435;&#x43A;&#x441;&#x43E;&#x432;, &#x43D;&#x43E; &#x438; &#x43D;&#x430;&#x43F;&#x440;&#x430;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x435; &#x43F;&#x43E; &#x43A;&#x430;&#x442;&#x430;&#x43B;&#x43E;&#x433;&#x430;&#x43C; &#x2013; &#x43A;&#x43E;&#x43C;&#x43D;&#x430;&#x442;&#x43D;&#x43E;&#x441;&#x442;&#x438;, &#x440;&#x430;&#x439;&#x43E;&#x43D;&#x430;&#x43C;, &#x43B;&#x43E;&#x43A;&#x430;&#x446;&#x438;&#x438;. &#x42D;&#x442;&#x43E; &#x43F;&#x440;&#x438;&#x432;&#x43B;&#x435;&#x43A;&#x430;&#x435;&#x442; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A; &#x438; &#x441;&#x43F;&#x43E;&#x441;&#x43E;&#x431;&#x441;&#x442;&#x432;&#x443;&#x435;&#x442; &#x443;&#x432;&#x435;&#x43B;&#x438;&#x447;&#x435;&#x43D;&#x438;&#x44E; &#x43F;&#x440;&#x44F;&#x43C;&#x44B;&#x445; &#x43F;&#x435;&#x440;&#x435;&#x445;&#x43E;&#x434;&#x43E;&#x432; &#x43D;&#x430; &#x43D;&#x430;&#x448; &#x441;&#x430;&#x439;&#x442; &#x438;&#x437; &#x43E;&#x440;&#x433;&#x430;&#x43D;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x43E;&#x433;&#x43E; &#x43F;&#x43E;&#x438;&#x441;&#x43A;&#x430; &#x431;&#x435;&#x437; &#x43F;&#x440;&#x438;&#x432;&#x43B;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x44F; &#x43F;&#x43B;&#x430;&#x442;&#x43D;&#x43E;&#x439; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x44B;.</blockquote><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2025/09/444.png" class="kg-image" alt="&#x41A;&#x430;&#x43A; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x435; SEO &#x43D;&#x430; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;, &#x432;&#x44B;&#x447;&#x438;&#x441;&#x442;&#x438;&#x442;&#x44C; &#x444;&#x440;&#x43E;&#x434; &#x438; &#x437;&#x430;&#x431;&#x440;&#x430;&#x442;&#x44C; &#x432;&#x441;&#x435; &#x43B;&#x438;&#x434;&#x44B;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x41F;&#x421;&#x41A;&#xBB;" loading="lazy" width="1600" height="496" srcset="https://smartis.bi/know-how/content/images/size/w600/2025/09/444.png 600w, https://smartis.bi/know-how/content/images/size/w1000/2025/09/444.png 1000w, https://smartis.bi/know-how/content/images/2025/09/444.png 1600w" sizes="(min-width: 720px) 720px"></figure><ul><li><strong><strong><strong>&#x421;&#x43D;&#x438;&#x437;&#x438;&#x43B;&#x438; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x441;&#x430;&#x43C;&#x43E;&#x445;&#x43E;&#x434;&#x43E;&#x432;</strong></strong></strong></li></ul><p>&#x421;&#x430;&#x43C;&#x43E;&#x445;&#x43E;&#x434;&#x44B; &#x2013; &#x44D;&#x442;&#x43E; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x44B;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x440;&#x438;&#x445;&#x43E;&#x434;&#x44F;&#x442; &#x432; &#x43E;&#x444;&#x438;&#x441; &#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436; &#xAB;&#x441; &#x443;&#x43B;&#x438;&#x446;&#x44B;&#xBB;, &#x43D;&#x435; &#x43A;&#x43E;&#x43D;&#x442;&#x430;&#x43A;&#x442;&#x438;&#x440;&#x443;&#x44F; &#x441; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x43E;&#x43C; &#x440;&#x430;&#x43D;&#x435;&#x435;. &#x418;&#x445; &#x438;&#x441;&#x442;&#x43E;&#x440;&#x438;&#x44F; &#x432; &#x441;&#x435;&#x442;&#x438; &#x43D;&#x435;&#x438;&#x437;&#x432;&#x435;&#x441;&#x442;&#x43D;&#x430; &#x438; &#x43A;&#x430;&#x436;&#x435;&#x442;&#x441;&#x44F;, &#x447;&#x442;&#x43E; &#x443; &#x442;&#x430;&#x43A;&#x43E;&#x439; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x43D;&#x435;&#x442; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x43D;&#x43E;&#x433;&#x43E; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A;&#x430;. &#x420;&#x430;&#x43D;&#x44C;&#x448;&#x435; &#x43F;&#x440;&#x43E;&#x446;&#x435;&#x43D;&#x442; &#x441;&#x430;&#x43C;&#x43E;&#x445;&#x43E;&#x434;&#x43E;&#x432; &#x432; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#x431;&#x44B;&#x43B; 30%. &#x41D;&#x43E; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44F; &#x432;&#x44B;&#x44F;&#x441;&#x43D;&#x438;&#x43B;&#x430;, &#x447;&#x442;&#x43E; &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x430;&#x442;&#x435;&#x43B;&#x438; &#x432;&#x438;&#x434;&#x435;&#x43B;&#x438; &#x43C;&#x435;&#x434;&#x438;&#x439;&#x43D;&#x443;&#x44E; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x443; &#x434;&#x43E; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x44F; &#x43A; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x443;. &#x422;&#x430;&#x43A;&#x438;&#x43C; &#x43E;&#x431;&#x440;&#x430;&#x437;&#x43E;&#x43C; &#x434;&#x43E;&#x43B;&#x44F; &#x441;&#x430;&#x43C;&#x43E;&#x445;&#x43E;&#x434;&#x43E;&#x432; &#x441;&#x43E;&#x43A;&#x440;&#x430;&#x442;&#x438;&#x43B;&#x430;&#x441;&#x44C; &#x434;&#x43E; 20%, &#x438; &#x438;&#x445; CJM &#x43E;&#x431;&#x43E;&#x433;&#x430;&#x442;&#x438;&#x43B;&#x430;&#x441;&#x44C; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F;&#x43C;&#x438;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x43E;&#x432;&#x43B;&#x438;&#x44F;&#x43B;&#x438; &#x43D;&#x430; &#x43F;&#x440;&#x438;&#x43D;&#x44F;&#x442;&#x438;&#x435; &#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x44F; &#x43E; &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x43A;&#x435; &#x43A;&#x432;&#x430;&#x440;&#x442;&#x438;&#x440;&#x44B;.</p><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x435; SEO &#x43D;&#x430; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;, &#x432;&#x44B;&#x447;&#x438;&#x441;&#x442;&#x438;&#x442;&#x44C; &#x444;&#x440;&#x43E;&#x434; &#x438; &#x437;&#x430;&#x431;&#x440;&#x430;&#x442;&#x44C; &#x432;&#x441;&#x435; &#x43B;&#x438;&#x434;&#x44B;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x41F;&#x421;&#x41A;&#xBB;" src="https://smartis.bi/know-how/content/images/2025/09/anastasia.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong>&#x410;&#x43D;&#x430;&#x441;&#x442;&#x430;&#x441;&#x438;&#x44F; &#x428;&#x435;&#x432;&#x447;&#x435;&#x43D;&#x43A;&#x43E;<strong>, </strong>Project Manager Smartis</strong></p><blockquote>&#x41D;&#x430;&#x448;&#x430; &#x43A;&#x43B;&#x44E;&#x447;&#x435;&#x432;&#x430;&#x44F; &#x437;&#x430;&#x434;&#x430;&#x447;&#x430; &#x431;&#x44B;&#x43B;&#x430; &#x432; &#x442;&#x43E;&#x43C;, &#x447;&#x442;&#x43E;&#x431;&#x44B; &#xAB;&#x432;&#x435;&#x440;&#x43D;&#x443;&#x442;&#x44C;<em>&#xBB;</em> &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x443; &#x435;&#x433;&#x43E; &#x436;&#x435; &#x430;&#x443;&#x434;&#x438;&#x442;&#x43E;&#x440;&#x438;&#x44E;. 30% &#x441;&#x430;&#x43C;&#x43E;&#x445;&#x43E;&#x434;&#x43E;&#x432; &#x2014; &#x44D;&#x442;&#x43E; &#x434;&#x43E;&#x441;&#x442;&#x430;&#x442;&#x43E;&#x447;&#x43D;&#x43E; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x43E;&#x439; &#x43F;&#x43B;&#x430;&#x441;&#x442; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x43E;&#x432;, &#x447;&#x435;&#x439; &#x43F;&#x443;&#x442;&#x44C; &#x431;&#x44B;&#x43B; &#x441;&#x43A;&#x440;&#x44B;&#x442;. &#x412;&#x435;&#x440;&#x43D;&#x443;&#x432; &#x430;&#x43D;&#x43E;&#x43D;&#x438;&#x43C;&#x43D;&#x44B;&#x445; &#xAB;&#x441;&#x430;&#x43C;&#x43E;&#x445;&#x43E;&#x434;&#x43E;&#x432;<em>&#xBB;</em> &#x432; &#x446;&#x438;&#x444;&#x440;&#x43E;&#x432;&#x43E;&#x435; &#x43F;&#x43E;&#x43B;&#x435;, &#x43C;&#x44B; &#x43D;&#x435; &#x43F;&#x440;&#x43E;&#x441;&#x442;&#x43E; &#x43E;&#x442;&#x441;&#x43B;&#x435;&#x434;&#x438;&#x43B;&#x438; &#x438;&#x445; &#x43F;&#x443;&#x442;&#x44C;, &#x430; &#x43F;&#x43E;&#x43B;&#x43D;&#x43E;&#x441;&#x442;&#x44C;&#x44E; &#x43F;&#x435;&#x440;&#x435;&#x437;&#x430;&#x433;&#x440;&#x443;&#x437;&#x438;&#x43B;&#x438; &#x43F;&#x43E;&#x43D;&#x438;&#x43C;&#x430;&#x43D;&#x438;&#x435; &#x442;&#x43E;&#x433;&#x43E;, &#x43A;&#x430;&#x43A; digital &#x432;&#x43B;&#x438;&#x44F;&#x435;&#x442; &#x43D;&#x430; &#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x435; &#x43E; &#x43F;&#x43E;&#x43A;&#x443;&#x43F;&#x43A;&#x435; &#x43A;&#x432;&#x430;&#x440;&#x442;&#x438;&#x440;&#x44B;.</blockquote><h2 id="%D0%BF%D0%BE%D0%B4%D0%BA%D0%BB%D1%8E%D1%87%D0%B8%D0%BB%D0%B8-smartis-%D0%B0%D0%BD%D1%82%D0%B8%D1%84%D1%80%D0%BE%D0%B4">&#x41F;&#x43E;&#x434;&#x43A;&#x43B;&#x44E;&#x447;&#x438;&#x43B;&#x438; Smartis &#x410;&#x43D;&#x442;&#x438;&#x444;&#x440;&#x43E;&#x434;</h2><p>&#x420;&#x430;&#x43D;&#x435;&#x435; &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x430; &#x43C;&#x430;&#x440;&#x43A;&#x435;&#x442;&#x438;&#x43D;&#x433;&#x430; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x430; &#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x44F;&#x43B;&#x430; &#x444;&#x440;&#x43E;&#x434; &#x441;&#x43B;&#x435;&#x434;&#x443;&#x44E;&#x449;&#x438;&#x43C; &#x43E;&#x431;&#x440;&#x430;&#x437;&#x43E;&#x43C;: &#x43F;&#x440;&#x43E;&#x441;&#x43B;&#x443;&#x448;&#x438;&#x432;&#x430;&#x43B;&#x438; &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x438;, &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x437;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43B;&#x438; &#x437;&#x430;&#x43F;&#x440;&#x43E;&#x441;&#x44B; &#x438; &#x444;&#x438;&#x43A;&#x441;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43B;&#x438; &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x435; &#x43A;&#x430;&#x43A; &#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x435; &#x438;&#x43B;&#x438; &#x43D;&#x435;&#x446;&#x435;&#x43B;&#x435;&#x432;&#x43E;&#x435;. &#x41D;&#x43E; &#x442;&#x430;&#x43A;&#x430;&#x44F; &#x43F;&#x440;&#x43E;&#x432;&#x435;&#x440;&#x43A;&#x430; &#x43E;&#x442;&#x43D;&#x438;&#x43C;&#x430;&#x43B;&#x430; &#x441;&#x43B;&#x438;&#x448;&#x43A;&#x43E;&#x43C; &#x43C;&#x43D;&#x43E;&#x433;&#x43E; &#x440;&#x435;&#x441;&#x443;&#x440;&#x441;&#x43E;&#x432;.</p><p>&#x414;&#x43B;&#x44F; &#x442;&#x43E;&#x433;&#x43E;, &#x447;&#x442;&#x43E;&#x431;&#x44B; &#x430;&#x432;&#x442;&#x43E;&#x43C;&#x430;&#x442;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438; &#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x44F;&#x442;&#x44C; &#x43D;&#x435;&#x434;&#x43E;&#x431;&#x440;&#x43E;&#x441;&#x43E;&#x432;&#x435;&#x441;&#x442;&#x43D;&#x44B;&#x439; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A;, &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44F; &#x437;&#x430;&#x438;&#x43D;&#x442;&#x435;&#x440;&#x435;&#x441;&#x43E;&#x432;&#x430;&#x43B;&#x430;&#x441;&#x44C; &#x435;&#x449;&#x451; &#x43E;&#x434;&#x43D;&#x438;&#x43C; &#x43F;&#x440;&#x43E;&#x434;&#x443;&#x43A;&#x442;&#x43E;&#x43C; &#x2013; Smartis &#x410;&#x43D;&#x442;&#x438;&#x444;&#x440;&#x43E;&#x434;. &#x41F;&#x43E;&#x441;&#x43B;&#x435; &#x442;&#x43E;&#x433;&#x43E;, &#x43A;&#x430;&#x43A; &#x43C;&#x435;&#x43D;&#x435;&#x434;&#x436;&#x435;&#x440; &#x43F;&#x43E;&#x433;&#x43E;&#x432;&#x43E;&#x440;&#x438;&#x43B; &#x441; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x43E;&#x43C; &#x43F;&#x43E; &#x442;&#x435;&#x43B;&#x435;&#x444;&#x43E;&#x43D;&#x443;, &#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;&#x430; &#x43D;&#x430;&#x447;&#x438;&#x43D;&#x430;&#x435;&#x442; &#x441;&#x43A;&#x43E;&#x440;&#x438;&#x43D;&#x433; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x44F; &#x43F;&#x43E; 11 &#x440;&#x430;&#x437;&#x43D;&#x44B;&#x43C; &#x43A;&#x440;&#x438;&#x442;&#x435;&#x440;&#x438;&#x44F;&#x43C;, &#x441;&#x440;&#x435;&#x434;&#x438; &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x445; &#x2013; &#x43F;&#x43E;&#x441;&#x435;&#x449;&#x435;&#x43D;&#x438;&#x44F; &#x441;&#x430;&#x439;&#x442;&#x43E;&#x432; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x43E;&#x432;, &#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x44F;, &#x437;&#x432;&#x43E;&#x43D;&#x43A;&#x438;, &#x438;&#x441;&#x442;&#x43E;&#x440;&#x438;&#x44E; &#x437;&#x430;&#x44F;&#x432;&#x43E;&#x43A; &#x438; &#x43F;&#x440;&#x43E;&#x447;&#x435;&#x435; &#x43F;&#x43E;&#x432;&#x435;&#x434;&#x435;&#x43D;&#x438;&#x435; &#x432; &#x441;&#x435;&#x442;&#x438;.</p><p>&#x41D;&#x430; &#x43E;&#x441;&#x43D;&#x43E;&#x432;&#x435; &#x43E;&#x446;&#x435;&#x43D;&#x43A;&#x438; &#x43F;&#x43E;&#x432;&#x435;&#x434;&#x435;&#x43D;&#x438;&#x44F; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x442;&#x435;&#x43B;&#x435;&#x439; &#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;&#x430; &#x441;&#x430;&#x43C;&#x43E;&#x441;&#x442;&#x43E;&#x44F;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x43E; &#x43F;&#x43E;&#x43C;&#x435;&#x447;&#x430;&#x435;&#x442; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A; &#x43A;&#x430;&#x43A; &#x43D;&#x430;&#x43A;&#x440;&#x443;&#x447;&#x435;&#x43D;&#x43D;&#x44B;&#x439; &#x438;&#x43B;&#x438; &#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x438;&#x442;&#x435;&#x43B;&#x44C;&#x43D;&#x44B;&#x439;.</p><p>&#x411;&#x43B;&#x430;&#x433;&#x43E;&#x434;&#x430;&#x440;&#x44F; &#x43F;&#x43E;&#x434;&#x43A;&#x43B;&#x44E;&#x447;&#x435;&#x43D;&#x438;&#x44E; &#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;&#x44B; &#x43A;&#x43E;&#x43B;&#x43B;&#x435;&#x433;&#x430;&#x43C; &#x443;&#x434;&#x430;&#x43B;&#x43E;&#x441;&#x44C; &#x43E;&#x447;&#x438;&#x441;&#x442;&#x438;&#x442;&#x44C; &#x441;&#x432;&#x43E;&#x439; &#x43C;&#x435;&#x434;&#x438;&#x430;&#x441;&#x43F;&#x43B;&#x438;&#x442; &#x43E;&#x442; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x43E;&#x433;&#x43E; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x430; &#x444;&#x440;&#x43E;&#x434;&#x430;. &#x41D;&#x430; &#x44D;&#x442;&#x430;&#x43F;&#x435; &#x432;&#x43D;&#x435;&#x434;&#x440;&#x435;&#x43D;&#x438;&#x44F; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x44F; &#x437;&#x430; 2 &#x43C;&#x435;&#x441;&#x44F;&#x446;&#x430; &#x432;&#x44B;&#x44F;&#x432;&#x438;&#x43B;&#x430; 20% &#x43D;&#x435;&#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x43E;&#x433;&#x43E; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A;&#x430; &#x2013; &#x432;&#x441;&#x451;, &#x447;&#x442;&#x43E; &#x431;&#x44B;&#x43B;&#x43E; &#x432; &#x43A;&#x440;&#x430;&#x441;&#x43D;&#x43E;&#x439; &#x438; &#x436;&#x451;&#x43B;&#x442;&#x43E;&#x439; &#x437;&#x43E;&#x43D;&#x430;&#x445;.</p><h2 id="%D0%B2%D0%BD%D0%B5%D0%B4%D1%80%D0%B8%D0%BB%D0%B8-ropo-%D0%BC%D0%B0%D1%82%D1%87%D0%B8%D0%BD%D0%B3">&#x412;&#x43D;&#x435;&#x434;&#x440;&#x438;&#x43B;&#x438; ROPO-&#x43C;&#x430;&#x442;&#x447;&#x438;&#x43D;&#x433;</h2><p>&#x412;&#x43D;&#x435;&#x434;&#x440;&#x435;&#x43D;&#x438;&#x435; ROPO-&#x43C;&#x430;&#x442;&#x447;&#x438;&#x43D;&#x433;&#x430; &#x441; post-view &#x442;&#x430;&#x43A;&#x436;&#x435; &#x441;&#x43F;&#x43E;&#x441;&#x43E;&#x431;&#x441;&#x442;&#x432;&#x43E;&#x432;&#x430;&#x43B;&#x43E; &#x441;&#x43E;&#x43A;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x44E; &#x441;&#x435;&#x440;&#x43E;&#x439; &#x437;&#x43E;&#x43D;&#x44B;. &#x41C;&#x435;&#x445;&#x430;&#x43D;&#x438;&#x43A;&#x430; &#x437;&#x430;&#x43A;&#x43B;&#x44E;&#x447;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x432; &#x441;&#x43B;&#x435;&#x434;&#x443;&#x44E;&#x449;&#x435;&#x43C;: &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x44B;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x440;&#x438;&#x445;&#x43E;&#x434;&#x44F;&#x442; &#x432; &#x43E;&#x444;&#x438;&#x441; &#x431;&#x435;&#x437; &#x43E;&#x43D;&#x43B;&#x430;&#x439;&#x43D;-&#x438;&#x441;&#x442;&#x43E;&#x440;&#x438;&#x438; &#x432;&#x437;&#x430;&#x438;&#x43C;&#x43E;&#x434;&#x435;&#x439;&#x441;&#x442;&#x432;&#x438;&#x439; &#x441; &#x437;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x449;&#x438;&#x43A;&#x43E;&#x43C;, &#x43F;&#x43E;&#x43B;&#x443;&#x447;&#x430;&#x44E;&#x442; &#x43E;&#x441;&#x43E;&#x431;&#x443;&#x44E; &#x440;&#x430;&#x441;&#x441;&#x44B;&#x43B;&#x43A;&#x443; &#x441; &#x43F;&#x435;&#x440;&#x441;&#x43E;&#x43D;&#x430;&#x43B;&#x438;&#x437;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43D;&#x43D;&#x44B;&#x43C; &#x445;&#x435;&#x448;&#x435;&#x43C;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x43E;&#x431;&#x44A;&#x435;&#x434;&#x438;&#x43D;&#x44F;&#x435;&#x442; &#x43E;&#x444;&#x43B;&#x430;&#x439;&#x43D;-&#x43E;&#x431;&#x440;&#x430;&#x449;&#x435;&#x43D;&#x438;&#x44F; &#x441; &#x446;&#x438;&#x444;&#x440;&#x43E;&#x432;&#x44B;&#x43C;&#x438; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F;&#x43C;&#x438; &#x438; &#x438;&#x434;&#x435;&#x43D;&#x442;&#x438;&#x444;&#x438;&#x446;&#x438;&#x440;&#x443;&#x435;&#x442; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A; &#x43F;&#x435;&#x440;&#x435;&#x445;&#x43E;&#x434;&#x430; &#x434;&#x43E; &#x43F;&#x440;&#x44F;&#x43C;&#x44B;&#x445; &#x43A;&#x43E;&#x43D;&#x442;&#x430;&#x43A;&#x442;&#x43E;&#x432; &#x441; &#x434;&#x435;&#x432;&#x435;&#x43B;&#x43E;&#x43F;&#x435;&#x440;&#x43E;&#x43C;. &#x41F;&#x43E;&#x441;&#x43B;&#x435; &#x442;&#x43E;&#x433;&#x43E;, &#x43A;&#x430;&#x43A; &#x441;&#x430;&#x43C;&#x43E;&#x445;&#x43E;&#x434; &#x43F;&#x435;&#x440;&#x435;&#x445;&#x43E;&#x434;&#x438;&#x442; &#x43F;&#x43E; &#x442;&#x430;&#x43A;&#x43E;&#x439; &#x441;&#x441;&#x44B;&#x43B;&#x43A;&#x435;, &#x435;&#x433;&#x43E; &#x438;&#x43D;&#x442;&#x435;&#x440;&#x43D;&#x435;&#x442;-&#x438;&#x441;&#x442;&#x43E;&#x440;&#x438;&#x44F; &#x43E;&#x446;&#x438;&#x444;&#x440;&#x43E;&#x432;&#x44B;&#x432;&#x430;&#x435;&#x442;&#x441;&#x44F;, &#x441;&#x432;&#x44F;&#x437;&#x44B;&#x432;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x441; &#x43D;&#x43E;&#x43C;&#x435;&#x440;&#x43E;&#x43C; &#x442;&#x435;&#x43B;&#x435;&#x444;&#x43E;&#x43D;&#x430; &#x438; CJM &#x432; Smartis. &#x422;&#x430;&#x43A;&#x438;&#x43C; &#x43E;&#x431;&#x440;&#x430;&#x437;&#x43E;&#x43C; &#x443;&#x434;&#x430;&#x43B;&#x43E;&#x441;&#x44C; &#x43E;&#x442;&#x43A;&#x440;&#x44B;&#x442;&#x44C; &#x435;&#x449;&#x435; 0,1% &#x441;&#x430;&#x43C;&#x43E;&#x445;&#x43E;&#x434;&#x43E;&#x432;.</p><h1 id="%D1%80%D0%B5%D0%B7%D1%83%D0%BB%D1%8C%D1%82%D0%B0%D1%82"><strong>&#x420;&#x435;&#x437;&#x443;&#x43B;&#x44C;&#x442;&#x430;&#x442;</strong></h1><ol><li>Post-view &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x430; &#x43F;&#x440;&#x43E;&#x434;&#x435;&#x43C;&#x43E;&#x43D;&#x441;&#x442;&#x440;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x43B;&#x430;, &#x447;&#x442;&#x43E; &#x43C;&#x435;&#x434;&#x438;&#x439;&#x43D;&#x430;&#x44F; &#x440;&#x435;&#x43A;&#x43B;&#x430;&#x43C;&#x430; &#x44D;&#x444;&#x444;&#x435;&#x43A;&#x442;&#x438;&#x432;&#x43D;&#x430;. &#x41A;&#x43E;&#x43B;&#x43B;&#x435;&#x433;&#x438; &#x432;&#x44B;&#x44F;&#x432;&#x438;&#x43B;&#x438;, &#x447;&#x442;&#x43E; &#x43C;&#x435;&#x434;&#x438;&#x439;&#x43A;&#x430; &#x432;&#x43D;&#x43E;&#x441;&#x438;&#x442; &#x441;&#x432;&#x43E;&#x439; &#x432;&#x43A;&#x43B;&#x430;&#x434; &#x432; &#x43A;&#x43B;&#x438;&#x435;&#x43D;&#x442;&#x441;&#x43A;&#x438;&#x439; &#x43F;&#x443;&#x442;&#x44C; &#x2013; &#x437;&#x430; &#x43F;&#x430;&#x440;&#x443; &#x43C;&#x435;&#x441;&#x44F;&#x446;&#x435;&#x432; &#x434;&#x43E; &#x43A;&#x43E;&#x43D;&#x432;&#x435;&#x440;&#x441;&#x438;&#x438; &#x431;&#x44B;&#x43B;&#x438; &#x43E;&#x442;&#x43C;&#x435;&#x447;&#x435;&#x43D;&#x44B; &#x442;&#x43E;&#x447;&#x43A;&#x438; &#x43A;&#x430;&#x441;&#x430;&#x43D;&#x438;&#x44F;.</li><li>&#x41F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x438; &#x441;&#x435;&#x440;&#x430;&#x44F; &#x437;&#x43E;&#x43D;&#x430; &#x441;&#x43E;&#x43A;&#x440;&#x430;&#x442;&#x438;&#x43B;&#x430;&#x441;&#x44C; &#x434;&#x43E; 15% (&#x43D;&#x430; 6% &#x43C;&#x435;&#x43D;&#x44C;&#x448;&#x435;, &#x447;&#x435;&#x43C; &#x431;&#x435;&#x437; post-view)</li><li>&#x423;&#x432;&#x438;&#x434;&#x435;&#x43B;&#x438; &#x43F;&#x435;&#x440;&#x435;&#x441;&#x435;&#x447;&#x435;&#x43D;&#x438;&#x435; SEO &#x438; &#x43F;&#x43B;&#x430;&#x442;&#x43D;&#x44B;&#x445; &#x438;&#x441;&#x442;&#x43E;&#x447;&#x43D;&#x438;&#x43A;&#x43E;&#x432; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A;&#x430;. &#x42D;&#x442;&#x43E; &#x43F;&#x43E;&#x441;&#x43B;&#x443;&#x436;&#x438;&#x43B;&#x43E; &#x43F;&#x440;&#x438;&#x447;&#x438;&#x43D;&#x43E;&#x439; &#x432;&#x43B;&#x43E;&#x436;&#x435;&#x43D;&#x438;&#x439; &#x432; SEO-&#x438;&#x43D;&#x441;&#x442;&#x440;&#x443;&#x43C;&#x435;&#x43D;&#x442;&#x44B;.</li><li>&#x410;&#x43D;&#x442;&#x438;&#x444;&#x440;&#x43E;&#x434; &#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;&#x430; &#x43F;&#x43E;&#x43C;&#x43E;&#x433;&#x43B;&#x430; &#x432;&#x44B;&#x44F;&#x432;&#x438;&#x442;&#x44C; &#x43D;&#x435;&#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x435;&#x43D;&#x43D;&#x44B;&#x439; &#x442;&#x440;&#x430;&#x444;&#x438;&#x43A; &#x438; &#x43F;&#x435;&#x440;&#x435;&#x440;&#x430;&#x441;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x438;&#x442;&#x44C; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442; &#x438; &#x440;&#x435;&#x441;&#x443;&#x440;&#x441;&#x44B; &#x432; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x443; &#x43F;&#x440;&#x43E;&#x432;&#x435;&#x440;&#x435;&#x43D;&#x43D;&#x44B;&#x445; &#x43A;&#x430;&#x43D;&#x430;&#x43B;&#x43E;&#x432;. &#x412; &#x43F;&#x435;&#x440;&#x432;&#x44B;&#x435; &#x43C;&#x435;&#x441;&#x44F;&#x446;&#x44B; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x43E;&#x432;&#x430;&#x43D;&#x438;&#x44F; &#x43A;&#x43E;&#x43C;&#x43F;&#x430;&#x43D;&#x438;&#x438; &#x443;&#x434;&#x430;&#x43B;&#x43E;&#x441;&#x44C; &#x43E;&#x431;&#x43D;&#x430;&#x440;&#x443;&#x436;&#x438;&#x442;&#x44C; 20% &#x444;&#x440;&#x43E;&#x434;&#x430;.</li></ol><!--kg-card-begin: markdown--><center><img alt="&#x41A;&#x430;&#x43A; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x438; post-view &#x443;&#x432;&#x438;&#x434;&#x435;&#x442;&#x44C; &#x432;&#x43B;&#x438;&#x44F;&#x43D;&#x438;&#x435; SEO &#x43D;&#x430; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;, &#x432;&#x44B;&#x447;&#x438;&#x441;&#x442;&#x438;&#x442;&#x44C; &#x444;&#x440;&#x43E;&#x434; &#x438; &#x437;&#x430;&#x431;&#x440;&#x430;&#x442;&#x44C; &#x432;&#x441;&#x435; &#x43B;&#x438;&#x434;&#x44B;: &#x43A;&#x435;&#x439;&#x441; &#x413;&#x41A; &#xAB;&#x41F;&#x421;&#x41A;&#xBB;" src="https://smartis.bi/know-how/content/images/2025/09/maria-2.png" style="width: 150px; height:150px;"></center><!--kg-card-end: markdown--><p><strong>&#x41C;&#x430;&#x440;&#x438;&#x44F; &#x412;&#x43E;&#x440;&#x43E;&#x43D;&#x446;&#x43E;&#x432;&#x430;<strong>, </strong>&#x420;&#x443;&#x43A;&#x43E;&#x432;&#x43E;&#x434;&#x438;&#x442;&#x435;&#x43B;&#x44C; &#x43E;&#x442;&#x434;&#x435;&#x43B;&#x430; &#x432;&#x43D;&#x435;&#x434;&#x440;&#x435;&#x43D;&#x438;&#x44F; Smartis</strong></p><blockquote><em><em>&#x412;&#x44B;&#x441;&#x43E;&#x43A;&#x438;&#x439; &#x443;&#x440;&#x43E;&#x432;&#x435;&#x43D;&#x44C; &#x432;&#x43E;&#x432;&#x43B;&#x435;&#x447;</em>&#x451;&#x43D;&#x43D;&#x43E;&#x441;&#x442;&#x438;<em> &#x43A;&#x43E;&#x43C;&#x430;&#x43D;&#x434;&#x44B; &#x413;&#x41A; </em></em>&#xAB;<em><em>&#x41F;&#x421;&#x41A;</em></em>&#xBB;<em><em> &#x435;&#x449;&#x451; &#x43D;&#x430; &#x44D;&#x442;&#x430;&#x43F;&#x435; &#x432;&#x43D;&#x435;&#x434;&#x440;&#x435;&#x43D;&#x438;&#x44F; &#x43F;&#x43E;&#x437;&#x432;&#x43E;&#x43B;&#x438;&#x43B; &#x431;&#x44B;&#x441;&#x442;&#x440;&#x43E; &#x43D;&#x430;&#x447;&#x430;&#x442;&#x44C; &#x43F;&#x43E;&#x43B;&#x443;&#x447;&#x430;&#x442;&#x44C; &#x43F;&#x435;&#x440;&#x432;&#x44B;&#x435; &#x43F;&#x440;&#x430;&#x43A;&#x442;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x435; &#x440;&#x435;&#x437;&#x443;&#x43B;&#x44C;&#x442;&#x430;&#x442;&#x44B; &#x43E;&#x442; &#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;&#x44B; &#x441;&#x43A;&#x432;&#x43E;&#x437;&#x43D;&#x43E;&#x439; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x442;&#x438;&#x43A;&#x438;</em>.<em> &#x418;&#x43C;&#x435;&#x43D;&#x43D;&#x43E; &#x440;&#x435;&#x433;&#x443;&#x43B;&#x44F;&#x440;&#x43D;&#x430;&#x44F; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430; &#x441; &#x43F;&#x43E;&#x441;&#x442;&#x43E;&#x44F;&#x43D;&#x43D;&#x44B;&#x43C; &#x446;&#x438;&#x43A;&#x43B;&#x43E;&#x43C; </em></em>&#xAB;<em><em>&#x43D;&#x430;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x43A;&#x430; &#x441;&#x431;&#x43E;&#x440;&#x430; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445; </em></em>&#x2013;<em><em> &#x43F;&#x440;&#x43E;&#x432;&#x435;&#x440;&#x43A;&#x430; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445; </em></em>&#x2013;<em><em> &#x43A;&#x43E;&#x440;&#x440;&#x435;&#x43A;&#x442;&#x438;&#x440;&#x43E;&#x432;&#x43A;&#x430; </em></em>&#x2013; <em><em>&#x430;&#x43D;&#x430;&#x43B;&#x438;&#x437; </em></em>&#x2013; <em><em>&#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x435;</em></em>&#xBB;<em><em> &#x43F;&#x43E;&#x437;&#x432;&#x43E;&#x43B;&#x44F;&#x435;&#x442; &#x43F;&#x43E;&#x43B;&#x443;&#x447;&#x430;&#x442;&#x44C; &#x43F;&#x43E;&#x43B;&#x44C;&#x437;&#x443; &#x43E;&#x442; &#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;&#x44B; &#x438; &#x43F;&#x440;&#x438;&#x43D;&#x438;&#x43C;&#x430;&#x442;&#x44C; &#x443;&#x43F;&#x440;&#x430;&#x432;&#x43B;&#x435;&#x43D;&#x447;&#x435;&#x441;&#x43A;&#x438;&#x435; &#x440;&#x435;&#x448;&#x435;&#x43D;&#x438;&#x44F; &#x43D;&#x430; &#x43E;&#x441;&#x43D;&#x43E;&#x432;&#x435; &#x43F;&#x43E;&#x43B;&#x43D;&#x44B;&#x445; &#x438; &#x434;&#x43E;&#x441;&#x442;&#x43E;&#x432;&#x435;&#x440;&#x43D;&#x44B;&#x445; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x445;</em>.</em></blockquote>]]></content:encoded></item><item><title><![CDATA[Обновления Smartis. Август 2025]]></title><description><![CDATA[<h3 id="1-%D0%B8%D0%B7%D0%BC%D0%B5%D0%BD%D0%B5%D0%BD%D0%B8%D1%8F-%D0%B2-%D1%80%D0%B0%D0%B1%D0%BE%D1%82%D0%B5-%D0%BA%D0%B0%D0%BB%D0%B5%D0%BD%D0%B4%D0%B0%D1%80%D1%8F">1. &#x418;&#x437;&#x43C;&#x435;&#x43D;&#x435;&#x43D;&#x438;&#x44F; &#x432; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x435; &#x43A;&#x430;&#x43B;&#x435;&#x43D;&#x434;&#x430;&#x440;&#x44F;</h3><p>&#x421; 21 &#x430;&#x432;&#x433;&#x443;&#x441;&#x442;&#x430; &#x438;&#x437;&#x43C;&#x435;&#x43D;&#x438;&#x43B;&#x430;&#x441;&#x44C; &#x43B;&#x43E;&#x433;&#x438;&#x43A;</p>]]></description><link>https://smartis.bi/know-how/obnovlieniia-smartis-avghust-2025/</link><guid isPermaLink="false">68b55227687cf70001168fcd</guid><category><![CDATA[Обновления]]></category><dc:creator><![CDATA[Всеволод Кустенко]]></dc:creator><pubDate>Fri, 29 Aug 2025 08:07:00 GMT</pubDate><media:content url="https://smartis.bi/know-how/content/images/2025/09/august.png" medium="image"/><content:encoded><![CDATA[<h3 id="1-%D0%B8%D0%B7%D0%BC%D0%B5%D0%BD%D0%B5%D0%BD%D0%B8%D1%8F-%D0%B2-%D1%80%D0%B0%D0%B1%D0%BE%D1%82%D0%B5-%D0%BA%D0%B0%D0%BB%D0%B5%D0%BD%D0%B4%D0%B0%D1%80%D1%8F">1. &#x418;&#x437;&#x43C;&#x435;&#x43D;&#x435;&#x43D;&#x438;&#x44F; &#x432; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x435; &#x43A;&#x430;&#x43B;&#x435;&#x43D;&#x434;&#x430;&#x440;&#x44F;</h3><img src="https://smartis.bi/know-how/content/images/2025/09/august.png" alt="&#x41E;&#x431;&#x43D;&#x43E;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; Smartis. &#x410;&#x432;&#x433;&#x443;&#x441;&#x442; 2025"><p>&#x421; 21 &#x430;&#x432;&#x433;&#x443;&#x441;&#x442;&#x430; &#x438;&#x437;&#x43C;&#x435;&#x43D;&#x438;&#x43B;&#x430;&#x441;&#x44C; &#x43B;&#x43E;&#x433;&#x438;&#x43A;&#x430; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x44B; &#x43A;&#x430;&#x43B;&#x435;&#x43D;&#x434;&#x430;&#x440;&#x44F;:</p><!--kg-card-begin: html--><table style="border:none;border-collapse:collapse;table-layout:fixed;width:550pt"><colgroup><col><col></colgroup><tbody><tr style="height:0pt"><td style="border-left:solid #000000 1pt;border-right:solid #000000 1pt;border-bottom:solid #000000 1pt;border-top:solid #000000 1pt;vertical-align:top;padding:5pt 5pt 5pt 5pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.2;margin-top:0pt;margin-bottom:0pt;"><span style="font-size:16pt;font-family:Georgia,Times,serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">&#x421;&#x442;&#x430;&#x440;&#x430;&#x44F; &#x43B;&#x43E;&#x433;&#x438;&#x43A;&#x430;</span></p></td><td style="border-left:solid #000000 1pt;border-right:solid #000000 1pt;border-bottom:solid #000000 1pt;border-top:solid #000000 1pt;vertical-align:top;padding:5pt 5pt 5pt 5pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.2;margin-top:0pt;margin-bottom:0pt;"><span style="font-size:16pt;font-family:Georgia,Times,serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">&#x41D;&#x43E;&#x432;&#x430;&#x44F; &#x43B;&#x43E;&#x433;&#x438;&#x43A;&#x430;</span></p></td></tr><tr style="height:0pt"><td style="border-left:solid #000000 1pt;border-right:solid #000000 1pt;border-bottom:solid #000000 1pt;border-top:solid #000000 1pt;vertical-align:top;padding:5pt 5pt 5pt 5pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.2;margin-top:12pt;margin-bottom:12pt;"><span style="font-size:12pt;font-family:Georgia,Times,serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">&#x412;&#x44B;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x44F;&#x435;&#x43C; &#x434;&#x430;&#x442;&#x443; &#x432; &#x43A;&#x430;&#x43B;&#x435;&#x43D;&#x434;&#x430;&#x440;&#x435;</span></p></td><td style="border-left:solid #000000 1pt;border-right:solid #000000 1pt;border-bottom:solid #000000 1pt;border-top:solid #000000 1pt;vertical-align:top;padding:5pt 5pt 5pt 5pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.2;margin-top:12pt;margin-bottom:12pt;"><span style="font-size:12pt;font-family:Georgia,Times,serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">&#x412;&#x44B;&#x441;&#x442;&#x430;&#x432;&#x43B;&#x44F;&#x435;&#x43C; &#x434;&#x430;&#x442;&#x443; &#x432; &#x43A;&#x430;&#x43B;&#x435;&#x43D;&#x434;&#x430;&#x440;&#x435;</span></p></td></tr><tr style="height:0pt"><td style="border-left:solid #000000 1pt;border-right:solid #000000 1pt;border-bottom:solid #000000 1pt;border-top:solid #000000 1pt;vertical-align:top;padding:5pt 5pt 5pt 5pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.2;margin-top:12pt;margin-bottom:12pt;"><span style="font-size:12pt;font-family:Georgia,Times,serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">&#x412;&#x44B;&#x431;&#x438;&#x440;&#x430;&#x435;&#x43C; &#x433;&#x440;&#x443;&#x43F;&#x43F;&#x438;&#x440;&#x43E;&#x432;&#x43A;&#x443; &#x43F;&#x43E; &#x434;&#x430;&#x442;&#x435; (&#x43B;&#x44E;&#x431;&#x443;&#x44E;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x430;&#x44F; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x447;&#x435;&#x43C; &#x434;&#x435;&#x43D;&#x44C; &quot;&#x43D;&#x435;&#x434;&#x435;&#x43B;&#x44F;&quot;, &quot;&#x43C;&#x435;&#x441;&#x44F;&#x446;&quot;, &quot;&#x43A;&#x432;&#x430;&#x440;&#x442;&#x430;&#x43B;:&quot;, &quot;&#x433;&#x43E;&#x434;&quot;)&#xA0;</span></p></td><td style="border-left:solid #000000 1pt;border-right:solid #000000 1pt;border-bottom:solid #000000 1pt;border-top:solid #000000 1pt;vertical-align:top;padding:5pt 5pt 5pt 5pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.2;margin-top:12pt;margin-bottom:12pt;"><span style="font-size:12pt;font-family:Georgia,Times,serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">&#x412;&#x44B;&#x431;&#x438;&#x440;&#x430;&#x435;&#x43C; &#x433;&#x440;&#x443;&#x43F;&#x43F;&#x438;&#x440;&#x43E;&#x432;&#x43A;&#x443; &#x43F;&#x43E; &#x434;&#x430;&#x442;&#x435; (&#x43B;&#x44E;&#x431;&#x443;&#x44E;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x430;&#x44F; &#x431;&#x43E;&#x43B;&#x44C;&#x448;&#x435; &#x447;&#x435;&#x43C; &#x434;&#x435;&#x43D;&#x44C; &quot;&#x43D;&#x435;&#x434;&#x435;&#x43B;&#x44F;&quot;, &quot;&#x43C;&#x435;&#x441;&#x44F;&#x446;&quot;, &quot;&#x43A;&#x432;&#x430;&#x440;&#x442;&#x430;&#x43B;:&quot;, &quot;&#x433;&#x43E;&#x434;&quot;)&#xA0;</span></p></td></tr><tr style="height:0pt"><td style="border-left:solid #000000 1pt;border-right:solid #000000 1pt;border-bottom:solid #000000 1pt;border-top:solid #000000 1pt;vertical-align:top;padding:5pt 5pt 5pt 5pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.2;margin-top:12pt;margin-bottom:12pt;"><span style="font-size:12pt;font-family:Georgia,Times,serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">&#x415;&#x441;&#x43B;&#x438; &#x434;&#x430;&#x442;&#x430; &#x43D;&#x430;&#x447;&#x430;&#x43B;&#x430; &#x438;&#x43B;&#x438; &#x43A;&#x43E;&#x43D;&#x446;&#x430; &#x432;&#x44B;&#x431;&#x440;&#x430;&#x43D;&#x43D;&#x43E;&#x433;&#x43E; &#x432; &#x43A;&#x430;&#x43B;&#x435;&#x43D;&#x434;&#x430;&#x440;&#x435; &#x438;&#x43D;&#x442;&#x435;&#x440;&#x432;&#x430;&#x43B;&#x430; &#x432; &#x442;&#x43E;&#x447;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x43D;&#x435; &#x43F;&#x435;&#x440;&#x435;&#x43A;&#x440;&#x44B;&#x432;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x43F;&#x435;&#x440;&#x438;&#x43E;&#x434;&#x43E;&#x43C; &#x433;&#x440;&#x443;&#x43F;&#x43F;&#x438;&#x440;&#x43E;&#x432;&#x43A;&#x438;, </span><span style="font-size:12pt;font-family:Georgia,Times,serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">&#x434;&#x430;&#x442;&#x430;</span><span style="font-size:12pt;font-family:Georgia,Times,serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;"> </span><span style="font-size:12pt;font-family:Georgia,Times,serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">&#x430;&#x432;&#x442;&#x43E;&#x43C;&#x430;&#x442;&#x438;&#x447;&#x435;&#x441;&#x43A;&#x438; &#x440;&#x430;&#x441;&#x448;&#x438;&#x440;&#x44F;&#x435;&#x442;&#x441;&#x44F;</span><span style="font-size:12pt;font-family:Georgia,Times,serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;"> &#x434;&#x43E; &#x43F;&#x43E;&#x43B;&#x43D;&#x43E;&#x433;&#x43E; &#x43F;&#x435;&#x440;&#x438;&#x43E;&#x434;&#x430; &#x433;&#x440;&#x443;&#x43F;&#x43F;&#x438;&#x440;&#x43E;&#x432;&#x43A;&#x438;</span></p></td><td style="border-left:solid #000000 1pt;border-right:solid #000000 1pt;border-bottom:solid #000000 1pt;border-top:solid #000000 1pt;vertical-align:top;padding:5pt 5pt 5pt 5pt;overflow:hidden;overflow-wrap:break-word;"><p dir="ltr" style="line-height:1.2;margin-top:12pt;margin-bottom:12pt;"><span style="font-size:12pt;font-family:Georgia,Times,serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">&#x415;&#x441;&#x43B;&#x438; &#x434;&#x430;&#x442;&#x430; &#x43D;&#x430;&#x447;&#x430;&#x43B;&#x430; &#x438;&#x43B;&#x438; &#x43A;&#x43E;&#x43D;&#x446;&#x430; &#x432;&#x44B;&#x431;&#x440;&#x430;&#x43D;&#x43D;&#x43E;&#x433;&#x43E; &#x432; &#x43A;&#x430;&#x43B;&#x435;&#x43D;&#x434;&#x430;&#x440;&#x435; &#x438;&#x43D;&#x442;&#x435;&#x440;&#x432;&#x430;&#x43B;&#x430; &#x432; &#x442;&#x43E;&#x447;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x43D;&#x435; &#x43F;&#x435;&#x440;&#x435;&#x43A;&#x440;&#x44B;&#x432;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x43F;&#x435;&#x440;&#x438;&#x43E;&#x434;&#x43E;&#x43C; &#x433;&#x440;&#x443;&#x43F;&#x43F;&#x438;&#x440;&#x43E;&#x432;&#x43A;&#x438;, </span><span style="font-size:12pt;font-family:Georgia,Times,serif;color:#000000;background-color:transparent;font-weight:700;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;">&#x434;&#x430;&#x442;&#x430; &#x43D;&#x435; &#x440;&#x430;&#x441;&#x448;&#x438;&#x440;&#x44F;&#x435;&#x442;&#x441;&#x44F;</span><span style="font-size:12pt;font-family:Georgia,Times,serif;color:#000000;background-color:transparent;font-weight:400;font-style:normal;font-variant:normal;text-decoration:none;vertical-align:baseline;white-space:pre;white-space:pre-wrap;"> &#x434;&#x43E; &#x43F;&#x43E;&#x43B;&#x43D;&#x43E;&#x433;&#x43E; &#x43F;&#x435;&#x440;&#x438;&#x43E;&#x434;&#x430; &#x433;&#x440;&#x443;&#x43F;&#x43F;&#x438;&#x440;&#x43E;&#x432;&#x43A;&#x438;</span></p></td></tr></tbody></table><!--kg-card-end: html--><h3 id="%D0%BF%D1%80%D0%B8%D0%BC%D0%B5%D1%80">&#x41F;&#x440;&#x438;&#x43C;&#x435;&#x440;</h3><p><strong>&#x41A;&#x430;&#x43A; &#x44D;&#x442;&#x43E; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x43B;&#x43E; &#x440;&#x430;&#x43D;&#x44C;&#x448;&#x435;:</strong></p><p>&#x41C;&#x44B; &#x437;&#x43D;&#x430;&#x435;&#x43C;, &#x447;&#x442;&#x43E; &#x43D;&#x430; &#x43D;&#x435;&#x434;&#x435;&#x43B;&#x435; &#x441; 10 &#x43F;&#x43E; 16 &#x444;&#x435;&#x432;&#x440;&#x430;&#x43B;&#x44F; &#x431;&#x44B;&#x43B;&#x43E; &#x437;&#x430;&#x43A;&#x43B;&#x44E;&#x447;&#x435;&#x43D;&#x43E; 48 &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;.</p><figure class="kg-card kg-image-card"><img src="https://lh7-rt.googleusercontent.com/docsz/AD_4nXeZgFWLLisYEOP8FA1XXxfxnUv2ciluyUthuI0MH0C75edJMLNr1aAEbR3jRHlqq_0kWz1q8fnR14IDrZO-M0o8bwh0o9oNRVMxbeTZokFPBCT4P4Nh08dmA4m-hlEa4UZ6G95a?key=jah_SdDV52-jkA2xld7Hfg" class="kg-image" alt="&#x41E;&#x431;&#x43D;&#x43E;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; Smartis. &#x410;&#x432;&#x433;&#x443;&#x441;&#x442; 2025" loading="lazy"></figure><p>&#x414;&#x43E;&#x43F;&#x443;&#x441;&#x442;&#x438;&#x43C;, &#x43C;&#x44B; &#x43F;&#x440;&#x43E;&#x432;&#x43E;&#x434;&#x438;&#x43B;&#x438; &#x430;&#x43A;&#x446;&#x438;&#x44E;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x430;&#x44F; &#x434;&#x43B;&#x438;&#x43B;&#x430;&#x441;&#x44C; &#x441; 1 &#x43F;&#x43E; 12 &#x444;&#x435;&#x432;&#x440;&#x430;&#x43B;&#x44F;, &#x438; &#x445;&#x43E;&#x442;&#x438;&#x43C; &#x443;&#x437;&#x43D;&#x430;&#x442;&#x44C; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x437;&#x430; &#x44D;&#x442;&#x43E;&#x442; &#x43F;&#x435;&#x440;&#x438;&#x43E;&#x434; &#x43F;&#x43E;&#x43D;&#x435;&#x434;&#x435;&#x43B;&#x44C;&#x43D;&#x43E;. </p><p>&#x412; &#x442;&#x430;&#x43A;&#x43E;&#x43C; &#x441;&#x43B;&#x443;&#x447;&#x430;&#x435; &#x434;&#x430;&#x442;&#x430; &#x440;&#x430;&#x441;&#x448;&#x438;&#x440;&#x44F;&#x43B;&#x430;&#x441;&#x44C; &#x434;&#x43E; &#x43A;&#x43E;&#x43D;&#x446;&#x430; &#x43D;&#x435;&#x434;&#x435;&#x43B;&#x438; &#x438; &#x432; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x435; &#x431;&#x44B;&#x43B;&#x438; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x43D;&#x44B; &#x432;&#x441;&#x451; &#x442;&#x435; &#x436;&#x435; 48 &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;. </p><figure class="kg-card kg-image-card"><img src="https://lh7-rt.googleusercontent.com/docsz/AD_4nXfAEpwjdH79Kk-4bxtLG9DE03TmFZonrNK_jfpo3M9Fp_81CxFmQRAUDQFJZcCXXTOrFio4kIkfI0oG2zglrHR7b9V_VGM_XlrxMKuFAk8ZKgkYRRzXcB6tXnj1NsOMxJ2G7ms80Q?key=jah_SdDV52-jkA2xld7Hfg" class="kg-image" alt="&#x41E;&#x431;&#x43D;&#x43E;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; Smartis. &#x410;&#x432;&#x433;&#x443;&#x441;&#x442; 2025" loading="lazy"></figure><p><strong>&#x41A;&#x430;&#x43A; &#x44D;&#x442;&#x43E; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x430;&#x435;&#x442; &#x442;&#x435;&#x43F;&#x435;&#x440;&#x44C;:</strong></p><p>&#x41C;&#x44B; &#x437;&#x43D;&#x430;&#x435;&#x43C;, &#x447;&#x442;&#x43E; &#x43D;&#x430; &#x43D;&#x435;&#x434;&#x435;&#x43B;&#x435; &#x441; 10 &#x43F;&#x43E; 16 &#x444;&#x435;&#x432;&#x440;&#x430;&#x43B;&#x44F; &#x431;&#x44B;&#x43B;&#x43E; &#x437;&#x430;&#x43A;&#x43B;&#x44E;&#x447;&#x435;&#x43D;&#x43E; 25 &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;.</p><figure class="kg-card kg-image-card"><img src="https://lh7-rt.googleusercontent.com/docsz/AD_4nXdeZwRCaMc2iK32qBG5Er9y-BsDYAJyHhV2RgaZS3VcMtYrfVYxKn1wK6J2RDZ9JNPkZty-eU9toS6tI9KcpYyoWLFfAqsbC-bA5rGO10WKSwwxBMCtfM95VFIrx26RDi8AyWGX?key=jah_SdDV52-jkA2xld7Hfg" class="kg-image" alt="&#x41E;&#x431;&#x43D;&#x43E;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; Smartis. &#x410;&#x432;&#x433;&#x443;&#x441;&#x442; 2025" loading="lazy"></figure><p>&#x41F;&#x43E;&#x441;&#x43B;&#x435; &#x430;&#x43A;&#x446;&#x438;&#x438;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x430;&#x44F; &#x434;&#x43B;&#x438;&#x43B;&#x430;&#x441;&#x44C; &#x441; 1 &#x43F;&#x43E; 12 &#x444;&#x435;&#x432;&#x440;&#x430;&#x43B;&#x44F;, &#x43C;&#x44B; &#x441;&#x43D;&#x43E;&#x432;&#x430; &#x445;&#x43E;&#x442;&#x438;&#x43C; &#x443;&#x437;&#x43D;&#x430;&#x442;&#x44C; &#x43A;&#x43E;&#x43B;&#x438;&#x447;&#x435;&#x441;&#x442;&#x432;&#x43E; &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A; &#x437;&#x430; &#x44D;&#x442;&#x43E;&#x442; &#x43F;&#x435;&#x440;&#x438;&#x43E;&#x434; &#x43F;&#x43E;&#x43D;&#x435;&#x434;&#x435;&#x43B;&#x44C;&#x43D;&#x43E;. </p><p>&#x41F;&#x43E; &#x43D;&#x43E;&#x432;&#x43E;&#x439; &#x43B;&#x43E;&#x433;&#x438;&#x43A;&#x435; &#x440;&#x430;&#x431;&#x43E;&#x442;&#x44B; &#x434;&#x430;&#x442;&#x430; &#x43D;&#x435; &#x440;&#x430;&#x441;&#x448;&#x438;&#x440;&#x44F;&#x435;&#x442;&#x441;&#x44F; &#x434;&#x43E; &#x43A;&#x43E;&#x43D;&#x446;&#x430; &#x43D;&#x435;&#x434;&#x435;&#x43B;&#x438; &#x438; &#x432; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x435; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x43D;&#x44B; &#x442;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x437;&#x430; &#x43F;&#x435;&#x440;&#x438;&#x43E;&#x434; &#x441; 1 &#x43F;&#x43E; 12 &#x444;&#x435;&#x432;&#x440;&#x430;&#x43B;&#x44F;, &#x438; &#x43C;&#x44B; &#x443;&#x432;&#x438;&#x434;&#x438;&#x43C; &#x43D;&#x435; 25, &#x430; 10 &#x441;&#x434;&#x435;&#x43B;&#x43E;&#x43A;.</p><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2025/08/image-1.png" class="kg-image" alt="&#x41E;&#x431;&#x43D;&#x43E;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; Smartis. &#x410;&#x432;&#x433;&#x443;&#x441;&#x442; 2025" loading="lazy" width="2000" height="733" srcset="https://smartis.bi/know-how/content/images/size/w600/2025/08/image-1.png 600w, https://smartis.bi/know-how/content/images/size/w1000/2025/08/image-1.png 1000w, https://smartis.bi/know-how/content/images/size/w1600/2025/08/image-1.png 1600w, https://smartis.bi/know-how/content/images/size/w2400/2025/08/image-1.png 2400w" sizes="(min-width: 720px) 720px"></figure><p>&#x422;&#x435;&#x43F;&#x435;&#x440;&#x44C; &#x43F;&#x440;&#x438; &#x43F;&#x43E;&#x441;&#x442;&#x440;&#x43E;&#x435;&#x43D;&#x438;&#x438; &#x433;&#x440;&#x430;&#x444;&#x438;&#x43A;&#x430; &#x441;&#x438;&#x441;&#x442;&#x435;&#x43C;&#x430; &#x43E;&#x442;&#x43E;&#x431;&#x440;&#x430;&#x436;&#x430;&#x435;&#x442; &#x434;&#x430;&#x43D;&#x43D;&#x44B;&#x435; &#x440;&#x43E;&#x432;&#x43D;&#x43E; &#x434;&#x43E; &#x443;&#x43A;&#x430;&#x437;&#x430;&#x43D;&#x43D;&#x43E;&#x439; &#x434;&#x430;&#x442;&#x44B;, &#x43D;&#x435; &#x434;&#x43E;&#x441;&#x442;&#x440;&#x430;&#x438;&#x432;&#x430;&#x44F; &#x43F;&#x435;&#x440;&#x438;&#x43E;&#x434; &#x434;&#x43E; &#x43A;&#x43E;&#x43D;&#x446;&#x430; &#x432;&#x44B;&#x431;&#x440;&#x430;&#x43D;&#x43D;&#x43E;&#x439; &#x433;&#x440;&#x443;&#x43F;&#x43F;&#x438;&#x440;&#x43E;&#x432;&#x43A;&#x438;.</p><p>&#x422;&#x430;&#x43A;&#x436;&#x435; &#x432; &#x43E;&#x442;&#x447;&#x435;&#x442;&#x435; &#x43E;&#x431;&#x440;&#x435;&#x437;&#x430;&#x435;&#x442;&#x441;&#x44F; &#x434;&#x430;&#x442;&#x430;. &#x412;&#x44B;&#x431;&#x435;&#x440;&#x435;&#x43C; &#x44D;&#x442;&#x43E;&#x442; &#x436;&#x435; &#x43F;&#x435;&#x440;&#x438;&#x43E;&#x434; &#x441; 1 &#x43F;&#x43E; 12 &#x444;&#x435;&#x432;&#x440;&#x430;&#x43B;&#x44F;. &#x422;&#x43E; &#x435;&#x441;&#x442;&#x44C; &#x43D;&#x430;&#x447;&#x430;&#x43B;&#x43E; &#x43F;&#x435;&#x440;&#x438;&#x43E;&#x434;&#x430; &#x432; &#x441;&#x443;&#x431;&#x431;&#x43E;&#x442;&#x443;, &#x430; &#x43A;&#x43E;&#x43D;&#x435;&#x446; &#x2013; &#x432; &#x441;&#x440;&#x435;&#x434;&#x443;.</p><figure class="kg-card kg-image-card"><img src="https://smartis.bi/know-how/content/images/2025/08/image-4.png" class="kg-image" alt="&#x41E;&#x431;&#x43D;&#x43E;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; Smartis. &#x410;&#x432;&#x433;&#x443;&#x441;&#x442; 2025" loading="lazy" width="2000" height="725" srcset="https://smartis.bi/know-how/content/images/size/w600/2025/08/image-4.png 600w, https://smartis.bi/know-how/content/images/size/w1000/2025/08/image-4.png 1000w, https://smartis.bi/know-how/content/images/size/w1600/2025/08/image-4.png 1600w, https://smartis.bi/know-how/content/images/size/w2400/2025/08/image-4.png 2400w" sizes="(min-width: 720px) 720px"></figure><p>&#x41F;&#x440;&#x438; &#x432;&#x44B;&#x431;&#x43E;&#x440;&#x435; &#x43D;&#x435;&#x434;&#x435;&#x43B;&#x44C;&#x43D;&#x43E;&#x439; &#x433;&#x440;&#x443;&#x43F;&#x43F;&#x438;&#x440;&#x43E;&#x432;&#x43A;&#x438; &#x43E;&#x442;&#x447;&#x435;&#x442; &#x441;&#x434;&#x435;&#x43B;&#x430;&#x43B; &#x440;&#x430;&#x437;&#x431;&#x438;&#x432;&#x43A;&#x443; &#x43F;&#x43E; &#x43D;&#x435;&#x434;&#x435;&#x43B;&#x44F;&#x43C;, &#x43D;&#x43E; &#x443;&#x43A;&#x430;&#x437;&#x430;&#x43B; &#x430;&#x43A;&#x442;&#x443;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x435; &#x434;&#x430;&#x442;&#x44B;.</p><h3 id="2-%D0%BD%D0%BE%D0%B2%D1%8B%D0%B9-%D0%BF%D0%BE%D0%B4%D1%81%D1%87%D0%B5%D1%82-%D0%BF%D0%BE%D0%BA%D0%B0%D0%B7%D0%B0%D1%82%D0%B5%D0%BB%D1%8F-%D0%BC%D0%B8%D0%BD%D0%B8%D0%BC%D0%B0%D0%BB%D1%8C%D0%BD%D1%8B%D0%B9-%D0%B8-%D0%BC%D0%B0%D0%BA%D1%81%D0%B8%D0%BC%D0%B0%D0%BB%D1%8C%D0%BD%D1%8B%D0%B9">2. <strong>&#x41D;&#x43E;&#x432;&#x44B;&#x439; &#x43F;&#x43E;&#x434;&#x441;&#x447;&#x435;&#x442; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x44F;: &#x43C;&#x438;&#x43D;&#x438;&#x43C;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x439; &#x438; &#x43C;&#x430;&#x43A;&#x441;&#x438;&#x43C;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x439;</strong></h3><p>&#x421; &#x43F;&#x43E;&#x43C;&#x43E;&#x449;&#x44C;&#x44E; &#x43D;&#x43E;&#x432;&#x43E;&#x433;&#x43E; &#x444;&#x438;&#x43B;&#x44C;&#x442;&#x440;&#x430; &#x43C;&#x43E;&#x436;&#x43D;&#x43E; &#x430;&#x43D;&#x430;&#x43B;&#x438;&#x437;&#x438;&#x440;&#x43E;&#x432;&#x430;&#x442;&#x44C; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438; &#x43F;&#x43E; &#x43A;&#x440;&#x430;&#x439;&#x43D;&#x438;&#x43C; &#x437;&#x43D;&#x430;&#x447;&#x435;&#x43D;&#x438;&#x44F;&#x43C; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x435;&#x439;: &#x43D;&#x430;&#x43F;&#x440;&#x438;&#x43C;&#x435;&#x440;, &#x43E;&#x43F;&#x440;&#x435;&#x434;&#x435;&#x43B;&#x438;&#x442;&#x44C;, &#x43D;&#x430; &#x43A;&#x430;&#x43A;&#x43E;&#x439; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x435; &#x431;&#x44B;&#x43B;&#x430; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x430; &#x441; &#x43C;&#x438;&#x43D;&#x438;&#x43C;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x43C; &#x431;&#x44E;&#x434;&#x436;&#x435;&#x442;&#x43E;&#x43C;, &#x430; &#x43D;&#x430; &#x43A;&#x430;&#x43A;&#x43E;&#x439; &#x2014; &#x441; &#x43C;&#x430;&#x43A;&#x441;&#x438;&#x43C;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x43C;. &#x422;&#x430;&#x43A;&#x43E;&#x439; &#x43F;&#x43E;&#x434;&#x445;&#x43E;&#x434; &#x442;&#x430;&#x43A;&#x436;&#x435; &#x443;&#x434;&#x43E;&#x431;&#x435;&#x43D; &#x43F;&#x440;&#x438; &#x441;&#x440;&#x430;&#x432;&#x43D;&#x435;&#x43D;&#x438;&#x438; &#x43A;&#x432;&#x430;&#x440;&#x442;&#x438;&#x440; &#x43F;&#x43E; &#x43A;&#x43E;&#x43C;&#x43D;&#x430;&#x442;&#x43D;&#x43E;&#x441;&#x442;&#x438; &#x438;&#x43B;&#x438; &#x43C;&#x435;&#x442;&#x440;&#x430;&#x436;&#x443;.</p><h3 id="%D0%BF%D1%80%D0%B8%D0%BC%D0%B5%D1%80-1">&#x41F;&#x440;&#x438;&#x43C;&#x435;&#x440;</h3><p>&#x41F;&#x43E;&#x441;&#x442;&#x440;&#x43E;&#x439;&#x442;&#x435; &#x43E;&#x442;&#x447;&#x435;&#x442;, &#x432;&#x44B;&#x431;&#x435;&#x440;&#x438;&#x442;&#x435; &#x433;&#x440;&#x443;&#x43F;&#x43F;&#x438;&#x440;&#x43E;&#x432;&#x43A;&#x443; &#x41F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438;. &#x412; &#x43A;&#x430;&#x447;&#x435;&#x441;&#x442;&#x432;&#x435; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x44F; &#x443;&#x43A;&#x430;&#x436;&#x438;&#x442;&#x435; &#x442;&#x43E;&#x442;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x43E;&#x442;&#x440;&#x430;&#x436;&#x430;&#x435;&#x442; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;. &#x412; &#x43D;&#x430;&#x448;&#x435;&#x43C; &#x43F;&#x440;&#x438;&#x43C;&#x435;&#x440;&#x435; &#x2014; <strong>&#xAB;</strong>&#x414;&#x43E;&#x433;&#x43E;&#x432;&#x43E;&#x440;&#x44B; &#x43A;&#x443;&#x43F;&#x43B;&#x438;-&#x43F;&#x440;&#x43E;&#x434;&#x430;&#x436;&#x438;<strong>&#xBB;</strong>.</p><p>&#x414;&#x43E;&#x431;&#x430;&#x432;&#x44C;&#x442;&#x435; &#x444;&#x438;&#x43B;&#x44C;&#x442;&#x440; <strong>&#xAB;</strong>Smartis.CRM: &#x43B;&#x43E;&#x433;&#x438;&#x43A;&#x430; &#x43F;&#x43E;&#x434;&#x441;&#x447;&#x435;&#x442;&#x430; &#x437;&#x43D;&#x430;&#x447;&#x435;&#x43D;&#x438;&#x44F; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x430;&#x442;&#x435;&#x43B;&#x44F;<strong>&#xBB;</strong> &#x2014; &#x43C;&#x438;&#x43D;&#x438;&#x43C;&#x430;&#x43B;&#x44C;&#x43D;&#x43E;&#x435; &#x437;&#x43D;&#x430;&#x447;&#x435;&#x43D;&#x438;&#x435; &#x43F;&#x43E;&#x43B;&#x44F; &#x2014; &#xA0;&#x431;&#x44E;&#x434;&#x436;&#x435;&#x442; (&#x441;&#x43A;&#x43E;&#x43B;&#x44C;&#x43A;&#x43E; &#x441;&#x442;&#x43E;&#x438;&#x442; &#x43A;&#x432;&#x430;&#x440;&#x442;&#x438;&#x440;&#x430;).</p><p>&#x41F;&#x435;&#x440;&#x435;&#x434; &#x43D;&#x430;&#x43C;&#x438; &#x43F;&#x43E;&#x44F;&#x432;&#x438;&#x43B;&#x441;&#x44F; &#x43E;&#x442;&#x447;&#x435;&#x442;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x439; &#x43F;&#x43E;&#x43A;&#x430;&#x437;&#x44B;&#x432;&#x430;&#x435;&#x442; &#x441;&#x430;&#x43C;&#x44B;&#x435; &#x43D;&#x435;&#x434;&#x43E;&#x440;&#x43E;&#x433;&#x438;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438;, &#x43A;&#x43E;&#x442;&#x43E;&#x440;&#x44B;&#x435; &#x43F;&#x440;&#x438;&#x43D;&#x435;&#x441;&#x43B;&#x430; &#x43A;&#x430;&#x436;&#x434;&#x430;&#x44F; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x430;.</p><figure class="kg-card kg-image-card"><img src="data:image/png;base64,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" class="kg-image" alt="&#x41E;&#x431;&#x43D;&#x43E;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; Smartis. &#x410;&#x432;&#x433;&#x443;&#x441;&#x442; 2025" loading="lazy"></figure><p>&#x415;&#x441;&#x43B;&#x438; &#x43C;&#x44B; &#x432;&#x44B;&#x431;&#x438;&#x440;&#x430;&#x435;&#x43C; <strong>&#x43C;&#x430;&#x43A;&#x441;&#x438;&#x43C;&#x430;&#x43B;&#x44C;&#x43D;&#x44B;&#x435; &#x437;&#x43D;&#x430;&#x447;&#x435;&#x43D;&#x438;&#x44F;</strong>, &#x442;&#x43E; &#x432; &#x43E;&#x442;&#x447;&#x451;&#x442;&#x435; &#x432;&#x438;&#x434;&#x438;&#x43C; &#x441;&#x430;&#x43C;&#x44B;&#x435; &#x434;&#x43E;&#x440;&#x43E;&#x433;&#x438;&#x435; &#x441;&#x434;&#x435;&#x43B;&#x43A;&#x438; &#x441; &#x43A;&#x430;&#x436;&#x434;&#x43E;&#x439; &#x43F;&#x43B;&#x43E;&#x449;&#x430;&#x434;&#x43A;&#x438;.</p><figure class="kg-card kg-image-card"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABTQAAAGrCAYAAAD+aBiLAAAQAElEQVR4AexdB4AURdb+qmd3NufAknOOAgqoBBEUFBVzzllP//POC+rdeZ7xTGfOIuaEgogEFSUnyTnHzTmH2fS/r5bBEUF2gRVY3uzWdHXFV19XvX71VXWPk52dXa1OMdA+oH1A+4D2Ae0D2ge0D2gf0D6gfUD7gPYB7QMNug/o3F/5D+0D2gcaRB/IyckZ4kA/ioAioAgoAoqAIqAIKAKKgCKwHwQ0WBFQBBQBRUARUAQUAUXgaENACc2j7YqoPIqAIqAINAQEtA2KgCKgCCgCioAioAgoAoqAIqAIKAKKQD0hoIRmPQF7MMVqHkVAEVAEFAFFQBFQBBQBRUARUAQUAUWguroaLpcLkZGRiIiIsC4sLAwMp1OEjn0EtAWKgCJwaAgooXlo+GluRUARUAQUAUVAEVAEFAFFQBH4fRDQWhSB4wYBPz8/lJaW4ocffsCkSZPw1VdfYe7cufD394fb7bZkJ4lNkp7GGEt0Oo4DY4yNY7jXMR3jvOc8Qj7GGDCc8Qwzxtj8DOM5HePojDF7yt37nOl9wyAfY4xND/kYY8D2eMuTIP1XBBQBReCQEXAOuQQtQBFQBBQBRUARUASOYgRUNEVAEVAEFAFFQBE41hAgaZmRkYFZs2YhMDAQQUFBlsykv7Ky0hKRwcHBqKqqsuFsHwlDnpNgrKioAB39XkfS0ePxWNKSaRlujLFlsVxjDPhhuczLNAxnWEhICJiXxCTDWJYxxobxPDQ01MrCMhnHMMrJvIwjOevNSxkZrk4RUAQUgUNBQAnNQ0FP8zZcBLRlioAioAgoAoqAIqAIKAKKgCKgCBxBBEgqNmvWDEOHDsWIESPQpk0bfPLJJ/jmm2/w3nvvIS8vD0uXLsWSJUsQHR2NOXPmYPPmzZg5cyYmTJhgd3Z+9tlndkcn033wwQf49ttv8eGHHyInJwdr1qzB8uXLwcfav/zyS2zatMmGf/TRR5gyZYpNl5ubi6ioKFvmuHHj8MUXX9idoyQlP//8c0ybNg2ffvoptm7dapFi+SREV6xYgenTp1sydvLkyXaH6fjx48HyAgICbFr9UgSOGgRUkGMSASU0j8nLpkIrAoqAIqAIKAKKgCKgCCgCioAicOQQ0JrrHwFjDLjLsbi42B6Tk5Oxfft2DB8+HCQ6STpyJ+eGDRtQVlYGHvm+zW3btuGkk07CsGHDkJmZiZKSEiQmJqJx48YYPXq03UmZnp4O7gDlrsudO3fi66+/trsts7OzkZKSgnPPPRckHmfPno1169Zh/fr1uOyyy/YQlIWFhZZQHTlyJLgDk+m4MzM1NdWSmwsXLkSPHj1smSQ4Rwghm5WVBaZj+vpHT2tQBBSBho6AEpoN/Qpr+xQBRUARUAQUAUXgaEFA5VAEFAFFQBFQBA4KAZKF3LHZtm1buxvz1FNPRUFBAdq1a2cfR//+++8tYcldnHy0OyYmBuHh4fbHhJiXxCfDSC5yx6UxxsaTwOTuzSFDhtj3cJaXl6NDhw7gDxCdcsoplkhlPOvhTs4BAwZYIpOPkLNcPhJPArV9+/ZWDuZ/5ZVXLJnJcriTk/IsW7bMtpt+69EvRUARUAQOEQElNA8RQM2uCCgC9Y2Alq8IKAKKgCKgCCgCioAioAgcfwiQDCRB6G05yUASkNy1mZSUBMbFx8cjISEBfKybBCLDuFuTOy+Zn0fmZx6vn2lIRvIHhqZOnYpOnTqhdevWliAl8ck6GM9dncYYNG3a1O66ZDlbtmyxOze5ezMwMBAkQvlIPB8x525Qvuvz0ksvtY+yc0cmH2PnI/BnnXUWYmNj7W5RlqNOEVAEFIF9I1D7UCU0a4+VplQEFAFFQBFQBBQBRUARUAQUAUVAEVAE6h0BEoq+P8rDCkkg5ufnY+LEifbdldxByR/hadOmjd212aJFC0tyklRkuDcPjyQqSWD6+vkoeufOnS2hycfaSVLS8XF0vlOT7+bs1asXWA93e44ZM8Y+fs5H2SlLUVERuDN07dq1tgzWwXr79+9vd2jyfZvNmzdHy5Yt7Xs2SZCyfJKrxtT8ABHlUacIKAKKwMEgoITmwaCmeRQBRUARUAQUAUVAEVAEjmkEVHhFQBFQBI5mBPhId5MmTcB3XvJRc+625CPm3OXYt29fcBdk79697Q/0cBdkt27d7OPlTHf++ecjJCTEviuT+UkyDho0CN27d0dubq59tyaJxp49e+LWW28F34d58sknW+KS79NkvXy0/PLLL7c/RMSdnRdccAFYL4/csUli8sorr0SXLl0wePBgnHbaafb9mnz3JssjCcr3ZlIOytNLiNEbb7zR/sARf8zoaMZeZVMEFIFjAwElNI+N66RSKgKKgCJwNCCgMigCioAioAgoAoqAIqAI/A4IeHdoBgUFgoQkiUqSg3zEvFnTJoiPj7NS8Ad7+GNAAweeiorychhjEBwcBJerZqpPv+M4lmwMCPBHdXWV9fv7+4NlM115uceG+fm5EBEeJmXHo3FCAqKiIu0j4iy3sqLCvluTMnBnpjEGfKdm69atJF2UEKvFVp6QkGArQ1lZCfjOTsrNOlq3bi11BCAgwG3bw8TGGJvWGD0ac2xjwOupThH4vRGo0XK/d63HVX3aWEVAEVAEFAFFQBFQBBQBRUARUAQUAUWg9ggYIwSXJOfuzNJSD7KzcxETG4cBJ5+C9MwcZGXnISsrB5HRMbjk0ssQGBSCDDkvLilDXn4RiorL4PXzmF9QhPyCEpSUlsuxCIVFJXIstmm9YampGWjdtgP69DkRKanpyMktsGUUS/0Fkj47J0/SF9aEST25eQU2TV5+oZRXZsPzpG7WV1hEOWrS5hcUS7p8yVtk62R8w3U1OBw37SsuBfuoyzHSW4/+fxlWQqJDnVyuox+LarlORhz2+1FCc7/QaIQioAgoAoqAIqAIKAKKgCKgCNQ7AlqBIqAI/AoBR9iG8spKSxQ6fm74uQPh7w6yzs8/AHQMDw+PhDsgGBWVkGOQDWfcQTlbh9QTIOWL/6DK2C2b5hUMjwMs3AGB8JQDRSUeOI75VT/eV4B0bSGpzGFz+6pjX2HGGJG1Ukj9SpSWifOoK60PDMoqUOapRrnHT5y/OB7r6Mr94fG45Fp5UFVVQ2zu65oqobkvVDRMEVAEFAFFQBE4yhFQ8RQBRUARUAQUAUWg4SJQLU0rE9IlMioS8bE1LjY6HNGRoXvOGR4TFf6rMIYfrKupI/wXdRxsWZqv5ro1ZBxiYyLRpHEsjONnySdjjPTc/f87u+O567i4pNTu6i0uKTuoY1Fx6e46AW+5+6uZ1ZZXVMDP5UZcbDRiY8RFq4s9zBjEREcKvjGIj4tGeJQ/wiMdca46u7AISDkRiI2Oh6e8UkjNqn1eWmefoRqoCDRMBLRVioAioAgoAoqAIqAIKAKKgCKgCBzVCBhjQMLH3+1GaHAg9KMIHO0IREWGC/FUBem6+xWVpGNFZdWeXcf+/oE4lJ28AYFBcPn5o7CwDJVVVfsiNX1kMRA+E+HhofDzc9TVEwb+fn72/b3b8n7AnF0PY27yE5if/FSd3ZzExzA/6VnAvwDhwTHweCr22bcc1OJTXV0tmQ0c55fJveEul8vGQz+KgCKgCCgCioAioAgoAoqAIqAIKALHKAIq9tGCQFX1b5NDR4ucKociQARIZBrx0MnhV/8Mr0a13VHp3XUcF3toO1hjoyMQHxuFyOhIFBd7pPTqX9X7c0C1cFY/n6mv/hBILVyJZcnvorSiEJ7yIpSW59fZVVR6kFqwAktT30aVqRQu0l8EZi+Sg8//LxlKn4i9vX7CtIaHhUlBDkhk0hljhOEOt7+iVllZuXcWPVcEFAFFQBFQBBQBRaDhI6AtVAQUAUVAEVAEDjMCnLpXVx/mQrU4RaCeELB9lZ12f+ULd1RS6oE7IOCw7zrmLmZ3YKDd1WyM2Y8E+wvfT3INPmgE8suSJK9BgCsULifgIJ0bwf5xKPFkodSTB5f8SaG/+nd+FbKPgNCQEGzZvh3/e/U15BcUIMDttsRmVFQUJk2bhoefeRZlZWU2fB/ZNUgRUAQUgV8hoAGKgCKgCCgCioAioAgoAoqAIqAIKALHBwLcFLf3U7+Hq+V8nJ0/HnO4ytNyDh4BP+MW+tH1qx2zB1Oi47jhmP3TlvuP8anN398fKWmp+GLKFBSVlIDPxUdGRmLJ8uW4//EnECX+hPh4eMrLYYxBUFAgSIIGCUtujNmzo5OPpgcFBdk07Mx0bik7UFh6+r2OYcwfIkQq8/B9CNwhyrwsc4+TegLc/lbSACmDaUm2Mi/PGcEy6WeZ9NMxPFBk8+Oj8nLC8oz5WU6mp+OgYLpf1St5jalJT7koJx1xYfl0UizYrn3KxMi9nDcP6w2TdrNOY2rqMMZgn3IIllQIzMNrxDLojDHYu01MFxIcZK+LNy1FoIysi+n3OCmXclfxPRSOgxA5J6bEkHlYB52/vx988xJ7Y2pkhn4UAUVAEVAEFAFFQBFQBBQBRUARUAQOFoE65eP8rE4ZNLEi8DsjwD2SVVX1s+24WugzgDXgsH2qhA+pTWE69mqDUk0a7uSlCwx2IzDYX7jCmvCD/XZqk5EXKMAdgPiYGDADt/Omp6fjTw/+GxeMHIk/3norioqLQQIwIiICmVnZWLxypT2S+CQRZoyBx+NBVna2CF1t05JkKygqQk5eHuinLOHh4faFrstWrcLGLVsQEhyMsNBQuzN0Z1ISktPSkJ2Tg9SMDOxKSkFmdg6zITc3FyTk8gsLsWLNGpSIPJSFsqeJrKVSN8lHJiZZxzrzCgpQLX0+S8ojaco41kc5d0ldJaWltr6kZKlH0qRnZSExJcWGlQt5y0fw3W43Vq9fj7XrN8BPCD7Kz3LocvYjkwDA6D2OMhI7YlUkeCxesRJJUk9kRDiChbTlr3Elp6YhMTkZGSJDpmBIOZLknHLk5edb/Nku4sjH/33bFCAyEsMt23dg+eo1dphTTrbZ4ijlpGdm2WuTlJpq66EcJGnDwsKwdedOLFu1GuXlHkTK9RXI7PUqKSlFemYmKAuvC/tAZGQEiEltB/8eENSjCCgCioAioAgoAorAISOgBSgCioAicPwiwHkl53GZMkfjnDxb5sqlMqc9fhHRlisCB4+AMQYcPxnCPRWXlNinkjm2fP2Fwj8ZQ4Zk3/VwTO4dw7C9+RKG+abbO57ndL5p9vbvXQbjmYeOfq/jOZ333HvcVxjj9hfOuLo6lhUeFQhPaQXKPVWIiK7Z8BgU4kbVQZDd5CdrJYMFR65TdHQ0Kioq8Od/PwTuyrz/nj/CU1aGisoK+z7NcRO/xl0P/ANvvvc+7v7nP/HORx8jWEhJknVLhRRjvhLpDAGBgWDYp19NxBMvvmQfV4+OisIOIc/uvO9+vPj2GDz09DN46Kmn4e/vj+WS914hUB957nn8/dHH8B+Je+CJJ/DhuC9BIu/5N9/Cw88+i/++8CKefOll3PTne7FkwYQcPAAAEABJREFU+QrECAn7tsjw2PMvWHKUuw1JWN7zj39i1bp1KCwoxJ8feggkC9m2UmnLrff+BdPnzEV+YYGt5z9S7v2PPY5//fdJ/OeZZ8GyHJcLBYVF+LPI9ITU+dQrr+Cu+/+BXYmJYDtIKj7z2uu/kmnR0qV2Ryv2+hCL6bNm446//R2vv/ce/vrww3jm1dfhL0RyqdyEHnvuOfzn2f/hHyLDA48/gYf/9xwelTaR3Pyf1PPlN9+ABG6oYE0y9E9yfXaILNw9S/xfEjyZ74W33sIf7r8fSUJiEotnXn3NYvyvp57CfVLuI1Lu/Y8+Dubl7s2nXnwZ9wner44di1v/+nfMnDcfUdIHIiMjMWX6j7j5z/ficWn/Y3Jd7vnXg3h97Pu2ZSSxrUe/FAFF4OhHQCVUBBQBRUARUAQUAUVAETimETDGYJXMmR/898P4+ONP8cknn+JNmQM+9viT4Px7X43jHJ+7pXzjONf3nvv6q3x2q/n6vWn3FcY41uF7pN/X+ebz9fumUb8icCQQMMbgqaefRnx8PP4l3Nbrb7yBuLi4X/gvufRSePv4vmT0xqVy45jwM0xDrogb0Ri3Zs0aS5QaY+AdbxwHjGe61atXg0eeMy/jSKpyg2F2dvYv6mZ5TJOTk4MNGzbQazeiMS/L2LssJti+fTsSd8vFc7ri4mKwfMpM3WGMEIGMOEhHHUPZQsICEd84HNvWZ+CyAS/g4hOfw9plSQgI9kd+TgmCQ9y/aE9tqqs1oUnS0BjH7pp8SghD7qx87uH/gI9ZFxYVCZkWiRlz5+LZ117DDZddilee/C/uueVmvCOKdMKUKTDGyIWoABlsx+WyJCQF9JR77O5CPyEtc/PyLGHXoU0bvCb5n3/0ESxcvhz3P/oohg0ehFcl7K+33wamO2vYMLzy+OO48crLUVVZiaSUVOxMSsadN96AN555Gl07dsS/pfPxApx26ilYLh1hV5KAFRSEFWvX2l2hvXv0ENKyEAVCagZLOOV5QIhLx+XCtZdcgiaNEvDw3/6K//7zH7adbVu3wvOPPoyH/nIvSBzeJ3Kx/JefeAwvP/E4IsLC8MAT/wU7AHcppqZn/EomEpEZsmIWFBDA6qzjbslVQq4+JPKePXyYbed/7r0XU378EW++/z6aNmmCB/9yL5596N9oHBuLqIgIPCUD6pG//w1NExLA3ZEVlVW2LAEaldJjimSlgJ3dOA7GfPwx5ixciGeEuH396afQqnkLPChEMTvVfXffhZdE9q4d2lscH5Yyn33oQZx4wgl46e23MX32LDx639/x8n+fwPDBgy2m6zZutHWlZWagsQzuxx+4H0/84wHcfeON+Gj8ePB6h4WH2zT6pQgoAoqAIqAIKAKKgCKgCCgCioAiUP8IJCWn2A09t99+K2695SZcf+3V9klH7ihj7XxactGixVj002JwTmqM4fQRO3fuwnff/WB3o/GpxtzcPJAsoZ9HzpdJimRkZNo09Hs8Hnz/wwwhTmrmhsYYS0Zs374TrGP9+o2WoOGcMy0tDdW7d19t3brNzv+zs3Ms0cqy8vMLkJubC/op59HoGrpM5eUV+20ieQUv2bbfRA0kgm31bQp3PPOcR24029ufJxwWw/bn2Ke//fZbjBw5EhdeeCHGjBkDjquCggJcKmToTTfdhJNOOgkkGxnOcpiHeN8o/MoNN9xg83nHx0PC6XTv3h3nnXceGOeVyZvvgw8+wCmnnILLL78c11133Z4x6FtWfn6+HWt/+tOfbDlnnXUWnhYuivWS3OzXrx9Gjx6NQYMG4auvvhIdYVj8Ibng0ECkJuUhJDgQbzw+HZlpBcjOKMTUz1Zg48oU/OnS9+0j6P7+fnWqx6ltaoLLi/uGEGzjhaA8sVcvNBYyjY8Zk+wkqThu0iScPnAgzhkxQhRWFQYOGIBLzj0H46dMFTKz0u7CDAwM3AMIlZu/nz/c/m57UX8UQpQ7Jv/v5pvsY8tNGjXCw3/9C1q1aGHzN05ohHhhxN1uN6IjIxEbGwP+MBEfna6oqrSPv7cTMjQ0NBR/vPUWSEWYPX8+Bvbvj3AJ4+5IyGf2goXo1qkTGgkZVyaKmGSmv78/3hPydVdKCl545GEEBLhRXlGJBJEhLibGPs7Ox7ajIqPQtHFjLF21Cpu2bcN9/3c3YqJjwDr/LuQgH/+e99NPkj8AVfuSSepfuGwZAnYTqMYY2/bxk6egU7t2uFY6NeXu2qUL7rj2Gkye/gNyRLk3kzpjRY7gkBAEBwfZthML4hkg5GilkLpSNFx+fpZY5Q5YhnOgTBD8LzpnlFyvRvax/8vPH40Uuams2bARTaRcPkZOMjYoIBCNBF8SqNlS5xSp+/brrkMXwYqd+8YrLke71q3xlZTHuvz8XNIhg+17Odn+li2ao1mTxvZ6QkhVplGnCCgCioAioAgoAoqAInBcIqCNVgQUgd8ZAf5GREhoiJ1fcn7L3zsICQ6Gy3FkelaNt8eMxYxZszBr1hy89dZYK92ChYsw9t0PsCspEc88+zxIbC1evASffDrOxo/7YgJ+nDHD+t94cwy4a4skyv/+9yK4U+yzz7/A99N/lCmssa8we/rZ57Bw0U944aVXsGrVGrvZ5+VXXodxDKZ9+x0++PBjO4d8e8w7SEtLl/lpOW674y7MnbfA1qFfRwaBvLwCrNuwdU/lVbsJaPaHNeu3CDFWtSfucHqqqqps36xLmeSRmK8ueWqb1hhjSXs+Zl5eXo7rhQ95/c03ccedd+IiISTfevvtX/ifevJJ2/f3V352djb+8Ic/4J133sGnn36KRx55BORoHn74YfD1fvOFryLZ+OWXX/6iiH/96192rC1atMhyTX/7299s/MyZMzF58mTMFe5s7Nix4Di3EfLFnZl//vOf8cILL2DJkiWysLAIn3zyCd4WmTluvWVRhs2bN1t5pk2bhq+//hqUJzk5GVOnTkXPnj0xb948LF68GOecc47wWgd/7UkLBQb5o1qu8y0j38S08Stx0U39Rdqa/wGnt8f0r1Zjw6oUzP12I+ISwsA8NbEH/q41ockVGPKy//nrX/HKE49j0rff4hMBnbsLSXYWFhUiIyvbknKslu+fZEfr0LaNKLES8JzEYXlFBR5//gX84/EncL9czLlC/sVGR9tOkJaRgfj4OEtmMn16Vhb6CnF62zXXgI+Cl5aW2SPlYOeqrq6q2Z6LarhcLpR6yli1XelhXXzn5y5ZpSIB2reXXBRRzMy3YcsWDBaylYldjgOSdZTnJelkD/zx/xAnpF5ubq5EV6O0tFSIzQoBtRpVPrsgdyUlIyYqCpSdOzK5U5M/5sPH8HdKHOVxXPuWie00hq2ArbtM6iDB2LlDB3BHJcsiI9+6eQvbLq6ekbBkJ6gWxVIlrlo6BOv1d7txct8T7fWYJ519565dWCAdr0riA93+4E7aoMAgfDdzFu6+73789T//wdOvvGp/ZKiktMS2SxqKCiFEqwXHciF4qyWA7x31E5K3ZfNmqJRrxrooW5cO7cH3bEoSIZWjsHn7dvzzv//FA489hstuuRUtmzbBJeedY3fiMo06RUARUAQUgbogoGkVAUVAEVAEFAFFQBE4SASMAeeJ3tycE3r9nF+WlXpw4/XX4eqrrrDzzLIyDyZNmoKbbrwON1x3jd0s9M03UxAaHoaq3axClcy5vWWyvIqKSkuYjjrnLJw9cgSaNm2KOXPn2WoKCwqQkNAId/3hdvTu3UsIzhyZ77rAeeXcufOx6KcluPuuO8FyPJ5yS9T8+OMM8Dcy/P38bBn6dWQQiI2NEh7GH+s3bbcCOEJAk4NYtXYzGsXHCH/gtuGH+4tcTFlZmSXU/vnPf4Kk2xNPPGGJv/Xr19sjzxn+j3/8A/8RPoPpme9wy8LyjDF46qmnhJeKx71/+QsWLFiAP/7f/2HC+PGYKYsBdwk56et/7fXXUb17rDD/3o4EJPmlHj16oFWrVnY3JndpkpcaOHAg7r77brRs2RIkMDkuvPlJdHKXJc9JiG7dulUWANKwceNGjB07FiRBs4QvIxfH68R0wbJ4sXTpUgwbNszyayRMWeZcIT99y5ozZw5iY2NBfBMSEsDfTmE5gYGB4CPwTP/3v//d1sM4lv1bbWT8/pwRxjG2URgmvLcEWWkFeO2x73HOub3x/ow78PnC/0OsEJgTxi5GWEQg/nf/ZFRUVIm+cO2vuF+FS/G/CttngG8D+p5wAu64/jo88eJLWLp8uQXA7Q6wuxiLSoptfqY3xlgys6KiHI74SZqx45184okYcsopOHPIaWjRpLGQnSU2T0hwiKwIlVu/MQYB/v7wCCueKRfKlmdjfv1VzSDpRG4h9+g1xlglWSoDwy1lMOz0UwciMyfHEn/8kRzuMGV4lZCDVZL33BFnYnD//hj78ScoLSmx7wNlnUyzt6NCD5OVrwoh+iqFOPRzHNthqsTPrcj+/n41WaTcfckUKFjVJIDt/P5ut2AYjLyC/JpgyedyHJSUlYJkJzuXbWNN7J5vysdHyy+/YDTOPfMM8D2ZfL/nzPkLUHNDMOAqHcs454zh+Nef/4TbZYXhnttutY/0d2rb1q4O7Clwt4e7bflIPdtTJgQnr5kxxsbm5xfYMnnCRxdIGl88ahQuFub+wb/8GVQu7376GQKDgiwmTFfvTitQBBQBRUARUAQUAUVAEVAEFAFFQBE4IAKc23EDTVBwIEiIuFwG3FTEjN26dQF/RwIyR+acmWGcT7v8a8gst9tPSC83OE9csWIlpn37vfVHRkYwKXJz88F5pD2RCaxb5sWcG3OOzJ2bnTp1ANOSgGkU38iSqdk5ubjh+muQm59ns+nXkUOgbevmcAkDtXV7or2uq9ZuQZPGcYiPja5Xodg//v3vf1vycsqUKXjwwQfx0EMP4aeffrIEJsk+hj/66KNguqKionqVh5u5WAF/K4YbvUqKi8Hdi9y1ybGTmpaGpMREu5Fu9apVTLpfl5ubC/6uC8cdE3FDIN9PuXbtWnBXZp8+fXDHHXfgpZdegjcNeSY/Ifj5Gy/MQ2KS3A/LGjx4MPr27YvGjRuDfpbFzXRM5y/cFxcY6L/66qvB82uuuca+D9O3LHI2zMNySayefPLJuE54Iqbxljt06FA8++yzuO+++6xcxtTwQSy7Ls7lOKgUkvKLMQvRvG0sNq5KwfvvzhHZO+PUkzri9cemI1TIzH++dAF2bsnC+lXJCA0LEKKsdrU4tUuGPeQUSUISXldfcomQaGfiT/9+COkZGSAbfEL3buBjygWFhfaikcj8aupU+z5LxnNHoMtxMGLoaThr2OkYMvBUtG3dxu4ipFLr2aUzklNT7Y/1ENyIiAjwx4X4gz8R4eFwXC7s62OMA15gvjOE8Xz8ecWaNfax6i4dO9i47l262Pc9/u+1N9CjUycZmAlgOyqrKu1x0IABeOivf8GWHTvxb2HkefH5yDbL29uxA/SQ8riLdNoPPyBQmNmXcs0AABAASURBVHDWOX/xEqRnZuHEXr3gESJwfzJ17tAeFULUslzeDIwx6Cck8dyFPyE5JdX+6I4RnPhodxNhzJvLqhd3TjL93q5U6mHY3TffjP/95yE8/sD9uPP660GSloONP1AUGxONZatWo5mUc4KsDLRu0QLcYerIIKGMzO/r2Kk5EPh+TD4KT1n4aD+3Kc9atAj9+/axyQtFkfAR9f5CUNMNOeVUu236m+9/sJhzkNiE+qUIKAKKgCKgCCgCioAioAgoAkcMAa34+ECgsrJC5qE1G4TY4mohFTl/J1GyKzEJJES444rzvcLCYnA3ZX5BIdauW8/kWCDz0WZNm9i5XNnupx89nnIhJCpsPB8/Dg8Pw48/zsSy5Stw0YWj0alzR2RnZdv4JUuXolmL5tbPuShJGc6d+ej7a6+8gIVSPtNwrp2aloJJ33yD80efA0f+SopLbD79OrIItG/XwgqwYPEqNEmIRUJ8jD3/Pb/IURhjYIyxfdEYs6d6Y3727wk8zJ5rr70Wb/zGY+a33nILrhMC8NPPPsNbb71l5dyfCNwJWVpaatvBNBwX5I545I5T1vXkk0/i1VdfBbkhpuG4cbvdezafkfDlb9GQbPz4449BsvKxxx5Dhw4d7OPkzEPHcc4jZeNOyx+Eq+J5ZWXlL8piOo5JysDHy7mj85lnnkFFRQX4Xs2xY8fijDPOsI+rf/HFF3bTGsupq6P+iYwNxpI5W7FjUyb+8eJotO+agInvLZERb7Bsww4s/HEzRl1+Au666mxEx4XgnadnCL/mD+PU7jrXitA0xoCKMCk1zYJMBUjF9I97/ohmwgxfd9f/yepONm6+6iph72Nxx1/+irEC9G1/+Rsqqqrwp9tutW0vEiWVJIRlfn4+eFEZmJaeZreiVwp43bt2xeizRuLBJ5/CK2PewSPCCE/7cQZOHzwIBJ07I6tltShZ5CCZaGBYBCDyRQr5OWP+fDwlzPZL0qn+8cSTGHHaaTihe3fk5+XZHZB9evVEdl4u+p7QC9Kj5L/a7gjlj+rsFIad76d86bFH8f3sOXjoqaftTkTudDTGCFGZiRwpB/Kh7HyP5u3XXYsxH3+C/z7/Ip5/4w08/uKLuOXqK9FJOhZ3Rf6WTF7WX4qzj2efO2IE+vbsgbvvvx9vf/Ah7vnHP7B52zbc/3//Zx8H4KP6xhhk5eQgMzsbRghPtt4xcm1kgOSKbCSBIyMjUVVdhcSUFBTKSgIHwz233oIFy5ZJ2Q9I2R/gzr/9HZ9OmAC3nx8YTxny8guQmp4OYsmdtC7HAfOt3bQJf/7XvyTfh7hD8g066SRcOGoUvJ9ZCxdazJ9+6WXc/8ij+GnZClxz8UUWOw4cbzo9KgKKgCKgCCgCxxgCKq4ioAgoAoqAInBMIRAgJAg3EnmFdhyDqKhIO5f+4IOPMHjwqXC7/e082O32k6mfwa0334BxX4zHc8+/BM5fh542xKbZtGkz3n3vQ+zYudOSl2PeeQ9JScmYPHkaTh14CqJk3vnkU89ixoxZaN68OVauXI2Zs+aAPyoy9t0PsGXrNiFIF1qShK9AI7Fzx2234MOPPgXnwsY4uODC8xEYGGh/JMhXbq/8ejwyCLRu2RTdurRDfFz07yIASXbuynzggQcwQngRPlbOXZncicjwhx56yP6oDuN5zvT1KdjUadNw9113wffRcl8/H4Fv1qwZLrn4YvTu3RteInJfMvXv3x98X+U24Xa4I5qPhPPHfFq2bIlx48bZLHy8vG3btiDnxR2XDGzTpo3dwUk/373JHw7asWMHTj31VFm08Nj3127ZssX+cA+5Ob4/k2mvv/56GYsrwXpIUDKsffv2vyirS5culgfizkySma+88ordbcr6zzvvPLz22mvMZuWjnPvb6GcT/caXn58Dl+Pg+X9NRVCwGxedOQCX3X4yfpq5Bas2JCIjpQDlnkok7cjBI899Jgsn1VixYCdKS8pFPuc3Sv45qlapCFArUVJ3XHcN+MM4JNe4O89xufCEdLohpwzAlu3b7C7Np//9IAafcjJWyypP5/bt8PSD/0JUVJRVWvxBmduuuVoUpNvuUCwvK8OQk0/B5aPPtawvGeI7rrsOdCQYDQye+c9D4PsuSdiRSPUXBXzrtVejXetWe0jR6qpK6z9n+DDwF7x37ErEzVdeYQk5ErF8LFy0Nlo0aYJunTujk1xQPi7NdjWKj8dt11yDRrGxllhs364tnn/4P/aHdfgrcISK9V42ejROk3ZR5moJpDwkIR+97z7wMfuklFT85fbbcdn554NkZpUQuSQ+9ycTSUMpxv6z/GohIf/917/ggrPPwvrNm8AfGnr63/9G65YtQAKYCVneyGGn47wRZ9r2VpHylghjjDSvGmxPiZCYkeERtk0J0jYy+V07dcKrjz9myedNcmMZOKA/HhAymqy/x+ORTuTBqSediKtlQJJYpuxsH3F66dFH0CguHms3bsR5I0faH0EiUck28rpcdcH5EI4ZlXINuKPz0fv+Znff5glp7ZVPRNT/4wYBbagioAgoAoqAIqAIKAKKgCKgCPzeCFTL3JBkx003XgfOV1k/N7zc+6d7LGl4zx/vxrnnjLLzRpIld95+m/V3krninyTu7LNG4uabrmc29OrVEw/+8wGcNmQg/vaXP+P/7rpD8p6F24WQnL9gIdz+/rj3z3/EBeefh7//9c8233ffT0fnTh1A0nLkiOH40z13Y9XqtUK+VIj/LkvWtGnTGv9+8B/gfPOvf/kTrrjsEivDZZddjPPOPcf6rQD6dUQRMMYgPDTkd5GBfYGEGQnMRx55BPyFbb6/kbsX2Td55DkJPcYzHdMzX30JuEtIfHIvW4WETE5KsmSfr3/9hg2/6KskAvcnS1xcHO6//35cLFzLCCFrrxO+q1GjRuAOS76rcvTo0dgg5XGHJn9ki2l4/O9//2s5NBKO/HEetruzcFl8ZP3000/H+cI73XbbbfYXzfkjQP8W7oi/uP7FF1+A457EJH8N/bvvvsP//ve/X5RFwpI/BMRdnHwKl4+u8xFz8k78USESthdddJH9UaB33nnHNo36xXp+9bX/AEcWVMpKy5GbVST8X6XojzcxbdwKi11Gaj6692qGxs2j8O0XK/HoPV8hL6cY19w1EMGhAbIQUrX/gn1iakVokrxs1aIFrrv8coSFhlrizJFOnpubi9jYGPz1rrvQQ1hePnrOdzbedNVVeOqhf+PPd9xhiUGm4ypMu1atcO1llyFAVo74bszcggIhK/vjwnPPtT+8Q0KTv/h0thCTT/zrn3hAlG8bIfS8bDOJVCrPay69VAjN1qBcbAuJz6KSEoSEhOLi887FU/9+EFdceAFYB3cp8n2XVOoTp0wFSdZ46VSMKy4tFbIuTmS61P7AD8lPvq9zwEkn4R5R8GT+SXyS9LtQlP+QAQOQJzKzTg4gytVXlP1//v43/FfkHT5kMEgEkqA0xgjRuW+Z7O5SiWc5dMYY6WAlcpHLcYV0nCcffBD/kLY3bdIYOYIx01TLDYrtHXHaEJxzxhl2UO2LMCwRkpiPmF932aWIF5K2VNrIMpoImfvXu/6Ax//5D1wn+JHMJGbGGCsz23zp+aPtdSBhyTptvoQEMN/Tcj2vvfSSGkwLC5EvrneP7rj7llvwNyn3b3ffjbtuudkSxvmCEfExLESdIqAIKAKKgCKgCCgCioAioAgoAopADQL1+O3v7weSPV5G0xgjZGYA/Pz8EBYWamvmvNLPz2XDvURMZGQE2rdvC2OMJRv56rDo6Ci0EA6AcdygxB2WTHPZpRdbcpLzyXbt2tqyWfDpp5+Gs88+y25eImHTWOaRV18p/EFYiH2Xn7eu8LAw8JFbfyFFmY/ykB9wu/1BP8PUHT8IsF8YUzfmwBhj+yDq6XPnnXeCj3bf9/e/g49389FyX/9bb75px0ptqicvctNNN+G9996z78n8y1/+AvIt3NX87bff4vbbb8dXX30FvvKPZCWJRh65Y3n8+PH2EXCGcfxxXE6ePNmSoSRA77vvPjtmWP6DDz4IPkbOXZsffPAB+Bj7pEmTwHd0cvz7lsV0AwcOxE4hbklevintoXwc0yQ2+QNM119/PaZNmwbuROVOT2Pqdo2ITUVFpX18/PxrT0J5eSU+e3MB5n+/Cc3axKB1hzj4B/vh0TGXWFIzINAfl99+Mi6+rR/Sk/NED5HBYym/7Zzfjq6JJXCWGMvJseCz0zGG4SQhSeyRpOPj2fwRGZ6THSaRyXCmt2lJrkkZJOKMMfaxZBKETG+MsZ2ScSQFmZeOJJ4xxnYYYwyo5Jie5bJMsr7VEk4SraCwAPx481dUVCA2OhoLly7DRTfciA1btuKaiy4G31/JjuVyHJCsZHkkS12OY7fEUnaGMQ1lN8aA55SVdbIOYwwPYL2Uk3lYL+VzXA5+SyaSwTazz5cxxpKJtp68PLBMvivBGGPbzqSsm3WQaHREVsPAvZzLcaSzlFt5SawyjzEGLItlUk7mZ5xXDnZwEsms2xhj6zOm5lhUXGxl8eYjpqybxDXflco8vo5hxMAYs5dkeqoIKAKKgCKgCCgCisDBIaC5FAFFQBFQBH4bAWN+nn/5eH+ViXO5XwX6BOwvnnNjEiGnnDLAztt9soBzxF49e6BH927Wz7QkTYcOHWJJFp77pvf1+9bn6/dNo35F4PdCgDwJdzBfdtll4DsqSerz0XJf/4EeM/eV1Ziacdm1a1e7+5Rxxhgh7KrADXRnnnmmfdKZY4SEIolNHnnOxYmzzjoLJDjJsdAxP8nIbt260WvL4YIDf9CH+bgjlGRpx44dwR2dDCeB6lsWx2tkZCQSZNGBbWXb+Fg6SVTWGx8fL4sTZ9vFEZ6TL7KV1fGrugrITC3EVXedgjv+ORxtuzTC4LO64L/vXg7/ABcSt2Whe99m+Gzh3fhi6T2498lRKC7woLysUjip2lVWK0KzdkX9MhXBpvtlaO3PmJfuQDnKyyvALnLn9dehT48eKC0psaSnl8+trhIUpZDunTvj0QfuQ6sWzS0JaQxzScRh+KecdN6ifGXq2+PXMnnT7e/Isuj2F3+w4SyTrq75mYeurvk0vSKgCBxRBLRyRUARUAQUAUVAEVAEFAFF4LAg4Es2GvPLubQv4UE/0xrzcxqeHxYhtBBFoJ4R8O4cPlA1te3Txvw8DrxlMi+d95zHA50bY361kAD5cAObHH7zf+80HKP7y3AgOfaXb5/h0vSK8krkZRXj5r8NxQez78QLX16LNp3ikJtZDG4EzJZjZWUVIqODJawIZaUVEi4Z91ngrwPrjdD8dVX1E0K22RiDUcJsd2jXds9j6N7auBvxxBNOAN9P2b516z2PcHvjf3k8PGe+MvGdnNxlenhK1lIUAUVAEVAEFAFFQBFQBBQBRUARUAQUAUXg0BHQEhQBReBwI1AN7/ZCwDh8ErkKmekFKC32IDMlHwV5pXBcBsZIvDhPWQWKC8tyWMr1AAAQAElEQVRAYpNhqMPnmCc0jREEpMF87Lm4uAQul0vOfv7neXFxsX0Em8SiMUaAMz8nqAefMTXl70+meqhSi1QEFAFFQBFQBBQBRUARUATqHwGtQRFQBH4XBEgJHPOT9d8FKa3kaEBgNwVyNIiiMhxhBCqry1EpfwbGSsK+UV1VbR8lJ2lpA2v5VVXtQZUlSKkRf51JdeSvMdEQRUARUAQUAUXgsCKghSkCioAioAgoAoqAIlAXBBxhAWpenlaXXJpWETgyCFQL30T3W7VLEjhODcn1W+kOJs5Y8ow17D+3cGr7j9SYw4ZARGBTe53Lq4uEjKwQV15nV40KlFRmIdQdB7crTOjRfWtDJTQP22XTgg4zAlqcIqAIKAKKgCKgCCgCioAioAgoAscdAtXCDAUGBsBTVorC4tLjrv3a4GMLAemuyMnJh9vfwf5Jw2qJ94On1AOm30cLDzqI5Xk85fB3+/1GGdXwcwF5+YWoqKhSV28YVKJRUA90jr4c1RUBqK70h6kKrJODpK+oMIgJ7IJWwZeg0lMFP79q6Te/JqyV0PyNLq9RioAioAgoAoqAIqAIKAKKgCKgCBydCKhUDR2BoEA3crNzkZ6Zi4ysPHukX12uYiF94mjoB5nSL1PSMoXIrEBggHufpBPHKUlHt78/4FQjLSMbHk8FPOXieDxYJ/nLJG9aehaMqUKAv98B6vdDZaUHGZlZyMzKVlcfGGRm27HZyBmCXpH3oFvYHegSWjfXNfR29Ai/C52Db4XjiUC1U2h3fLIf7e2cvQP0XBFQBBQBRUARUAQUgQaLgDZMEVAEFAFFQBE4BhDgLk2Xy0FoaAAqK8pQXlaCinKPOsXgKOoDZfBIvxQeESFB7gOOqsqqKoQyXXUFUtMzkUaXIceDdUKksgygEiT/q8ia/oYUHFNuf5ek9RPy1aUuoB4wCPSD210F41eM8OBwRIZEiYuoo4uU9DEICHDg+JUKmekSohr7/CihuU9YNFARUAR8EVC/IqAIKAKKgCKgCCgCioAioAj8vgiQgCFHExQYgODgQAQLGaTOrTgcNf2gpl/6+/mhqmrfjwTvPWIqJR13ckaEBSI8NBARh+KkDJbD8rxjZe/69j7neFIHSxD+Fg6HFmek/GqUV5YdgitFZVW5lFMj697X0XvueD16VAQUAUVAEVAEFAFFQBFQBBQBRUARUAQUgTojUK8ZasiaGsJI/YrD0dgH6jIAKD8JUDoSnIfiWAbLq0v9mrbhIKCEZsO5ltoSRUARUAQUAUVAEVAEjiEEVFRFQBFQBBQBRUARUAQUAUXg4BBQQvPgcNNcioAioAgcGQS0VkVAEVAEFAFFQBFQBBQBRUARUAQUAUXgOEfguCA0j/NrrM1XBBQBRUARUAQUAUVAEVAEFAFFQBFQBI4LBLSRioAicHwgoITm8XGdtZWKgCKgCCgCioAioAgoAorA/hDQcEVAEVAEFAFFQBFQBI4pBJTQPKYulwqrCCgCioAicPQgoJIoAoqAIqAIKAKKgCKgCCgCioAioAgcCQSU0DwSqB/PdWrbFQFFQBFQBBQBRUARUAQUAUVAEVAEFAFFoOEjoC1UBOoRASU06xFcLVoRUAQUAUVAEVAEFAFFQBFQBBSBuiCgaRUBRUARUAQUAUXgwAgooXlgjDSFIqAIKAKKgCKgCBzdCKh0ioAioAgoAoqAIqAIKAKKgCJwHCHgVFZWQp1ioH3geOwD2mbt99oHtA9oH9A+oH1A+4D2Ae0D2ge0D2gf0D6gfaDh94GGdY0rKirghIaGQp1ioH1A+4D2Ae0D2ge0D2gf0D6gfUD7gPYB7QPaB3z6gM6VlSvQPqB9QPvAUdsHnMDAQKhTDLQPaB/QPqB9QPuA9gHtA9oHDkcf0DK0H2kf0D6gfUD7gPYB7QPaB7QP1Hcf0HdoHkfvF9CmKgKKwFGLgAqmCCgCioAioAgoAoqAIqAIKAKKgCKgCCgCtUTgGCY0a9lCTaYIKAKKgCKgCCgCioAioAgoAoqAIqAIKALHMAIquiKgCCgCv0RACc1f4qFnioAioAgoAoqAIqAIKAKKQMNAQFuhCCgCioAioAgoAopAA0VACc0GemG1WYqAIqAIKAIHh4DmUgQUAUVAEVAEFAFFQBFQBBQBRUAROLoRUELz6L4+x4p0KqcioAgoAoqAIqAIKAKKgCKgCCgCioAioAg0fAS0hYrAUYGAEppHxWVQIRQBRUARUAQUAUVAEVAEFAFFoOEioC1TBBQBRUARUAQUgcOJgBKahxNNLUsRUAQUAUVAEVAEDh8CWpIioAgoAoqAIqAIKAKKgCKgCCgC+0BACc19gKJBisCxjIDKrggoAoqAIqAIKAKKgCKgCCgCioAioAgoAg0fgeO5hUpoHs9XX9uuCCgCioAioAgoAoqAIqAIKAKKwPGFgLZWEVAEFAFFoAEgoIRmA7iI2gRFQBFQBBQBRUARUATqFwEtXRFQBBQBRUARUAQUAUVAETh6EFBC8+i5FiqJIqAINDQEtD2KgCKgCCgCioAioAgoAoqAIqAIKAKKgCJw2BE46gjNA7XQ4/GgpKTEutLSUjQU520T23cgDDReEVAEFIHfC4Hq6urfqyqtRxFQBBSB3w0B1W2/G9RakSKgCCgCv0KgqqpqTxg9qpOJgjpFQBGoKwLHFKFZVFSE/Px88EhXWFiIhuLYHjpv++p6ITW9IqAIKAL1gYAxxurZ1NRU+Bqbvv76qFfLVAQUAUWgPhEw5pjWbfUJjZatCCgCikC9I+A4jt2gRPuysrISxhhbp9qXFgb9UgQUgVoiUCtCc+8VFN+yfyvON92h+rlzkbsYqfxcLhcaqmP72E6291Ax0/yKgCLw+yBQUVGx34popO038iiPyMrKQnl5OdavX48ffvgBBQUF1nFnvDE1hudR3gQf8dSrCCgCRxsCvjakrx6t7wmt6rajrSeoPIqAIlAXBH5LR/5WXF3qqM+02dnZ4Fx327ZtmDp1KqiTi4uL7aYlY9S+rE/stWxFoKEh4NSmQSTZNm7caBXO999/j++++w5z5syxj3szrjZl7J3GV9n6+vdO5z33JQWMMZbQ9PNz2SPzG1MTBvkYY/aEUz4/Pz/QkQSFfLxH5qPf39/Prgp5z40xdicS44z52e+bzpuW5dLvrYd5GMZzhkt19p9+xtHRbwPli36GGVNTjzE1Sty3vZLsyPxrrYqAIlArBDjmU1JSrI789ttvrY6krszMzLS6yLcQjnnfc69/f+He+N/7SGOTJOaMGTOQlpYGf39//PTTT7ZtK1as+L3F0foUAUWgASJgjMGGDRuQm5tr7TQ+dUP7cm8byFc/7s9fW3h+S7etXLmytsVoOkVAEVAEjhgCxhisWrUK06ZNA+1N2p4LFiwAF4mMqZlL+grnqzcZvvc5ww7V+Zbp69+7XBKXs2bNsgvlO3bsQHBwMKh7yS8sWrTItmHvPHr+OyKgVSkCxxgCTm3kpVKiouTkPCoqyiqe6dOnY9euXXuyc8eO94Tp6edOQx7pqGB5LCsr42EPgehNy0DGcbWGaWnMcmcQw+mM+Vk5G2NAwrCszIOAgACEh4dZ5UdikOVRMXrLINHAMJbluGqa65vO7fZHcXGJLYPhjuPAODV18ZzlhISEWEO7tLQMYWFhluwMEeXLCX5lZYXkDQd3FrAOPz/H7miqrKwEy8LuD/3FsvLEo9vttmVQruDgICs7y2bc7uR6UAQUgWMMgXnz5mH58uWIj4+3jkbZwoUL97SitLTU+o0xdsxz/NMxkPrD6/fVm4yjo27kkfqIR6anrqSfuobxzE8dxDiG8+hN7z0yjGkY73XeuL3Pw8PDERkZCU7+qbNatGhhd2eyjJiYGG9yPSoCioAicNAIUG/RvuTuHBby+uuvg48f0nbj+d56k2HM4z16/dSHXl1GHcV4HhlOP5037W/ptujoaCZVpwjUCQFNrAj83ghQt02aNMnucqStRp05ZcoU5OXlWVGo75jGqxeNqZnbem1MY4ydizKxNw39dMzrDaPNSF3KcNqbPDKO4b7p6GccHfW2McbauvQzjPF09AcFBYG6lgtZxhi0bt3a7szkPDk2NvYX82foRxFQBBSBAyDgHCDeRlNxkSQcOnQo+vTpg1NOOcUqH5J7XFl/77338PHHH+Orr76yyssYY1ddPvroI0yYMMESfCTrFi9ejLFjx+Lrr7+25fJ8zZo1ltwcN24cuEozc+ZMsDy6GTNm2PJs4t1fgYGB9j2ab741BuPGjccbb47BunUbbOy4L8aD5OOCBQsl7kvExcVh4aLFeO6Fl/DO2PdEvknwc7kwfsJEUeKw5bzxxhi89fZYTJ48zZKV30yeisRdSZa0nfDV1ygsLMKmTZvx+utvYYyUMX36j1YJp2dk4O0x7+KVV9/Eho2bkJaWjjHvyPkrb0h572Dt2rUIDQ21cvGL+CUmJQkeEy05SiKW+OXm5oNyezxldgcU09IZU3PjoV+dIqAIHP0IGGPQr18/9OrVCz179sQJJ5wgeqbaCr5AVs0//PBDfPrpp3ZnOx/d5qq6MQYkQrkjyRhjdSPTfLVbl3JnpFePMh316Lp166y+/eCDD5AkOiVDdBH177vvvov3338f3CnKxSfG09FgZD7W8c4774DpWBYN1MmTJ1sZWQ/z0kBl2sLCQixbtgwkSkleDho0yLata9eu1tDkYhb1tW2cfikCdUdAcygCFgFOcGkLcbGc+igiIgIXXXQROHHmY4jUh59//rmdtFPf0S6kjtq+fTu4w4d+Hj/55BOrF0mMcmJP/fXmm2+C4Zzksx5jat6Zybjf0m0s2wqnX4qAIqAIHKUIUEdSX55++uno27cvhgwZgsaNG1ubjrYc7ULOrceOHYvk5GTbim+++Qa0RbmIxIBNmzbZJy6pR7lRibYjbUr6GbZkyRKrV2lL0u7jRh/q2DFjxuDtt98GdTPT+c7nabPyNyG4MEU/dTDLMcbY+T5JVi7+Mw3nyQMHDsSJJ55o+QUunqenp2Pz5s22HZRRnSKgCCgCB0KgVoSmMcZOYql8IB8SnHQkF/luNSqnq6++Glu2bMHq1atBkpLvxLjuuussaThDiEkqNk6iGbZz507Mnz9/z4uAOdGmYu7QoQNOO+00qQF21yP9VJQ2YPeXy3GQlZ2DzKxsXHLJhYgID8Pkqd+K4qsCCcP16zdg+o8zceJJJ9ocnPy3aN4cw4cNE/m2WiN585atMlEvxaeff4n4+DjcdutNmCck6E8/LcbOnbvsKhGV6jYxmHPz8uApLxdF2xsDTz0ZU6ZNs236fNyXcuNIwPDhQ/HGG28JyRmF884dhbSMTJwxfDg6d+5sy7FCyBdXnbp362pJ0w8/+gSBgQF2t9NHH3+KbhKekJAA4ihJ9V8R2AcCGnS0I0Bd5V35pqycMEdGRlrSkRNo6kiuSk+cONHqIZKInDgvXboUvXv3BnUEF2E4md8iupSPeoT5NgAAEABJREFUdTOsuegvLibNmDHD6kyWzUWlLl26WIKURMCIESNAI3TkyJGggUtykkYud4vSmGSerVu3WpKVhCv91OHU08YYfPHFF/bRJaajo66nocv2kGzgAgzDKR8NWhrHlJ1h6hQBRUAROFgEqDf5tMvLL78M6sIbb7zRFkX9GR4ejgsvvNDqNtqPtBOps5iACzVeP+21c845xy6Ak7xkPCfE1J1DZJJPP/MyfH+6jbuCvLpNF2uIlDpFQBE4mhEwpoYg9O6A5BySCzfUY1yU5rx79OjR9rVHWVlZmDt3rp2/Xn/99ZYwJAnJPF5bjnYn89HupI3obfsZZ5whc+V4cDcowxITE2XOXY0LLrgA9HNxnHXRsQ7Wz4Vw7hSlvXnyyTJ3njLF2rjMT91O+5J1kdDkRiSGUwfT1iShydfcsS0MV6cIHN8IaOtrg0CtCM39FUQDkTsPu3XrZncdclLOie5OISy5Q4lK7dRTT7UKlO/G4IoRDVYqLE6SOdnnijwJzUsvvdRWw5V1bkOnYqPfBvp8cb8TH9NmWd9MnoL1GzaiZ/duCAoKRrnHg/888jj6ndgXPXt0t8at2x2Ali2aI75RPEJDQqxiDwwIwGtvvI3NmzbjrLNGCBkZjU4dO2CjnPfpfQImSbnffTfd7s4MDQlGbFwstm7bhh3bdyIqMgrJKSnIyMyy7VonBGrNihjsjtCoqEg0bix1hYZY0gK7PyQPSkvLLOnZrGlTvPn2WHzy2TgMHToY/YR8pWJX5b0bLD0oAg0EAS76cIGnY8eOcLvd4OQ6JyfHvqKCxt6zzz4rOugsu4DDeBqXixcvlgWPQDuJb926tSUh33jjDdBPQpSEJctkOSyfhAB1aVRUFGhE0nAlEUmDkZN3kpqEk2k5wec5/QxrKrqIO0VJHHCFn3qV4UxDgoC6mLuiaFySQPDq8d5CwFK3M606RUARUAQOBQHakv379wftPi7ksCzqKNqQ3N1ujLGL6pGRkfZxdD7lwwUeToYhHx6ZjjYU9agE2dcRUd8xj3fCzPD96Ta+i476T3UbUVKnCBzDCBzHolMHsvnUqdSnnKPzWFpaahfXabdRr/IJou3bt1u71KsfqUe5uETHfCyH+pM2KfNz7s4w2pec91KX0h5lGG1P7v6cPXs2vPN52qSsgwtEnPPTvmVa+keNGiVz5cbIzMy0G6Hy8/PtK5s4F+ZiPUlU2rZMr04RUAQUgQMhUGtCk4qIpJy3QJ5TcVJp8h1rDCeZSeVHpcedkQxbv369NSw5MaaSHDBgAC6++GLw0UWm5wSfysu78sM8XL2ho9/rWBf9Rr5KS0rt49znjDobo887B/MXLARXdIKFsLz1lhvlfJFdNaIC5hb5mNhYFBUVgjstK6uqLNF54QXnIUrIxyVLltqVph1CwnJSP2TIIJw8oD+ysrPBjzEO3hDyMzYmBmecMQxFxSUICgy0edq2aY0Lzx+Nc88dhRAhPlkf5S4t81gy0xhKy1IAY4wNy8vPs+W0ad0K/YXI7NmjB0hMQD7G/JxeTvVfEVAEjiEEuEpNfegVmefUCdzVSEKQ4TxSP3KxhobgVVddBe4oom6dOXOm/dEd6kQalkxHHcmdnHfffbfVcVwB5+ND3bt3t48YcSWddTI/62KdzMcwPsJz9tlngzs1aSRyJZ2EKP1MR31M8oCr8twFRYNyj54VXWSMse9i4iSfRCYJBNbPvKyXRjHbpE4RUASObQSOpPTUOdRdvXr1AvXhZ599Zie5XJDhYsuwYcPAiTN1DifSnJwzjIvmnPDS/uRj6cOHD0erVq1Qtvs97db2E7uNtiqdt43GGGuPcUFJdZsXFT0qAorAsYgAdRjtP6/stM9oX3KHJe1AhlN3cqGHNh8XbhjGeM7LmdebjnkZR8cFJZb91ltvgSQoNy6xHMbRluRiOPUq81MPU5+edtpp4HyeNi3T8bF0Ep18pJy6m2FeRxmZh3WTL/jxxx/BzVC8H/CVTIz3ptWjIqAIKAIHQqDWhCYnwr4TWJ5T4VDp8TFzvqejqKgINEqp/Iwx9j0dfAyS71/jqjcfq+bjj1R2VG7My8k+dwKR+PQqWk7IqXz3Jbx3hybzfzlhIpYsXYYTevVAgDsALsfBkMGD0L/fiRg/fqIQBd+Ccnbu1BFlnnLrp/INEEKyaZMmuOzSizF7zjw89/xLdqVo6GmD7Zb4M88YjksvuQjNmjWxJOiQQQOxes1afPLp56gWQjQwMAiXXHQ+Zs2ei3ff/xCrV6+xq1zGGAQHBcMRErS6+tfSG0NSs8oSmENPG4Ju3TpbvzE1BrZvDip133P1KwKKwFGDwD4FCRS9Qt3ljeQ5J9dcCafhyMfASQxS3zEN9edJJ51kJ+Hjx4+37xDiZH3ChAl2QYar2DQovbuRWrZsaSf2fHyH5CLfgcQyWBZdiCzo0DhsIrqNj6TzMXK+i5Mr4NwFz3Au2lC3UDYemY+kJ3W7Mb/UQyybeai7KT+JUBKpfDUIyVjmVacIKAKKwKEiQDuNk1su5FxxxRX2VRokMalrvvzyS/DRcuosTqA5QWZ66iZOpKOiotBDFoZpg65Zs8buUudjj7QhmzVrZheSvbuNvHKqbvMioUdFQBE4lhGgLqQe9LaBthl1KXescwMRw6nveOQribhIzndoMmzw4MH2txuoX2ln0lYkscj3Z3JOzsV0Lh5x5yVf+UGdzN+H4JOWXAhnHhKjJCJpWzKe9i0JSoafddZZ9vckmI42pi9hSpkbNWpkOQOSo9zY06lTJ0uIRkZGUlx1ioAioAjUGoFaEZpUPNxC3qZNG1uw95xKhwqQ74vkO96uv/56+6gkDcnLL78cfISIxml4eDiY55JLLgEn8FSqNDA56eZjjsYYcAdSixYtwEn2iBEj7IqQrWz3F5UhvVwh4iPgd95+C/r27o2zzxqBUaPORlBwEK668gpLSJ5xxlCMHn0uevfuibv+cLtdsW8UF4srLr/EynHNVZfbFfr27dvhphuvw6CBp+CqKy4D66DBzEcruUJ0yUUXIS42Bty1eeEFozHizDPwwH1/lTIMevXqhWuuvgL9TuqLkSPOQEVFub0x3HD9NXa3JokIyru3M6aGNGD5RUUlVg7fNGw/zykLj+oUAUXg6EeA4/bMM8+07wCmn47nXMyh9NR91HfUi5yQ0+i8SPQL05FQPP300+27Ly+77DJLbN57772y4NENJDFvuOEGO2E/77zzRPc4oo+GgDry3HPPxZ133mkXU6hPqWtJCLA+6mPWf5qsmLdt29bqU8rA+vj4O+s0xuD++++3j7Jz5f6qq66yiz7Mz3QkEPr374/27duDup/6mQQDdXa7du2YTJ0ioAgoAoeEAG1D2pd8pQYXnLkT6Oqrr7b6kE/zcKc57UMulJOg5ISZ+ol67SyZMBtj7FM/1K+0Qc844wxw4YV6k4Jx0Zx6lRN4njPv3rqNj6arbiM66hQBReBYQYB67JprrgEXdSgzz2kHcmH85ptvBglC6lTae5ynM566lXYddSvnmbTtbrnlFpkv98ZNN90E2pa0Falr+QQPbVMSnwyj44/78AlLPjLOtPyh4B9++AFcaKffGIM//OEP9vUhXGg677zz7FNC99xzj9XpkA91MPUxbUnao9TlrI86mDvveQ+QZPqvCCgCikCtEagVocnSSFLS8KQi8p7zyJ07XF3hkQqK8XRUlFRSnCgzHcN4pPLkZJ7njKOjwmX53nD6vWUxDx3DuBLFtBXlFVYxtmnTCpGRkfZdllz5CQoKFGKxAgUFRRIfblfqKyvL7Q9pGGPsxJ/pvLuouCJEAqBz5042DclSls9dTkzHH+5h3SQ4GzdOsOSmcWDfF8rHnHgT6SwrSiQzS0pK7aPsLJttY36WU1fH+klOsL2sW50ioAgcGwhQl9F5paWfjmOaYdR9QUFB9NrFE+oKY4w9px6jh2HUpxz/dMzLlW8Sm8YYq2OYLiEhwf7AGMunXmYY8xpj7KIQzxs3bmx3dNJPPcd01E3UrcxnjLGLMIw3xsCb33vOo9e1atUKJGep171helQEFAFF4HAgQF1H3WJMjT6kzqO+YhjJRsZTb/Gcuot18pzh1Gk8ZzpO2BnO/EzLOJbDdExDZ0xNHfTTUbdxws70PD/iTgVQBBQBRaCWCPjabcxC/Uh957U1GcZzOtqTTM+5OfUiz40xMl+OAO1O6k2SoUzDV3iQXGR+ko2cl9JPXcmFcupaPhXEczrGsW6WybpYFsNYnpcfYDzDjPmlDuZOTe4EZZmMV6cIKAKKQF0RcOqawZhfKiIqNj5S6S3HGPOrXYeMM8bwsMcZ8/M5Fas3wtdvzM9pGE/lyYl/WFionXxTaVIBcrJO5Uk/jzynny4oKMQqa4ZRwTOe4WFhYfaHOOinAcyyGefrGMd8DGNdfFQ9MDDIvr+TYVT6NXlDbR0MCwwMtEQD/XVzYZIv1BK03hsH26xOEVAEjn4EjPlZVxljfqEDfXVaXVuyd969z/dVnjFmX8E2rDb5bcJj6EtFVQQUgYaBgDH7112+LTTm53TG/Oz3TUO/MfuPY7w6RUARUAQaMgK+Np+vn23e+5xhdFwIIsFJIpN+htHRzyd1+LoP+um4A54EKf1Ms78yGadOEVAEFIH6QqBOhCZ3GxYXl6K4tKzGiZ/vpqQrLvEJ98Yf5mNpqQeVVdVCFvgJHhS9ITmXbVdlFVAi7Sw+zNj5lFdz7bR8xUH7wK/7gOi0igoZhKJhDub/VzpSMf41xoqJYqJ9oOH1AepOGjAHozglT6Xk/YV9qX2k4fURvaZ6TbUP/LIPiN7k3FZU4EH/H27dWVLm2SPjb/n3F6fzzd0cydHX1/dcV71Geo2OqT4gerJCbMTfUpJkBH8rfk9cQWEx0jPzagZDsXQEOiHeCotKQVdcIgqQYfXoCqVBBYUlyBdZGqorkLYVSTuL6xFHLbsMioFisM8+IAZIRlYuOA73KL9aepjnVzpSx7GONe0D2geOhz4gujMzKw+002qpMvckKxH7MSsnH0VSxj718vGAn7bxKNQTaifpeKznPiA6j/PZ9MzcPa8U2qMYa+FR3VnP10f1supl7QNHvg+InjyQfVkrQpMsbr4QiY3iIhEbHSEuXF20YhCrGOg4aHB9IALUcwWi70pkwaYW9qRNUizKVnVkuI6HBjce6nhNtf3H8RiIQHxsBAoKilGXHUceTwUKiootbnFqX1oc1LYKVxxUlx4nfSBC9GYk3G4/ZGXnW3uytl+qO8OPkz6i7dR74vHeByJET/62fVkrQrNQJvdREaHwvhvD4ykXtrYYJcWl6g4jBsXFJSgpKTmoVbra3gA13dGFgEpz9CFAPRcVEYKCwuJaC6c6suHeC1Qv13oYaMLjHAHqzsjwYHBxp7ZQ5BcUITQkaC/7skRI0dIG7az9XFLzY5K1xUrTKQKKQMNEIDI8FNXStLosBu2tOyW7/isCisAxgoCKWa6A+xkAABAASURBVDcEDmRf1orQZJXG1LxcvazMg9TUNGRkZCAjM13dYcQgMzMDaWlpyM7OJeTqFAFF4EghYBzsVnm1lsAY1ZEN8Z6gernWQ0ATKgKA1Z2cmqNWn6rqatG1e+vOdKSnZzRoR12p9l6tuogmUgSIQIN3RtRgVVV1rdvpqztrnUkTKgKKgCJwrCLwG/alU5s2OaJlvb9g5vF4UFlZDpfLgeOoO9wYCNTweMrgxbs210fTKAKKwOFFgOPPwNS6UNWRDfteoHq51kNBEx41CBwZQQ6H7nRc1CdGbMyG7BwYU632HvSjCCgCRMDAgP+o5cfX7qxlFk2mCCgCisAxi8Bv2ZdOXVtljAMjDhDFC/0cbgSMYOs4iu3hxlXLUwQOiMBhSsAxTAfoOEYD+RjVyw3kSmozjmYEOM6sw/GhO43qlaO5O6psioAioAgoAoqAInAMIOAcioyaVxFQBBQBRaB2CBhj4Pb33+P8XK7aZdRUioAioAgchwhwNd4lejLA7bZ6k/6jBQZjDEKDg48WcVQORUARUAR+NwSom3+3yrQiRUARUAQOgIBzgPg6RUdGRMAthmdVVVWd8mliRUARUAQaOgLGGBSXlCAtMxM5efmorKps6E0+7tpHI7+iohL89dGDuQ9WVlYhJ7dAfxjuuOs52uB9IWCMsWMhNz/f6k0uAoWGhIjuPLI2puM4KK+owPotW6x8PN+X/D5h6lUEFAFF4IgjUCE2RmlZGco85Xtkod2y5+QAnpycPNB+Neb42EV/ADg0WhFQBI4SBA4bocmdR3MXLUJWdjYCAgJs82jkGVOj9Oin8/Pzg9fx3LrdaVyOA2OMdb5pqGxtOon39bMShvPodTyn856znH2t6vv5ufbI4XIcm5z5XI5jw+HzoRHNcnyCwLQMM7sDXU5NGTxlHB3jvY7ndMZ4czAlbDk1Pv1WBBSBhopASHAwdiYm4qUx7+C7mTMx5uOPMH7KVAQH1fy6b7DER8mCUECAGxUyUeaOJJ7T0U9cwkNDERkeDj+Xn51EMw8XkcLDwsA0XgKN4TafT1mhzBsRDsaRNAuUhaegwEBbDsumXqUs/qKf+aJ5vpaeeo9ys1wuVIWIrDx3OTW6jn6msWWLXBHiwqQepqfOpawMixD5WH6g1Mf7BONDQ4Ltjiv6WT+dt33MExYSwiBQxlAhMKIiI/e00Rhjd0axfG95xhgQB7ab9TEz6+QOquioSLC93nPKzHaybNbP8hlG+XhkXraDfubheW1dWkYutmxPQkp6NjZvT0Z+QXGtsrKe9MxcbN2ZguLSsn3eF3hNalXYcZyoDr+ncByjdOw0PSY6Gj/OnYcXx4zB1Ok/4oW3x2Dztm0IE31JHUNd4R3vHMvUg1GREeCY5jnHdKDYo/Tv3WrqL+qQiPAwcLxTl1AH0s9w2mvM5+/vD69eMVJIpSzYU1cx/cSpU8E6wkRHUW9TpzCc+UJFx1GHUCbKwHzURza+WkezQKn/ioAi8DsiUFrmwdIV67Bpyy6sWb8FazdsBe1BY6jZfluQgoJCrF672do3jqmxAX87R00sdWGND3vsTe95fRz3Vx9trPqo73CVWbUP40VuNXuKP5y3DF8sDqXcKl8B90iqHkXgyCBQe630G/LRCMzJy8OTL7+CpStXIVom5hwwNOZ4pMHncjngqhB/VMgR5UnjjyvcLpcLwmDCkUkyJ9tM73KJWDLKSktLQUMxSCbSHDh+kobxxhi4HEkDyORe8suR/zQRjTE2julpdPLokjpYNv2QD1W347hQXl5hyQOXTOIl2E6eHZcLFRLuzRsqhqoxxqZjGI1SGqeBQhZQfhq/xhg4rho5iIUxRla/PFJOOdjW8vJym5/kpjEGlBPyMcaAE2vxHvq/lqAIKAJ7EODY3nOyl4d6gPpnr+B6PeU4T0xNtYTirddcjZNPPBFpGZlWF5CIW7N+PT796itk5+SiUVwcUjMyMPXHGfjs66+F5NppJ9Qz5s/HxG+/FTmrQV20eetWfPPd95jyw4/gDibqHuoj37LiY2Ptzqblq1fj84mTxBjdjvjYGFAWEqzUrVKgXcTZsmMHcnJzLdHochwUFhdj/eYttq78ggIsXL4C6zZvtrujOMnfIHEMX7VmDSaJHJRlxZq1CBACoczjwY/z5mHitGlYuHQpmH5nYpKVhWTB1m07kZ6ZBU72HalLVCGWyL3DW87KteusHk8SzH5avhyfTZiIPJEhPCzUksCLJOyLbyYL+VeKcCEkeE3n/fQTPv96Eub9tJhNQojo7qXS7g+++BKZ0i6SDT+tWAEStnn5+XtwXSXYp2dlYVdSkhCQBSDpsEHaybZRZ9vCavlVKmQkCZKWzeLROD5aSOx0ULbKyko7cfAtxiP3mYrKKhuUlpGDouJSNGsci6YJsTaMXx5PBbJy8m0ZvG+x33o85dJP8u09hml4T2QYjzznfYl15hcWo0BcsZSbnVuA8oqaHcH5QrIyjml9HSc2DM/NLxQciu09yxtfaMvI3/NjdRVSFuVnPOul7F4/62I5PKdjfK7UT1l47nWFhSW2HYyvlkDWW1hUCsqbk1sobWYobJrSUo+kqPln25g3N68QxSWlNrBS8C2XhQBHQGJ5xM1G6FedETiadKfLcUAd0LNzF/z5D3egSaNG+GTCVwiVxROX2Fxfiz6cOW8+gkTnkHTMyc3Fx19OAPVHrJChO2URKSktzdp2XiCob+jmL16M72bNwuwFC2WRaZbVudslPRecfpgzxz5tRB1SIHqHemX2woVwSz0kUKk/v/n+exQUFWOSyMDz2JgYbNu582cdt32H1Vkp6enYlZwsejcWq9dvxPZdiQiUcrzy6FERUASOfQR4X+J9cX8t4f1JprX7i/5dwmt0ezU6d2iFE7p3RKHYB9t2JNm6abtYz+4vtqdE7BmeFheXYNPWRISFBaNPr86ICA9lsHVp6VnIE5uBJ8zjkfku782p6TX2LXUt798esQnpt/dqsX1YX2paJvIlb2ZWLrKyc1kEWGdySvoee4n3c0bwWCKcAI88Zz6WRX92bj6SUzPEZqgC66ipr9z6iTvrMsZY+yUjMwfpIjPzeV2J2BHpGdmgHB6xrxjuWxfP6UoED7aRfl/H+tle3zD6aVMxLk0WuDOlXsrBcDrKnypyML5C7EBHjJdqiUiTtF4sHAdgW3jdRHzxl9k2EgPKwqNkQbHYZ7uSUi2nwXO6SrGJWHZ6ZjZ4/RjG/kkZjDFSTrXMGwokuNrikirXy1uvBKKoqOQXNiDrom3GPlwmGHl8rmeJXBfmUacIHAgB9uX9peHYqhA7fn/xBwqX4XKgJAeO50r3Apm09u/dGxkyMeTEMygoEJO++04MviJkZ+eIEToRickpGDfpG7z23vt455NPZJVoK7irc71MHiPEQH3j/Q9A429nUjJef/99fDV1mqT7FAX5BdYgnDpzJuLiYu2knAYnG//VtG/B3UOc4NMtX70G38+egyaNG2PF2rV4+6OP8JaUm5SSApKTnKBWyKrCu59+ho/Hf4kPPh9nJ8ssa5xMhj/+cjxefmcs5omx21TK2CCkwdsffYK3P/wInEQnCNlQWFiIj76YgDekHXMWLbIT7C8nT7ZEwMat26zcu2Ty/v64L2w73v3sM2zevh2zFiyw+MSJoc3JdW5eHr6QfFQUNM4PjLSmUAQUgdogkJdXgHWy+uxNW7V79ZPKlCvTFULIeON+j6MxBh5ZHQ8X8i0oOMTqjABZFKFOol74dsYsWfxwQL1E42CJEG8zhBB0GUfCDb6cMgUbhEBMz8jEe+PGWZ03dcZMIUUz4O/nsvqpzFOGRcuW4VtvWZ99jlIxOuYK0Ufd5u/vh/dF36XIBH/1ug2YtXAROAnnxJ9yTJ7+AzaKvgsODJQJtxupkm76nNnw9/fHOx9/YhdoKNNK0avUWdTPxWLIjJ86DQWFReCi1peTv7HpN4hOJ1lQXVmNLydPQZUYVzMXzMdOkoaiP//x1JPYkbgLcfHxYP1lgs3non+95UyYNtWSvZ99NVGIzpXIlzzUwS4/f3wvJMTCpctQUlKCsZRLriXvOROmTEWu6FRiVSE3xWWrVmGx4EgC9cMvv5TyDJYJwfmt3EfSs7OF9FhryZJPpQ6SIZOnTxdSsRgkNf719DPIys21REld+ofL5YCEaZXcY9jXwmUC4IhVmpSSicKikl8UlZqWLfIWWsM9L79I+kSgkLx5yBUyjwlJIiamZEg7PdiZmM4gpIvhv3VnqpCZFdi6PRXFJWWWYN6RmCZGKexkYM367SgrKxdjtFLIlVzsTE6XMsokvhqZ2XnWiM3MykO6GNi20N1faZm5SErOtI/Lp4pxnyLyMYo7R9OFcC0sLMX2XWkMkutRLH0v2/p3SBjl58mupHSRwSP15Ev5uQzCjqQM5BYWS/8osuUzME3KzxSitrjEI0RyBkQ4W2+yTHASRYYymRR5KsplkpJp25go+OVLGcyblVMA4sLdJjt2pdt2Miwtvaa+XVLf1p3JTKruIBDIyzuQ7qwh4Q+i6IPIUm0XJhJTkrFA9Fh6ZgYGDegPjq9PJ06UceABFyRmim2VLzriI7HfaON9LgtBHOur1q3HT2KbxsrCTlRkpNWl1F0UxCWE6E9Ll9uFI9qwybJ48uYHH8qksBwz5i/AFNGH3Nn9ldiYIcFB+GnFSsycOw/CmeND0cEFovO4iERS833RtRXSZymHV8f988mnpc/n20X+bTt2gjbhRxPG20V6R+4HlEHdkUFAa1UEDjcCxhiZ0+6wY55le/UM/Tt2pSApKQ2ShKdHzBljRAc6dnGTRFlQUABiYyLFNinGxi074fvhIuW63TZ0cprcoyWSZvS6DdvknlshZxCbdKfYSXnYsi0RJOxI4C1etk7mudn23r12/RabbseuZCSKHcKTpSs2CDkqdYksuUJmrlm/1cYxL4nQjZt3WvtizbotUk+lYEaNC5SWlYFpjTFIFDtj09ZdoA7fLvf6ZCmb+njtbnl968sUu2bL9iRWba9PpvAR6dm52Lh5hw3jJqU167YiMycP23cmYasQvFXS0HUiF0lBm0i+6GfbveSgBNl/1p+YmCr2TjaWr9xg7002Qr6ShJhdt3Gr2ESl0sY0rN9UUyfLWC3l87h+4zaLlSTHOvFTvl1i7xFThm0TmVLELqKfaUvE5vMIoUgs2Mcys3Kk3O1in1di1brNIGHJtInS39YKhulCkK5cu9nKlSFpWR7jV6/fDJK7xhjBdQsKZKGb12i72JeMZ1krVm+i1zqWN2fBcvFXiz2aIu1JFz/A67lh007r1y9F4EAI1Kd9eciEJndNZomCSEpOxb133imTsiAslYlkiEzadwipt0smsOOFtGvSKB49unbBiNOGIFcmnSedcAL6n9gX6zbJQJPViZ+WLceEadNQKZPTnZLHcVy4+eqrkChEJElDTlC37dgBl4Rz4sxJJw1XTq5nywr7pu3bwd2pIsOXAAAQAElEQVRJVAY0TPOkjnHffINhgwaJwo7FRzKhdYkBy51SxcXFSJQV8zNPOw3DBg+SCV+S3Y3Esnp1745zzhiOiWLEsr5vvv0O/fv2wagzzgAnzJlC2H79/XRUyd9Fo84W0vZ7S7CmZ2Zhi8j3jZC4bVu2QI8uncG6SfCeITLwfOXadZg5fz5IupIk4GoMJ/6czBljDtQPNF4RUARqiUBsbJSQfv72Rs8sjmNAg2SV3NgbxccgMDCAwb+b43jPLyqE326CkmQXHx0vE0JwzsKFOG/EGbjuyisQGRmBKT/+KLK70a/3Cbjm8svsBHiFLNTcKPG3XXctsnJyLFEXHhoGPnLuFsLRcblQIXqUunBPWRHhmCZlcTdQ/z69cdUll6B1i+b2Ec4WzZqI7t2El98aI4tMk6yxw3TGcYT4A1USgoKCxMgpwCPPPS8r+u0xasSZaNm0qRgzyZZEaBQfCy7whAQF4+LzzsGF54yyslZWVoiMuejeqTOuuORCNBIygcao3Y0JAxKKcTExIPH3hZASb3/8MVLTM+zuqz3lyP2DhKWftG3U8OG486Yb4CeE7BTRvVwAu/qiC3GLYCHFYda8+fbatmnVEnfffBNaiIzZebno0Lo1enbtioiwcPAetW3Hdtx27bXg4tZ4IVm5m4pE7ZXnjwYJD94fCouKrHzNZDGLxmJdO4gj+NEoT07Nwq6kTISGen80xIBkIslBrnJ7y3VE73s8FXaCERkRgkZxkUiWlXIarCQRg4MD0LRxDIpLPdKGPGmug6jwUDRuFI2oyFDBLRvGGLBeOQgJnQOWaYxBdGQY4qIjEBToljJihVSukvQ5aBQXg4S4KKSk5YD3Vez+0B8dFYb42Eg0iomyoRXSp3LzCtGiaTxaNIu3HSM7t8Au3onNjwwhRo20uUlCjPSZakRHhaNRbIT0gyDk5OaDE4NokbNFkzi5DkEgUckV/vCwELneNW3ILyxGmRjorDdCwkNCA618+fnFMrEpRbPGcWJXBCJZSE0KxbETGRGKhPhoId795dpX2T7r73YJjhWgfFwsOJjrB/3IWIgS/fNbutP9O6JkxOZz7KR5vdiKWTm50jfiZDK6GbSjWjdvjvCwUCxbtQaTZUEiOioK111xOW647FJrDwb4u0VXrsSLb76Fb77/3i62SCeWflmFM8QW7de3Nzq0bYORw4dJm91SdjwuGT0a111yseRbIQs1BRjcv7+1IWk7pmSkY/6SJeCj8Lddc7X082Dceu01iJeF9jlCuEZFRsKBwXeyaBIlupxjMTw0BLMXLcQHssB961VXoVnTJnaCC/0oAopAg0HAGINWLZpgixBthUXFMKZmTsedgyTuWjRvfMTb6udywB2U27YnYuWaTaKHyvbstiSBuW17spCFaaIfq+GStJAm8D7K3YTBQYFoJW2oqq7CFiEIc2XhKydb7Kw2LZHQKFYWw3fJQqpHbAMX2rZqhl7dOiAvr9DW4ZJF90CxubkjlLsAXY4j9243OrVvJQtWgWjXupno0Ghs3rpT9HkwOrZriQKxxXYkpvhgZsBH3VPTspCelY3uXdqBn2ixc9pIfQlij+bIIintGJefH2hDUfYyWdQX44RJQdundYumiI+NBu0rpq2WxWe2s1O7VmjTspnYE5ViTxlZKK7GVmnnDiGjy8Q+MUZsY2l7tbU2bHGgLZcui7NdOrVF987trb3nEXuuJhaWXGRd7Bdt27SQnJJbDKBSsefCQoJAueNjaTtVgbJ7JLyrlNWjWztkyuJ1mSz0k2ORXLZIyWrLsCfi4zEkJNji16RJvN004V2oLpG8DKNsvJbkG3g/Yhm7hOwklu1aN7fXumnjeOm7jcWmDBdcMlms3D+D5PoVoLik1J6TVHUH+Fs/cfW9nrRTbYR+KQIHQODAc3P3AUrYf7Sz/6jaxfD9aRu3bcWGLZsxXwy69Zs3iaJch4DAQPso4HNvvAmIUrxYjESPKJZ4mdxGRUSIYokDV79joqPAF6uv3bAB5wwbLgqgFJHh4TL5y8GnE74SBVkmiqszOLlOzci0O5H4TiU+iu728wMfAaKR+bUQkBOmTrXKOSYqWhTudpSLEtq4eQuKSooQFxOLIlGQxhirBsKljvi4OCtHmBic5RXlaNo4AR3btEbvHj3Qsnkz/CCr8cHBwSAZQDK2uRiiC5Ytk4larlWWi2XFvklCgii+Kjvh4sS/eZPGGD50KDwVFYgXI5dtjY+Pl/hg+3hlbl4+5i5ejDEff2Ink5HhEagWmaCfBoSANuVoQKCt3KxdYoRsFeOtSoyWVWu3oIncuOPFmPk95XPEeIO4nNw8dG7fDpDxHiTGYUCAG0bCabQEir6EfEKFyKPe8vfzt7qQOxu5gEODxl/0HQ0T7qCkUeryc5Cbn28NjgjRZ9m5uaiorBSyNlBKgky2Q0R/euwkPsDttmHUjTRIS2WVt40QgCQQV69bb3eVk2R0IMpaUlaLcwlJytXrbCFQ/YVYpFHYr3dv5OTnYuaceejVrRuqaB3J4k6+yMFHM8XeQ0BAoDWGqe9LhbCtkkBiECkyfjllipVruCwkFcnCUqsWLdBeiEe2v6KqAt5yjCNyGGPvEczrchwhFWKQmydtFN3qlvY4jA8MAhe2iENYSKhIAhhjEB0ZhflLlwrRsRrRQuxGC7kgESCGlULSkSytkMWzEln1Z90uxxHDOgSfTfwabZq3RL8TeguuJajrh2XHRoejmRB4nTs2t0Yp+56fXCuX47Ky7krJkLLL4Hb7iUgGJOho3Aa4/REofYJkX7aQhhKJiooqJIsBHxYahJDgIAbBX/JBPuHhIfa8StrDvEkpWXLt3YJTBCqkH0gSe2/ikY67aSlHjhCNOTLRiIuJAIwD74c4V9nrCVRWV4LyegQff3+XyO2yyYKCA1FaVm4nLUVFJUhKzgDbayPlq1D6VXpmnp0U+El/BaoRHhqMTJlo7ErOlGtf04aS0nK7e7RY0hOH3dVKF6uGdBcpCfYeS09qejaqqipBspTnjmOwJ72REGNEViM4VooxnguSqy6XIzVDPweJwL51Zxx+b93JsVNcUozTTz0FN1x1JW6QBZ4vvpmM1IwM8CkX9sGWzVrgyosuEN2Qb8PY5DatWsmkuhVyC/LRpWMHXCiLz/MW/YTpc+YiUmwupiksKJTJdqn0m3JUik7hmAkRe4/+aCFGw0NCkCY259SZM2wa6kfanQWFRTJ23bZ/MQ87Y2hIKBgeExmJL0XHhUreM4YMASfljoyDQiE4CosLEcwx7Ejf9HZgCqJOEVAEjnkESPLQriOBtH7TdrlPchEyV3RItpBdbeHIuD/SjSwXmycwIAAd2rVCv77dZL4chi3bdsn93A8ul0FAgL8sIhZh/aZtVlR/l5890tBoIoSZMQathTysFPsiKzsPLiEqE5NSUShz62ay6FkhejRIiEtjjG1vpCw8kvRjnSRFk1PT0UnISmN444aoTrnfA6gU+5y6nuWSENwspHBMVAQiw8Mktubf5Tjg6+BIxEZFhIkO9rcRRWJD7BQZ8guKQPuEgW5/P3Dn4pZtieCj1H4iJ8MLi0qwPTEVtH8DAv2lfoZCZDXiqbZ2k/c6OY4L/v5+YntUY83azWKPeAQnNwwceD+FoteDgwPhJ+UbY9CuTXNrg9F+ZhrH5dj89FcK9pIExhi5d1TDSHsYXiW2Fu3SPLkfhQjJyTBH4sLCglFYXAKX2F+OqanTEduHfmMMmAbyqZByk1LSZcE7x2LCNBJMcK09KR7YPBLoFhszV+y/DXJ9m8v1MoaywL4ygMRthVy/ALGteXviMTY2UsrNQ47wFiQw42Shu1oi/WU+4Hs9pUFSuv7XIKDfB0KgvuzLmlFyoNr3E2+MsYOKuyvbt2kDTrJJBqZlZmDnrl0ykKtwjax0F8mgnCKr4xGinDjJLSv32EchjSMKSgbQxGnTMHBAf8TLCktxaRnyCwqEXGyEqy68QFZq2mH2woVieJYJKRmNUWcMR6+uXSR/uUwKS8DJ/Q2XX45RssI+e/4Cq1grKiuETA0HHy0fcOKJOG/ECJx28gDY+kQRU4tRDr7bkmRCuRCtLseFgsJC0ADNLSwAd0F1btdWlGE6uEs0JzcXKWnp6CDt5KNFCfFxuOjcc2y9sWL8FoqRe4usvm/esQPzFy2SSVwoWEeZlM1HTYkNSVPuYrpZDPO1Gzdi+65Ewc+A8kA/ioAicNgRaN+uhS1zweJVaCKryAnx0fb89/oyxiBQDIQZs2fveXT6+5kzsXDpMruQQzKrW+dOGCdE2g+zZoG7vAeLLkzNSEeB6BQSmu1E5wQLccfXYXwxaTLKZaGGepaPhIfIBLxbp46gv0D0V/dOnfeUtXn7Dgwa0A+lolP5fsq58+fbXUd9uvcQUjIPyaLPuHPRGIPwsFBk5+agxFMGl+NYlyckZXBQEB5/4H7MXrAQfKyyXdu2YrAFYUdSIk4QQpOPedLYESvN6vuy8jJs3LQJs0QXt5fFIeo+xtP44o795LQ0nCv6OCklFcVyX+jTsydOOekkISICkJ6ZBW85JHFdjgPqz9kLFmDC5CnYsXOX6P8zhNiKsjvuJ8l9Iz8/D2z/pO++F/lzMWvePGzZvh0FYtwmJaeA+FUI4bd1507QWHvhrbftItZF54xCy2bNcIvobP7QSLoQJHwslATnuSPPFN2809ZNuVGHT1VV9R7bjn5PeYXgUo1KkSE6KhTRkaGwxmt+kTSVxm4VAoPdILFXIYZppeQvKfHI/UvISjEcw4QA4Ts1E+KiBHc3yqW8UiEDKVJeXpG9Tn7+fsgSArRErnPjRtFy36nAnnuKlOElCGmgGmMQHxsl99dYxESF2fwsi66Kk4rdiXmolHsljdhikcdbZ6FMCEJDhNQUGcJCg+X+3EKwShNsK1FUXIaszFyQUCTZWiFtrpL2kJCMlclJu1ZNkJWdb+VLSs0E2xQTFW6x8aJGY7malYtAJETdYswnSJuaJMSCkyMJlnFRjMAAf3pRLeVD2si0fFQ9RBYKomQS5fHZJWET6ledEfi17oypcxmHmsFfJk4e0Xc/CBHJsf2lkJmNZYG4V5cuiAgNQbWptpPwQtF9p51yst11Tj36zGuv2ddLBAa47WslMrOywV077B9e0t7lcsm4KxF7s1DGokFoUDC27dppX4PE1wQ1lsVqLnYkJiULER8s+jIV1M/Ue5u3bsc3335nx+OU6dPBBXkufK8X3efVcSnpaWK3lgjJnoFhgwaKLXwJHn3ueWzdvl2IzeBDhUbzKwINA4EG0gpjjNyKqhEs96AuHdqAxFuSLF726NJe5nmHNNU+rAhVyX0edtpZbRe8ea/kXJl2apPGcWjTsgmyZQGyTBYuq+ReLEnFZvFHWlqmlSMzQ3SpEJ2R4aFiPxi0atkU7du0QGOZv/u7/YWEK7X39AqZ2+eLDRsaEmRx4SPejSRNZGS41Ftmy+IX5akUmWhr+bkcfkpFowAAEABJREFUREWGoX3bFlJuE2sHMQ1dpSxq+glxeGr/XkIS54gtkWfrWbdxO1o1b4KmInu53PerJTHvGY3ioi3B2LRJI6kfYs+V20fdOwjpGC/zALbPGIOcnAJUiQ3hiL1JO43yVIldUS3L4y2aNUZrwYPz97z8QljcJBy7P2GhIcI5FEt7PCJLpd1hasvdHU/7pEraxtMqVIsclA5yT8gG28pw1skNUNFiC2Xl5ILpS8s81oaNELvctknks2mlrCq5JlUiH88p87qNWxESGowmCfESZCR/NZiGZGi0YF0u12F3dpTKAnV0dCT69e0hJO0W0D7Nzy/ArqQ0waoF4mKjJY1HyqlGaakHLZs3FnurCOs3bAN3GLMsiYTLONjf9WS8OkXgQAj8wr4U+z4h/tDty0PSspyY7UpORm5uLq6/7BKMOnM4rrr4YvCRmkUyYQ8PDUVXmWxfet65+Ob76dgmE9JAmZgHBgaKIpSqZZRxZefkE/uie9euKJLVDre/C1EREUIipuKDL78UY7MAPTp3FmVRIZPBKDRu1AhNGjcGlS/L4Q6SF2WSyh/LOHv4cESGh8sg9aCDTLxPlXI/+WoCxn39NZJkIs30VM6OKDHedES7wDhGJopBcPv5yWm13an0whtvolObtjilXz8MGTAA7332GV5/932c1LMXOstq/8hhp2Pjlq0Y89FHlqTwF6Obrn/fPhh52mn4bOJEO7nmBJJEBIwBt40HC/nAdy+99NYY8H2jnPDblROJP9DF13hFQBE4OARai8HFx1NoxBxcCQefi5NmGgGTp/+A3j26C2HoEaNqG5o3aQIHBh9PGI+rL7kE1AWLl6/ABWeNRHMh2jq3b49e3buBOw8d0Q/XX36Z6LVyZMhi0dWySET9d3LfvkIiFWHW/IU458wz0K1jRwwfdKpPWWehTes2YmyVgnKsXLcOQ089FSRQ27dtg46tW9nHqwf07YOhp5xi87eSuktKS8X488gCUgz69Oghq75u3HjFFTJ5L7cEYTOZ6PeQRaUQIdvcfn4yWR8kLYEYvX4YPniwXeEf2L8f+vbsIcZeEU4feCqMMegpee6943ZQB/fs0hmd2rdDdnY2cnJzQV15huRlHO8rwwYNklVvP7jEgKVxt0OIhgtHnY2YyEhcePbZ4I7UjVu34dZrrsHqDRvBBagOsgDF+1F8XBwmff8drr74IiTIwtOqDesF17NgjBHcG+McuU9ER0ahdYvmFquzTh+K7YmJGC6kAx8jpfE6oE9vNJV20gCsy9XnTslsIe12JqeD73dsLIYzjXDH5ciCWI6EpYHXs1FclNzTqkDD1O3nh+jocPA9mHwfZUR4CIIDA5DQKAZ8pHtXUjpS0rPt/cnf38/im5icIcdim6ZKjFwDAxKJe2SVttJvjANHDHX6Q4ID5d4aJvfhFGlvuvStYuxOBn4oo8u46JU8RsxvyNERHGKQKO3ZtjNV5ApEeGiwXSyEpAgKcks/iQDf8RkaEogQcVu2pyAtPUeMXgOXy5F+WwG+lyklLRuRMllxu/3srs5tu1KRmJIOA4CGvxwsNpSD/kZxkfBzuWzenYlpljTNksmHmA22nGrxsHxII6oFg/CwYAkPtbjyfstyWU5Dc79ne6g7u3VphyOhO9nOfCEqaR+2atFCCIK1aCc6i4sR3AF52QUXYNO2bdYWY1/oISTnObLgvXDJUvTo1Ak9xW7s3K4dmoq9+OO8+eD4PlUWT7hQw7KLS0rQSeKp/2hHVsiEOTQ4CNtkMT5K9AwXyakDLpGF63lLlqBty5YYIDqXOuUcsXW37Nxh7dONW7dixNDT0KxxAjp36Ig9Oq5zFwlrjK4SFh8bi+6i80aJ7uErkZzdY5JyqFMEFIGGgYAxBnJbkgWLQHTr1AadOrSy98CjpXX+/i65j1YIQbUVK1ZvFHuuGh3atYADA24mWrt+K9as3wYSikFBARJqUCUNai9puDFp9botYjcUomWzBMTERArhGIrlqzZg1drN4MI1bTfei7ds24nlUn5sdDT4JBIX1RsnxIndFopSjwd+YvN4MfETctTr79C+tZBrqbJAtA1btiWBZXnjQGlEbwYGutGlY2vR+ztQLeQeCVjWv16ITYFf2lQl5bvg73aDH38/f0hW0DZLEHts+cr1lnjkYhfl2r4rSezCBPDD/H5iczqOAefma9Zttu2LjYlGfFy0WDyQohx4P8SoRZPGIG5852SlEI3c5eqNd4n94ieO544UzqcKcoUYzRNHspThTMOFd24qiI2JxMq1m8B3ZTYXMpWyEKsksb82bNoutlQ5tu9IxtbtiZbw5IYEkskpqRk2D21l5tmxKwXcGUuicvPWXdYOJ0kdYDGpRpjYcE2bJmCtXM/IiDBrFxKXbTuTBDvHtpP3qICAALH3Qmx/JrlaLX0B8imvLMf+rqdE678iUCsEWsvc3NqXMrZqleEAiX4emQdIuK9oTvzY4fmuS5copZTUNKSkpODCkWfhBJmMjxw6VFbRw0Cj8I833wRjDErLSnHVhReC715LTU/HpeedhztkUpqamioTzWEgEdlRyMhbrroSHYVUvOz80eglZGer5s0xesSZMlFKB9+NNkom8BWVlbhZ0g0+eQCuOP98nNSrp9xEOuHsYcNkBSRD0o/ACCEYTx84CP1POEEI0yI7UQ8JDcW1l15qJ2tuGeDXXnoJ5ESUI3DKiX1x8TmjcP7ZZyEtI0MIgFNw0ahRGHn6aTj7jGFIlTZ27dAB10ieE7p3B9/DGSiD/soLzkeZEAEMu03aUyp+KiqmI3maV1CAS845x06sWdZoIS6ixWi+QvIZY+xNBvpRBBSBw42A1TthoSGHvdzaFkhCMyw0DJeIHrlKJuHXCtF2pTjuGi8pLkG16LHRI0firpuuB0nJxKQknCi6jDuBioqLhbQsRlhICG688nKQWIyJikJ6ZiYGy2ILdc21l16MPkI8Mi1Xen8uqwPKJD91T2chD2+/4QYME3IxRRZ3SKjedOWVuPXqqzB04EAhxwpx8okngnqWhKZHjE7WM0ziSBa2bN4M18mi1Q8zZ2GBEAanS3h+QaEsBgXijMGDLMbUpSQHeglxee4ZZ6CkpBRVYuANE3KSxtxAIRP6is7kjnfWRTKBpEKltJ+LTb7lkBh1OQ7yZfV46Kmn4O6bb0bXjh3BH42jgXflhReA5CPJivyCfCFVB+Lic8/FNUL28t3GQUIIUp4r5V5zxejROEvuRXy0/bwzzxRVb9BUyIeThZxIFR1/9umny72mDU6VBax2rVqB70kefPLJ4H2rVFa0a3udmS6hURTatmqC+OhIIV+aIEaISsincaMYtGrRCI2EyGzZvJGVISE+CrEx4RILNIqNlPpi0aRRNOLFz8AgMdxbt0xAlKzcN2scZzH2eMplYS8M8VJO+9ZN4Pb3g8tx5L7XCiQsma9Fs0Z7/JERIWjWNI7B1rFsPg7fKDYCjeIibZj3q4nI6A2LjAgF0zGOfpbJHZVNEqIZhEghXZsmxFk/y2wuddDWbdU8AWxXS5GhjeBgjLHv32ycECOLkdE2jpkay8SC79VknR3bNQfbynC2i2H0GyN5m8WD5TeRFdxgmWDxHZvt2zSFkQTGML6REO5+dqLUuX1zCQU4oaC8xjCVDdKvg0TAGGMnNAeZ/ZCzkXzsKUTlXTdcD+o/2mIc/9R/TeLjcfs1V8ti+qVoKfYhdQP14D233iIE41CZYOeBO8rvuPYaWfi4Smy7E1EkJGb1bqmoe0h49u/TB/QXFhXJxC0E1Bk3yQIOJ3/ZubmyMNMTt0sZF5x1FgaKjmDYAMlzrSxEBQcHSf2XYZDo4qSUVPsk0M86rq+M6QR06dAe1OW7kpLFjhyKfmKLckfpbjH0oAgoAg0IAVGZtjXUDW5/f+s/Wr44V+3TqwvatGouRGZL9OzeXggsPwSIvdSnZye0kPt39y7txTaIRmCAG107twWkQYEyT+7Rtb21Cbp3aYdAsU0gn3ZtWoDvYaSLj41GaWmZzdeieWPRe23Qrk0zSQWpryn6ntDF+uNjo2zdPDHGgORklJBqtB/ChGjr2a2D2EGxsjjUSu7tbng/QSJjj67tRByD8LAQsB3GGLGrmti07do0R7++3cFFX5KFzZs2sllpU7SXOJ506kCZWqJT+9aSv7Ntxwk9OqGR2CMk6+LjY2x7mJZ1tZH2dWzXyrbDmBpZQ0KCGL3HNWkSh44dJU3r5uC7P/dEiKdVi8bS9hoMIsJDhShuidDgQJzUp5vcawIt59C2dTO0FPJSkkvdLdBOrg3lo83DexVJn149OqKpEJB9enZBW2lLx/YtReYY7EpMR1RkOHp26yjXrjEGnNhd7KUokODs1KGVhCXYtjZpFCuL6cmIjopA+zYtWRVayrXuLMQwT0gqtRY5unVqi149OsPIX8f2rRDg9kczwbFH1w6Q5qOHXHsSna2aN93n9WRZ6hSB2iJgjEF4aEhtkx8wnfPrFHUL8ZfVjODAQEvIGclKktFPJllcQXeLEqTxWSiT6vCwMDspZ3ywEIAk+ziRZd4qyeeRCTQntUzPkZMgxmqHdm0QJGn5GDhvDIyvqqqCv58fqGArK6tkhShcFEArGahRdlLuLzcQroKQbGW9bWVVvUWzpigrL4f3QzkpA8/pZ3qX4yChUTz4Tsy2rVqBk3oSEdwh0ExW+DnRJ2FApcewcCFFe3TubCeTnnIPQoKCZJLq2JWQqMhIBIjcTOutp1LkDpSw1i1aoLmUVyqEJ9vPfJRDnSKgCDQ8BPjYDVt11cUXgrqJizicECcnJ6NPjx4YPXIEMrKy7OQ7KzsX1HXUgQWFRVaXuBzH6pUy0Y9cjWVekmxMw92bnNiTcCwoLBS1Kavpomf4uLa3LOqqIQNOFoOvA9JlAYl5qHvLhKjjgg3z5ublUUTky6ILy6bBQkf9x7JcjiPkZAn4OExRaYks4gyxu5VIAlAfUyYWQH+eEJDFotsYVi2BjmOQI6QA/XlSPh11OetiftZjTI3czCNZhAStQlZ2NrgzYNTwYaDe5CPhJBzYbmKanZNrd8ETzyEnn4xB/fohMTERfMycP0JE4oN1EFu2OVtkYNvYngohUNl+YuNyHFsO8c3LzwfvGVxRp59hlI8y1dYZY8QI97OGssvlwPtxJDzA7W/DjTE22HGMvWb2RL4CZZJAJ949/yyDBjDTMtBxXHLPcVki03EceD+OlOXrN8bYU2MMHHHw+VCOIJkc+ARZL9MZ45PPqfEz0u32Q1BQALwf1kfnPfeXe/7urJZMZRydNz5oH20LFBn85F5ujLF9HPIxxvwCEwmyhj/rp9/Pz/lFvMP0EsG6jDHig43nOfRzzCPAschxz3GelZ1jxyrHP/sNbTT+CCTHNu1HlyMLIKIHM0V3cMxzfPBduanpGVafUPcQkJpeAtvnSHBSTzA/bTy+q5PvDKbeoP5jGdQTXn1DvcAw1lkuOvksWTynLRa7rWUAABAASURBVMc8lIl10Hl1HHUI62Ab2BbqQp6zDMqiThFQBBSB3xMB3quDgwPBjTbGGFs1v/1l7hwaEmztFxsoXy6Xa4/9QJ0VGRFu9aZE7fkPDQ2292gGGCP2qstBgMz9WQfDOA9mOcYYS+A5oqd5zjg6+o0xkH+eWoI1MjIMTGcDfL68aRnk9vcDz+mnDG6xr4wxNp/jGIlzauqTMG86yIevw/ET3sIYY+ui3pZgqd/YtnrTMpy2l6/dQx1ujMHeH/IYoSHBewdbWVyuGjmMMXCJXCzXcRzwI0ES5sCbhmFsS6DYS/Rzq6QjeYLEVqIs/v5+oN8l16WJLHJ7SdtAIZ+919Pl8kPrlk0RJdcqQK6Dy+WgsaRtIYQo5MNzOdj/AMlnTE17uAPTcUQWqY9BTGdMTZwxNUeX1MuMLpdj8SIJ7TDP7nDGqVMEjhQCzqFWzA7NXUHecowxltwkWUfDk5NcxtFgpN+ReKa3fhkINBqZjoOCR4bT0UgsldUexjM/wxhvjLEvEK7xAyy3VCbQPDKdt17Wwzw0ejl5pVJlvNdRBq+fE2sO/EvPPdeSDjRwmZdlMA0nwnQMM6ZmYLM+5mN9gLE/AoTdH8Z56/PWw7IoM+XhlnuWxeTeePrVKQKKQMNEICYiwuoW77in3ggNCQEXekiw1VerqW86tG2Dls2ayep56UFXQ31GcoA7F/v3PsEuHh10YbXISJxYZ8+uXe1C2G/pSZcjRpgYVEzPonkvcck5/Q3NNW0cI4t3oQ2tWdoeReCIIkD9EhMZCe6Qp2726pL9CUX95O92o5foJ+oanu8vrYYrAoqAInA8IEAyrmuntpbI87bXmJo5M899vDytd/d717e/BtVGjn2l2VcY6+D9iTvb+Ng//QzzOuZp3ChO5ht+5EOF1K1GWGgI4uKird+b7nAcWdfhKEfLUAQOBwKHTGgeDiGOljK4i2hv5XC0yKZyKAKKwLGLgO8iBlthjAEXazzl5XZVmGH14UjuceGFiz70H0odzM9HJbljyRxkQXXNxp2nJHy5ILS/vNz9ThLCmBqpSC7wfH/pj+VwYwyMMcdyE1R2ReCoQ4D6hfqYO7RrKxz1DPWT2oy1RUzTKQKKQENGgKYJF3gachuPhrYZ87MNaMzP/r1lY4wx/K6JMeZnf02IfisCDQeBgyA0Le3XcBDwacnRMQmuRhWfwa+RS78VAUXgmEOgSsZwpTge1XHi31DcMdcVVWBF4JhCgPbP8aYzaVMfUxdJhVUEFAFFQBGoXwS0dEVAEagDArUiNPkuM2NqmH3u0qH5xV0zDWWSejS1o6KiCo5jdBdOHTqxJlUEDjcCxhhUy19ty/XVkXzXb3BwsH0/j7+/G+qObQz8/NxyLd0IDg5VvVzbAaHpjlsEjDkU3Rkg4yxIxpsf3KI7G7LjfcHtdiMkJET1ymEZLVqIInCMI2BE/mpxtfz3tTtrmUWTKQKKgCJwzCJgzP7tS6e2raquqtGywcFBiI+LR1RkFCIjo9UdZgxiYmIRHR1V28ui6RQBRaAeEKiuqgLfD1yXoqt360i+9LtRo0Zo1CgBjeLj1R3jGCTwx+IaJ8i9Lrwu3eHoT6sSKgL1gED1YdCdCaI742XcNWTXSNrHdkZEqF6ph26oRSoCxxwCVWJDckNLXQSvljx1Sa9pFQFFQBE4VhGo/g370qlNo8JCg5CbX2gfoWT6kJBg0AgLDw+FusOLQUREGLhqT5zVHV0IqDTHBwKVYiDm5heBeq+2LWbaXB8daYyBy+XAUddgMIB+FAFF4DcRqKysFluxGOGhv/7F1/1lZNq8gqI99qUxpkZnOKI/G7qT+wP0owgoAsc9ArlicxKEPb9wzZMDuL115wGSa7QioAgcJAKa7cgjcCD7slaEZlBggJ3cp2XkIiMrT51ioH1A+0DD7QOZOaLvgkG9V1sVzrQkNVVH6v1B75HaB47fPpBjycy6TMqZNiwsGOmZ2m+O336j176BXfuGax/Wg+2fnpmLck8FYqPDa2ty2nSqO1VvqN7QPnD89IHfti9rRWhSc4bJintcTCSCgwIQEhyoTjHQPqB9oMH1Aeo36jmSk9R7dXGqI/W+oPdG7QMH1weOfdy8ujM0NLAuatOmDZV7aWxMhNqXgsPx2n+03ce+DtBreDDXMMAuAsXFRsBxHNT1o7rzYDDXPDpWtQ8cS32gNvZlnbSnn59jCQwWrC7AGt+Kg+KgfeAI9AFZWKkP3Kng+ah4XY1Kb3rVkQ2nL9RH/9IytX801D5wyLrTpfZlQ+0b2i7Ve9oH9tcHAsGdll4b8mCOfqo7dT5eT3MiHbf7G7ca/nv2jV/Yl/tRks5+wjVYEVAEFAFFQBFQBBQBRUARUAQUAUVAEVAEjkEEVGRFQBFQBBo6AkpoNvQrrO1TBBQBRUARUAQUAUVAEagNAppGEVAEFAFFQBFQBBQBReAYQUAJzWPkQqmYioAioAgcnQioVIqAIqAIKAKKgCKgCCgCioAioAgoAorA74uAEpq/L941tem3IqAIKAKKgCKgCCgCioAioAgoAoqAIqAINHwEtIWKgCJQLwgooVkvsGqhioAioAgoAoqAIqAIKAKKgCJwsAhoPkVAEVAEFAFFQBFQBH4LASU0fwsdjVMEFAFFQBFQBI4dBFRSRUARUAQUAUVAEVAEFAFFQBFQBI4LBJTQPC4uszZy/whojCKgCCgCioAioAgoAoqAIqAIKAKKgCKgCDR8BLSFDQkBJTQb0tXUtigCioAioAgoAoqAIqAIKAKKgCJwOBHQshQBRUARUAQUgaMQASU0j8KLoiIpAoqAIqAIKAKKwLGNgEqvCCgCioAioAgoAoqAIqAIKAL1h4ASmvWHrZasCCgCdUNAUysCioAioAgoAoqAIqAIKAKKgCKgCCgCikDDR+CQW6iE5iFDqAUoAoqAIqAIKAKKgCKgCCgCioAioAgoAvWNgJavCCgCioAi4EVACU0vEnpUBBQBRUARUAQUAUVAEWh4CGiLFAFFQBFQBBQBRUARUAQaHAJKaDa4S6oNUgQUAUXg0BHQEhQBRUARUAQUAUVAEVAEFAFFQBFQBBSBoxUBJTQP35XRkhQBRUARUAQUAUVAEVAEFAFFQBFQBBQBRaDhI6AtVAQUgSOMgBKaR/gCaPWKgCKgCCgCioAioAgoAorA8YGAtlIRUAQUAUVAEVAEFIHDg4ASmocHRy1FEVAEFAFFQBGoHwS0VEVAEVAEFAFFQBFQBBQBRUARUAQUgV8goITmL+DQk4aCgLZDEVAEFAFFQBFQBBQBRUARUAQUAUVAEVAEGj4C2sLjEwElNI/P666tVgQUAUVAEVAEFAFFQBFQBBSB4xcBbbkioAgoAoqAInBMI6CE5jF9+VR4RUARUAQUAUVAEfj9ENCaFAFFQBFQBBQBRUARUAQUAUXgaEBACc2j4SqoDIpAQ0ZA26YIKAKKgCKgCCgCioAioAgoAoqAIqAIKAINH4HfsYW1JjSrq6uRnVuA9MxcZGTlqVMMtA9oH2hwfYD6LTsnH1VVVXVWw6oj9b6g90btA8drH7C6M7dQdGf1QenOXMnLMo5X/LTdqju0DxyPfSDXzqtLSz1Wbx7pL9q+6qrkPqZO+4H2gaOpDxxIN9aK0KwSMjM1PQfGGISHBiM0OBAh6hQD7QPaBxpQHwgNCUKY6DfHOEjPyAX13oEUqDeeaVVH6n1B74vaB47HPhAavFt3ikLMlIU+Lu6It9b/WTkFqJa/g7Av9R7cgO7Bx+PY0TYf3/eM0BCZU4vtmZNXiMLi0lrrzPpI6EteUIerk7uS8B+Kg+KgfeDI9gHqpoqKCvC4P91XK0IzVxRtUIAbURGhCAx0IygoAMHqFAPtA9oHGlAfCKJuExcZGYoAOebmFuxPb/4q/NjRkaq79d6lfUD7wOHtA0FBblB/Une63X7IzSv6lY7cX0B+fjHcfi5ERYZB7csAtSkakE2hekb784H6APUm0zSKi0RhYTEqK+v+dND+dGtdwkkU0Blj7OaluuTVtIqAIqAI1CcCxtToJeooksv7qsvZV+DeYRUVldbQ3Dv8uDjXRioCisBxhwAXcCrqYFiqjjzuuog2WBFQBPaBQKAsfpfLSvo+ovYZVOrxwN/tv884DVQEFAFF4HhAwHEc0JWVlR+R5pIkMMYckbqP2kpVMEVAETjqEKCu2pdQtSI0jTGoqvtrkfZVn4YpAoqAInDUI0B959TBtjNGdeRRf1FVQEVAEah3BA5Gd1arfVnv1+X3qEDrUAQUgYNHwKHRWQe707emyspKlJSWolgc/b5x6lcEFAFFoKEjUDtC06KgFqeFQb8UAUXgOECA+q72lmVNSuY5DqDRJh4uBLQcRaABIkA9WKMRa9O4mpTMU5vUmkYRUAQUgQaKQB3UIB+99KJQVFyMmXPnYuPmzdbNWbgQBQU/vzLJN603jx4VAUVAEWhICNSK0GxIDda2HMsIqOyKgCKgCCgCioAioAgoAoqAIqAIHJ8I8PH0gsJCrN+0CfN/+gnFJSXw8/ODv7j8/HwsWrYMazduBNMw7eFAiY96GmPgcrn0PZs49j68fuwLezuGH/2tUQkVgd9GoF4IzX2tBtXHgPF9efKBttjvS6by8n2/q6Rir/c/efN6j4R07zQMY/z+2nkg+ZhfnSJwLCDAfl5bOfdOy/FB55vfm6Zqr+cOveG+aRuK37dtXt3gG8Z27n3OMHWKgCKgCByvCFRV1fzS5r7aX1V1ZH5MY1+yaJgicMQRUAEaPAKr1q3DoqVLERkejriYGGRmZyMzKwvxcXEICwnBytWrsWb9+sOCA+12L5GZkZFh3/dpjAHDD0sFWki9I0Aik9wFd+/m5OSgpLjYXj9jap6TqHcBtAJFoB4ROOyEJpUbB01RUTHe//BjvPbGW9iwYaNdzWGcb1v2PveN25+fnIeXAHC5HMycNRsbN26yK0b7y0ND13EcZGZm4oMPP8Ebb45Bamoa/P39kZaeji+/nICPPv4En3z6ObKzc+wq186difjuu+nw5mXZLGPBwkVYumyFTcMwX8d4tun76T/g408+xSeffIbxEyYiS24wLlnR8k2rfkXAiwD7jNdfl+PB5qtLHftKy36emZmFrVu3IjcnF0lJSUhLS5ex9THGjfvS9vmvJk5Chow3pp349SS8/MprMk43Wj1gjAHH8MqVq7F23XprGNlxJuE8Tpo0GfMXLLDh+6q/IYQRl7lz52P16rVWd/FaMqysrAxTp30nOiO7Qbe/Pq8hsazP8rXshomAturoR8BxjLXJpv/wIz759DN8+tk4fPjRJ0hOTVV9efRfPpVQEVAEDiMCTRISEBoaCndAACJIakZHIy42FpEREQgMCkKQuCaNGuFQP7SpuPuTdvtPP/2Ejz76COuFKDXG2LmwMWaPHWtMjd8YY8kyzn19HcviuTE18d5zhv2W801HOWgvMz3Djamp03vO496O6eiM+TksmUVZAAAQAElEQVStNw3kwzhvmQznuTHGtsuYGlkZzjSMo5+O55y3QD48p2MY09DRzzA6nvO4t5Osth6GG1NTl28Yw+m8+RlHxzBjjL330c947OdjTA1pOXXqVEyYMAHz5s3D+x98gFWrVtm6jTH2yHIoM9tkzM9hDDfG2Dkc/XTGGHs/pt/rmBfyoSzGmD1lGvPrtMzjm84YA34OFOYbzzLofMMoA8N8nbdc3zD6mY9HY8wv+ivD95fHm55HrzOmJj/z+NbPcoilN533yHSM803rm4593JuW6ejfX1rGs7zj3R12QtMYg+LiUjz99P/AyXm7tm3xzLPP49vvvrcDgYDzovFoTE0H8F4MrhwwnI4Xk0dvWvrpJIsYsp9jxYqVPEWorEK53W7r55dvGd687ATJycl49rkXERkZgfDwMDzy2BPIzc3DOiFUpn77PVo0b4H8ggL855HH7YuVU8VA/tNf/o71GzaxWOtKSkpw3wP/Ao1pG7D7yys/T0mIfvjRpwhwB6BJkyaYMmUafvppKaOs88rEk71l9S1n7zim983ru7vUixXTeMvwPfrm8/q9R+bxrcubj+Hecn3TMpzOG0e/b7zXz3K8/v2lYbi3nH2l9Q3zldGbh/m9aVgfz+kqKip5sK5i925b33jfPF6/Tbz7y5uHp77xe/v3LrOq6ucX4FTt3i3iK6uv35uXdRlTo8TpZ53eOPp983jL9KYzxtibiTc9j940zOv188g43zD6fXc4Mw3D6Lxp6d/beePWr98giwIZSExKxsZNWxAVFYng4GCER4SD4+urr75GWWkpxox9D8tkAaBTx4548+2x2LkrEZT/7THv4qmnn8UPP86wVXCMMvzFl16xRGm0GGY24iC+vDIyq6+f50eT+2L8V1YPWezlWlI2Lpj89W/3IzklmafWERfrkS+b1ucoXvjqAm+8b7u9YUzrG85y9z73pvGGM6+vn/F0DOeRbl/xLJtxdL5+37S+fqaj85brPe6r//um8/V76zGmZjwx7kD5vfUwrTc//V7ZeKRjGJ23PN98Xr/3yHS+/vLdOojh3rIY7+tnHJ2vDEzDMDpvWvrVKQL1hYBvP/P111d9B1NuQUEhPvjgY5ko+YH2XLBM2h38bMpy3Hhl9x1Pvn5vPOtnet8j/V7nm8ebjnm9fqbz+hnOc3WKgCKgCPweCDRr3BhNxbVv3doem8qcs0lCY8QLqdmhTRskxMejicQfqiwkM7kxZ/z48UhPT0dgYKC10ydOnIhSsfOpA7OzaxbhacszLW0lkjCZmZlYs2YNNm7cCD4Kz3imZTz9LJvzbRJrnKevW7cOiYmJ4HybOwlJnHLzBNNlZ2XZMjjnZ37KwjJY/4oVK5CWlmYJ1l27dmHt2rVgeatXr7ZH5qc8TMvyGc+6UlJSLJHF+KKiIixevFi4gVxbDuug/LwPMJ5p8/LybFxyUhKWLFkC8hzcHMWyGb98+XIbxvR0bPOiRYv2lLm3bGw78+7cudPKbIyx5RtjZI6VarHbtGkTKBvbSmx5r2Ee7rKkjLm5ufa6MIzXmvHGGLlHuvY4yIdzBbZn4MCBGDVqFOKlfxAzibKkKGVZunQpPB6P3fDFsokVrx+xInbGGCsTryflYduJyYYNG6z8xcXFtk7G0TEdsTbG2DILCwtBuYkTZSFGlIvt8pbPfKybYTwaY6x8vA7MY0zNOeUl5uwnLAfyYTyvCa8966XcTGOMsXIxnu2hXLw2rIv9kWWzDIZRRmJpTE0ehvEaMN/mzZtt36SsTLdjxw6wj0E+LIv5eK18+xHD2J/Zj9mfucNZktvrzLLZPygDsWSbeD3Zx4kT66BcDGe5TM8wpiXWzMd41uF1lI3l16M7Kot26kOqJBno60V5XXv1lRh2+mn44//9wSrAJCEVP/r4M7z33od45bU3RMFtwkcff4r/PPwYNm/ZYi8ud3q98cZbeOqZ/2HGzNm2E3Pb/CuvvoGPhCjkrqbvp/+I8RO+skrDHRhgOynb8c3kqXjiiacx9t0PbIdj52I43aeffYFePbtj1NkjcdmlF2PIkMFYIwqPaQYM6IdTTz0Zt9x0Axo3TsAPsvofFR2JLp07YZGsRjE/3bz5CxEWEorOHTvw1O4MyBFFYszPE2h22tatW2H06HMxaNCp6NOnN8ory2369es34H/Pv2iJVSoRdsIZM2bh2f+9iOeef1kGxRosXroMJDUYN3fefEyeMtXm/VLIj9KyMiGLS/DGG29L+0qRm5Mj/p+xYkJjamRhh/7s8y/w8quv4623xuKlV16Tm0SSxXPx4qWWZH7p5deQl5dvcc/MzAYxpny8Nply4+DgWLV6jaR9Ac899yLy8vOxffsOfP/9DxbzzMwsTJg4idXam9qYd97DY088iQ1y7alQWC936L72+lv2mpSVebBMlD3rILlMJcM6WACvQ2ZWtsj7Bp57/iW59rOsrIsWLcbMWXOsjElCnvEaMw+V/0svvYanhDhfLuS2MQaTvplibwB+fi4hnWdYIo04bty4Cf996n946eVXwZdnU1mTTPJ4aq7LJOk3VBLLlq8ArwfzrFmzDp989rmVgQqd+L32xtt4860x9oZKeY0xtg+OEdLudYl748235Xq8LTeuPJuPZT3zzPN4e8xYi48xBhMnTbY7F40xIF7s7+wzY9/7AE8985xtgzFcFCi28c/+73npA9MscWmMwdeS/2kp891337dhK1ettv3pzbfewfMvvgKOD94AOAZ4LZZLmygrb3Djxo2XfvAGnpH+NnPWbLmGDrhD8sWXXsWrco3eFRmIiTE1fYjXZV9u8ZKlgu+PWLV6FaZOm2YNAF6TC84/D2cMH4bWYlydcEIvNGvWDG3atMYD9/8Np4seiI2JlbRLLDbnn38urr7qCricn1XQ5KnfimEB3HrrzejYoWaMsS37kuG3wowxyM7Jk+uQbxdRuKvbN316Rrb0g1LfoCPi79Gtm7S3WvrpcngRXyJj86QT+8qN321l8l7vd959z/Y1Go/jvhhv8/FG9vobb6FSyHPe6N56eyyeePJpzF+wEMYYcKwkp9TsXPriywngzb2ktEzGwWvIkvHNfm6M9CkZNxw7PGe/f150EcfVps1b7LXau+/MmTvPyjZBSGveUI2pkZ797Nvvp4N9imXNX7AIM2bNsmM3MTEJL0j/fPrZ57BRjDOmNcZg1uw5ePiRJ0BdRZ3FcBbOI8luyjHmnXft7nrKwXHLmznjvxM9tHHTZiujL040TDaJ0bG3nmJ+1vHpZ+PwyKNP2LpZDsfCApGVMq9dux4ct0w7YcJE6SfFFsuPPvpE5N4M9vOlS5fj8SeekvH5rr0mLMMrM3XVs/97Ae+MfQ9PPvUsOFb4Tqt9tZ9GHMf9a3IN2c7FS5ZZrHgN6jomWb86ReBQETDm6NedFRXlaNq0KXi/OfOM4Thf7jsJCfFiE5WAdlJxcYkdsxPFNnnyyWet3UidwPGdtZedUyqT8dVi41Cnchx/P/0HbBa9x7H5htzri2Vy5pHJHe/VvJ/uy7bh/Z/2gzE1evBQr4HmVwQUgWMPAdphyamZ1i7fW/qyMg9S07P2Dj7kc9ZZLfZfvpBEu2R+nZaRgRQh9bYJIcgNOrRjDsaG9hXMmJqNE9999x169uyJM844AzExMTjrrLMQHh6O+fPni62dC8ZTh65fvx6vvfaaXWin3v3mm29k3rgdCxYssLsCKdOUKVPsU1pMz7pISG3btg0TJkwAiTHm2yKcwIcffmht1enTp8MSU6mpmCZzDuZZLUTlLLEvWQbDUoSYZDoSTGzzRpmHsjySSNTPzGOMscTf119/bUlOpv3qq6/sJgva00zPtAwjIcY8kydPtvb2ZrEp2ZawsDCsEPJ0zty5Mn/OA9OyPsrDdtEWZzm0U0lCMQ/nwyyHBCzvLb6y8Zxk7hIhRxn+/fff2/p47yFhzHb9+OOPMk9YZuVkeZSLZb/88sv2vsc0JNyMqbkHERM6YpoofYHl8pzY04bldWMZ3MHL+yL9lOGHH36wtvaXX35pbVsSasSKJCzrYDt5nXltli1bJrbyDGbFnDlzsHjxYjs3/uKLL8B41sfyWC77BHeGMjH7AdPk5uaCR+LM6814Y4y155mX82K2lUdjjL2nE1NibIyx9XGXKfGmjLTtKeeMGTNsf2Relu29xrzXsx6Gb9/+y/7IMN7nee1feukl4UoSbX2Uwxhj2zlXrjf7KdvPtrOsDz74AMSdbaQMTM9rzOvPstg3yFUwnHnYBzgPYzivBa8N6/b2D87LWO5nn31m9Qh3Q/M6ky9iHm4aYp/ndYV83nzzTSxfvtz2C4axveTfSHayfElyXP3/zCYcxma3a9cWw08fir/f909wAtqhQ3sMGniqdPp5mDFzlqwMjAQnef968D84sW9fdO/eDWPGvGsl4M7LDkJm3HTDddY45Wr8BiECFy76CacI6dirVw9w12cvUawBAQGYNGmqfWyc8d9Mnoa//e3PdnVh7vwFtjx+UWGQyOp9Qm+e2o5y0QWjccrJA+yqR0pyqgziLKxdu84STyf27YO01HQMHzYUeTLo2Ek4WBg/dOgQ8OXLLKitrIAF+OwOZViZGL8ux7EdrOa8DBERESBxOEYmuWePHIG+vXvhhZdetXKQwAwLD8UlF5+PLl06y81hgQymJKvQ/iNE77p1G2y6RdJ+t7+/TJTfRbkY9NwFt2DhT/DFasvWrazSOg7e2XPmok/vE4RcPQd8hD5ZFH5ycgo+H/clLr/sErty9/wLL9r0O3ftBEnlETJB2CQEIBVZpqysfSgT+QsvOBcJssr38SefYb3ELRcCkZmocBcIeUL/WCGp4+PjcNMN12Ps2PdB8vHSSy9Eelq6tD3PTj7KykrBx4xJdHeQPkIyhrgyP90sIdlioqNw26032UfJONg5SDmJYHx5uQcLFi6yeCxdukJI6AG4+KLz8a7UTUVHjAqLiplUbjgrkZSSLAq2EB989DGuveYKtGje3PYzT3k5Fgg57XI5Vnku/mkxmH+jtI2/EsgCnnzqGVl9W2brevrZ59FXiOlLLroA6zdslLalMIl1vK4/CenK/j1i5BlYs249iouLsFxueNO+/R433HCtvXGzfzvSL5YsXgIjf5x4UfE0bdrE1hMdGYW7/3C7HR+sY8PGzbYP/fH/7sZ0IfBnzpwtq1q5VlH/6Z67kSq4fiDXpmeP7hg2dAiWLl0GEmF9+pyA1954E/FxsfZafCiLAKmpaXZMzBaFzLRxsTFYLkQnr99LL78q/fx0nHfuKPwkOOTn59l28csjhC/TEC+vcjTGIDo6Gv5uf9v3SBYO6N/ftpF56D77bBx69+5JL4YMGohUMULuf+BBBEge1kMc+FiMsY8PVtt0/Nq1c5c1Mt6UieQjj/1X+k2+JZAYV1cXKLphy7YkFBQWQUSW8VRTQlJyOlLEsAwKrCEMa0J//2/2e5efgwH9+0mf/skKsFome6iazgAAEABJREFU1vSccsoAVFVWiuGVsed6p6VliC6dIO2oxtJly+EYR8jp1xAdFQW2lYsQ3CV7xWWXguTlrl2J9hqjugqJssD0yGNPIFMWDKoqKzD23Q8s2cm62O+fe+4FbJS+z/Nl0m9Hjz4Hpw0ZJEbpG6A+s7rE9p3BYN9ZuHCxHRfsk0miT7hQwbx0HFfZstBCPw2JNWvW02sXS/qd1BdnDh8upP8Yq2cXy1iYJYTm3/76Z+zYsVNIzXE2Lb9oDLA/3nzTDaABycUW9sG5lkw1TCK6ZBWSxIinIZoreprjgjhNnjoNGRmZsji01KZjH54v9wNjjNUrbM/dd91hFwpofGzatAU7du6wabNzsrFYCHtenxky5lyOg0Uyvp+RBR2GpYgO5SsU7vrDHeA7X9+RhQWbcffXPDHuQ0JDcOklF8mYK4dXV1J+3/bnirxF3A3w0xKMOmukzb1y5SqLy4svv7LfMWkT6pciUI8IUJ8ccd35G+0LDAy0dturr70Jko68v3vE7qJ+mCWLn4GyyP2jTGoWiX65887bsHPXLoyRRREWuU0mMr52Ds9pn34vRGaKLP6kid2Xn1+Ab76ZimzRl5z4vfX2WPyWbTNa7p2cGLJ8dYqAInB8IuByHJQUl2LD5u2/AKCiohJr1m8Rm63GbvlF5KGeiAFOveeIbUNiys/lgsvPBbefH4zIw7hqHNrHGAMSORUVFWgjc176aUOVyzyqR48eNo52ZEhIiJ2zkGSi3mStTGOMwZlnnolTTjlFbCKP2OPGkp2zhIxkWtpv7du330OQDhs2DK1atRL7Pw+xsbE2H3cTzp49G81lDuetO1lsvy5dumC1EJupMscYLrZlQkICSIwx/4gRI6ztOHLkSHTq1MnKBvmQICMhy3ro+Mg+cWL5TDd06FD0FV6C8nGuQp6BpBXJpXPPPdfOSeLi4sBdjmx/VlYWSFolSN2sq1evXrZ9+fn5lvBlu/v06WPbvnTpUoshSWHatSSF2UYSlieeeCIGDx6M5UJQ0S4l3pSNMrJM2rEiPkhW8Uj5vPdC4tCvXz87DzPGgHITF5LAK1eutJhDPrwetGPdu3kLr59Hto/XySvbAiGgWQ7bSiyJy9q1a8HrRRwuuOACkCxm+13S7zp37oyTTjoJLJv2LcM5hx89erQsOp4P8gmcExBr8hZDhgxB165dhReaY/PQHuY1YL28xuzPlEvE3vNvjLH4c6ckrwmveSvpK0zPfum9DsSIvAuxoyMRSBuB7Tfml/0R8jHGWBnYH+UUrJtlzRA7gu3lOdvWX+a6vObsQ7w+bOugQYNw8cUXg3MDXjfi6NuPZs6cySKtzcIFAWJH+SgLx4m3f7C8xUIKcyNQu3btwLrZfvIEJIx5XXg92A7m27Bhg51b0/agfCTcGcb+w77HMFvxcfTlHO628qJI37BEzhVXXIptW7fhvgf+JcRSPiJl8s3JOgcwd0T2FvKlQ4d2GD78dDvg2KEHCQFSVlaGeQsWycD1Q25ernQuf5x3ztlo2aI5qDSjoyPRpEljK3pISJCd/HcWhdW2TWt88uk4DDv9NJx+2hAbzy9OPLmywM7Ac18XFBgkE/5ETJo8Bf/410MYeMrJYrzGIys7W1ahotG6dSssW75SiJYUULGRIMzKyrFF9O9/kn3MlgPUBsgXBxY7Ege4nNr/8NBQuxuoa9fO6NSpI9jGGCGFVsgEloZyj+5dwU7MPCFBwYgSnL7+ZrIlelu1amkHcHhEBP7vnntteXfecZs9Dhx0ql1F8WLFgWcj5Evuc4iNiUZXUfiso02bVha7H2fMBHekNmvWFKOFuOBjx+npGagor0Dnjh0tqdpGcAwKDK6RWUjWNnITu+zSi3DdNVehZfNm2L5jh2CWbInkWCHHeDNbb4m8Yrm5rBESqVDwSrZELvFrK/kj7aP+4ThV8J07dwHShSytqKy2il/EBQcud1ycLuQcdyzxWhMT3ng2CblH8uSriZPkBhFmlfXQoYORmJiE5XJtXI5j8zdpnCCrhN/bGwdJuBbNmtldhLm5eWAZuXn5QkYmw1NWDneAG19++RUmTPwahUIssF+FBAeDeWYI6Z4gZfXo3p2ioblgVVxcYkkPKrCgoAAbXvNVjYSERmjfvi1atWiBli1bgNjPn78I50qfJT7XCm7JqSkolnr4GoIH//2wrDauxz//cZ8t4qST+iJUSJDZs+fCyN/mzVtwghD3l116Md5//wO5KYfavhAtZC+v53ffT7fEB3E3xqBz5052PHTv1sXu1lu9ep1t02ohyEplLG2VlU/2/Rjpc5ST/S1I+hn7W3PBKL8gH0zDmycVrRVKvn78cQYee/xJzJs7H8YYCYHFlqRYWGiYXN9wcGGiVasWIC5MsF4WH0pKS0CSk+d0xCNKxixXkykzw+gqhLQzpqZcXn9uwx80eCD+cOftCA8LxfsffMRkdXYcj8HBgejSuQ3Wb9qOIrl2rIar5xkydrt3bmf7UJ0LPowZDIwYBjkYKIs0JA15M14qhkzPnj1E3/mhUIhYjtuuMv54vctKSwX7cquDaLTecdcf0bZNW7mRXmhJvQKZhJ8nE+tWrVri4YceFB0SaV12dg6+/W46zhbSjBhXiHE96uwRMoZ3WgPvp8VL0LRJEzRv3sy2bpgYcytFL23Zsg00hFkv89X0nXZg3wkJCbYyhoWHYfz4r8AdiSToWUCCLHzM+HGm1R3Lli1H+7ZthHhcjcYS3q/fSejRoxs6duyAufMWYIOQqGVlHlAPcnzt2pXEIqxjX/zLvX+SuJWWYOSOevZh1j1OFmSmTv0WKULUh4luJcHui1NhfhE6yiJaUmIyEpOSrZ6KlrHDgtm28vIK0QtrQaOERG5bkXHJ0hWYLeTqjyJ7bFwMk4JYJkn+2ULmnj/6PAQJUbJQyM38wgKsXrNWxnOJ1SeV0o9tBvkKEaOeGFF+6vsYGXMkNX3bT+N9tiw2cfw1E9xbtGguerozOPbYRuqb/Y1JqUL/FYF6Q+BY0J2VlVUyVvzQ64SeOPXkk7FTFkNefe0N+xRQtIzzse++jy/HT8Rtt9xo71E3XH8N1stCpEdIzzJZVPW1c6hnA4Ug/fvf7sWjj/9XdNJGWQD9BFzYYViuLDysXrNGFimLwftpQWHhr2wb2rMcu8Su3i6MFqwIKAJHPQJt2zQDbWLanRSWNu/KtZvQrGkjxMdFM+iYdLRrKDhJG9o2tPep80gqcV5Mco5h3377LTrKPLJ169Z2bmeMsfNX2pBlMhfh3Bjy4ZEkE20n7mwjAcM0tH9I9EgSO6fjXJj+OCEQWT4dbSkSPAzv0KGDJXWMMeAOOur4Xr162bz0G2OsHExrjOHB2v7G1LzHv0JIWspCW5Bz9xYyh2Oili1b8mDzGmPEzh0v87Awyw0wolDuA9xxR4KObWd+3geIxdixY0FsEoTgZJvXyP2DxCJlJ/nE/GyjMcbKSeKP+TZv3gySYSeccIKdqxMPysb7CttCP/OyPu585OPibCvrZjjjmZZ+5mWdlINhbdu2ZbAs9GdY253YM4B40w4tLi62uJAEZDhxYBj9xtRgRT+vP9tJP8umDNnClbC8lUKccqcs8/G6EBva5izfGCNz1CZIS0sDMfDWQ26BMhAP4sNyiO3EiRPt/IT3ZtbldayT12nChAlo2rSpvSZsdyshNUkGsu7OQqyyPGNq5OY1Zh3GGBhj9tkf2c9IprL8U0891d7vWQbrYn7WwXPIh0e2ibhGRkba8hhPzLZv3277DP2SVPiAlrZOXg+m59ihn+mNqZHPt38QA+bjdWX/SkpKsjtzyY21ljHFMkhmrl+/3pLoJDkZxzzsbxxPbAPLZNjx5pzD3WBeqNWr19oJK8m/e//8RztZGzPmXYQJacPOwDrZUZiWF7dcDM1AIRY5qF97/U1UyARxmBBbvEC8gMY49r2WzEfHd3S63T+TSqWiKIODg3DXH25DXyFJ33zrHUz77nsmtY67KP39/bBOOgEDHMfBt99+L8pjiR3cPbp3A8m66669Bqtloso0LseRFaJ8DBVidNOmzWLkfiwrRf1t+srKCibZ4ygjb1wM4I7EKmFw2OF57nVsa46s+HvPy2QiHxwUBD4uwMdAveE0yD/88GO70nLN1VfaXXmMq6qqlJWd1nb7vVeBvfjSK3thxZQ1TsYK+EpHj6fMBnBQuhyXLZcKiIHE3iOT+2CZhKemp6NRo3gGWyIjMNANx/jZHVo2UL4KhWTpLOTZ6PPOwUcff4Kp074DFYU0F8YxaNO2NVq1bgVe8969e0sOgO+PI7nIE+4gfWfse+jTpzcGidJwu/0ZvMdRGQEGvU/oBUdkzRS8/P397c2BN9RAmXi4/d3gh4+lU5kOPX0oSKywP1155RUgrm+/PVaIhiRLNpeWlCEiPBxthNDt1+9E/P1vf5ayHat02GdCgkOsQmKZEZERduda4q5E3HbbzcjIzIAxBqPOPss+ar5581abz+XyY/LdzoDXn/hWCFlUJX3XOI6VIyc316Yplf6JagPH5UKl3EBJYPBGlyUre5DPm2+/g52JiRg2bChaCjlojEGllFNe7kEvITYDpZ/k5uVhnpBAk6dOBUnf7j26w5F6JDsqpExey3JZMWX5JLy81+JP99xld24SWz6qZ4wRZV2C4pJiS46RlH/xpVeRmpxi6zTmZ5XAxQfuRDvxxD6sxroy6beTJ3+L7JwcO374eEtycqrFgAkmT5kG7nCmbGwjZSZ5/pc/34MgGaPvvv8hk/3KMb3jctkVWUZ2EuKfk0n66+qMMVYeElBdOrYVsjYRW7cnyiJFLrp3bQ9H+mpdyzzs6Q0sQRkjiw69ZWL+/AsvWxJzkCxSZAsJGRsXKwbaPEyeOm3P9ZYsVgz2t7aySMCbHa97gKy2khRlOBMwjHgGBgTi1dfexAk9e+LUU09BYUGh9MsytBUCr5uQ32Pf+8DuAj333LPtOOW1fenlV8QgbQ/uRKd+YjnsX759ByII+yd12o03Xo//u/tOcKGEBhmJaOrx0JBQO26rRCCmy87JFl/Nf5nopABZUGD/4PufGifE48orL8ONN1xbk0C+eQ9gnyXZ2lEIUL6vSILl2jm2H3EBgOVyh+q8+Qt+gVOBEI4xMTE477xRe/SUS/oWcaGebiN6qkmTBHCXJnEhke4WXRQi5GhAQACqRGi2m2m5i5y71rtIfywqKZHFEA9io2PQonkzjBwxHNxVzbSUrcYZWWyo0blspzFGcPATPf5z+0tKi0EDvViIdsrEfMUlpXKPK7ELA/3798P+xiTTqlME6gsBY8xRrzt5nwuUcTpAFki6dOmEu+/6g9ht6+yiOe0Fji3uYM/MzLIwGWNAu8EtepI/Aulr5/D+z0SbZBGxUXw8OFlsKovlRpQcF7X93W7xGVBntBIbYn+2DcswxvCgThFQBI5jBNq1aQGX42Djlh1Yt3E7miTEIj62fslMLj6L4t6Duuuj3xAAABAASURBVLUFZWJ2ODQSbRTaWkMGDxabdK4s/M62unb69OnYtWsXuFORNtDChQvFpvVgwIAByBaSi3lI8NBWpO6l3qYtyfLouAuS5BEJGe6wNMbY/IxjQ5jHO0dKSUmxcy/q9y5dusC7O5F1MB2JIu6UGyoL8u3a1WxYYL2sj2VZPOgRV11dbcsSr0BWbW1iEmm0/bi7jeEk5zjfZH2U+/bbb0dubi4WLVpk83AXKOXo06ePnTcxL3cvMs2dd94pNmCpfeyaJCvrZjoSeWwry2cbKRtlpOzGGPTu3ds+zk8yi2GrV6+29q4xxsrL9GwviUriNViuB+tjeSyHc2BeB9bHI3cTGmMsgciymI6PRjdp0gS0h3nOtjEv218spCZJSIZv3Lhxz1yMaRhGR6KOT01SljyZk6YLb0BikYQ05R45cqTdnMXHsnkd2D/YZsqWKHPcNjJvod97XVkPrx/lpUzEiX2CxGdmZqbY4mKMs+LdjsQur8sdd9yBDRs2gJgzqqfMcbj7lXXR9mcdXrmJB+Uldvvqj6ybspEkHDJkiN1JyXraCgk8YsQIS2KzrSyDdREv+ikv8WdaYpecnIz27Tm/dODbj2hT8HpznkFSkvMenrPd06ZNs/2J7Wb/8MpMQvfss88G059++ulWBo43Y4wdI+z/3NFLcpOyUC6OEfIkbCfjWAfDjyfn1EdjIyMj8Mknn+GzcV/a3TV8L9lJ/U4UJZcLL6lXIhM4PhbI+nlBSB6x4xUVFwmRlAl2roULf0KppCP5kpuTy6TWBQsxMumbydZfVCTEjBidJCL/8/BjiIiMhMvPhcL8Qqt0+Z41JrzogvPBnU7c6TfpmykY/9VEtGzVArn5ebJqkckkOPusM2WQbJTOuBL+bjfYyalYuHuKjx12FUXKx5f4GDwzsBwOZA4Il+Ng69Zt+EDIyCGDBzHaOip2PhY59LTBSBTih7ul+Eiun8jIifouIc+4c88mli/uOlq3fgNGnXUW8vPyLRYcQMTqrjtvF8K2D/7y1wcsiVVZUYUMGfRerLxySTFWEXAAVUganvPxqdT0NIw6eyT4XswFCxfhnXffR8cOovzlrjd+/FfIyc2112v16jXgu+lOP32w3WHLx0I5sf/k089ZFIYJiXjvn/6Iyy+9GHxcPywsFN26dsXKFavtblnuSAKqbVpet3xRfDyprKySOvKQnpEOvluPRDHDGEcMP/lsHN4VkqWdKJKU1FRw1xmPJMT69u1t6/UqObY1Q8pZumQpVqxYJSs/GTIZCQXf13r77bdYpbp27TqcfHI/QJRAkhB26bI6tNU+ll9t+9WZZw4HXyvgJwQlyVqPpxzzFizAiBFnShYHmRlZ4OfDjz7BH+++0z5GSmXBx/EZTlchJGZ6eobc1Kh4q6VtGeCutpFCdrC/rZKb0ltCsPfs2d3uIGH/uVGIm4suPB/3/vU+FMlNhG3PzswG8Zg9ey4CpO8tWbLMvnOwadNmyJPrkiE3DhLluTl50i+TMGf2HFCBUYYqYa7ZP6jEIyMj0VUmeSt3X4t1a9fbvvC/515Eo0YJoPx50uc5/tivJk+eiv889E9cdNEFchMus7vWWCbHIvs+J39UkjyvEqaH17qHtOW0IYPQTyaUp5x8MrjD1BgDvs9z2/Yd9jqxDCrs76b/gGf+9zwWL16KLUIIc4cu4+iKCoqQLcQo/XSnyQ36i3HjsXLlanz33Q8YKCQcww/GGVMzMQ8JDkSrFk2FLCxG5w6t4HLqReXVWUTiSd1Aw+RkMQDZV8KFUKMBlSx91SMkOHcS1lzvRLnec+2ORF7jYiHW/vynu+0O8gf++W9reLRp0xpj3nkPs+fMwX+ffNpe8xWrVssorMYJQphuEgOFu4sqhPzeKnrqHCHpJ0yYaMdMK1mNTpE6BTLkis5hf54zdx42b9lq9cxLL7/2i76TI4SrMUbGXDrmL1iIBeLCRPZGjRphlxgt7A+9e/dCp04drD7tIv3RI4tWX3wxAZOnTEWWjCs+at/rhF52dynjNojOS01N24Mj3w/84EOPCNFaDpa9VfoV+yvxGDniDEvQRkaEi/7LQkV5JRhOfc1xQaKXBf1CT6WkWuOw30knYuXylRCVJ3pwtYzbSlnhT0Onjh3tQspJEk89wTE5W8YYjaOuXbvYV0mkp2diyJCBoPGSJzht274dO3bsgjEsjTUCOWLI06jiGdPs2pUk47GLXRjytp/6oZuU+eTTz4LXjWmpUzyyWED//sYk49QpAvWNgDFHt+50yeLEtu07MWnSFMyZMxePPfFfnDygnyxghlgdyfs638/87vsf2SchXn9zjF0s5Lic+PU3YoN47Zy1MpaLREdtsO91v+/vf0FYWLiM8UG46MLzxM66396LuUBn76dyr9+fbVPf1+TIlq+1KwKKQF0QaN+2BaorqxEVHoqE+FjU14dzAlHXdiGUtr1xXHAZB9zU4JZFHzFOZCpWMxfDIXxoNzZr3hznnHMOXKJ/CwsLERERgfPPP1/0brCdN4SFhYnuHGJtquDgYEsM8f2afYT0Y9W0qTgnYH7auZMmTcLnn39uSSCSX7TvSFYZU2NPkSQk8cXdiCR++Ggu8yYkJNgFYS5csdyTZQ7COQrf+0giKF3mSgw3xtg5F/2+jmWwHoYZY8B62D4+mkw7bMKECXZDDMlRhlNuzoXOPfdckDRjGhJflIvvRKRNzjLZNoaxXcSiueDVs2dPsZPT5F41CZSLpBXrZZmUgfOASJmz9evXD5SdjkQd5wac15P0ZXpeW5bP9PSfdtppcmmNdcy/Zs0aS7ayXKan3KyfJCMdicS1a9eChGZubi6++eYbUHYShwzj9eS1nDd3rt2NyuvH68bNU8SHZf4/e2cBGMXRhuF37uIe3L04FHe34lC8Tp1S2lJ3t7/u1N1boC3FSoECxb1AgeJQikvc5f/euVxyCQESNCRfYO52Z0efmR15Z3aPpn79+mBZkTXfZUk3dMu0rV69Gnz/52HRJOiOYht3mzJPNLVkjM3dnczDNpmHUxTeIWNoCtHGGFDoIzuG3aJFC/AJTXd+GDeNMa48s+71EcGPwl6k6Ascp7M+8JvuaMiX38YY6deDj1sf6YZpopDKcmQ9ZP2kPee8/Ga5kTuPeY1hM20UIOfMmYPx48fLWL4auNOTdYN1hPWIc3Q+Fk83Bw8elHnwcvD1AqwLW7ZsAcuRZcB88zr9kyPj42PrDJ/8WRfpnnoT08B6wXLnXITsmWba1alTBxQzmVZ32um+qBjHmc4oIVKAeuKJRxArjd6iRUvQq9clMuBshZoXVUeXrp1tlFWrVkG/vr3tDRkUFIxLB/a3DeWtt9yMeBF5duzchVtG3WAfMW7RrCnat29r/fFj2NBBKCer6IcPHxGBrifKli2DRhc3tIPW778fj3ZtW4tAcykOyQo9KwQra82aF2HM6FF2gLtz17948P57UapkSdSoVh2X9OgO/rEyjx59k0w+E0WgqyurJS77yy4bBj5+RDcXN2yIniKEsQIlJSeJuk5bl9kvDenllw1H61YtXBby2UvEsYtkxYiVkrvl+GgvG5tbR98sV2HTXLdOXXvMD76r8a03XrW7epjHHt26gjcO+dBf79490b17FzsJ584oT1aVK1VkENbwhhs2ZLDwC7LnPS/pgUoVKtj3H95y843SMK9G8fBwjLzmKvzw4wT7iC9XWsi9UaOLpXGdYre9j5byoMAZJp0XH92ygckH01SqVElbhnKKa66+wj42PWv2HyhVoqT1S3sKuXz3KY9rXlRD4rsCFJWriojC8BwOw0vWDB86GJUrVwIfX+U76KpWrYwG9euhVQZPdhI9Rcxg3HeOvQ1bt+5ATGys3ZlbvHi4DcP9wdcO1KxV065O3XTj9Vi16i9sF1GktIh6QSK+DBo00Dplfe0lQnZ4eBiqSNxvvv6KCETFEejvb9/7yV0arHstRbwjfz66W758Obj/wsJCMEzS7efna8upf/++Nu+1JO6rr7wcc+bMs4/xU8BkXNztCRg0bNjA/jgVG/Qbr78W4cXCsHrNGlx77dWoVKmCFQmbt2iGb7/7Ht2lDrRu3Qpt27RCp47t8duMmejdu5ew72OFK19fH6nvg6SsQ8E/7prjDjZbFlJGTDcFFO745XW+nqGP1CMKSH0knKpVqiApORmDBg2wDT/dGGP4lWmMMTZ/kL9yZUuD+QsLDcbFF9cXG9f/NBGs+X5U1j3aGGNw791jZYW6DOYvXIgrrxxhRSPej7zeqHFDuce68tCa9u3bYLCUC/N3qbQHHSWvbrfWQT4/jDFyf6ZLngLQsH5NK+bmM4iz5twYg379eqO83JM+Pt547tmnhEU3G1//fn0QGhaKTiIau8p7liy29ERPaafYefXv19cOGnnvUqxkHb3hupEIDQnGunUbQHvW8X6yePHwg/fbMNvIoK9pk8YIk3C5E5id8mOPPCSCf2tJQ3lQPGbY3OW+XMR0P38/3D5mNPiyeQp6V191uQ2HdadHd1ebNPjSATgsbSzfNXPzzTcI52B0aN8O7nao0cWN0L5tG+vv3rvvRERkBPbtP4Dbbhtt2/om0s4M6N8P03+bifiEBBnAlLdu+cHd18zH3LkL7LXbbh1l69/AS/tnliN3z5ctUxodOrTNuC/IqRfIh/caw2FbwXZqgDDjOV9rUUNWUadPn4ngwGCbjs6dO6BRo4a8bNPeXfLHejfq5hvBxRFe6C5tbqWK5e1K6ZVXXI658+ZJ/3JE7tWKvJxp2N7zXqNF2zat0VbuWR575p9tKu3atGpp+z0et5aFl65dO+GADHr69u2D3O5JulOjBM4FAWMKbtsZLAuow4cPQWR0FLjw2lbuM7YVHEtcOrCfXVTlAuhQWTTkQlFbubc4Hvj6m++ljQxFhfLlwXEO285pv/0OPmFwr/RTnARwt3yx8GLghGygtE28H6/Ow9jmXJSJxnFBEdDEFnECtWpWQflypc4qBQqX0TGx9rU6KampMneOR0JigswwAIomUdHRMA7HaafBGGMXtwMDA8GdgcOGDbPvmeScmfMLikljxoxBWFgYjDEytu2H0NBQjBgxAvXq1bPjVQo0FGY4tho4cKCM2zrI/Lcbunfvbv2w/aV9SEiITS83ElWuXBktRewbMmSIzKNc82SKfRSuuIOO4zz6o7hFEYyiJEUdzs85BmZ4HNcyTgZKe+5QpHtjjMyzvUE3viL+0v2lItBShKMd08H80Y5x8Pzqq6+24jHfo9hPxN02Mq6+4YYbZMG/tBX6mF/2HQMGDLBCacWKFTF06FDLiu7onmlgXIyDaWMeKHzyPaFNmjRB69at7Vj6qquuAh+lJl8yoF/m4dZbbwXDpT3zQeYXyZiW4iLDohtjjGVOAZGPfTO+v/76yzJkPBS9yIv5oXi2YsUKlC1bFpcOGmQFMe60NMbYfPXu3dvOoxgfw+8sYirFv0suuUTmfxfbOWinTp25UZtvAAAQAElEQVTQXwRf5p1h1KxZ09q3atUK3bp2Bcudx0wbRdK6devach0+fLitM+R82WWXyVy/lcxte9trZE5GFExZfoybZcDyYDgsRzLifJPCHt2xrvFaeenjycYYVxkzz8erjwz32muvtXlh2bA+Mn20d8fracd8sIwOiXBL9iwb8mIe6cedxiaNG1smrFsUp8mLbhkWOS1evNjydd9L119/vU1D1apVZT4/xDLnvcZ7gPWEZcX5DOs46xfTxjJkWZAfy5npCZaFBZaVMYYoipQ5/ZYuBy4CZ6EWL1YM1468GreNuQWdZWJOO4qKTWVSzR05ZWWVpY2INCwUf5k8d+7U0YbEArll1E0iJg1E1y6dwdUY/sgQBSAWEiscG7Prrr1GxLlwEbzqy6Sykr15OnXsgDvHjgHFO8ZXrVpV9BYxlXHwnOGMGnUjbr3lJvFTEdwBVbt2TSseMVyGX483WovmKC+iVYvmzcC0cseg+5juORA2xmDQwAHSaIfYuOm/tUxQKRZwPYzx0bSUsJhvCqvlpMEYddMNuPzyEXZVi/G1atlCGq1KtvHhefPmTaXxa2LjZfr5Iy8Ew7z5i8jGMAeIaEbRmKLVLR6satSobjsd5peNQSfhzpuc4bYQcYzh8ZjpGS0MBol4xLC5MnKp5IWD/iFiRyEuVMQqrjyRw2gRNYcPH2rTzPjph9+8cTt0aMdTKzIMGzoYTE8bmcQzDcxzIxEtKEoyXvpp3qyZlNFt6CrCNsvcz8/P8uM1dpZDhwwCHwUll5SUVOkM61oRjOVAYaKtTF7YcVPsvf320SJe9JH61VEE7nKWIRNDf6xntUVUZBoqViiPUSK4XH3VFbZcvb29QKGIjOi+nYRJTtWrVxMBorUNp2TJErYcShQvju4iKDJ9rNvt27UB6x/PaeiPnD3DYjp5rXHjRlL/R6OXiLDSY0sDBbQT/3yvJusLhXTWN/q9Vu6Vy4YPA0Urd2fQV8TGsXfcJp1BJ8uIae0riwAUw1lWFL/TpbLRP/PD+pCSkmI7aXdZNJPFAKZxqJRNcHCQ1PlkqW+VwdcssGyZdqaVPzjF8uDuZ54zrtwM0830lS5VSsKpgsqVXPdeqoiZjUQUatasSWZaGQ7jZn0fe/sYNG7USBhIgiVghlOjenW0kPpAdzSsM61EvL73nrEitLXKdCvOT/m/MQWzUWde2f7xHaYsM9Zrinj2uG1rsH0kE3d5834hX3ZsHeWeY12k4aIF21oejxgxTO6/G8H7nH7ZFrGMExIT0bRJI/C+Z3kwLl5nmxAWGmrj4jFfD1FLBiJ3ymJBb1mI4X1cSQTXS0VcDpZOkvdSlSqV0bSpq4z5WDoXMkZK3WU9YNrZ3lWpUsW2X3ysnTs1ee9SSL3+upG4TtwWKxZu6wgZsL6MEbGSgj/bE6aLhc1vthu3jr4JbI8YvzEGnaWNZx4YF9NcqVJFG5YnJ4bJMGgYDsN1t1O069unJ7hwRaYMp4GsOlOEZDqrVq2CptJHMW09ZeGKr6tgvltJO15NBhp0zz6AbeLlstBVShYMGAfD5TfTlJn/enWRW/6ZFw4wuSva18fHxUr6HYrFXGTrLO02w8rrPcm4L3yjOShoBIwpeG0n7wsO3vvKYg3bBY4D+0g/SXZsAzvLONI9TmL7dfttt8r4oBMv293qbMt433Occ9UVl1l7tg0cX3JRj/cvF1IZD1/FwTGbMcYuWp5obGMD0g8loASUwDkk4O3tjdoyZuOTehQAExIpaCYiThaI+RqxKiKocYxxJpJkjLHzS4ZFMYltJMfxPGebTEM7njNdNO75HcdTvM65Ct1Q5ClZsqTd0cZzhmOMsWIh23F3GBzvcl5IMYp2FJG4g4/CFceBDJdjMobBHX10x2PaMxzGw2/a0T/tmQ6mjcc0jIN2DIfpo4DEb54bk5UmnjM/jJfhMf2Mj+EzHl5nWjn+Y3jMEw3Henx6yRhj52aM0xhjBU/6ZVg0DIt5YDrpn3HRnudMDw39Mu1ue6ad1xm/O108dxvGT8Nzip6cu9EP0855LI8prpUXAZBumH6mgfHQH+NkfMYYmcIaO9Zm3BQ/qdXwmIbuwsPDrUDHtNDObUpIOTMuhsk4GCfzRvf8JjfaM/2cA5GD2y/duhnRjTFZ3OiP6WU6v//+e9F0KoECLu3Jj+lmnDQ8pmF8DJt2dMN085jX3PY85jWeM05+e9rRD68bY6zuwfkFedIdDeOnm0oixtMfw+/YsaNNH8f+HJ80aNDACscM37N+0B/dGGOsDsH8MwyGSa5kRDf0Rzte4zmPycFtjDF0UuSM42zkmBUwZ7iediwk93XaG+OCz2O3fW7fLDhWJPc1Y1z+eJ7Tr+c5j2noztN4i7DlPme4DN997v72TKvnsWd4PKZ/tx+minY0bjtv6Xjcx+5vz/jo3/M8t7iMMXaXEk7wxzCMMbbxcTujXW7HtOPNxt0NbUTUozhGO940d4693QqYPPc07jy5v3nN85jnNMYY23jzmIZpyM0dr9GehseexsvLmXnqyYOrkpkXPA7IkKee/nLjboyhM8sot3jd4VhHGR90R5NxasvB89wYY+2Q8ed5jVaM0enMut2czqy88XpO48ixqspzYxhKhsuML6fTYfORcWobWPdxbt+58XBIXDRu957Hbjv3tzOXdNO90+lwO8nk4JBwMy0zDowxNr1Oj3DojsYYk+HK9WWMsW5dZ4Xrk/l154j3Rm7Hnm7c193fvGaMcZ8ew4nX3Rf9ZPXZfWyMy4/ndfc1vszefZzbt2fdyc2/Zz4871fPY3e49G+MKy1uO37T3vObx27jvsZzz7g87XmNxm3n/nbbGZM9Ts9wPNPp6c8z357uGSaN2637m3aeYXke81pOk9t1hkXjdut57LbTbyVQ1AjwPjAm+z1MBsaYzH7HmKxjZPzZcc7VV8pCWWtZKHNZcpzDnZnuvogLCK4ryAyL58YYfmUaY8wxY5vMi3qgBJSAEjhHBNiuVSxXDu1atULTRo3Q5OKL0VRMk4YN0b51a9SsUeOMpsQYI+1nuhVbGLcxxo49eUwxh9/GuNzw2G2MybIzxnVM9zR0Y4yx6eQxDe2bNGlid3Hy2G0oSA0dOtTuoKcd3RrjCo9iTk47z3NGYIzLLf3lPDfGdc0djjHZ02SM6zr90rjd8ZjGGGMFP7e9MS7/TAMN3dAYYyxDt50xWef0Szc0Oa/Tzhhj43Af89tt6N4YV5zMm6eh4MVHkile8phuaXhMewqdPKadOw3GGJtOhu8OyxiXHd3R8Jox2e1OZM9rXbp0AQU9HtMYY2wd4rHbeIbrPmYaeEw3/DbGWBbGGLsTkjsnec3tjm54bIzJzAftaIzJsjPm+Mc5/RvjcktGFKm589MYY9PhDtcYY+OjGzI1xtj8UnzlOTdIcEGAO4l5THdMN/17GmNc4dDOmKxjnqeLWMOxkPvYGMOkFnmTpUIUeRRFEwBvCCr/Pj7echOmWQi8Udhx2BP9UAJKQAkoASWgBJTABUpAxzkXaMFpspXAGSBQWIMwpnAKGRR4uHhMw2OWH78pCnnuDDSmcOaf+T3ThvxocoZLO5qc9mfjnPGwTLmIyOPTjYNhUL/g49Y8pjHm7NcJjieok7g3O/A8t7wY40oLRUsaY4xdLOUxDcOA/p0xAiponjGUF2ZAnjeU5/GFmRtNtRJQAkpACSgBJXAaBAqdV8+xjedxocuoZkgJKAElcIETMCZrR5oxLlHIGGN3wlG0ooBkjMv+As/qOUm+MQZkRmNMFjdjcrc/W4ky5szGZ4wrvHNdJ4xxxUueZ4uVhpt/AvkQNLNugvxHoz6UgBJQAhcOAQPpsPKcXLdD4z7QbyWgBJRAkSRgtO0skuWumVYCSuA0CZjT9K/elYASUAJFlECeBM00Pq9/JhvaIgpbs60ElMCFQUAW4OyKZl5Tq21kXkmpOyWgBAozAW07C3Ppat6UgBI4WwTsji+Zb5+t8AtEuJoIJaAElMBZIJAnQdPL4UR8QtJZiF6DVAJKQAkUPAIJ0t4d78enckuttpG5UVE7JaAEihqBhMQknOwHxjyZ8J1abG897fQ4i4AeKQElUPgJ8LHZ1NR0+Pj6nJfMGmPytYh/XhKpkSoBJVBkCXDBh68MoskNQp4EzfDwICTKIDUiIgYceMYnJCJOjTLQOqB1oBDVgXgRMdm+HY2Udi4pCWGhgbm1mbnaaRtZYPoEvScL0T0Zp3m5IOpzvEfbmZScgtCQfLSd0s7Sj44vtQ2N0/v9grjftZzO3L3KMWdcfAL2H4xAUJA/vJx5mpbnOg49HUuHw2F/sMQY1+OYxhgYo8YYZWCMMjBGGRhz/hiwbXO3UTzOzeSp5TTGoFTJMKSlpyEqJg6xcdKYq0FcoWCgZanlqHWAdSA2LsG2b+lp6ShVIswO7nJrNHOzM0bbSDJUo/eS1oGiVwdi4+Jt24l0oGSxUGk7TW7NZK52xhiUKB5GrzaMWB1X6dhS64DWgSJSB6Jj4xATm4jw0CAEBfjl2kaeK0u3YOB0OqUNdwmcbjv9Low8NE9ary+MOuBuk07UFjpOdNHzGgu9WHiIneiXKBYCNcpA64DWgcJWByhkFgsPtoM5z/YvL8faRur9UNjuB82P1um81YFQOzYMDwuCceRdzHS3qw4ZidIv29+8xReiY1Adh5/7OqDMlfkZrgMlZTGnVIlQ+Pmdn0fN3W2wfisBJaAELmQCMoy8kJOvaVcCSkAJKAEloAQKIgFNkxJQAkpACSgBJaAElIASUAJK4GwRUEHzbJHVcJVA/gmoDyWgBJSAElACSkAJKAEloASUgBJQAkqg8BPQHJ4mARU0TxOgelcCSkAJKAEloASUgBJQAkpACSiBc0FA41ACSkAJKAEl4CKggqaLg34qASWgBJSAElACSqBwEtBcKQEloASUgBJQAkpACSiBQkZABc1CVqCaHSWgBM4MAQ1FCSgBJaAElIASUAJKQAkoASWgBJSAEiiYBM6koFkwc6ipUgJKQAkoASWgBJSAElACSkAJKAEloATOJAENSwkoASVwXgmooHle8WvkSkAJKAEloASUgBJQAkWHgOZUCSgBJaAElIASUAJK4EwQUEHzTFDUMJSAElACSuDsEdCQlYASUAJKQAkoASWgBJSAElACSkAJeBBQQdMDRmE61LwoASWgBJSAElACSkAJKAEloASUgBJQAoWfgOZQCRRFAipoFsVS1zwrASWgBJSAElACSkAJKIGiTUBzrwSUgBJQAkpACVzABFTQvIALT5OuBJSAElACSuDcEtDYlIASUAJKQAkoASWgBJSAElAC55+ACprnvww0BYWdgOZPCSgBJaAElIASUAJKQAkoASWgBJSAEij8BDSH54yACprnDLVGpASUgBJQAkpACSgBJaAElIASUAI5Cei5ElACSkAJKIH8ElBBM7/E1L0SUAJKQAkoASWgBM4/AU2BElACSkAJKAEloASUBYZCtAAAEABJREFUgBIosgRU0CyyRa8ZVwJFkYDmWQkoASWgBJSAElACSkAJKAEloASUgBK40AmcXNC80HOo6VcCSkAJKAEloASUgBJQAkpACSgBJaAETk5AXSgBJaAELhACKmheIAWlyVQCSkAJKAEloASUgBIomAQ0VUpACSgBJaAElIASUALnloAKmueWt8amBJSAElACLgL6qQSUgBJQAkpACSgBJaAElIASUAJK4JQIqKB5StjOlyeNVwkoASWgBJSAElACSkAJKAEloASUgBIo/AQ0h0pACZyIgAqaJ6Kj15SAElACSkAJKAEloASUgBK4cAhoSpVAISeQjrRCnkPNnhJQAkrAk0C650m2YxU0s+HQEyWgBJSAElACRY+A5lgJKAEloASUgBIo+AQoZhq4pvAJKXGIT4pCQnK0GmWgdUDrQKGrA3GJkUhL4wKOQXo6v3HMn6s1PMb6xBbp6ekSoEslZQQbNm/Gz9Om4aOvvsKr497F2x9/golTpmDdxo1ITknJDIxuM0/0QAlc2AQ09UpACSgBJaAElIASKNQEUmQcHxsbi9i4OCQnJ2dMLM5NlnPOG5iWmJgY7Nu/H9HR0UhITMyWEM/5SbYLeqIEChEBkyFm/r5mHJ6f2Akv/dILL0/qo0YZaB04+3VAGZ9jxi/80h1vTBuEQ1E7YUzu0mXutjj+HwcLxhgYY7Bm/Xrc/tDDuO2BB/HZd9/jj/kL8O/evVgr9l+Nn4C7H30cN951N36aOg2JMuhwOByZQujxY9ArSkAJKAEloASUgBJQAkpACZwrAhzfu+M6eOiQHcvPnjcPk6ZOx6Rp0/GrmJ+nTMX0mbOwfNVqHDhw8KyJmxQymR7OG+Lj4zFr7lx8+PnneOipp3G7zDnufuRRjLnvftwr38+/+hp+m/0HDh85Yucmxpizli7ySU1NxaHDh7Ftxw6s/2eT3byxe88e4XEAFFzp5lwYm45D5z8dcVI+u3b/h01bt2Ld+g3YKlz+Ex7RIjy7OJybz4KQjnNZJn/tnIbvF96HuIQIxCdHISbxiBploHVA60ChqgOxUp5JKQnYsPsPfDnvDunbU3PtUPIlaHJwYYxBYlISXnz7HdwqgwmG+ujdd+Gj117Bx6+/hpeffBzvvPA/fP7Wm3j8vntxUbWqeOujj6zweUAGSMYYFTUJTY0SUAJKQAkoASWgBHIS0HMlcB4IGCPj+8RELFq6DJN/m4GFS5Zix65/7c5MCowpqSlITEgEx/Kr1qzBpOnTrLh5SES1M5lcxkUh0xiDRcuW4Z5HH8MzL72CH3/+xYpmFMooHFLo3LNvH+bMX4BX3nobN90xFt+MH2/nKPTPOcuZTFdMTCyWr16NX0TYnTxjJmb/OR/zFi3Cn4uW4Pc5czFZhF5yW7pyJWJiYzOjPqvp+P3cpiMzL+npUjd2YaYIzT9Nnorf5XvOggWYt2SJ5fLbH3Px6/QZmDlnHrZs337GWbjTwe8du85fOtwZy1Y3zlGZ7I/cAqfxQqBfOHy8/OHrFaBGGWgd0DpQqOqAj5Snj5cfigdXQkTcHiQkx7ib3WzfeRY0OcAwxtiBzZ0PPyId+jQ8ctddeOv559CxTRuUKFYcfn5+cDqc8PLyQnBQENo0b4aHx44VsfM1pEnnN+S667Fmwwa7gsrwsqVET5SAElACp0hAvSkBJaAElIASUAKnToDi4IRJv2L12rXw9fZBaEgIAvz94e3tBafTCS+nF7zk2M/X147xAwICcODgQUycPBnr1q/PjJgiU+ZJPg84N6AYScHy9XHv4v7HHsfOf/9FxQrlUbpUKRuvn8Tv4+MDX/lmGkqXKgka43Dgo8+/xNgHHkBUdPRpzzU888Enz8b/OhlLVqyyYXt5OeEvbEKCgoVTsDDyho+PNyIio0T0/As/iPi6UkRfZt8YY+dAPD4VU1DSwbQbYxAVE4Ops2Zhsgh3W3fukrylSVn4IDAgEGEZdYYsUtJSsW3XTswQsffnqdMQGRVly4ThnK4xxpWOaecpHQWhTLwdvnDIPZkO1yvgTpep+lcCSkAJFFwC6TIGkTbPOLIl0X2Su637qse3HWCkpuLeJ57EngMH8MW4cbikS+fMzsmzcXd7c9tVq1wJbzzzNOrXro37nngCh44cAcPjwMXtVr+VgBJQAkpACSgBJaAElIASOLcENm7ahEkiOvEJrGLh4XA4s6YH3JmZm+EY3svb225mWLRsOVavWWsTbYyx3/n94JzBIaIkdzfedt/9ViitVLEimB5eO1547msUX8uXK4utO3bijgcexJGjR8HwmM7j+T2ePcM0xiApKQlTZszE3EWL7XwnPDxUhEsfG64xkk/5zzAcxgEaH18fhIWFghs7Fi1fIX5/t2E4xC03dtBtfky+0yH8zkY63GnetG0bfvjpZ/z73x4UCw0VgTnQit2M0xgXDGMMyN3L6URQUCDCgkNw4NBh/DhpEugfZ+CP4WSlI8ymI12EvaTEJMTExlnRme98TZBziD032ZypdBSUMjHGxTufONW5ElACSuACJJAOI//4P7fEZ41YcruaYcfGm4fjf/0VK/5ag4fuuAPVRaSkPQ2vGWP4lfn+GNob47LjYIKrqC8/9SRKFi+Jh599zrpjh2c9HeeD/o5zSa2VgBJQAkpACSgBJaAElMBZJFB4g+Y4nbnj+yDnLlgIjtMpCrrtOXGgCOc0TjgduRuHjPMpXAUGBtjHw//esJFBnpIxxjVnePWdd+x7KatUqmSFscz0SKg8NsblTk4z/xtj7A8W8T2KZUqVEsHtP9zzyKOIiYk5JoxMTyc4MMaA70OcNH0Gdu7eLeJdGLx9vCDa2DG+yICCb2RUNBg/5y7eIvSGi7BJv79O/w20ozum/5gATmBhjMlzOo4JJh3w8vbC6abDnebNW7dhxuw/JExvBAcHAZK23HjA80/SACmuYBE2vby8rP/NIorSiTtcHufFuN3bdPzhSkdocDDS0tOknGPBtFSVuWnLpo3RqllTNGnYABdVrWKF5ojISLmcjhBJ9+mmwxiTpzJhumyaJf+Z+RMeZ6JMMsPTAyWgBJSAEoAjLwyMMTgoq2uffPU1rr3sMrRo0ti+B9MYA2NMZhDsMO554kmsXrcumz2FS3bmAX5+eOK+e7D+n3/wy2+/Zfo73gH98bGTf//dnenEdg6ZZ3qgBJSAElACBYqAJkYJKAEloAQKPAFjjN1cMG/hosxHpj3H2ElJyfaR896XdEf/3r3Q55Ie6N29Owb374dhlw60Zqh8V6lcGfHxCQgKCsKCJUvtD+Yw86Ld8CtPxh3v9Jkz8efCxahUoYL1R3tjDCgGcsfdnr377O47p9MJ/hlj7Hzj4KFD9pVY9EcxsVyZMti6Ywdef/c9OrNu7EE+PhYsXYb9Bw8gLCwEMIAoYvKR9Z+CVUpqKuIS4lGxfDl0atsa1USEjY9LQHxcvKTZIWJiGPYdPIj5S5daj8YwIHuY54+TpeOEAbEQxISHnXo6jDGIiIrC3EWLpIwD4evjg/S0dKSkpuTRpIJzQF8fXwQFBmLuwoVShlEwxoDle8L0e1w0xiAzHRKOn4THOkoRuX6d2hgi9bJjmzb2acBG9euLoNkQHdu2wZB+fXFxvfqIjY1FYmIS/Hz9TisdTNIJy8TA7spNSEiQOhmPhIREqQtiSY80Uh6sS6dTJgxGjRIgAQMHUtOSkZgSh6SU+AwTh5S0JBj7zyH3X4pcj7XX0qXy0R7yx+/UtBR7LTk10bpOlwWCpGxhxSM5JUFcyz2fkmjDSJJ4GCf9w/oykgYJJzkm0y2vpafTT4LEmG5dQf5SJCxX25ksYWVPc5qkhcaVdoe41v9KIG8E8lxbZsyZA65qjRg44LghR0lnsWnrVhyQgUVORxQnWbGrV6mC7p064fc/5khHmJrTmT2nOx4kJydjmqxsvv7m29i0eQutYIyRGzPNHvMjLS33Y15zG0837rDd1/LyfSp+8hKu241+KwEloASUgBJQAkpACSiBc0lg3caNoBjInZky68wWdZqIdf5+fuC7NAMDAhASHIzQ0BAcPnIUG/75Bxs3b4bT4UDZUiWRnJwCH29vOAyw5u+/bThyaL/z8mGMQZSIZt9O/ElEVD8bLsfexrjG/Nt37UKtGtXxyrPPoEL58ti7b1/mfCApKQmd2rXFOy+/hPtuv01Eq0T7w0Dly5YVgXWJTSfTwPD4nRfDH5rhezPDQsOQjYtkiuHExceBIq7T4RDxKkW4hKJOzZro0qE9enXtbHe78tF5xhUWGoq/hfPuPXt4mi+TazrSJQga+Trpf0lvqsyTklOSrbh6qumYO3+hzL3SQRGR+U9MSoRD/vG9qk6HU8ord8Pdu0wj53P05+fri9TUNPy5eIkVM42RBNJBHk1mOkSUTEhMEPEkGZeK2N6meXNb/777+Wf8PmeuDW367D8w6bcZVqxv06IZunXqCPpJzBA1TzUduZaJjRG2TkZHxyBcyrx3t25SF7ogNCTYvnfUmOx5JY/TqRvQvwuewJnIQDpS5f7zRlhAWZQMqSqmCsIDK4DvWAWMiIYxSEiJRbnwOggLLIfYhCNIEz8O44XYpKMiRCajQrH68PMKQkTcXnh7BaBUSHUUC6oAf99QlAiuDP4gi4FTrvmjREhlGwdFycj4AxK3FxKSo0XTSUTF4g0R5Fcc0QmHAWk4+SoKH+9AGGkrjDFyv8YBxgGnxB0SUBKlQi+y7oP9S6JMaE2JLxzG4SVp9xPfWfoO9E8JnISA4yTX7WU2uqv/Xod2rVohLCzU2hlj7LfnBwczwUFBdvXO0z7ncYfWrWTV8yAOHjyU85I9N8Zg/YYNeHvce9i9e48dGMz/cwHee/9DxMXFweFw2McLUlJS7DEfC4mJibXHTOvRoxHYsWMX9spKrl0ZE/f8NUQOeoxxpTtdOvj//tsDmogIut8pg7QjMihLBsPdu3cvdu36NzM9DNee6IcSUAJKQAkoASWgBJSAEriACSTLGHrzli0yifTLngsOk0UwS0hMRExsjB0TezpYtnIlvp/4MyZMmixi6GE4vbxAIZPj5MDAQOzYucuO8T395OV4zoKF2LZ9O0JFDGJYHOszDfyxoiH9B+DZRx9F44YN8PLTT6FK5Ur2x4Li4uOx78ABjBg8GBVF6IwUUZTv6Xc6HPCSdKWlpWP8L5PAP2OYMR6d2KTJ/GD1ur/h6+sD4zFLMuKd84OY2DhUr1wZfbp3Q+9uXeHj4wWmwx0qBdfePbqJvY8VVpkPL4eX/bEg5svt7mTfnulwWMAARYQEERMTRMwTleCEQbjTyzlSSEiIdes8hXRs3bED/x3YhyARtSmOci7VsE5dDBnQDwN79cQAERT797wE/TOOB8h3/0t6gN8De/XCkH79UK92bcQnJIp4koZgqSPbZX6141/XHAt5/PNMRwp3h6akokenTgiUeSd/gMlLyjs0KBgHjxzGBhHb9x04KAKME8YYzK9//hUAABAASURBVBcBlbt2e3XtImWS4EqH+MtvOjzLxHjUDWbBGAP+GFWZUqXQp0d3ML6K5cthQM+eKF2yJKJlnmqMVCI6zjCnWjcyvOuXEsDRmP/Qqe6NuL3neFxy8Z3o2egeXNf5Awxq9Qyi4w8iJTUZV3V4B8PbvIibun6Gbg3HIDJ2P2ISDoqIWAs3dv0EvRrfi9v7TETdCt3h7x2M/s0ew5BWz2HMJd9jYPMn0L3BHQgJKI2RncZhUItn0b/pw7izzy+oX7EH9kdukYWOENzY7XNc2uIp3NLjG7S+6DLsjdiEYkEVcHXHd+Q+9MOR2P8QHFAG9/SfhgolGqBBRWk7mj1q4x/Z6T1c2vIpVCreCI2r9EPfpg8gKu6AiJrSEWkZK4E8EMjRHOfuIzI6Glu2bUddWX10u2Cj7j52f/vLyhvt+R4et537m/bGGHta+6KLbEe/Zcd2e57zgwOS778fjxHDhuLSgf1QunQpXHfdNfJdGt//MN46/+iTT0Xs/M8ev/bGW/jq62/s8f79+/Hyq69jtqzMvfveB/jp51+s/Rdffm1XlO2JfLBTXiwd3Pc/jsfLr7yOSb9OwX8ini5fvgJPPvUs5s6bjw8/+gS/yIBNnNsOkd9qlIASUAJKQAlcGAQ0lUpACSiB3AnsFyEwKjoG3j7e2RykiwhIoaVOxph//C+/IiYmJtNNvTq1wcfPe3TphPCwUCQmJmVeo/DG3Zo7RbDKtMzjwfJVK+0uUDo3xoDCWVRUNO657TbcPuom/DZ7NvoNvwxHIiLw/muvgQLagYMH8dCdd6JyxYp2F+TPU6fB6XDA6XSC4mGYpG/t+r9FeD3EYPNkDh06ggOHD8Pfzx8yo3b5kelLsgho3CTRvnVLdG7f3gpW3LUqEUGURpc7+WS8IUFBaN7oYpuHNOEZEOCPg4cP5UvozZYOCTdBRMxYEVOrVa6Ei+vVdXF3z/flOz4hARRcWXbpch7LR9/jE9C1fTvUqFLFiq7ciZvfdGzfsQtewhQyY+TcyelwoG6tmvCTOZ+fvx/4OjFuZqFQyWM+Vh4cHIxAEUD9/OS6uGGd8ZV6Rv8yobK7KbdkvEtTspan/+50GBF3o6JiUL9uHVSsUB4LFi/GHyKGL1q63BZXipQTX6Pg5XTY3aDz5PqSFStBu0oVKqBerdq2Phtj8p2ObGUijD0TTv5hIhz37NIZFFdZD2h4fEnnTggUDtzZ6umH1wNOoW54hqHHRZtAKtJQrlgtbNzzJz6afS0+nzMKC/75EiWCKiI+OQoDWzyJEL/iePHn7nh/5tVoU/MKNKt+KeISI3FF+9ew/eBKvDq5L6aufAnXd3lfxP4UvDfzMsxY8yYcDid+XPwgvlk4FimpiSgWXAk/LX1MwrkKS7b8gMvavYgAnzAMEjEyJuEQ/vdzF3y78F4rrNYs2w4JybEoHlRBmsg0xCVE4tLmjyE8sKy0J36YvW4c3p4+BBFx+/DfkXV4fWp/LN/2I8qEXYRA33BEiqAZnxiR+eh80S5lzf3JCDhO5oDX+cJwfpcoXpxf1jikQ9u1ezfe/vgTfPDFF/jsu+/w+Xffg435rHnz8LEIjO9+9hleefdd++4Yurce5cNLVtHYqXElS06P+b9q1WqUl06qbNkydkUrSVb1UmQluYeshh7Yf9C+ByUlOQUh0nFs3boVf/65AOw8GRBXZsPDw6wA2lU6lciISFrLDZqGtWvXYdu27eAAiWkYNGgghgy6FP7Smdx4w3Vo2LA+9kv4fjKIGTF8KG4bcwt+nzkLe/bstWHoRxEgoFlUAkpACSgBJaAElEAhJ3Dg4CFwbG1EIKISxF2GqalpIgKlwuF0oF2b1hjcvz+qVKyIb8ZPRGRUlCVSvWpVtGreDK2aNbObExJFaLMX5INCmp+fLw6JeJeWlvdHBvmk1Padu0AxjCIPdxUyvmcefQi9Zez/8Zdf4akXXkT5cmVx1Y034c9Fi3D3mDGY/P136NG1C14f9y5GXHc9li5fjpIlSkhKXP+9nE7wEeANmza5LPLwuePfXTIBTxfdTVRMt/s0gAJrG8mz5+YOzmVErwTjcTs1xuWvepUqoICYmpoCI4yTk1ORn8fOM9MhfmNiY1G9ahVcNngQWjRuAj7SnJiYiKiYaHDHKL8rli0n/AKE/RERL+MQEhQgYmZ7VCxfHsVCQ+GQeRtMOvKTDrLbf+gQOC9iHWEefUTI5Pf8JUvw3YSfMHXmTIkvHjPnzgNfGcDvZJmzTZs1W84nYr4Iimly7u3tRW/W+Pn5gfWPT91Zi5N8eKaDYVMwbijCOutKxzZtwB//Wb7mLyt2B8gcLjgwCN7e3jhy9Kj9ganaNS8SEbqdLdfGDRqIWO1n635+05FZJsZVxpnJTofUj2QwbN8MPsYYW4eYRsZzcYP6SEjIEv/dfo2Ub37KxO1Pv5UACUgtQ1JKAuKSjiJeRMr45Ej7HZcUhdCAsqhUshF+Xfk/pKYnYcu+xfhrx1TUrdBFRNB69I4Zq98QATEMq7ZPwtd/3gUj7URichwSkiLFRCM+45ttBwXSvREb8e/hbVi5fTK8Hb6oXqYligWWx6Tlz8DHyw8rtv6ELfsXonmNIYhLPIokCetw9C50a3grSoVWxz97FsDfJxjJKfGS5qw44hKOIiVV8iF+ggNKoeVFw1G7fGekSz/CR+Mdjqz2wyb8TH9oeBc0gTwJmhT/nDIoSEtLzZbZHSJoTvn9d7syNuOPOVixZg3odue/u8FH1Nf/swnLRJzcsn1HNn8+3j62gsbFxWezd5+EhoaJ6BhlT318vAEDG250dLSsQ6SBnUWYrLru2bsXf/wxF0OHDrY3IOQvJSkJ7h2iDqfT+hNr62fnzn+xeMlSvPLa61i3bj2MMXYVl+nx8nKCfyky8KhevQoPUapUKdS86CJs2bLVnuuHElACSkAJKAEloASUgBK40AlQJOOYnUIVH2WmcJkuo+wEEcqYN8MPMa1aNEODOnUwd/4COQNW/vUXJk6ejJ8nT0V0TEzmmNtelA8KNEnJyUijuinnefl/4NBhEXsSYEW3DA9BQUHYJOPvx5//H77+8Ud8/cH7eO+1V3HXmFtx1c2j8MPPP9tdgtfeehumz56NeVOnYIQIfny/ZkYQMCIWMS1xcXFuqxN+p0ua+cMzTocjm7uklCQUCw8HdxpmuyAnFDP5w0AJCQmWR5QIv/wBI+7Yo6BJwZOMfX19rNiYF6HXMx0UUilgtmzSVETKIOHtj4oVKoA7AeuIUFev1kXo3qkjenTpZH8Ip3LFCmjbogWGiBhdo1pVSSFEcExASrIIqzAyH8p7OiKjo0Dh1CEcbUD8EEYUcpm/2PgEESZSrHhIQZx1Jyo6BqkiYCbKfCxW5nl0y3IQb/RtDcPjdW5CsRYn+Yj0SAd3OVLc9fHxwbciqC5dtcrO9UKCgq2wnJaeBsmmzDPT5dwLIYFBcpqOxctX4Puff4GvCO6VhFFiUjLykw7PMkGOvxSZHwcFBYp4XC7HFcAYA/5dVK0awkKDLS+eZ5p05KtMMv3pgRLIIMB7y+nwgreXH7ydfnA4faT9TUGQXzH4OL0RHXcAAT7hch6OqPgDMPBC+WL1EZcQAWOkTfAOQoBvGBZu+hIRMbtF4AyH0+EDuQgvp681FE19vQIxou1LGN3jY4ztNREL/vkKMSJEOhxO8EeF/ESo9PUOFCE01obH/iQ2KQIlQ6qjd+N78d3C+8X9EXh7+cIp6fKWtBqHw75T09vLHw7jjYTkGJQMroLGVfujW4MxuL33BJQKqSFpPQr9UwLHI+A43gVP+9BgaYBlcBIpgqLbnh1y+5YtMeHTT/Dx66/h83fexjMPPYg9+/fjki6d8dZzz+G1Z57Gl+PewTXDhlpv7Ax4ECkdE+QGKlEia8cn7d3m4ob14S+rdxMn/oLDhw/Dy8sbu0Qk/fTzL9CxfTs4RagEDD797HM0bdoUjRs3QmREBPgXGRUNdzxceZa7g9a2Qx4+dBAuv2w42rZuje9lcMQLbATSZaSRmprKU0DSlZKSBvcfO2gOqtzn+q0ElIASUAJKQAkogXwSUOdKoEARSJFxvTHGjo/DQkPQpWMH9OnRA8WLFbPC3KJly0CBiolu0awJEkWg4g8IxcTEYevW7di+awfiRfx0jcnpymUcMkHlD+YkeTyK7rpy/M+4+DikcBwu6aErhhkcGIgXXn8T6zZswLTxP6JEiRL49Kuv0KtbN8z8+Sd8+d33aNKpM3y8nJj83bcIFPfcRMHdcAyDhj9KwfnKgUOHeHpSkyaTgsTkJDgczmxuk5JSUCq8mEwRXOKU+yLnG8mpKVizfgM++eZbfPnDj/hCzPc//YLps/4AxVRvLy/r3OlwIEEY0o+1OMGHOx0+Mv+JiooBdx1y56vbi7e3N6pUqgTuTmwrc7HqVarYuQ/t+l3SA3Vr1cxMK+dCLDcvLy8Y+ed05D0diZLe1LQ08WXcUbvKSc66d+yIq4YORh8pD+aR7xTlDtK+PbrB19cXvbt2wdUy/2Ma00XVzZxniV8Dhw2HPJCHP890JIsQyTpKbxSMN4rofeDQEfiKwEk7GpZ7UkoyYuNiQVaHjhwFf8TK19dHhN1klJCyTJVyM/lIh7tMctYNyB9/p6FS+fLw9/eXs9z/M31lSpaW+y3pGAdOR97L5BjPaqEEciFg4ERcYoTcZykiZBYHhcK4xEgE+oXb3ZqHo3dKuxKGtLQUESPjEZ8UhYsr90NYUDk5T0DOP4fcKxC9JDEpGokpsfh52dOYuORxcRsvomkAnA5vJKXEi4mDt9MPCeKOYSSKQHlVhzfwz955WL5lAsIlfGlmeSlXE+JfGhv+m4NxM67EU+M7IzbxKAa1eCLzh4Zy9aSWRZ6AIy8EgmWVlC80pqjodm+MgTEG7Exo2JkFBgQgXTo+h9jTHVctaW+MATtwYwytsfPff8HGv7QMTqyFxwfdOaRhv+GG6+CQQcrs2XPwzz//YOq06eAj5G3atJabLw0rVq6En5+/iJkXY+fOXWKXjigRM8dP+AmNGja0IUbLIOCodGI8iYmJxZRpv+GvNWvtIylNmzShNZKSEu2KKeOlRVhICFavXi3mL3z+xVfS8SWBj6LzmholoATOJQGNSwkoASWgBJSAEjgbBBxOpw02QYTHihUq2uPwsDCUKF5MxtRpWLZyFRYuWWbtneK2eLFwbN22A9yxec0Vl+HyIUNQUsTP+Lh46ybzIx2ge4czT1MM642ik8Mh7jNmuhyT80ddrrvqCkz44nP7I6JX3HgTnn3lNbs7s0rlyvh03Du485Zb8P4br9sfBuo+4FIsWLwk2yPnDMfAgJskbEQn+UhNTUN8XAK8mBYPt6kitgaFBnvYuA45z2nbvDk6tWmD1s2boY0cd+vQHuXKlrGPg9OfkWzRtZED7rZME3GP5ycy7nTEJyagjoiTTRq55jUn8mOMyX4543zuwkXg/KxJw/qIjY9sxeGOAAAQAElEQVSHyUc6OFdLTU2GMVlhs2ydDgf+FNZfT5iIabNng8LtNBFwfxAh156L6PjbH3/gm4k/Yda8P219csqczp1ABkc2iSKIu+1O9J2ZDhhbtyB/FGgH9umFZhc3RHxCPNK4M1PsxQniEuJQQupm25YtkC68Y+Li0Kh+fVzauzd8RWylmzSZr+YnHe4yyVk3RONhrChXupT9PtFHuTKlkZaWeowTk48yOcazWhRpAulS732cPtJm+SJd2k8ap3HC3zcYR2L+w56jG9CryT1WaCwbXgeNq/TFtn1LsP3gcvj7hKBt7atxOGo3apfriOs7vy9hQETQRBipkz4iTFq4Eq6Xl689nLbqVUxY8ijW7JyCkICSoDDK9132anQ3ouMPoW6FLqhVrh1Wbv8VRv5VK9MCoQGl8N2C++y3t9MfTB/TCbl5uAPU6fCRQ+k4kAanwwt+3sHw8/JHsF8IAnxCkZAcDYeEBWugf4WeQP4z6MiLF3YajRs2kM5rsXQaLtXeGHOMV67kJsqKL1dmc140xshNkm6tl65ahWIyaKoqAxJr4fFhjJHGPg1cyRrYvy9GDB+KVq1a4iYROFvIYIFOjTEYOmQQbr9tNE9Rq2YNdO/WBfv27UX/fn3Qtm1ra9+gQV0rgvKkp6wYli5VCmvX/o2OMtgYOKAfrVFMBm4DxA8HU7Rgp1y+fDkcFiGUN9uYMaPB/POY19UoASWgBJSAElACSkAJKIELmYCPtzco0kAmlQ6Ha0xPkefw4SN2F5mPtw9SUpKzsihD+GQ5p7+QoCCEhoTAGINUmVBnOYINk69+ojtP+xMdczcmhSKJwjrjmJumTs2aIlIuRp8RIzB0wAD8NX+ejfeSQUMkbSm48Zqr8fOUKeg5eAiuv+YqXCcCKH/syAYiH8yPj483SuaygUIuH/OfHHx9fJApjmW44GupIiIjM86yvpxOJ+rWqoVGDeqD70/kd21Jc3hIKBi3McI1I1Pc6ejv7wfGkRVC7kd0w3Twse6yIpTxl7PXrPsb23bssB7Ihgfubx7nNBIz1m/cCP4C+JYd23FQytXb2wv5SYePsHA4nJnzN8bBcFNE4OWuSYfkz2TkTw55Gbyebj/kVIQQH+HPeZRUM7Fw/We6accNMS6bE39mpkMCSZf65iX5SJb55qTp0/HPli1g/ckMIQ22/rZq1hQ1q1dHYnISAv0DsH3XLvz62wy5lgiWrztfeU2Hu0zoNzMuOeA5fyApJDhEzk78PyQoGHRLP54u81Mmnv4yj/WgyBJwGifiU2KknsfCyLExDqSkJSIhKQZBvmGYsPQxpIuo/8DA2bi522dYvvUXLN78A3xERPx2/j1oVfMy3DtgOga1ehK/rHge+yM2i5gYJPdIKrijU245GAkzXYR47uIMDiiJ8MDyCPQrZkVUxv/twntQTsTS+wfOxGXtXsacvz/C+n9/l/iLI0UWRLibk+/T9BdxMj4xAsmpSTASJg13fCalSNodDhh44WDUdlQu2Qije36LBy79DTHifsKSJ8D3ahbZQtaMn5SA46QuMhzwkYF9Bw5g5rx51iZdOil74PHhKx1foJ8/iotIiBx/aeLeGIOjEZGYOWceOrVtB38/vxyuXKcOqdQ8SpePChUq4EpZCc60ywinS+dOoEDJ1c7q1aqhZs2LxNQUYbOr+AL4iEXVqlXQpEkje9xQBFmKo1deMQLt27W1brg6GBYairZtWsMpgxJa8hcTAwMDRAjthJEyOOL1NLuKZ3hZjRJQAkpACSgBJaAElMAFTECTDgTIWDddxCFvb28cOHDQIuFYu03LFihVsgQqVSiPNi1aWHuOgw8fPQr+wMzS5Svx0Rdf4bNvvrU/whIYEGDduD8ognJ8z7Dcdif7DgkJkfQEIjUlxTqlX6bhlbfewa333oe3/vc8rr5shN0JOO6VlzG4X19cddPNuPWee/HyW2/jnZdexNXDh8PX2xt8l6UNRD44j/Dy8ob7EWWxOuF/xuvLx5JTRRXzcMn5zb79B8AfpPGwzvUwXeYpe/btsxszPB2kiSDg5+0DxuFpn9sx3TAdASLE8T2ia/9ej6WrV2Pe4sX4c9FiUMjjzlhjjp2bcL6VFaZB+bJlEREVhf8kTX6+vshPOvx8fO38KJ2qRkagFDONMeBO1MsGXYqeXbvAR7j36NwRIy4dgJ5duthy4OvHLh88CO1btZI408A5V0YQICOnw3kMIxznzzMdZHPo8GGw3kbHxILGmTGHo3cKreVKl7E7NNesXw8Knz4+3oiKjrabcnyFAZ/oczod+UqHw+GAby51A8KCcXA3LeM/oZFZd5qISznd5KdMcvrV86JNICyoPH5d/jxm//2eCI3l7OPlG/+bi28X3I0g/+JIT0vBx3/cgGl/vYpvF96HqateRJBfOEKDymHT3vl4d8blWPjPlxj32+VYJN8h/iXh5xOEw1E78OncUbIAkoQA31D7SPpHs28QkfMofLxc+k26tAsBvuGIittrw5m9dhw+nzMGc9Z/iFKhNRCbFIkXfu6GDf/9gVIh1eAl/r5bdB/W756JIP8SCAssi0mS9j/WfyTH5RAWVAYrt/+Cd6YPxfyNn9pdnR/MuAqxCYdsmop2SWvuT0RAmtYTXXZdY8fDX/Xr1rEjPvzyK0TFxEj7bWwH5XLh+gwXcfB/jz+Kdi1buiwyPunfIQ0+Tz/6+iskJiViUJ/ePJVbwX7l+mEybI1xH8HGa0zWuY+IqMjlz8vLK9PW8zjTUg6cHh2gMa4wG9Srh3p168nVrP/sxLLO9EgJKAElUOQIaIaVgBJQAkqgEBGoUKYMKPT4evtg+85dcL9nslTJkhgkgmHvHt3BHzphlrds22Y3B1SpXAmQ4TIX/rkL05tj7XRkjeXlmIJaxfLlkJ8/bh6oXfMiKzoZY8B5Q1xcHCiqTv7+O3Ro2xbjPvoYfYYNx/RZszD6hutx07UjsWv3bkz88gt0bNcOz778MvgjMWUlX4zbGIN4CaOqpPmiatVodVLDuQofuU9KTgTziYw/ziMio6KxZt26DJvjf/29YSMOR8ikX7h6ukoVQdO9q9XTPrdjdzpSU1NEoE3Esr9Ww1fERW8vb2zevg279+7F73PnWU45/dNvjMzT+LRc3dq10LJJYyQlJVsBMC0tDflJR4kSxUVIoAgqBZsRkZfMnTh/mrNwoX1f6JSZMyWNCSKyzrCPmPM8KSkJU2fOxpc/jsfvc+ZYn2RoD+SDdcRXhEXykNOT/vdMh4+Pn311GfPCpweZT9YXhpmamioCZwyqVKooeU7CX+vWgyKuVFnESl2oX6e2jYv8KIjST17TQa651Q3aU+Q9mrGDl2mxkeTysWv3HiQlJ4Hv+PS8nJ8y8fSnx0rAASf4nsrE5FhZLHFKs2WQkpqEBBETWb/9vEPg7fTF5j3zcShqG/hDQU6Ht2g4KaB4mZwSLwLjbMTEH0SwiJkuogbSUoC7KdOldTcQ8V9s4hOO2jaH58j4S0tPRYBPGIwx2LhnnhU3g0VIdRgnUtOTwcfFfZyuRS8HDBISo5CcmiAhOq1JTI6WeyLeHhvJC++Fg9G7sOvQX9gfuQW+PkHw9wmR9KZC/5TA8Qg4jnchN/vbb7oR7Mgeee5/UvmSQaEvXVYi3YbnNWXQwM6DHY07DGPYlQDjf52MX6b9hntGj0ax8DC5RSBVGwXmj2lu2rQx+Mg6j08vYepbCSgBJaAElIASUAJKQAkUPAL8kZ2ypUuDmwwoUP0pAhV3vjGlHM/T8Ji7DRcvW47OHdrzFC2aNsHIyy/DVcOHITgoSCaoCXaSy4spItr5+/ujQrn8CZr0271zZxsORSmOwSOjonDHLaNQTgTKMffeh/GTJqFs6TJ45e138NX3P4CPoP/63bcICgzELXfdLcLZXPA9nwzLbSIio8DHwP2O80SY253nN9PuI8JhevZNmggM8MfKteuw/p9Nns6zHa/ftAkLhZUPN1s4si5xnuQwDlSpWDHL8iRHTIe3l5fICGkyqfeF08sBYwz8RNALCwm1AjR/BInvl+QOzMNHjtjdiBQTmYYJkyeDu0r9/f3gxfxIhvKbjgApy1Ili8Nz12uahMO5IB/zLhYWitDgEPgK39IifoaGBIMipbePD0JDg8GNLiWKFZf4vURkce2+hYENr3SJErb+nASDveyZDh8fL/vbB9t27AA325QvUxrcPUwOqSLYVhAxvUHdOnb3MJ/WS0hMwMEjh1G5fAXrfuPmLYiJjQXZMl/5SQfLxIcsc9QNf+G0QepFfEICjJEM2lRn/6BAv2nbVjAvnlfyWyaefvW4IBI4t2lKlxaC76H0cvpI+5km2ko6HA6n6DV+kpB0OU+D0+FlRUEfrwCpnw6xSwf/eNXL6WuveXv508peo70RidHbmWUHGLlnPM+R+Uf3Toc3KDy6wjESTpr4MHDFyXO6Soe3lx+ckp50STcN4/dyelv3PHdK2v28A+HrFWj9uty60psZoR4ogRwEHDnOcz01xogynoYQGbg8/8jDWLJiOW69/wEcks7TGANjzDH+HI6soNlYfyGrdP97402Mvm4kenXr6nIvYqjroGB8eqbZ87hgpE5ToQSUgBJQAkpACSgBJaAEzgyBRg0aADKE9/X1sTvbpvz2O+bOX4D1Gzdh3foN+GPen5jy2wz4ikC1d98+LFu5EitWr8bqtWvFrMOqv9Zgy7btCAwIhDEGkVGRqFalMgJyPIaOE/1lXGvSsCHatW6Ng4cOw8vLC2FhYfhh4kTcfv/99t2RfHSaO0ZLFC+Oj774Eo8++yyWLl+B2x94EDt27UKlChVsGjjnMMaAP4DDnaR9e/a0MeR1Sly6ZEmUlDgoQBkjcKxvwOl0gpzmL1mCRSJa7t6zB/yxGbrjTtHZf863j4P7iYDozR/AcUdoAApdJYuXQAkR/ZDHP3c6+CNFdk7iEZ4xBv4Sz98b/8HEKVOljH7HlN9n4tfffsPEyVOw/9BB+zTd8r/+Ena7JO0OMIxTSQd3t/LdqaI4wMvhBHdErlm/HvVq1Ubvbt3QvHEjcEdoYym/Hp06oXkjOY+OBu35OHq92rWwbsNGJCclw+mQuWEawF1YVSvnXdwlssx0yIm/f4AIx8usMNqv5yVoKAJmb5lbXjlksH0CkHktU6oUrr18BHqIUE6/fS7pjrj4eLD8fLy9JZT8p8NdJixzY6RgbSgAw6NIOmP2HzaODOvML3KfMWeesIsHd4ZmXpAgeC2/dSPTvx4oASWgBJSAyO95hMDOIU0EyFo1auCr994FVwAvvWYkfpAVUzbixkirnCMsNtLs9EfJyuqHn3+O+24fg8sHDbKu3AMOe6IfSkAJKAEloASUQJ4IqCMloASUwJkgwHfRV65Q0b7f3t/PX8QWL2zdsQPzFi7AAhHuduz61+6AlOE/Vop4uXqNiJhr1oqo+RdWrFoN7hA8GhEJPz8fxMbFolSJEmgqglZ+08Y5Af1c9xHCdgAAEABJREFULoIU3yfIx4O5k41C2J69+1FSwjXG2M0V3FlXqWIF8NHuB5962u7E42Py9M9wjDH2fY2RERG4/qorbZqsPR3kwRhjJA8X2x2F3Cnq9sIwKLQGilhLQW/67NmYNG26ffJsughZ5Mbdol4iZpJXpr802B+iaVS/rhUV3fYn+zYm93S4/RmHAXeCUhxMS08D52l8JVhicrIIuw6EhYaIwByFzdu3g0/OiZNTSkeVSpXAnaVRsTESh5Gw/MBy4Q7Qyb9nCKnTf8OvYqb+PgtTZszEZDFTZ7iuTRCBlbx8vH2soBkTF4dypcqgetWq7qzk6TszHdExkgYfJCQm45fp06Ws09CxTRtbR/gDQay3M+fOw8w5c7Hm7/V2hy/f65mUmIifJk+VNDhFgPRBTGz+02FM7mXCuhEcGISDhw/jpylTsFxEf+5s3vXff/hr3d/4WUTnA4cOZdxL6XD/nWqZuP3rtxJQAkpACSDvgiZhOaQhT5Ne+iLphN598QUrTn4zfgJG3DwKT7/yKj7+5hu7MvjF9z/ghbfexrW33477ZbARFhKCL999F8P692cwdkBijLHH+qEEzgEBjUIJKAEloASUgBJQAkogg4BbVmnXprWIQcURHR0Np9MJColhoaHgo8PcBWiMjNflP4W84OAgK8pQuONuyRA59/XxRkxMHNJS03FJ167gbk4KPBnR5OnLGAP6qVGtGm6/+SYcOXpUBNI4BAcHg7ssKSzyOgPjN01gYCDKlimNIBEY3deNcYWzVUS83j164NK+fekl34aPFterUxsRkZEiDkrm3SEINGMMgoOCRMT1t6JncmqK3ZFKPsaIW3Hjdg45jYiMAB+BpiCXaZ/Hg+Omg/4lHkbn5fSy5UZBk6IhBV/O1+iExtfbR77SJS/5Twc5i2e0b90KXk4HEpISYRxGhG9v8PHuhMQkJImAmpKWhqSUFCQmy3lKMlLSUuVYzpOSwMe+fX19rT/6dzgc6NSuDYPNszkmHSJOsu5FS72bPGMG5ixYgB9+/gVzFy7C+k2bsePf3dixezeWrFxp7ZetXIUps2YhPjEe/n5+ko8EnEo6mODjlUmaqJOsk6nCYvnqNfYdojP++AOLli8TRilSZwJtHWcY1pxm3UhLT5HwRC23gemHElACuRBQq0JDwIG09FRp86TjyyVPjlzsTmjlMAYcOPBxkluuHQkKm1cPHWpX/eYtWIivfvwRs+fPx979+9G9Yyd88MrLeOGxR2V1r4JNRLoIouxEThiJXlQCSkAJKAEloASUgBJQAkrgrBAQPcWOyylA9uvZE2FhYTh85Ki1oxB30kgZgDiKiom14lDP7l0RIgKkWMGYjIs8yafp37u3FTX37ttvhU2n4/hTFWOMK70ShzEGCSJ0/bd3L/qImElhVKztnMWYvKeH8xT6a9eiBUqXKomjERE8BXIEwfkQxUQvEYF5DM+/DLcREZHgY8ptJSzPy3k5zms6jhuWzPuMQxIi/49KOriL9eTpyB6aMS6+IUHB6NS6jRWu+c5VzuOY77wYiuRMB/3FSF3pKOIoxfLsMZ34zJic6YiVsk5AUGCAfex/y/YdSJP5ZVhYKCgsB/j7WWE+NDRE7NOwcu1axMXRfZAVM081HScrE15nnQgRoZ+7lvnu1pDgEBGAvTLrqbsenU7dIK30dIPklAQeipFClk/9rwSUgBIobASMNJopqQmyUJYsRybX7B1/lJCrc5clOzI22uw8+GuCwwb0x9MPPoD3X30FX4x7B++//BJefvIJXH/F5eCvFtItjTEGxhhXIPqpBJSAElACSkAJKIELmYCmXQlcwASMcQlFvr4+4LsI69aujdi4WBGuYpCampZ7zmQYn5aehsSEJBEcI1AsPAyD+/cFd67l7iFvtsYYEZ9EhRPnA/v0wXOPPYISxYphy/btIkbFgZspjJHI5br7vzHGCkV8Dda+/fsRERGBG66+Co/ed699Dyf9cM7idp+Xb2MM0tLTQX/9L7kElSuUx9HISKQkpwDZo0euf+ImWdweORqByhUroH/PS+wOSs6DcnV/HEtjzmw6BpxGOpjEGtWroUeXTkhNSUW0CJN8p+ZJeRjxmQ5xH2P5XdKlMy6ScMQ23/+NYWCAZzqiomPg4+WNgAB/UFy1aYLHn8RNgTE4OEjceSEyOuq00mFM3suEPwJF45EakNeZqBuQv+bVB6FyyabYfXgdDkRuwcGobWqUgdYBrQOFrg7sjfgHR2P3on3tkfDzCZbW79j/pyRoMhhjDBxikPFnjIGfr6+slgXCV75tx+JxzRiTcaZfSkAJFGUCmncloASUgBJQAkqgYBAwxiXScOzOR4G7deqECuXKS+LSERUdbcUo/pgKDd+ZHyniXmJiEoJDgtCudUsM6N0LQUFBVlgUT6f1n/MKiokMpH3r1njjhf/himFDwR8COipi5e7//sPhI0cQIWngD5Pu2bsP+w4csOJjh7Zt8PbLL+HyIUPoHaciZlqP8uFOh4+PD7jbs3WzpuCj0xERUWDe00TQZfjiFBTRKFamiQBMYZVCZnoa3+vYGn26d7fvueR1Y/I/Dzoz6Wh12umw+ZSPmtWqYUj/fihdohgiYqKkbsQiJTXVsmYexYmtB+RDe76KgGJwhbJlMWzgAPDHeejmdM35TEdBKBPyDQkohbG9J+Ly9q9iaOtnMKz182qUgdYBrQMFtg6cWhv1HAa3ehq39xqP7g1HZ3QdslKVceT+OmVB0x2AfisBJaAElIASUAJKQAkoASVwYRKgSONOOd/12LNbV/QXobJdq5ZoUKcuqlauhGqVK6N+7dpo2qgRenXvhoG9e6NhvXqZuw+Nyb9g547T89udFgqGIcHBuOW66/D6/57HUw8/hOuuuhLdRHBt3qQJenXtiuGDBuKu0bfgHREyH7nnHtSsXt0KahTXuMPSM9z8HjMdDIf+mjRsaAW5Zo0aIjwsBEmJyUhOTnYJvrEx9terU1JT7CP3rZo2saJfg7p16NUaY06dzemno65NAz+MOfV00D958HHxAVL2l3TsiOqVKsHL4QCFXArekVHR4A86cfeu0+GQelNRxNSu4K+hsyzpn+GcrmE45zMd56hMjouJOz9domZJdK0/Cl3q34JO9W5Uowy0DmgdKGR14Cb0aHgbGlbuKe1huvTvafJ9bD+mgqZg0f9KQAkoASWgBJSAElACFzIBTfuZJMAfvuEj6K1aNEPn9u3RqX07tGrRHM0aN0aZUqXsrkh3fMYcO8FwXzvVbwqSFK7o39/PD81ESL1y2DDcdetoPHLP3bh91M248ZprwB//KRYeTmcy2UmHMcYaa3GaH8aYzBCCAgPRQoTUvj16oG/3bujeqSPai+DbvlUrdBE2fXt0x4BePW066TbT4xk4MKbgpaN61aoiLndE356XoEfnzpZB+1Yt0KltG2HTAZeKIN5dRE8K5Ma40m+M6/t0kRiTFc75SocxWWlgebvrRp9zVDcoap4uR/WvBJSAErhwCBjp23OXLnO3vXBypilVAkpACSiBUyWg/pSAElACSkAJFFACxphcU0axM7cLxuTuPje3p2rn5eWFUqVKokK5cqhXuzbq1qqJalWq2Mfi+QM4pxpufv0VlHSEBAUJi7KoLgzq16ljd8lWqlAB/PHY/ObpdNwXhHSwTPhDUue7bpwOR/WrBJSAErjQCDgutASf7/Rq/EpACSgBJaAElIASUAJKQAkoASWgBJRA4SegOVQCSqDgElBBs+CWjaZMCSgBJaAElIASUAJKQAlcaAQ0vUpACSgBJaAElIASOOsEVNA864g1AiWgBJSAElACJyOg15WAElACSkAJKAEloASUgBJQAkogrwRU0MwrKXVX8AhoipSAElACSkAJKAEloASUgBJQAkpACSiBwk9Ac6gEchBQQTMHED1VAkpACSgBJaAElIASUAJKQAkUBgKaByWgBJSAElAChZWACpqFtWQ1X0pACSgBJaAElMCpEFA/SkAJKAEloASUgBJQAkpACRRwAipoFvAC0uQpgQuDgKZSCSgBJaAElIASUAJKQAkoASWgBJSAEij8BApGDlXQLBjloKlQAkpACSgBJaAElIASUAJKQAkogcJKQPOlBJSAElACZ5SACppnFKcGpgSUgBJQAkpACSgBJXCmCGg4SkAJKAEloASUgBJQAkogNwIqaOZGRe2UgBJQAhcuAU25ElACSkAJKAEloASUgBJQAkpACSiBQk1ABU1bvPqhBJSAElACSkAJKAEloASUgBJQAkpACRR+AppDJaAECgMBFTQLQylqHpSAElACSkAJKAEloASUwNkkoGErASWgBJSAElACSqAAEVBBswAVhiZFCSgBJaAEChcBzY0SUAJKQAkoASWgBJSAElACSkAJnHkCKmieeaYa4ukRUN9KQAkoASWgBJSAElACSkAJKAEloASUQOEnoDlUAqdMQAXNU0anHpWAElACSkAJKAEloASUgBJQAueagManBJSAElACSkAJqKCpdUAJKAEloASUgBIo/AQ0h0pACSgBJaAElIASUAJKQAkUGgIqaBaaotSMKIEzT0BDVAJKQAkoASWgBJSAElACSkAJKAEloAQKP4ELLYcqaF5oJabpVQJKQAkoASWgBJSAElACSkAJKIGCQEDToASUgBJQAueJgAqa5wm8RqsElIASUAJKQAkogaJJQHOtBJSAElACSkAJKAEloAROj4AKmqfHT30rASWgBM4NAY1FCSgBJaAElIASUAJKQAkoASWgBJSAErAEHAkJSSisRvOlZat1QOuA1gGtA1oHtA5oHdA6oHVA64DWAa0DWgcKfx3QMtYy1jpQlOpAAhxx8QlQowy0Dmgd0DqgdUDrgNYBrQNaB7QOFLk6oPMAnQtpHdA6oHVA64DWAa0DF1wdiIkRQbNYeAjUKAOtA1oHtA5oHdA6kNc6oO60rmgd0DqgdUDrgNYBrQNaB7QOaB3QOqB14HzVgRIlwqDv0LRP3uvHWSegESgBJaAElIASUAJKQAkoASWgBJSAElAChZ+A5lAJnAMCKmieA8gahRJQAkpACSgBJaAElIASUAJK4EQE9JoSUAJKQAkoASWQdwIqaOadlbpUAkpACSgBJaAEChYBTY0SUAJKQAkoASWgBJSAElACRZCACppFsNA1y0WdgOZfCSgBJaAElIASUAJKQAkoASWgBJSAEij8BApvDlXQLLxlqzlTAkpACSgBJaAElIASUAJKQAkogfwSUPdKQAkoASVQ4AmooFngi0gTqASUgBJQAkpACSiBgk9AU6gElIASUAJKQAkoASWgBM4VARU0zxVpjUcJKAElcCwBtVECSkAJKAEloASUgBJQAkpACSgBJaAE8kngAhQ085lDda4ElIASUAJKQAkoASWgBJSAElACSkAJXIAENMlKQAkogdwJqKCZOxe1VQJKQAkoASWgBJSAElACFyYBTbUSUAJKQAkoASWgBMYbC4oAABAASURBVAo5ARU0C3kBa/aUgBJQAkogbwTUlRJQAkpACSgBJaAElIASUAJKQAlcGARU0LwwyqmgplLTpQSUgBJQAkpACSgBJaAElIASUAJKQAkUfgKaQyVQoAiooFmgikMTowSUgBJQAkpACSgBJaAElEDhIaA5UQJKQAkoASWgBM4GARU0zwZVDVMJKAEloASUgBI4dQLqUwkoASWgBJSAElACSkAJKAElcAICKmieAI5eUgIXEgFNqxJQAkpACSgBJaAElIASUAJKQAkoASVQ+AloDgEVNLUWKAEloASUgBJQAkpACSgBJaAElEBhJ6D5UwJKQAkogUJEQAXNQlSYmhUloASUgBJQAkpACZxZAhqaElACSkAJKAEloASUgBIoeARU0Cx4ZaIpUgJK4EInoOlXAkpACSgBJaAElIASUAJKQAkoASWgBM4agQIjaJ61HGrASkAJKAEloASUgBJQAkpACSgBJaAElECBIaAJUQJKQAmcLgEVNE+XoPpXAkpACSgBJaAElIASUAJnn4DGoASUgBJQAkpACSgBJZBBQAXNDBD6pQSUgBJQAoWRgOZJCSgBJaAElIASUAJK4FwTSD/XEWp8hZZAWlpatrzlPPe8mJ6eveblPPd0q8cXPgEVNC/8MjzzOdAQlYASUAJKQAkoASWgBJSAEijUBDwn+ikpKdnyeiLBIJtDPVECuRCgpmTEnnUsNi4OcfHxiEtIOKmJiY2FZ13UeigQz8X/Ah6HMQZxUo927dpl64cxrF25J9oY17Xdu3fj0KFDMMZ1nrtrtb3QCaigeaGXoKZfCSgBJaAElIASUAJKQAkogXNK4EKPLC0t3U70I6Oi8MJbb+HGu+7GfU8+hYXLl9usORw6TbQg9OOUCFBDSktLw/tffIHR996H6267A/c+8SQeee55PPzMs3j42efA71vuvgc33DEWN4y9E/c/9TTuevQx3PHwo1iwdJmNl/WQ4dgT/SiyBIwx+PTTT9G6dWssXbrUtl0ngnHw4EFcc801+N///ofU1NQTOdVrFzgB7aku8ALU5CsBJaAElIASuEAIaDKVgBLIBwHubMqHc3WqBPJFwOEwiBAx89b7H8C6DRvRp3s3hIeF4RERmuYsWJivsNSxEsiNQFx8AuYuXIRixYqh7yU94OV04sChQ4iMjsbRyEhb/5o0uhg9u3ZF1w7t7c67wMBAwKRbcX3arNngn4qapFD0jHunrrsvDAoKQo8ePTLFTNrnZkgqNjYW7dq1Q40aNWy9oh2NipukULiMCpqFqzw1N4WOgGZICSiB80cg/fxFrTErASVQpAlwR5Ixrsfkdu3ejS07diAxMTGTCSdxmSd6oAROkcBHX30NLy8vvPfySxjSrx8evON2DBswAB99/TWSkpNPMVT1pgRcBBxOl9TQvHEjXDl0COpcVNOKS36+vuCV0OBgjL72Wlw9bCiuv/xyVC5fAYEB/njruefQvWMHPPHiS5g6c5YNzOFwgO2iPdGPIkGAbdNvv/2GkSNH4p133sH27dtRp04dLFmyBC+99FKu5uWXX8YzzzyDb7/9FqVLl7b17TmpTzfccAN+//13OJ3OC4CdJjE/BNiW5Me9ulUCSkAJKAElUMgJUMikMTafqWnJSEiOEROLxOT8mwTxkyD+U1KzJofpYPg0Nooi93E2JiVnI8wiVzCa4fNCIDdxkpP36JgYvDLuXbz50Uf48ocf8PgLL+HPxYttGo1xtU/2RD6Kbmsimdf/p0xg17//YmCvXiIiBWSKRd06tIdD6hffeXjKAZ9rjxpfgSXAtiwpyTX+SUtLtXXLJlbqmBGR0nPHXFp6OqJjYu3lR++5G13atcWTL72MabOyRE1t6yyeIvMxb9481K5dG1dddRXCw8PBnZc1a9bE4MGD0blzZ3Tt2jWbod3AgQPRuHFjJMuijL+/Py677DL0kwWb//77r8hwK0oZVUGzKJW25lUJKAEloAROSCAd/BVFCgUGR2P3YPa6D/HpH2Pw7oyr8d7vYmaOxHt5NG9MG44XfumJZyd0wtMTOuKNaUMxffWbiIjdByP/ICbNxoci98cJDl/uvnjFSixavhxLVq48ZTN30SJwBxvDLHIgTyPD6rVgEKCYaYyxidl34ACWrlqF+IQEe/6ETOSNtBPPPfwwHrv7blx/5RV484MPsfrvv+31tRs2YsVffyE5JUVcIVOQshf1QwmchMDRiAjsO3gQuzIm+e429NDRo0hOSoL7/CTB6GUlkAcCLhmS7V02xyJgZrdLh3EYpKalwelw4JmHH0Lndm3w5Isv448FC6xXYz/1o6gQCA0NRceOHRESEgI+cj5x4kRUr14dSdJGzZ07FytWrMhmZs+ebfvCLl26gMcbN24EBdBOnTqhZMmSRQVbkcqnCppFqrg1s0pACZwGgULhNfvAsVBk6YxlIh3pIgq4usUlmyfg7elX4Pc1b2NPxEbEJ0chLikSsYlHT2IiEBN/GLsP/Y3U1CTUr9gN3Rveiksuvg0VS9TH3A2fWnFz8aYfbLodcEisFFHtaZH62L5zF5577XW8/M44vPbu+6ds+Eja5N9nFil2mtnCR2D8r5Px+AsvYtrMWXhDRMtX330PVSpWwF2jR8HH2xsUly6qVhX3jLkVP/4yybr5ZdpU/Drjd9z7+BM4LCIU3aSfBE1ufUBudicJRi8XUAKeO9W5OylRJv3upLrLOSExET9Pn44xDzwIb6lbC5cuwyQ5547Mzdu24bnX30CLpk0QEhTk9prnb3ccefagDosUgZz1g+feXl6ZDHx9fJCWmipjMZeV0+HAMw8+iI5tW+PDL79CQsZij+uqfhYFAsYY/PPPPzarTZs2xW233WbrAR8dp2jZvHlzeJpu3brB19cXB2SBcPjw4ejevTvYFi5btszu7rQB6UehIuCauZ21LGnASkAJKAElUJAIGGPsyndicrJNlnvyExMbC7683VoW0Q/3qv+89Z9j4pIn4RCL4sGVEOATAh+n/8mNV4D4cSI+KQqd692AO/tMxKCWj6ND3ZHoUGckhrV6Bo8Onou2ta/Ap3Nuxex1H1nSBkWzK04XvpmzFpzG38kUnNMIWr0qgbNNwBiD2fP+xMSpU/HUA/fj8XvvwZC+fTB11ixcVK2ajZ6TfmMM+N24QQPs3L3bClEPjR2LJ8R9cxGfxn36KdLS0054S9G/MbzxYH+YY8++fTZ8YwzcfYG10I8LkgDL14ra6en4QUTvkbffgZvuvBvvffa59O/xMMZg1p9/4poxt+HVce+iQd06+OjVV3HDlVfg46+/xcjbbsedjz6GZo0uxi0jR1oGDNMe5PhISEjEURHRjxw5gsOHjyAyMtK+q84YV/3K4VxPixSB42eWojkNhfb0tDT740DjPv0MX/zwAz4Xs2X7dqmnXOh1hcF2ie9RHNS3r23/UkTsdF3J/pkmdZ42CSJ47vx3txW8eE7//FZz4RLgKwn+lHYrKioKy5cvt+LkdFmAmTBhAlavXo1Vq1Zh5cqV1vCYdj/99BM+lT7x0KFD2Cf93P79+zFlyhTExMTkCsLdzvE91f/+959tL+nQXa94rKbgEiias6iCWx6aMiWgBJTAWSewdv0GvPfJpzL5SLW7flavXYvHXngRKakpx8TtORh0d/h0dLxjT/f5GQhQk/IMk3G4TW72nvHQnWdcnu493Xke0w+Np1vAYNOehZi2+nWEBZWBr08w8vUnYkJM/CF0bXALeje5C34+3N2S7hFEuhVHB7V4DENaPYEfFz1i43M58HTnsinsnzVFrHn2wQdwz+hbcOctN+OuW0ZZc/vNN+LBsXfguUcextMPPXhi8+CDeOfF/2H4gP4nxeVZ1qwLNJ6ePK972p+tYw7Sc4adM005r+v5yQnkLEee05zc5/lzsWLNWlx+6aUoXbKkCIvpqCH3BkVN7pxjqoxxCY7GGByJiECgvz9Gjhhu22/mbcTAgXaSt2PnLjo/rjHGJTb9MGkS3v7oY7vjie/ojI+Pd4WVwyfDpslhbYWF49XV49nnDMPz/Hh+jhe3p18eH88/r9HkFk5ufjzt6OdkrTLdMPyCYoxxle97n3+Oj776Cv0u6YH+vXpi3qJF4HsIuQP42VdfQ71aNfHJm2/ggdtvh7+/H7p17IAPXn3FCptPPfCAfb2Bn5+f1MU0GOMK0zOPFI1efe0NfPzJ5/jhxwkYP2EiXn71dXz3w3hPZ9mOj8fKk7mnh+PZe4ZzPDee4eR27BmG+/rxwvK0z81fbnbuMPmd039O955jF7p3m5zuaO8ZFs9pcrOjfUEzKalpNknc+VssLMy+szUsNBRhISFYsfovTJ85G7+JiYyORpe27eDetUmBnh7ZRvn4eOdaH3mfOqSebti0Gc9I/f5exKzHX3wR6//5x9WuZYidDMdtPPmejKGnW0//nvaeYRzv2O33eN+e4Xm6yc0+NztPP55pyM3t8eqdZxgF5dgYgxEjRthHzkeOHImbb74Zd999N+666y7UqFEDlSpVst88rly5sn28/J577sGDMj4cPXq09Us3tOOPBOWWL2MMlooo+vQrr+AbEUqfkPqzSuZGrFc53ZMn61xOe57zVQn8zmk8y8N9LaedZ5l4hs/43H48jz3tcrPPGb7bPb9zc5+bHd26zfHCy82fZ17c/j2/c4aVM4yc1z395nasgmZuVNROCSgBJVCICSQlJSIiMhJeXk4cOXoUL497VwShAXA/XsaB498b/7HvZeNgku+piYmLswPJlJQU8N2Hxhh73X3MFXe6o3t2RNzxyWkQ7fiox6YtW+xEnFh5nd987G3thg2u8Gghhu+O271nD7bv2gWGKVZ28szvSFmdXfP33+DKPuPhe+MYDztCDjqYbl4zxthVWA4s3O5iM9LPcA4dPgymh8fGiFCQMdhNQ5p9JNzby0cG0/6QiOkkj8YgOv4wapVrj871rrd+0iU8gBSQ8WcyHy/nY+j1K3bFrytftJNGZHOHIvHH8qtTsyZaN2+Olk2aoEWTxta0adYMdWXCLUWDAF8fMb7HN36+Vtzx8nhk7XjwUlNTMX/pUrAesV7QcIfRArFLkWvGeJbV8UI5c/ZOp9P+wAsXGBZKGlavW2cnX2cuhqIZEtuAyTNmgO8FnPL777YdMebclm1+yfv6+SAhId56czhcaY1PTMKKNWuwftOmDHuH/f7462+waes27N2/354bI21xcrLU62jw8WFreYKPKTNm4i+paw/ddSceu+duEUKT8Mq771ofjDk6JgZsl5MkTGPYZtlL2LZzJzzbTWMM6GbfgQP4V9ps3lds23lfsU3euHkzdu/daz2z36D/A4cO2T5n8/btto3mfcd2m36sQ48PToiMYYqAbTt22PLkZfdELz4+AZ79FOM+Kv0a36dL9+wbKLyxPhhjMtpZCOeEbHXCsz9gOtgvse8xxthWmX0c0/+f5IX5jBBBebsIxwekHzHGMEkFymwQUee47mL4AAAQAElEQVTnKdPwyJ1jQaF7cN8+eP2ZZ6y4w/7+w9delXK/BzWqVJEuTnqptDT7XbpkCfTo1AlNGtSXfordX/px26PE5CREx0Tjyisuw3XXXoMbrr8OHdq1BXdBsewJhMzWr98I7qriOQ27Wu7k5A9z7N9/AElJyTDGxZDuN2zYCPKmW2OMfZrkwMFD2LZ9Bw4ePAi24cZk9O8ikLG86C8pKUniica2bTvsrtF9+/Zj167d1j3rV0pKKoO0hukzxhXnDqlX//7r+pEQY1x23MG1bdt2ycsBpMh4h3HQI+uXMS43W+X+2yN1nvYMb+fOf8E4jx6NsGlgHWGaWPfon+Hwh0zo1hgDpol5pb1Dzvfu2yfp/RcREVH2e4/UNWOOjYthMVyGxbiZJtqRS1RUtC1H2hdIIwu+TFenNm3w9gv/w/8efQTPyqIlzbuvvISP3nwdH73xGlg/+/fuSae2HtoD+SA7WrioiIXHf9pxoedjEfFHDLoU991+G4b0748X3nwLh44ctXWMrNiW8n6nV45LDx05wkNbzznGjZAxJsuEZs/efdixe7e9buOWI7Z3bDvpzhhjebOdYTvGcmB5s+3gMb9ZVjxm3Bzb0myVOsd4abZIPWMbxXDZ7hjDnEhEHv/p1xiXPV8HsXuPq01lmnb8+6/0AwekTY0Awz0qbRPTwLGVcTjk/kqy9xPdMkjWu8w2U8LkDn2GwfzsZFhy37jd0n1BMW6GTA/Hem5D+y0yt+AuzJ3SP/0t8wMa2hljZI7jZY2Pjw+9grsvWbb2JMcHy/HHSb9i+MCBuO+222TBcAQ++PxLREXHWJfs39zzD2OkPKQxY1/JcQbnK3ulPWOd4v1MhiyLHTKPIWPPsmUfuG7jRtsfMf1MD+OmH/plGbEMpXKB9u7yt3UkIUGs08Fjxs2ypH9jXHWRCeW44B9hwmOGT//sF20apZ2hvTXih9/sK2l4TMP6wLwcOeqqU6wbzBfTxfDoxtOwPzZGeIhltrjFbo+MURgew2D94vuaWd95HzAsztHY3jKNxhjLZP0/m2QsE2XvSd7TW+R+Yb/FsHfs+he81ySqY/67RkfHWKtFISSgWVICSkAJWALsSMJlhZydyCvvjEP/npegZdMm9honbdzdMXPeXPBakkw4OHn74PMvpCMF2BHzPUZ0TAHmk2+/4yE+/fZbmXyvzTx+9b337SDyx0mTwBXzeYsX45lXXsXqtS7RZrdMBl4ZNw7zFy/B/2TQyXNjDL747gd8KIPSOfMX2HcrrvzrL9uxzZw3D3yn3IKly/Dau++CHSLFKL5rjoMURvz1xIn448/5MkFPBsNmh0/7+558Cr9O/82mhyuwn3//PSZMnYqPv/5a8iSTNomX7vjey31HNyHQtxiQMfimfV5MWnqKjLXT0bLG0AznaTA4toulXboMhCB/XRrcjH0Rm/DvYRc3sSpS/zeIUDPmwYdwOCLC5tvNhSdTZszA9bePxf1PPyPm6ROaG++6G9/+9DO9ndBwkPj9xJ/to7Zuh3v2HbCPZnLA5rbz/OZg0fOcx57p5PmJDO8xmpxuOOGgXY0qVbFgyRJwoFa7Rg1aZRrPuHMLgw7daeHAkOc5jft6TntOgHMLkwPlnG55zkFkbmExnNzs6Z7+aDzDTBURgnY5jWdePa95ptHTzYns/Xx9ERwYhF+mTrPfgQEBnkEWyOPLBw7Exq1bsXDZcnDw/+5nn8HX2wcfv/4a/vf6G3jhrbfxndRxPg5cq0Z1vPn8s3jrw4/ACS4nSHxcs0u7dqhYvjxyKw93ptOllVr99zoM7tsXfjLJM8bg1utvQKfWbawTipCvv/8+5i1chBffess1sRA3b77/Ab6dMBGTRQz9+KuvrdBkjMEkaVeffPkVfD1+vG3n2S7Hxsfb9M6StvijL78EdweynsxZsBDjPvnUtuuTf5uB6Lg4TJ81C79Mm2bjdn+kZxxwcsfDb8ZPwMTJU/DRF1/aNNCeIup7n38Gdz/FSVJUTAz4Tt6fpkzFz1Oni5BxBF/+OB5PS/oYDvs99hW33v8Afpv9B4wxWLpiJT777vvM/oDueD9+8f0PPATr3PtffIEdMlleJSLwt+Mn2vdLTpwyRfqygtlu/7NlMypWKI/2rVvbPLA+lBKxskGdOmjZrCmqV3EJmbQ3xtj+1RgDzz+eGcNPT9usYwMD7uCk8ZF65HQ64B8YaAV1Y4wV5t56exwWLFyI1994G3//vR7GGERFReLFl17Fdz9MwPMvvIRp06db+8jIKHz0yWeYK3WG7ikOGmPE/yK8/MprWLRwsfh7DcuXr5D+PQVvvjkOnAgzRY8+/iTmzP1Two7Cr1JPXpP4vvzqGyxctEjEnHh8+tmXVgylWxpjDL/w/Q/j8fOkyfhMynf8hJ9sOhZIvX/t9bfE72K743TmrD+sW344RCBiu/PFl99g2rTf8PmXX8N1XdIpdZtxvv7GW5gqdY/pn/TrFPwp+aHff6Sv++jjT3kICrQff/I5/pg7D2+Pe8+Km//8sxk//TQJL7z0Mn7+5Ves/muNdfvNN99nxjV12nRrt05Yjr71DlBwY5po+a2Mm5557gUrCPC8YBoXd6YtwN8f1vj5IcDTiD13n9OlrZ90nEczV8qgWpXKqF+7tvXRvFEjjLrmGng5HUgQwfvtjz7B7Hnz8aa0mwtlHMl6+660R2xzGdfTwj4pMREr167FQzLumD1/PsZ9/Im0PZPtPbJZ2meOYZetXm3HxptE1GZE73zyCXaIGMhjjnO/kfaKx5/ImHjlGlcbwfHxOxJXVHQ0OLZ97d338Pp7H0j7NQ9xIlL9JPV2TsYPHtGvp3Fk1LtPvvkGbDc5bp3xh9RLqcdspz/55mu8+Pbb+FXaVIqabIvXrF8PMlwgC6WffvedTf/eAwfw3uefS5xzJe73QMGV7T3H6Gwjf/x1MpasXHHC/sMzXefymOXDe49xRgtDtuNc+GD7fO2116JixYroLwI2d2PefvvtGDlypF3McLvlt2cYDCen8ZV27PH77kWDunXtpQAZNxQLC4W/LJrPW7Q42/yDGyQ4ZnxR5i4//PwL5ko79+xrr2HK7zNhjMEeEYafe/0N/PbHHLzxwQcyxvzF2v8sfdMH0o+xb3zzg49s/3Lo8BFx86EVWxnxNzKP+VPaO4qZb4hfxsP83vHQw1gpC5zsS1lXWc8m/fYbKNqz/2M9mTpzFj795jvbL7/32ee2PeB44n9My+w5+PHXX21c0bFx4Ose+AODv0q9+e6nn/CTpI2M/pS8uuvUzzKGOiyiP8P9Rdpqps9t0jMOWM94yFfkuONmv087CsCe9Wu79KMTpJ5NyujzD8oC56sy3qDgy/E5xxazpc18SfqO/VJfyYbpelHq9yfffGt/FIxjDIad0xw728rpQs+VgBJQAkqgUBEIko6aHS47SG8fbwwbMMDmj50Zd/80rFcPd9x0E3zk2o+TfkFAgL/dFUlHKampiE9M4KHtjNnR8oQdanhoCA4ePgzuAHLv9tx/8CAuqloVN1x5Jfpdcgm+njCBzvHlDz+ibfPmuOXakegoK/Yfy2CNF+IS4tC3Rw9ce/llqFGtqv3BC9qHBgfj5muutu4TEpMwSwROTqaSZKDqzNidxxfJJyUnyZQdiI1PAPO5cNkyUBQNk4EJBz8UBS4fMgQPyArsxk2bwQEhw6fZc2SD/eEfp8OLp/kyqWnJCAsog/LFXIMh5CJmugM0xtjDisUbwMfLHzsPrbbnRe0jSCbAfFfRo88/b4UTY4wdgJFDstSzuIR4JCQkgoOdExmuHKckJ9PbCY0xBsWLhSM8NDTTXXh4KIqHh4ElwgGznWy89x74Ay2sL9wJwAHlBJmcvi6izvLVf8EYAw7uKCJNkMHZRyLwLF+12gql/BXWX2Sw9roMRClScpBJs3XHDrz/2Reg24jISPBxunWySn/oyGGMknvg8iGD7W5NDpR3yKr+fBE5GTd3BXCAy3rOgRzTZQUnWSBgJoxhymF/DXaPrL5/9eOP9t5i2sbLYgIHvztlsjVjzhwwrW9/9BG4Q8XpdMKdrvc80uXj7Y0t27bZQTFFHcbNnQZe4p7twx+y0PCaBx+GQ07M8+ciDHHQuWDJUtD9spWrwN2nDPOADFx/FZHa6XTYHYdsZ+ieaeJuI+Y1Scpw6syZdrI1fdZsZs/ey7P//NO2K3SzacsW+1iYQyZ5nAByQEx7Lq7Mk4E47TmJa1C3Dm678QbUqVULv0veudvPBljAPljnmKRixYqBQt0LIiI+/cqr0ob+jjKlS4IT0/DwcCtusi4Eyz2za/d/sIs1UvbPvvYGnnjxJZl0T0GdmhcxqBOauLh4JEn7WbpkSeuOQnhwUCDatW5lJ7iffvMtBvfpKyLndahWqTI+/+47e09WKF8Bd986GtddeTn4q+p8byID4KSjZ+cuuGvUKHh7e4F1NFlEgQ6tWuLW667FkH79bNoYz3XSpvPdjGXLlMGdo25G2VKlwN0vW7bvAOs8RUqGaeSDdU2+QFFhs9w7d42+BXfeMgo7d++2AhD7j4Z1s/qp72VS6XQ4QJHkxquuxNhRN6GKTHJTU1PAukHhl+GtEKFow+bNInQH2v7ru59/xhVDs/qDv+WeDPDzl2updG7vkViZ/KWkp6Nv9+4YfukAG8doyVv3jh3hTqd1XEA+KNSw3+WuFibJGBIFKPju2PUvrWwbZoy0t5Iva5HLR3oudtmt0sHxgNsuLSXV3vc8/04E4YoVKuDGG67DkMGX4htZ+GQbFiciNvvtO24bjY7t2+HIkaN0jq9lEl4sLAyjbroB1apXxVfSpvLC3j17UV/u5SuuGIFaNWuC9zukVYiXviEwMABLlizDylV/WTGggoi4t425BcWkje/cqSNGDB8KPk4fFRWFFStXYosIUBRxGO4cEUC3S727fcxo3HbrLfhP7qn9+w+CwuY111xpd562bNEMe/b8R+eZZpoI+PuknR0j8YyWOjxbhKVt0l5efvlwdOnSGaGSh9Gjb0Lt2rXsTsvEjLGSvwh1ycKH7dOXX36F+vXrYrTUUae0qxRCO3Vsj2tHXgW2lVdfdTl6yyLz5CnTsfu//+COa74IdgcOHrLjsajoKMyTdpEJo1izSNo+f3+/AlkfmUaXSXd9ZXxmP8uw9PgyxmTLz8na8P0HDyAo40es6Jb3ZusWzcHH2r8R8RoOYIzUx5uvvgo/St8YI/f1yMtGyKL6IrwjwiWfFikl7eIuaWMoZl0p7QJfgzNN+iL+4JqXl7csBPWxY9ma1ath0m/TbfuQlJgMr4wxKO80jlWYDe4gD/MYE/NaqRIlcP2VV6C6jImrifg6auQ1YL2PFJGOu0e3ieBzJCKC3rPlfZKITntFJGMbOPbmmzBDhDL201cPH4YenTsjXOrd7dLfNWnYEDv/3Y30tDQbhq+IdCnJKfaYfa57bM96R/GpS/v2uPHKq6Xt9sYN0j4P7N3b5JvozAAAEABJREFU5sl6KGAfbNc4FnvppZewWMY/7777LhaKkPjwww9jkpTneFlUmynjh6lTp8qiwlTwnZrjxo3DIlnYePHFF20bwTCOly1vGftwzrB1+3Y8/8abeEBEbY7LaM/xmuf84/c58yCNqH1KbaRwGzliBFo0bmTHgJA/zoOKS5nQzyXSP0ZERIotUEoWlsbccD3GSP+x98B+cJGMP17EttGZUYdSZeyblJxoy5ACO69PlwU4vluWbnj9iIwh+/XqiQfvuN2Oj6eKkHlEhMd5Cxdg9PXX4t4xt9q0zJgzFxyLsc294aorcNsNN+A/adOWrVpp+/VGDRqA46SRl12G3+fOBev5VcOGZtYp9tNcAGO7zfh3yNg0t36a1+aKIH9rRtx79h+w/X7PLl2kfl2ZWb9aN2uGSGm7eO8RCNOVKOMFH5lr/jR5sh2DjJF7tHO7tnhNxts1qlaxr6QqJmMgvhblWrlfWUb0m9PI7Z3TSs+VgBJQAkqgMBNIkgFOQIAfrhkx3HYgmzZvsdmNkkEVJ83/yDkHOxERUXYXDwdovr4+1o3T4ZBBt+vYy+EEO3peCJaBZExsLH6eMg0De/VCaEgwrWXwHSCDtyr2uGWTJjIZ9MMmWelmp9xKBE1eaNeyJVKSksFOMyw0DFNllfMLETy5it6/Z086Qa2LLsKsufNsJ5koK9reMrj09fUFBaBPRQzl7iE+qlA8vBhkvmPfRbdJJhpcIbxy6FCxSxch54jdWTRNBj2fyQSLA5JEEUBtBPKRlJqAtHROZI2c5e8/hQlvpy98vPzy7NHP21+EKC8kpbgeNc2zx4Lm8FTTIxMWCiv7DxwCd9Hy8RRO+Bhc53btMO6FF/D4vXeLueeE5o1nnwF/MID+TmQ4sGPJzpSJ4MKlS7Fo2XL8MX++VAMHWJcWy/kSmfheMXgwOED7QUQShkcR8vDRw+jcti0++fpr/Ll4CZo3aiRl7Y0ZIpZVkol0VZmcbJEJ8mciCFGoqViuPF5+Z5wdbHJnxIeyKt+oYX17X3CnMevLjh27wB1ujONnGYRzl0RqSgo2bdlqRSPa0y0n4Rz4TZQBX0xsDIb2H2AFr8UrVtBJpqFws2TFStSvUxuVRICaOe9PEb5isVFEQO7aqHVRDQQGBOGFt962uxf+k4k509XYI13pInAsWr4Cm7ZtlUFtJ3t/v/DGm9b94uXLrZjo5vPtxJ9s3JHSbkz9fRaqCwPma/rsWdb+zyWL8bcIRDx5UwTe7yb+zENw4EuBs4cIAIePHsFrco0XfpdJ2lZhyAWH+SLokq2RCxysx0jbIofYIuLWHJnE8B6fKu0Ed7dwMvDoc89j2apVdILf58zFRmnDePLA00+D/hkOzwuaYX3no4633HufTLzD8NW4d/DsQw/axy6/mTAR6zZsxAuPPgIKdJwcPfXA/RjUuxdelDJs27KFuHvFPrr5+jNP2x0kk0U0NsaA5ZhbXp0ioMjlTCGKIqrbHXcZhcoEvHaGMNq9cyfbZrL9H9S3N/jDRQ898yxaNW2KkjIxp7/09DSZpBUHw+U9xPobJhM5TvA/EuGGAiJ3XEmC6BwOp1PuGyfcf+w3+Ojl0pWr8dYHH2LyjN/tJWNcJcZ7oZ4IWeTESfsDMoHjTo59+/eDj9W5+ylf6Z8Yt6/0CYyb7tOlLgcGBIILZ4uk7jLg9Zs3oVuHDnA4jM0b+6HM/gBG7tckyVtxbN2xHV/L4sAnX38D7nBxT6IcTocs9PnY/BpjYIxhsAXKdJG2s1zp0rj3yaesuMEJ6Etvv4Pde/aAfeTo++7HfFl0YKIdkn5y4jHvXZYF+1SeM2e043FejVMm5WTKx8o7S/2hP4p7wcEhOCSLGlz8CBQBnWXEsqKhm4iICDCdX3z1DXbv3gN/WXSlvZO8/Xx5CC8fL+HuZatSSRGeKFCuXfc3LhPhkkI6HTkcDnhJGoyDqYctH4oYW7Zux3xp61955XXESlvCR+Nr16oJumd9veOOMShZsjjatmmN6dN+w5+ycLN27TqUkHjg8bd9x060kvuOVq57pRbWZOzCY1icmPMaTcMG9TBn7nwrpC5ftkLGQv5WVCEbjrkoZDLfvn5+dA7WLYonTqeXPd+xc0f2uGrVwt9//y35T8clPbrj0MHD4ILfcmnzK1aqiMqVK4F8recC+GGMS3JYvno1nnr5FfBdrs+9/gaee/3NXM0zr71u3f2SsTPVW8r1RNlyOryQWV/l3jfG1Q6yfzh45BC6d+hovZcvVw6VK1XCUhF1KpYvj0oivFPM4XiYDpJlYa1G1Wo8RBlZdKklY88NmzahqvD9VwT2L3/4AXsPHERIUIh14y/183vpC3/85Rc7RuXiOy9woYj9lueY2J0+Ly8nOB6hO5pAqe8ULJcsXwnu+uOTS8YYXrJmu9SFti2a2+PQkBDUlbqweu1ae26kznt7u+oM62DN6tUxftKvYHu+UupmiIzFk2VcwXrnObb393ON4x1OAx8R8xyOrHbZBlzAPliO3pLO+++/Hy1lzjBKFtE6yqLSHXfcgRdkrHjdddehg7TtvUWU5XjJIVz4zsxWrVrZd2nSjmWbW7YogLvtS0uZD+nXF1yA+1OEU95TDerVtZsoJk6eAs4/fHy84JDy8REhzkvioV8vqZ9eUq48ZjzuNoz3tSODLctmoozjJko49A8Jw1f6Lra52eYxssDJcLj4t0LuF47VrhgyRMZzMXYOU7Z0KVmID6cTtJfFyGgZFy6XxfY60lfynbS80K5FC6kDu8AnVrgA9IUsOHPsFxQUjDbNm4PpLRYeJmPab+yuYdZXd/00kidvby8GY02QzO+4W/J4/TT7eT5hFCp1kx7ccfPY4XRmq1+tRNSkkMu6uWjZMtc148BBEWQjZCz5mSyirt2wQeaK/lYwNkbqp5cPHJImyJ8xWfeFnGb+d2Qe6YESUALnjIBGpATOJ4EkEfG4k6WZiDIU+55+9VVwF4OvTAY5KezVrRu4E+Whu8ZicP/+iIyKhsM42PciMDBQBmKujo6T0bSMjLDD+/DLL1G5YgX06NIJ3IXGSxwMuCdMjJc7OsJCQ5GQmGAFTLqJkBU7Dih8ZWDP1bpWTZtgmMR7tawUUhRhGM+/+poVagb17YOLZMBG/6kpqSJE+aBZ48a2Uy8lkw/6dzgMEkUg5eMLvbt1twNRPgaZJpNvPt40fOBADB3QH08/+IAVqZgGGh+nn+STg7qT7R2g6+yGnW1SaiIS8yFOJqTEiVCUDB9nwX8kNntuz9yZMUZEM6cVDSjcMWTWF+7erFC+HDigKyuT8xOZCuXKIUwG7fR7QiNxsWT37z9gJ/fcHbr/4EFAxkechLdq3gwjLh0ITuo5KKSQcVRW1jnRvlZWsC+uXw/3i6DCQWC5MmXQtWMHVJWJUdf27e3gMiE+Ds0bN0ELEXwGSz0tW6YU1q5fDz5y27TRxaCgP1TqdYgMKLnLrXTpkrioWlVwJ9WyFavQrVMn6nQoLoPZJKm/733+hb1+wxVXgH/0yzAi5X7x9fbGjozdVrxGYyQjDSWNjWXVvVPbNqhWpYrUr1Q7KKRAXL92bVnEGGYHsny1xByZ4OdM118yiS9ftiyKyYo467S3lze488k4HOBA1JOPZScRJyUloYpMqNvIALp7x04IDQ4VWyAkONim4S+ZhMfFJ9j8p8lEk/bky/B9ff1QScqPHi4RgbNX1y6WByd4/4oAQzclihe3r7rYI5NJijKl5FyyihIliktcwfYxvAoyMa1coSKDsWkvW7aMFeD8ZbLJ3ZqsU/ZiAfygaHZRtWoYfe1IsE3lBISLMQ3r1gF3CHEi5k4281FF6txDY8eKoLcVTofDcq4tk+77bhuD3/74w9ZfY4zbS7Zvhu0v7eyqNWusvTHGvk+TrxHh7iE+xsvJLy8ekHvDWyZbnPhQgO7cvi3uGXMrduz+F9zly3smKjoWdSRupovuQsPC7O6hKSI2c5d9/56XgHUnjQGK4YSJ96Ac2v8Mp32r1hg2sD9uu+lG/DRlCriwZi/Kh6/EfzQyQo5c/1knmD7WC9tPiT/2U8OlTY+KjQV36XM3qMs1ECkTJAqz3jLZfPvjj1G2VGmpx01lYihu2R/4+4N+h7E/eOgBNL24If7bu8/eg21btrT3MgVZxskwU1PSRFCCjYfnBc2QL+vL/0QE95O6f8t992HUPffKosZmvPLUkyJ+P4yyMhl+8qWXcKsImxR6jTGg+PHAU0/jujvGYuSY22QRYKbNGjmzbO1JHj7S09JBP5zQR0REWB8JsgDJesVdyNu27wTbTl5gvfCR8uUx++02rVph2JBBGDP6Zruzk/Yx0XEysXX1j8ybEUuH9O8cS3z+xVci7HVD5cqVwTjkkkvQkgpGtzxPESGH6b/6yssx8pqrbVv2oywUsI2NjIqiE2u2yCIS/XTu1BHLV662baaXtH22sK0L1wfzdujQYdeJfHKHfYkMcT81LRXMv1jb/926dUXPS7rbx84pVnk5HZZNqjDq2aMbBg8aiPvuuQuXjxhm3afydRweaXc4HMgW1+HDKClxxcXGoVz5smgggulXX3+L//7bg549e2SOp2xgBfDD6XTYVHG32UppfyKiInFQ8nTw8EH5PtZEyvUt27dZcY7l6C19ng3gOB81a1THVlkQ42WHsEtJTcVL77wDLhj5+vhJHK5yY304IvFyBzeP2bZVkD6PPyBEvzQpaSn8soZ1q1zpMvbpioOHDuKqYcPQTkRt1kE6YJ9Wr04dtG3d2vZ37raCYxjXmLg87JjYo75J0wPGTf80bPP6iEh92eBLcfngQfj+559tHeQ1GqfDCb6zl8c0Bw8fkf6vBA9dbZHUG3siH+yjWzRpAj7ZcFhEIqfTCYkM6Wlp6CV1cnhGm3ml5EOcW3t+pzFRPCigxkvacPY577//Pnbt2oWvZXGZuy//kD5viSyA8nvu3Ll4VeYzn3/+OTaJCP2jLEqtlzHYF198YdsG1ovcsueQNnDvgQOYKGIjy43CY49OnbB523apU9vxsiwI1Zfx0yAZ19n5h7RpbuRsNxhmmtzXacKYx1HRUUjP4Mn6wLY4UcZJfPqim4yROP8oJ2MUPlnEPLGfa+Yxj0lISIS3jw8OHDxkH1dnmXLcxLEWw09OTgXTzGOKoawffJKD9YJ2NPtFdA/w87f1KNA/0JY9n5rgJoLFssC3VRaHv/z+B1w5dIh936yfr78wcuWK/agdjDIgMSfrp0OCg0SQPCouXf9t3NK38oz1jt/u+sVdxMzP0pUrsH3nThiHA8YYacMT7fubLx88GDdJW33/7bdbsZNM05AmY9k0BnNc4zjuFb2gBJSAElAChZJAQmIi9klnx0Fiw7p1MaBXT9zzxJPgwKebrHh+M348KJZwxZkCQoiIRRzscUcbB0nc8bVs1WpM/v13mRhGW0Z8fDs2Lt7u6uKLn9kB8oKvjy+48+rvjRvx+nvvo3qVquDEuWydcwoAABAASURBVMnFF9t3GfGRyvc/+xxtZYDodDhwUCYL3HnDx37WbdiI6OgYK8AEygohB8HLZbVyxpw54OM8ySnJdocmBxoUtfxkcsQBMgctC5cuAQep3D23WSYrXOHkRKp4eDEZIEwCH+354aefEOExyCxfrA4CfEKRmp7CpOfLOB0+iIrbjz0RG60/92DGnhzz4eqYdx/+G0kpCahcsuExLoqCBSenFPO8ZeL48hOP2x+pSBPByxiDGbNn48pbRuOex584qbn29rHgo9EnY8b6bmDsI6bDBg4UEWUALhs0CJCBqDEUdv7GhF+n2LoVIIOxYKn3UTHRMqH2s/cGw69coQLq1arFQ8TKxDJVJqGcvFsLCcPLxyX287xcmXL2EZ6kxCSUEJGSdjThsipOv7w3YiSMr8dPwOAB/VBOJlWJ4paTfE6yKDpxIkU/NJNnzAB3DBhjEBgUCG+PFXReZ713D3iTkpPBCbaRe0pG1rIIIZMacUQ35WUgffjoUdBtznTFiCjr5+8nA+mDWC4r/pu2bBaxthg4eF61Zm02PgHiToK0u4IM45GT6FhpDzJGllzk4C6SBUuW2tdFpHGAL+Xr7e0jotFeLFu5EhSVixcrLj6BuYsWgY/3kScXTvxlMM4LRj42/LMJC5Yvw3YRcVlfmKdiIp7xEfxYSfM1l42QezlCXAJhoSGYNWcuNu/YLgPja+xEP13itRcL2Ed0TCwoJl09fJhNGacTTOrchYvQNWNHkWfajTF2ntFMBHJOhNgm0iPdVBNhp4G052yjaXc8M1xEe75qY+rMmZg1709wJ+VFVavaOlq1chW8/eFHVuT8ZsIE9OrSBWT9wptvYc6Chdi3bz8iZYHLx8cHv/72G7YI4w2bN4PvdNsqkz/+cEsxEcOjREhctXaNFSO2bN+OZJnMMT0xIjoePuoqJ55D7se5ixbib2nrf/xlEurVqW1FXWT89e3eQyY9u+xOaKaH4m9JEbTbitj4jdw3ZMd+aodMcH1E8DggQkW63M8Z3nFA+jneZ43r18e34yeivfQz/OEWCqOu/iAcP/48CVt37AT7A94TvOedXk5UEeG4fu1a9jH6WLlPGWayLAYeOnJYkLCkaFOwDO9vTgDD5d549ckn8djdd+Gxe+7GOy+8IH1vFXA32qN33423//e8FceeeukVPP7Ci3j42efgKwLoE/feA44BuDP8h19+sZkzhnegPcz84ISXk+201Ky+MjYuTnjvhzEGnTp1wBdffo01skDy8SefoVmzpuLX2F9Ej5BFIr5TcunSZaCQKBfQtWtn+z7NbSJITZ46zdqvWbMOq1avQpvWLekEkUcj7XszmcfFi5fa9rKiLKBu2bIF3H1mHcnHYRFxOD6QQ9tu81HMyVOmYtnyFdi+YwfqiDDRrl0bezx79hz88MMETPzpF+v2vQ8+tI/IdxFhs4IsqP27azeDyTR9evfEylWrwMe/f/hxAtJFwGidkb4EETkYV6ZjOegqizTXjrwavXpfYneeeoko00rqIN/fuUvasgkS7z+bNotLIE0E0YOHDsnE3cU0t7jqy4LVfhFedu34Fx3at8PMWbPhJ4tC1apUwc6d/4LtgA2sAH+kC7PmjRvhpccfxytPPoGXnjiOkeuD+vQBn6Jh/3KyO659q5Z2cedNKcOlK1fhhTfetHWxmNwLXTu0w6/Tp2OplB0Xb0qXKgm2lxSqwkPC8PQD94OvlImOiQF3ba6Qvm/lX2tExPwKydKXVqtSGb7S5u2QMuMi5SSpo/v275cyS7N9fF1Z1ClXqhTKyWLB/oOySCr8s8bEneEeE7vzEBEViYjIKHHl+p8k7cpvs/+wC6BTZs5C44YN4C11xXUV4JNKHHPPXbgQ3LmfLnWlvbSBvM7dyazzPGb5cxxP4e26yy9HhzatsX3nLnhL28gfX/xG2kB3m/mPtNv0w36E440UKReeF1TDdDJvN998s71X+/bti1atWmHgwIFoLGJgu3bt0KlTJ/Ts2RPviJB95ZVXor8sIDcRcbdt27bgqyH8ZVx3vPzxVUSLpY1484OPsFgEv5feGYfyMiarWaMGeN+yr12eMf+wi+/SUR+U+UqKCOcMM1LmEmJl34n67YSfQOGO9qxTh48cBcuT761esmI5uMg9R/pTtpnMF8eB9aVdcs9jDkkfY4zBLFl0btywIViHN2/bKvOtWLDvjYiMwCTpf+eLkMsnJ1o0aSzxNUBsfLytHwz77382ggvEbJd279uDzVu32rHGNumzORYOCQ62fdtSuSd+mjwF68U908M0e9YpngNGxmfST8s87sdJx/bTXNRnPKyb7rj5ijHIH/PnWb9YR9tJ3R01ciRGXHqpzPkOgWJvT2krFy5egnUbNmC63AMLZFxgjKvvOSL83D+aKEHm+t+Rq61aKgEloASUQKElUF0mvgN79ba7BZhJ/hpkn+7d7a/I9r2kB5pL5zhPOpPiIsLwkZvyZcpIx9hVxIRd4GSSHc/WHTvAa326dWMQ6C4TgCfuu88el5IJZz8ZVPDESyaG3C3198ZNqCuTVe66pD0Hqm1btMB8mZh0btcWvTPC6d29G7iTY/lff4G7uO646UY6x+jrrwMHXBxQ3irH3HVFwYPhUGyho45t2qKpCKU8vvX663H9VVfyEG0knnYtWtrjMTdcB38RPjlg4UDFU9ApX7wuyoTXRGzCERiTv+7RYSgYpWPJPz/YeOg/TVYV7YnHR7q1c4U9a817KCvxVSpxsYeLonNI0cNXBO+nHrwfnERwoOMuy3gR3Q/LICYykgP/ExuKorEipueFXGJSIqJEJHe7ZRq4gs6B8qTp01G+XFk0FbHIVyYve/fuswPaIxFRoCgD+fvihx/Al6bLISjQUQDhMY2fr69MWv+zgzPuSFq74W80rFfPhun2Q6GfE4kGYu90OOxOjNIlS8hgtCH4y7YM57BMyOvVqg0+Sv+DDB75q6pM45TfZ6J7587gjjju0uGgk+7dJjUlBUlJKa5TGVlTSE2XwTYH8ZzE8AJ33W3eus2KG3z0Lme6OKjeJZN4CmO9u3WV++4GEb3mgQPSmXPn2by4+RwVYYJhLhBhgmIShYbkZKYhidZwOhz4VhYNOsn9zZ22zDsvcMcd323Gd+XeePVVIpJOEnE4FjP/mIOmMtFl3GkyueKucbrn7q3hgy4Fd6h27dBeBDWZCMpAlz+KwXcs8nUDnCTHxSXQud2R8/O0aRgobRAf/+NEw14ogB9kwd3FbOuYPA7fExMTpI3yFUHNtePUGNryqsvwjKyrVCiPbSLk0dYY2sIuFsXFJ9IqV0OuFOr4Tkq+c3Xj5k1gGbCM6OH6Ky5HDRE32T4O6dcfzRo1shMotsPc1btOJjT33joavF+m/D5L+oUu2CcCCyd1DerWwxc//ih+Lpay6gc+1lynVk3cet11cDjZPgJNGjREj4xHkRlfFxGWuJtopYifnDyOvvZaGOMSbZnWkiWKY/R112KH5JMTI6aD/gb27iX9VCPMExGc/RT9cnfr4H59Jb3edGLDYX9SvHgxVK9WDS888RhCQkLsjz6wT6CjMTdcDz8/HyyWSSb7A04W69Wug67tOvAy2Cb1lwW/smVK2/OSJUviUhFZKBBYiwL4wbpBdtypyV3VnFizbaKYwvwwybVkkv7Efffitaefsm1bWRFjnrz/ftsO8dUGrAff//yLXQyg+5yG7xgcNngQgoKCMy+xf+8p4wfG0a5tG1CQWyKLGRQQB8qCzU8SXmBgAOrWr4u1a/9GixbNwInq8uUrrTjXvUc3LBQh30/6hBo1qoPC8tVXX5G5E61z5464uPHFNr6bbrweI0deZY8pEFLc44kxBr0kDTWqV+Opraf9+vaGr7TNGzf+gwH9+6Fli+ZS5n52FyjrVZqIQ6NvuUkWsuLRvGlTdO3Syfpt2rQJOnRsZ4/5QaZ8VPl6qY+bRIQ0xuCWUTfBXReqVamCXtyRLPZ072nCwsLQq9cltj4xPRRZ5kteOf5wp5Xt9KBBA0C29JtbXLSvJfdU6zYtbf2+7967QC6stwP698lMC90VWCN80mTRwRgD1lUvaRtyM5A/CpnyddL/rHMM646bbwKFaL5+pG7Nmrj7llus3way0MNFoxUiVHIMe/M119h+muwH9ultx5xXDhmCGFlwSRIBs0K58iJUHpHyAsaOutmGMUL6oPp164A/IjSgd2/w1Uq8YPsZWUTjMXfK95CxMI/ZzvEe4zHHxP0vuQTu8U0nERo7tm3NS9b06CT9es2LsFIWABrJ2OCa4cOtPT/SpC+sUqmifX88HxlnGLfLuNhd72pIveO43Rhj6wT9uA3bej75wHO2jc2bNIK7zbxI2kTaB/gHYPiAgQg6gdhHd+fbsM9hGvhezCeeeALffvstdsg8ZNasWfZ7xYoVWLduHXgfLV26FH/JHGKGLAJPnjzZ7uZk/TDGMIhjDOsP20i2gaVkPLZSFm8ryliQOxqNMcg5/7hYyojp4eJgUFCQDY+CemdZZNi7bx8GST/UobWrfC+WutdZxkCMf+wto7BfFtn43lu+87RSuXL2fs85j+G7LVnOD9x+m+1vGEHXDh3QUtokvjO+WLFwcPclxb+Rl18G7ihleu6U+s93pm4TLnw3e8kSJcCnXQbIWIibOijSD5C5HxeteB+MHDEczGvJksVxh9TzwAB/RoUaVarCXadokdlPC5fyZcrCs58mO7Y/fLerZ9zsk+nX1i8Rnd31y5isMmC7PFiEaea1gXAaMWQw+NqnlJRkNJRFSPo3xqBvj+6okVFfaZebcc2qcruidkpACSiBokCgiOWRgyOKC+1atbCDH56zQ+IuTQqdPO/RqRO4ekaR0eF02g7xUhn0XT54ENj58DHCEZcOtI8qcLLE1b72rVqhRtUqSBJRhTtfWsnEgGi5A6umdETDBvbHsP797UpnSkoqL6G7DPxGXzcS9Ms0cMLa9OKG4MCScXFQEBQYaHeAFQsNxc1XX40hMiGh+3q1a8vg3QscNLAjT5F46bdGtargH1cmQ2SgQcGJjwo3kRVvHnOSN2LQINwkYXGyR7eMG0iXwaYTHetcJyvyiUjmo+MmP11kOoL8SuKfvX/ij78/ZrBwyD+Ga0/sRzqMtQNmrHkH63bPQt8m98GYrA4eReivSqVKGPfSC/axbWbbmCwOPUW442T7obFj8fCdJzYvPfEYLhWBg2GcyDD0QKlPXs6scnU6nAiQgTzrHusFHwV/7b337STfx8fb7my8ZsQwfDthIl4dN84+Asj6xHi8eG/IBJ3HND4yEefK/XcTf8KLb72Fpg0bolzp0ujUpo0VRvluLD6C1qtrV/CHiLhyz4FoX5nosP5yIG4cBr4iplJ4ZV3lIPHz738Axcqrhg/DuI8/xnuffQ7GQ3eM1224szMwwM91KiwDAwPgkAUFf5nMHzx8BN+MH4/X3nvP3ndcnee7BDno9ExXmNxn/KEk/pDWp988E8OYAAAQAElEQVR8i7c++hCd2ra1QtkAYezJh+0IB86r1qwBBSZG7HA4bHvB4zgRmSlAcmIZFxeH4Azxo3SJUvjjzz/xyTff4KMvvgQH2IFSLgOkjZn462S8/dHHoKjLgTjvzWC5jzlQZpgGBv4Zg27unBkm7QHdxUr4gRn2FHv7ibDAd2FRzLQTDuFB/wXNsA5woSZNBGh32igOJsuAPtDPNblw2+f89vbxERrZbR2STy8vR3ZLjzOWD9v4CjKRuuHKK8GFn4YyOSNn2vM6y/nmkSPtLiG3PXf20f1NIkCXkTrNdJctVRKciF0qk/v+MmHiPcjyYV2mYDj25pvRrmVLtG/dChSWKcrXFKGpeaNGSJVJOt1RtLlSJjFXDRsG7iripJLpMJJmpoXHTCvba7ph/eS9Kpfh2U9xcs960FEmkU4vL7jT3apZU/Ae5L3KtDC8hvXqinDXwO5Q5j3G+57hsz9g2NUqV0ILmfizHIzUZ/orHh4OnlN47iD5ccq9zziYjoJoyC5nusjUGH5mXaktIgonlZyIs+4wj7zKHbDcFcT+nOeehgzJu2PHDjIZ9wfPya0yuYlYyLpMuxZyfKMsIHbr1sV65yJPR1mQ6CCTe/5QUC+5RylcxsXF2uutZOHxhuuvRd++vaVv90Y7EX2aNmliw2ddadSoIS6qXt267dG9q7QnQbYMGzSoj4ulf6cblkkLEUrLiRjBNNFxq1YtMXzYEFx15eVoKou1dMP0lZd74LqRV2OEtO9sI9j+9hBRlWXLtqVhwwZoIJNqhstwyJT+qlatjOuuvQZDhwyS/AfY9NG+nMTJuBk+3bsNr5USYaG1pIN2vN61SyfcIGMfxsc6SDcsB/Jxn9MuZ1xMS3UZT5ELj5s0bgQK9vRLEZlpZ/iMp6Aa1sC8ppFlaAx9nDg3xhhbDlxYY5t06/XX4dK+feAuM8ZHwYQ/QsmxLHfccccc267goECQZUcR4ctK28adbIGBAdJPdgJ/YIw793id7ofKGPbma65G6+bN0EzYM/zWUs/ZPrB944/9NJX2je47SFtUQxaHeA9xTMw2EZJOXrtY6lUjMTzmPccfdLta2sBrpI/vJQuJLEeWP3PNOHhcrXJl8FFcCqsBAQE2v2xH2Yfzx1aYR7p3G7KrKmMsjsUZD697tpnueuYrC/x8nYjrPN3tvcB9Mw9MFHdbPv3007j88svtAtXFF1+MA7KoVk7uZ2OM3YnZsGFDVKxYEbVlnlBJGNx1112oJvfN0aNHGcQxxhhX/fH39wPnNqNl0WLEpZfCV8ZOjDfn/IN1iYFwbBTg5ydzBhHgpB+tUaWKXSzmYjCv0291sWsh7Q6PWb+4iNanRw/7Y6hcRGO96ihtHcucbppe3NCGwTrKsSLHeRTZm0k+q0ieuNB75GgEOLbiPI3jTJYt6wLHdVdLe3adLEyy32TdYrly8fgymfdcIwJmG6mvLGXWKT4pN1ZE0C7t26OdtL9MH+tx+bJl4K5TTFNWPz30mH7aGBe7nHEzTYzDl/VL2nymI00WMsiFJk3GAOyzyZD9Cc8pFN8iY49hAweCrxqiHcNh38wn7phH+s3NHH/Uk5vrDDv9UgJKQAkogQuTAAdH7pQbY+yAz5isAaPndcgfJznydcL/7HjdDny8vNyH9rutdJIUFuxJxoeXiCwZh5lfxhi7mwK5/HmG73nZGFe6jTFWKHVf88yDj0z63faex247Y4yMMY2c0qSjZrnW6NX4ThyN3YeEpGgY+ScX8/TfGIMg/xKYtfY9TF35KuITo8SfEeP+byTMGExc+hQmLH4cQ1s9I/G1kYscXshXEfrPQUrx8GJWqOPux207dsBtNm3bhsSERDSRgV0tmXDXuugiHNfUqIH6srKbs47lhtJfhMu7ZYWcAz339WpVKoM7MIwxqFWjOh65604R7fvgwbF34JZrr5WJTiooyN0h/gaKcMNfGeXAjQMthsOdEhyoMbzIqEgR9atisIhso8TvFUOG0NreY/xl02EDB+Cmq68BxQPmn/l77ZmnraDKOnvbDdeDO3aaN24MrpwzDu744C4PigQURu++9VYr6r/w+GPoJ4NihsNI+N2xTVtcM3y4FXM4sRtz/fX2UaUdu3ejcf16Ijr2xu033QQObhk242S6hudIF4XOx+69Bz1EVL75mmtw5dAhNszaF9XIxueqoUNB7k8/9KB9fI9h1qtVE6PED9PDcB8aO5bJs4+33nHzjTDGSPzd8OAdd+CSLl0w5oYbwMUUuufE6yHhTmHryfvvw9ABA2SZAbhFJhdVK1W0aeggA/8rBg+2xw/ffZfNE/12bNMGVw4bau2Z75uuusoes+yYHqejYA53WZfSZWBPwc2Ckg8O7m2bZ+TkJP9Zzp5OuOOYuz887XIes9xz2hljbD1Fjj9jTK723N3Bum9MViLLlC6FUVK/bdpx7B8nbm5bp8ORrc2Gx59n+jyP3U448XMfu7+NyUoHj4wx2dJtDG2RzS63/sAzbJaJZ//Hc2T8GWNsXc44vaC/uDtzyfIVNg/uPG7buRP8VXSHw2ntPT8cUnbGmEwrnjtF4HVbOB2ObJzd9sOkHWnfjv2d2wYYOvhSNBdxKMvGdWRM9vA96xTjc7kCPMuQbjyvMU3GZIXj9mOMyTV9xmS55T2IjD+Gm3GYqz/GSXM8NzmvGZMVj6cfY7Ls6YfGfd397ZkWz2NjXH6NMWe1XrrTkd9vChF8NJ7+HE7nce99Xvc0drFR2kenw2EFbIZzvNFSbrwYFu2NMTzMZmjvtvBkyV3kDevWcV+y357XrUUuH57tm6d7Hy+vTNdsTzyv8dh9z2U6yjjwTJ/nccZlWxedjqx+Lacb1n+3W8ZjTO4MjMmydziyjt1+C8o380CRdt++fXbBY9myZdi6dSsmTJgA7tJcu3YtPvvsMyxevBgUOHfLuGfz5s129+3MmTORmJhod2YfLz85+bndMV73see3p3vP9sLTjadfz2NPN8a4mBtjst0XnuF79vN8yqCLCIQcE7rDMcbA6ciqC8j4O17dYoye4Wc4t1+e9ZhujpduXrMe5MPzWE7tf2OMraPGMDbYP4dH/fL0Y4yxbpHjj25o3NZOx7F5dF87/hW3C/1WAkpACSgBJXAKBNjh8jGJOjVrgmLHKQRxTr2kW/kE6FD3Ggxq+QQoNByK3om4pEgkpSaIiT+JiUNaeir8fILxx/qP8Pq0IVa8nLf+M8zb8Bm+X/QInhrfHgs2foWRncahS/0bbP7S7WfR+jDGYNPWLRj7yKN45pXX8Nwbb2SaF996Cw89/5xcewR3PfroScxjuObWMfhm/IQ8AaT46DlA4rGfrMLzmwFQYOJuNJ5zZdwtvocFB9sX/htjkJ6ebgdfdEO/9EfD86SUZAQFBIA7MmhHtzQ8rlKpEooXC+ehDYOTcfdgkX4ZljHGDmp9JU3GuAaCTBMndvRYpmRJK3pa935+tMo03t5edkeB24Lh8dhhHEhOSbW7icqWLk0rO+l1p4ur757p4kSoWFgYuErPb+sh44NpcfNhfFxhJydeNiYr7Tx3s+a973Q4wPQY43JTvFgxlC9Txv7qO90KUn6hWHi4ZWfzJyv7DnFPfzxnejnYJjfeM7SnJ7c908FjPz/fzPyRL1nS3XkwJ42Suwe9vX3AVwtEx8QiOiYGEZGROBoRCe46zS0A5p32cXHxiIiKso9O0h9/1OCP+QtQtXJlXj6rhnWEOyhYLoyIbT3Lo1ixMJ6quYAIXHvF5Vi4YgXe+OBD+1qZyTNmSpv8Kjq2boOQoMAzkhO2AaGhIXZHFY8ZKO/VcLnfudDktqO9msJFwJZtWrr099uwZv3f9n2ne0SUmifC09xFi/DH/Pm5mhVr1mDdxn/ANmax1M95CxeCooWrVzw7jJjW5k0a2yd/eHx2YtFQ80uAT1dxFzX7nfLlyyNYxmOVpZ+7SBa7q1evjrFjx6JevXq48cYbwd2YHHtUqFDB7tKkP7rlOID+2O7kN/6C5J5jsAG9etnx1IWelzPJlW3DmQxPw1ICSkAJKAElYAlQjLAH8sFBqXyd5P/5vWxkuJxu33EJtKwxCLf1+g7dG45BufA68PcOtj8YFOgbhhObUAT7F0eFYvXg5fDBun9/t4+Xz/jrbew+vE7E0mvxyKC5aF1zGPjH+AwMD4uc4YvA9+7fj30HD2Df/oOnZg4cBN8NRGHnXAE0JvfyatmkCfjYmGc6jDEwxnha2eO83A/GHOvPevb4MMblxhjXNy8Zk3XMc75HcGj/fjzMNMaYfKXLGJPp93gHxmS5MSbrOC95dTiy3B8vfM9wHMcJP5sbR8Ef4nKCNvrakfh7wwY8+r//WSHplXHjwPdS8mX9ubEgKf5o2vZdu7B05So89vwLePKll/H862+A70Lu2aVLxtJMbr7Pjp1neZydGDTUs0GAE+IaVaqAPx7E+vbECy/ik2++tvVo1MirbZR0Yw9O4yO3+9IY1mRXoJ7XXTb6WVgI+Pn4oFGD+tiyYxteenucXYBhnfrwiy/x8dff4LPvvs/VvPbue/apjYply+KdTz7F4uUr7GKXOYvtumc99DwuLGVxoeaDuxJ//fVXuxOTr4NYJEI436++atUqlCpVCtytuUv6w4iICMwXgZzv1ly+fDn4eDbfp8l8T58+HZ988ol9XzfPC4MxJqsNLQz5OZ08FPzR3unkrij41TwqASWgBJTAGSNgwG4xXQSBNIQFlkGX+jdiZMe3cUuPLzCq++cY1e2zPJhPMar7p7hdBNH7+0/DI4P/EDMHY3v/iJ6Nbkd4UFlAYqAxNj4Uyb/KFSpi7M03g+8rukVEnVMxo0aOxP1jxqBHp07nlSF3c/C9VtzRyMnaeU2MR+RMV0hQEMJCQ8Fjj0t6WAAIsEz4moGnHngAj951J+6/43Y8OHYs3nruWXRt3/64ZcZdJ/eMvgUvPPqo+LkND4q/Zx960L7fitkqSHWQ6VFTsAl0aN0aH7/xOt58/jl8/vZbuHPUzXZnHOunMTppLtilV7BTx13ybKvGyYLNuy+9iOcefhgvPfkE3n35JYx78QW8cxzz3isv45UnnwRfaUJ/74n7x++71+5MK9g5PkepKyLRsC+7WcaJNNx1WVYE7ho1aoA7NflezOLFi6Nq1ap2N2aZMmVAO+7I5M5NuuE37fndv39/DBw4sIiQK1rZ5MytaOVYc6sElIASUAJK4IQEDIyH0Ojl9Iafd5A1vvKdX+P263R4w/XHh0aNHNLIVxH8z4lyWGgI+ANT/PXPPt274VRM3x7dMHRAf9SrXQt8v9L5Qum5m8OYglOununyPD5fnDTe7ATcZcKdmsWLFQMFcf4IBQVLPlrmvu7pi62HdRcWhqCgQOuHfoNFuKY7TgB1xyRJZDd6diwBY7LaKj8fH4SGhMBdj/gagdzq37GhqI0SODEBipps0/gjjwEB/uAPqfDVLCcznm4DAwLg7+cHY8yJI9OrhYoA0jGqqAAAEABJREFU+zM+Ll6lShXUqlULFCZPxfDxdPoPDAw87kJhoQJXxDLjKGL51ewqASWgBJSAEjjPBC6IAflZZXQ2JsoUhc5qojVwJVAACJys9TDmZC4KQCY0CQWegIriBb6INIFKoNATOBtjxbMRZqEviAKeQRU0C3gBafIuJAKaViWgBJSAElACSkAJKAEloASUgBJQAkqg8BPQHJ5vAiponu8S0PiVgBJQAkpACSgBJaAElIASUAJFgYDmUQkoASWgBJTAGSKgguYZAqnBKAEloASUgBJQAkrgbBDQMJWAElACSkAJKAEloASUgBLITkAFzew89EwJKIHCQUBzoQSUgBJQAkpACSgBJaAElIASUAJKQAkUUgIegmYhzaFmSwkoASWgBJSAElACSkAJKAEloASUgBLwIKCHSkAJKIELm4AKmhd2+WnqlYASUAJKQAkoASWgBM4VAY1HCSgBJaAElIASUAJKoEAQUEGzQBRD4U1Eeno60tPSYL95XFSNMGApWw5ybL+LKgt3voWDMpH7w81DvuVGAU1hu2dOp76TB40yyaormfeN1JnTYVuY/CqTrPrBclUe2XkoE+XBOnAyo/dN9npCHjQn41aUrssgTZCQk85t3OUuQGSYRiZqlEkudUDne8feH8rkuEzYnuTXqKCZX2Lnxn2hiCU1NQ2RERE4evQoIou6iYzEkSNHXCzkuMjzYH0QDsrE496Qe+WIcKGJFDZaR4SNMsnedgqPCNYRaUsi5FjriKuOFAgmLA/etwXEsG21daSApMe2aec5LcokEp7lQB52fHaey8UzTef7WJkcW0fI5HyXy/mNP0LuG+lrImkiZCx/1BpXmmh3Hk2ExC1jgvM2FpB+r0D0v+eTQc64T49J9jFfzrAv1HNhwnYkQr4jaS7UfJzJdAsHZZK9/Toqc5vEhIRT0sBU0DwlbOrpZATSZOVh239R8PYPRGhYKIJCQoq0CQkLgzEGXl5eCAlVHqwPyiT7PcF6wfphjJF7JqxI3y+sHzTKJHsdCZZ21D8gAGmpqQgODtY6IjwKDBOWR1AQgs6zsfVC0sA+mHXlfKenIMSvTI6tlyFy7xhjXGMSOS4I5XRqaTg2b6cajjLJzpI8MsckHLdKu3KqbC9sf9LXBklfLCYkJNTeM8bIOC1UxmliF3Q+TbCki/fveTIFpv89T/nnODWnUSbZ62Qw2w4pn8wxScZ5Tm5F6VyZZK8jLHsyCQkLQ1xcHFJSUk4mMx1zXQXNY5CoxZkgkJ4OcIeml9MLTjEcFBVl45DBj9PptAMhh8Nhv4syD+ZdmXhlqwfuesF6YoxroklORdkok+x1hHXDx8cHXtKW8PiU6oYsqhQmf+SgTLLqCXnY8pU64l3Iytrm6xTypEyy6oebIdtWNxceu+2L8jc5KJOsukIerA9kYoyOSchCmWTVD/Jg3dD+V5mwLhzPsI7Ya+4xiXzb81PoywuLP2WS/Z5hubqZ+Pr5geI38vmngmY+ganzPBIwgMNhXK+ayaOXgursjKYrLe2MBlcoAlMmWcXIlYCsMz0iAWVCCpmGHb2sF2We6wHs4EeZZNUE9zu8+J1lW7SPyMJtijaJHLnX/jcHEDlVJgIh47/2vxkgPL6UiQcM7X+zwcg40XFaBoiML3ffy+8Mqwvi62wmkizc5mzGc67DZp5OJU63Py4a0eQ3DBU080tM3SsBJaAElIASUAJKQAkoASWgBJSAm4B+KwEloASUQBEmYIxBamoq9u7di/Xr11uzYcMGHM+sXr0aBw4csK/lIza3sMnj/BgVNPNDS90qASWgBJSAElACSuCMENBAlIASUAJKQAkoASWgBJRA4SBA8fKWW27Bo48+iscff/yE5oknnsCNN96IdevWnVbmVdA8LXzqWQnknQAfQdAHzrPzyjeT7N4L3Vlaerp9fLbQZew0MqRMjoXH++ZY26Jto0yyl7/yyM6DZ8qEFLIMeeiYJIsHj5QJKWQZ7X+zWLiPlImbRNY375usMz0iAWVCCllGeWSxKOxHVapUQZ06dRAYGIgSJUqgePHiJzTly5dHWFjYibGc5KoKmicBpJdPkYAIMwYO+PpoFUPGH29W/tJjxql+CQFlIhA8/rN+hIWeXqPuEVyhOFQm2YuRL88uXrxE5uMZ2a8WzTNlkr3cjTEyeCxhf3Qs+5Wie2aMMslZ+tr/5iQCKJPsTLT/zc6DZxcKE6b1XBjtf4+lrEyyMzHGFOoxSVp6SvYMF+EzPm7ONvL555/HZ599hnfeeeeE5sMPP7TXK1SocFrUVG06LXzq+XgEHA4nUtOSMH/9R1iy6R0xHxRx8z6WbvkQSzd/WMQ5fOCRf2WyZJMnjw+kfojZ+qEHo+zXc7ovCudLN3+ApcrE1onFUl+W0ggPHp9u+duwGN4FbMjA5kOY8JjGnl/AeTqd9GfmX3gwnMzzIsojG4MTMwHdFhWzZFNG/7vpQyyWusF6UtQNOdhxmjLJ6m/Y/8rYlWyKev1g/snBjkkKAZMz0daRiQ1H2tbMY2lPrF0R/c7koExsn+rJg/Ui8/wCrx+L/3kXCze+jcjYPXAYr+PJIUXO3ukU/Sc1FQsWLMD06dMxe/bsE5qpU6eC79E8XVAqaJ4uQfWfKwFZjEFqehJm/PU4fl1+D6aufKCImwcxdbkwWHF/EecgDDLrgjI55r5YIXyWXyh1RNKaWZZn8ViZZLYZ04T3FDFsS3h8TP3htXwYhnWhGzJgHsiExzQ8L6rGnX/yIAP3OY+LqnEzUCYPwF0Hpq58UMYk7Gvux5loS6bmo90pqG4tB9v/KhOWkeXB/lfGrfa4EJQx83U6xnIoJEzcbcHpfJMl/bNtdR/zvCgbNwdl8oDtbzx5sF64z3l8IZvJK+7FL8vuxuHoLbnqIEXZctWqVbj11lvx1FNPge/IPJ558skn7fXRo0dj8+bNp4VMBc3TwpdPzydxnp6efoyL3OyOcVRALQwcCA+sguIh1VA8WE2x4Koophyy1QVlkv2+YP2gKa71JLOekAeNMsmqK8WkLSmudSSzjpBFMWWiPE5yT2gdyWpDigsrtqs0PFbjYkMeNMpDeRyvDrB+0BzvelG0L6b9b7b+t7htX6tm2ck57YqyKVbo6kh1lAypCi8vf3j+8ZFrz3Me0y4lJYWH1riPj1V97OU8/ZYC30nq1ojc4dE34+I1HrsN7Tzd0D6nG9qdKVOrVi3ccccdGDp0KC677DKMGDEiVzN8+HCMHDkS119/vX3f5unEr4Lm6dA7g35ZKY0x2LVrF7766it88cUX9hefjDF5qtj5TQrjc/vxPHbbub9zXst57nan30pACSgBJaAElIASUAJK4HQJqH8loASUgBJQAhcSAYqE7keuX375Zbz77rugbkI7vleVj1bPnTtXRFDXI+q0o5kxYwbeeOMNvPbaa9izZw8cDofVgh599FEkJydbbYjXPvjgA3z77bdYvHgxjDHWME6GsWnTJnz33XfgH/1TR+IOyYSEBLjjj4yMtPpSRESEjYNuz7RheoODg3Httdfi7rvvtjs1x4wZgxOZG264AeXKlQOF11NNjwqap0ruDPszxmDLli3gy1GrVKmCevXq4YcffsDChQttpeMNcfDgQRsrK29MTAyotvOb57xw4MABsOLymHY0vO62YxhuQzfuY37TLe1ooqKiEBcXx8PMm2X//v3Zzu2JfigBJaAElEBBIKBpUAJKQAkoASWgBJSAElACSuA8EKCQyGhbtWqFF154AU8//bQV9mj3zDPPoHHjxlao5DmNv7+/FSuHDBmCmTNngsImNZmPPvoIDz74IH799Vfce++9oFj50ksvYcKECbj88svt7kdjDIOwGlFSUhI6duyIm2++2Z4/8sgjuPPOO637Ll26WL2Ijq+++mpcc8012Lp1K0/PivH29raiLPWst99+G2+99Rb4nZvhDwa98sor+PTTTxEdHW2F11NNlAqap0ruLPjji1H79OmDdu3aoWnTprjpppvw559/2or4yy+/4PPPP8fEiRPtewao0L/55psYP348Dh8+jGnTpllDdf6///6zFZrHdPfee+9h+/btWLRoEf79918rUhpj7Eta//77b+uWcVPI/Ouvv2zF4s1EP5A/CquTJk3Czz//bNPivmHl0gX8X5OuBJSAElACSkAJKAEloASUgBJQAkpACRR+Amc3h/Hx8ejRo4cVDYcNG2aftmWMtDfGgLsXeU7j7eWFlStXIigoCP3797e7L8uWLWvFTD6OTbGPIiRFSWo7FAD9/Pzszk/6d29Go3BKbeaiiy6yT/WuXbvWPuL94osvWt2HOzT5Az0UMrkTkhvi6P9smdjYWKslffbZZ3Zz3vfff4/cDHWqH3/80e5O/eeff04rOSponha+M+eZFZ0VrHbt2jZQKvRlypQBDQubOya5dZeVPjw8HH379rXi4oABA8DzsLAwXHLJJeAuTu7qpH/u2OQNwcrLLcw8Z4XesGGDjYMCJkVO3iQbN260qwRz5swBbx6GP2/ePCti7tu3D9dddx3WrFljRVDrWT+UgBJQAkpACSgBJaAElIASKLwENGdKQAkoASVwUgIUGH19ffHss8+CGgofI+/Xr5/1R7s2bdqAWoy14IcInHxcnDs1+Tg5BclZs2bBT0TL3377zb5/kmFQrDTGgJrOlVdeiSZNmljhkvbc2blt2zZQKzp69ChDtRvixo0bh549e+KKK66wj3Jzhyc3uYWGhp7WTkgbwUk+mI9XX30V999//0nNfffdZx+1b9So0UlCPfFlFTRPzOecXWXlZWR8hya/jTHgOw74LgJuJa5SpYrdWdmtWzcUL17cvjyVIiYFTt5ArMRUt3lTsLIyDF4LDAwE3XELMG8yXufOS94ovM5HyZcvX27f8cD4KI7SMD665U1ijAF3btasWRMlS5Zk0GqUgBJQAkpACSiBXAiolRJQAkpACSgBJaAElEDRIUCBkRvQ+Gg4N4ZRQKSQeeTIEQuBOgsFTHsiH9R4atSogSVLlmDZsmXw8fEBhUdqNvTL3Zt8FyZF0HXr1mHVqlV4/PHHxSfs07U8+Oyzz8CneJ9//nn7NO6XX36Ju+66Cx9//DF27txpX2X42GOPYenSpXjuuefATW3c6cmNb/R/pg3DpWnVqpX9USByOJEZNGgQOnfunPleUWPMKSVJBc1TwnbmPRljQCWdj5RzJyTfp8lHxZs3b462bdvaLcm7d++27yGgeEkR89ChQ2Clof38+fPRsmVL8CagKEoBkjcKtxnTHbf/8v0EJUqUQKVKlez7Dbgzs0OHDuAuT4qXpUqVsu/O5I3FR9CZy65du4LXqlWrZisb3dBejRI4gwQ0KCWgBJSAElACSkAJKAEloASUgBJQAhckAYqS/JGb3r17g++G5CPkISEhNi8UJvnErD2RD2o2c+bOBZ/OpQjJa0888QR69epl33XJ911WrlwZ1F4oRnKDWoUKFcRn1lWyMLkAABAASURBVH+656Pb3KRGTYi7N4sVK2bfXUkxlU//8slbPqHLa/TJTWvGnJpwSP8nMsYYuwHvRG48rh1zyDwcY5kHCxU08wDpXDihQFm3bl37zgMKirNnz0b37t1x8cUXg+p9w4YNwfdYUoCkKMndlnxHA1cDqlatah8354oA3TMcipp8HyfTzgrMm4Xv5aQYyp2cfAFtp06drLhJN61bt7bHfN8D36vJX8LizegOjzdL+fLlQUP3apSAElACSkAJKAEloASUgBJQAkrgXBDQOJSAEijIBChoUsfh07XcjclX+/Gbaab4OHr0aB5aw41m1193HW677TZwIxkFUD6Wzl2a1atXt68W5IY1OqbI+fLLL/Mw01CspEbEHZCvv/66fXSbehF3bFasWNE+XUs9iRoQN8fx1YX8saIxY8bYME5VPLSez9JHYmLiKYXsOCVf6umME6AwyYrFSnfjjTfa9x9wxyWFTtpTyORN0KhRI/suBD6i3qxZs8z3IPDXrfiehFatWoE3A18uy52YvKEYJlcIeHPw17EGDx5sX0pbpUoVVBHDG4JiJ8Okqs/3ZTIsqv2Mnz9SNGrUKFD0ZFpozjgADVAJKAEloASUgBJQAmeSgIalBJSAElACSkAJKIFzQICaCl/Rx3dbTpkyBfwdE9rRUMcZOHAg3KIdv6n/8DFy/pbJyJEjrYgZEBBgf0xn7ty54I5MPsZ+1VVX2d8zYTjubLiFUtqVLl0aY8eOtf65o5Ob4BYvXgzqO6mpqVY7MsaA76zkqwvpxxjjDqpAfFNfou50KolRQfNUqJ0lP8YcW7FY0Y3Jbs/HyI1x2RljTri1lysFJ0uu+4bIzR3j97Q35sTxebpNRxqOxuzA4ajtOBKzTY0y0DqQhzpwNA9uzub9VBDDVibZ20/lkZ0H66wyyc5EeWTnoXXkWB7/Z+88AOsorrZ95qrZslzAEEy3gVBDJ6aDTe+YEkLonY+aAAkh+ZN8+VIoCTUECCH03k0JvfcOofeY3mzjIsmy2v3nmavV3b2SjSRLlu7d19a5Ozs7Ozvz7NnZs2dnZmEiEZfv0gG1JR11REySTMQjyYNrSkySTEqNx5SZ79vkmZO8A3FW3PURpudLRPgV/CyID4Y/RtkSKMtkwtSBhCOJp4vicHBG4c62x+Pi4Wgf/EaIcy6K6rSc7Rv7MZAvYfcKIYdm93gpdTcIZDKVttUa/2c7rHO6bbvmqamX7dY+1RCxyOsCPBAxyTHZbi2/XPs0f62c4sWHdd3YAGLS7+dkG/ShXUdOtbBOXA+F/UtBtm1jUgp16ZU6tPGgXe2V/Lx+FX0+YhLai/h53G6t04z7L3HoStoFDmJyavt9LsfDr3ubhHDa9YP6w2G7traEMHHFKpS/N0T331M7tK1iUsCk7ZrhWukNnRsIeeDb2Mn7N0YOW64bnhEl7SsCcmj2FdmU50v35nJXaRutdIitt/yRtu7yh6Vexi57mI1d7rDUc4jrgpgk9WHs9w/zOnKo15HDvRwm8e2GmOT1YD3PY110ZBl05DDftua3xa+rrobJrxQkYlIKdemVOqAjy+Z1pFfy9LpX1PmISWgv4udw7HKH+vvNvLcjXW1vBno62IhJ/p4SeHDdeD0hPNDP3/woHxwim4Tw/DhmXx2D8veG6P6ba0PjLMWkgAntSMnZJEfYBisebcOrF7PW1uaUe336v/pyaPb/OSjNEjhnDDmf3dRamvXrQa2mTZ9mtbW1PdizdHcRk+S5RT+mTZuWjEz5mpgkFYB5b6ZMndxhmEoyVbrWxCR5vpmHaMrUKQaX5Jb0rolJx3Ov++8AYtKxKAMiRvffjqdBTJJMuM9MkU2SgCImCRzBXp1SwjZJJlOerLDW5jsBOTTnO3IdMK0EmI9UF1zy7ItJAQ//IgAmydh0r2XEpIMCSEfMCqGISZII100yRmtiktQBrhnZJGKSJJBc45pBT5Kx6V4Tk47nXzoiJh0JJGO4bpIxWhOB3iMgW6b3WConERjIBFQ2ERABERABERABERABERABERABERCB0ieQihrKoZmK09yPlezp56r6sch9emgnIB34ikkeiVjkWUQhMYlIaCkCXSIQ7jL+unEuhLq0T6knCiQ8D+dCqNSr2/X6iUdHVmKSZ5JKFvnqdxoSk06xKFIE5kQg3HX9deNcCM0pWariAwnPw7kQSlXd51TZQKKHPOTQnBNVxfcKgWzWZ+N/mL8qzeIpJP7SzCKqewKIX4ni07r0CMz8tRKW/ietHOL19hjExOtExCSuH4Sj+DQv4RD0hJ8YqzQz4bYLl/nGoBi4Sz+8SmTbBRxxka6EqyaOpJ1VWtkEGP7aDkv/k1YO8Xp7DLJJvE5ETPxFEpCEn1h8tD2NSzHJ32fazz8KIv3wqhFjIyZJHuhHGxMW3RU5NLtLTOm7RMC5TFDU6dOmGhPPT//2W0uz8KGXhoYGq6+vN8JpZhHVHQ5pZRIxiC/hUT9rls32ekI4vi2tYTiISb7thMeMGTOsqakp145Mm5bqdpXrYppnMCCY+HJMnz7dBoo0NTcbXAZKeQZCOcQkr59cN+H+6+85hAfC+envMsBBTJI6krj/DqD2bf7qyjTfrvv78PRvw303yeTb9m3T/fZ+kX58vprm73vcZ2STeD1oOw9ikmeBjTbd6wjSfv9lvY1V2J7GMAy8iElSV6Z5XWhpbbWezMlbLA7NLjnRlGjgEMhmW805ZzVDh9mwoUOtZtiwVMswX//KykqrqqoywmnnQf3hICb56wIe6EdFZaUNHz481dcL+oGISV4/4DHUtyNDamqsvKLCCNeobQ0cBgQTzoU/NzX9LEPbylFeXm79XZaBcnwxqemgC7St4f7r7zeEB8q56s9ywEFM8roCj4RN0s9tW//phn+GqfH3Yi8dmeTia/y2fhNvF2Af9Idgh/Tx/bfobGEx8ddETCfhga3abpNgo8S294fe9vcxxSSpI5yPof65Fy44M1u9U9O6+S/TzfRKLgLdIkADlikrN5ZpFi5QpMw/ZLJMM4uo7nBAxCR3fQQWZWXhzZRzLvXXDHoiJjndgAVS5vWjgjbEt8KEiUu7wEFM8noCD3SCL4pGYdbTLBGHdDDJ68LczjltK6L7b54XPBAxyTEJLPw9h6Vzskm4nmBBe8LSOTGBhe6/uesF/UDEpCMPuOj+m+eCjohJngcsIibOOf+E0/2/TPd30R4i0A0C2W6kTUPSHrx1KHksYpI/xVldMHkYbaG+ZtJ2mGJZ8OZSWpI8W2KS5JH110wkyS3pXYt4sEwvhU5qrvtvRyhikmfi25L8ikKBgJgEDNGP7r8RifxSTPIsCHHfjYR1CVPx5ufTFI8cAXTEeti+yqGZY6jfbhBQ0h4S6OFF2sOjFcduYpI4T8FRJSZikiDQcSXoScfoVMeISfL0i0eSB2tiAoWY6F4Tg9EWFJM2ELlFuGbEJAej7VdM2kDEFoFJbF3B0iSgWonAQCUgh+ZAPTMlUS5nZZmedR22EvxXUTbIyssHlWDNel4lMUmyqyirMJgkY9O9JibJ85/JZKyyfHCYozi5Jb1rYpI89845q/T3m0ymLLkhxWvOiUnh6edeI5skSaWXmSQzL8I13X87njQxSTLJYJOUpdkmkTs3qRFaE4H5TyAz/w+pI6aBgDNnWf9/dtNMa2yeabMl5ioarDVTLxYxXRCT5LXR6hrMvJ7oeslzEZM8C/SiqaXOyipnW0PsOiK+NCRZ167WSUwKuPn7bqaq0RpbCuLTrDNi0sH2cBWzZZMUXBNikmwzdP9N8uCeJCZJJuH+W5U2m2SGNTTNsNbW5jQ80quOIjDgCWQGfAlVwKIkkMk4a26ZbZc+NMH+ef94u+SBbVMtF/v6X/bojnbpI9sb4V7j4fMt1rzgICb56yLweGQHu9zrCeFiPa+9WW44XCYmybbzwe3s8sd2skuL+NrvTR0JeYlJgY5sa1egIw9un4xPs848KCbhWmnTgdC2PrqDbJI2HrARk7w90s5D999EGxp0REwSTC5J4f33n/dtaf+4d1P7/NtX/TO686I/EZjPBHS4BIFMYm0Ar4SJQudQvrltm8Mu8z06XsZ4uKcFKcyjcJ18O4ubWzzbelNcttXqG6dabcM3VueXaZYch8lW1zAlMEkzi6juYjI1cV0EHrMn++tlsnSkrb0Qk6SO5K6dKUFHcuHOtqcxTkwK9aG2YbJvX6Z4SaM+dF5nMclzCW0rOiKbpP0aEZO8ftCeBB4lZJNQp3kVMUnqSI7nlNTZJPWzp/jnucnW0trY6WNzGIZfWdnptnhk4XM660g8DR8Yiq/Ht8fDpCFtZ3Fsi6RwexSvpQgUM4GicWgCmQt15syZ9s0339jkyZONcG9fmBxjxowZHM7q6+utsbHzxiok6OZPS0uLId3crT05dUWamprMORfyam5uNuKcy70hgs2HH35o1MM5Z2yPMqitrbW6urqwbxTXp0t//IqyIVZVUWOVZdUSMZAOSAekA9IB6UBx6IDOk86TdEA6IB2QDkgHCnWgnGfbIf55uizxGB09c/OsX1Ze7re78DzOczvCsznP7CxJ41zu2T3yOzjnwjM9mZJXPA3P8MQ758LzP3k413F/53J5xNOzHz4Nls65hG+AOIkIFDuBonFoOufs6aefttNPP93uueceu+uuu0L4mWeeCQ1G/ETQAMTX42EaABqTeFw8zFuVN99808477zx75JFHrLLtDQv7xdPNKVyYjgaJtM45e/bZZ0OezuUaoKgchfuQPh4XhZ1z9s4779jjjz9OEvv3v/9ts2bNaq//rbfealdeeaU9/PDDdtZZZ9mUKVOs3Deon376qV133XV2++23B2dw2Dn2M7dyFLKM0sZ2V1AERCAQ0I8IiIAIiIAIiIAIiIAIiEDaCPDM/cQTT9gyyyxj3//+9+29994Lz+yLL764bbTRRrb66qvbEUccYfgaysrKDCfnYYcdZmw/9NBDg6PRORee5bfbbjubPXt2eMb/9a9/bQsvvLAdeOCBwZnJvuTR0NBgP/7xj23RRRe1I488MjhDcY5utdVWIf1vf/vbsP9pp50W1rfcckv78ssvg28gbedG9S1tAv3r0Owm288++8xWWmkl23fffW2//fYLjcXUqVNDA/Dcc8/Z9ddfbx9//LFxoXPB4vTE+UlvzmnTptlrr70WGhGcdC+//HLYj8Zg4sSJdt9994W3KPRgpGH40Y9+FPInP4pJw4FjkPxwrD744IOhUSDu/vvvb9+fdM8//3xwINJTksYNxyL7vf322/bRRx/ZAw88YNSFfN9///3Q2PDmhO28UZk0aVIo5yeffGKvvvpqCJMWwaG50EIL2eeffx56kA4dOpRoe+ihh+yNN96wY445xg4++GBbbbXV7PLLLw/b7rzzTvvqq69s+eWXt9GjR4d9KRN1pfwk+uCDD1iEHqm33XZbqA/OWFi+9dZbdsUVVxjlcs6FBjMk1o8aMqNrAAAQAElEQVQIiIAIiIAIiIAIiIAIiIAIiIAIdIVAiaahA9Iee+xhG2+8se2///623nrr2ciRI+2vf/2r/eIXvzA6TDmX69QEgksuuSQ8X9Ph6aqrrjL8ETfeeGPwcbzyyis2aNCg0HnplFNOCR258B/88pe/ZNcgF198sT311FNG564LL7wwLHFiMroUvwbP8PgW/vznPxu+Cp7ncXyGnfUjAiVEoKgcmhUVFTZ48OB2/NXV1TZq1Ci79957QyOw5JJL2i233GI4ElkuscQShsOOhgIH4sknnxzedhCmpydvMUhHhjhAaShobF588UX73ve+Z2eccUZwPrIdwTnJPjQ4zjnDGXrOOecEhyPHxMn59ddfB8cfb2Fuuukmw5FK40TPRvblOOTDNhyWNDDOObv00kuDE5TtOERx1NKrMnJYcnze1DDMfuWVVw6N4tJLL010EBqsHXbYwWDEsTbffHNjXxydOC832WQTw4mL0/M///mP0ajBge04eHH+0gBSt+HDh4c84fGRd8Dyton94Uw9nXNhu35EQAREQAREQAREQAT6loByFwEREAERGNgEeI7Gr3DNNdfYsGHDgp9gxRVXDM5NnuvptXnBBRe0V2LHHXcMvTnpnUmvTp61cYjigIwS0fEJ38cPf/hDW2qppUIHJrbxrI/T9N133w2jShdbbDFbZZVVgoOTY+HnwLHK8fEtTJo0KXRuotNTtD9LiQiUAoGicmg650JX6wg8jrioFyFdszfYYIPQMLz00kvBIcnFXlNTExyOkfPziy++MC50enri2KPxmTBhgv3kJz8Jzk96MtIDkl6YdO+mgeB4vHXBebrTTjuFnpvjxo0LjRVOVJyH9Bql9ySNDo5UeoXiuOStCcfedtttbY011gg9J9mXfHFc0riRBmflqquuapSXfHjDQp5jxoxprzPORLaTL45T9qVsCOXDmUnYORd6fTJcfpJvwJZddllbc801bffddzectfQGpUykr6qqCmlpeGnw6MU6yL8R4hg4T3nDQ69RWFLG//73vxxCIgIiIAIDmYDKJgIiIAIiIAIiIAIiIAJ9ToDncJ676ZX5l7/8xXiOp6MTz9PTp0+3n/70p8bQbwpCWpY4I3nGHuOf9Xnmfv3114kOjkt8HPgojjrqKMPxSUcpRqPi+CQRz+X4HBDnnJEPvTUZfYk/Yfz48bbFFluETl4885Mfz/z4HNjfOcdCIgIlQaCoHJo4L5GIPGEuUNa//fZbFkaPSIaMc2HjvKRXJBc9FzhOvcceeyzMI/mDH/wgDE0nHfnQkDCXBU5L5ppkbspdd901OD/JmKHkLMkHhyCNDOvsz34cd8EFFzTm3WTODBoeunrT1RxHIGlp0OgtSZj8ORZdyl944QXba6+9Qu9R4ml4eKtCD0nKTj7sQ8OHcxLHI+XB8Uo8stxyy4Xu5IQRHJeUjYaVJXHkzX6RkK9zLjh8nXPBQcs2emjizB09enTo5Uk6eqzyZoh5Pkz/REAEREAEREAEREAEREAEREAERCDlBHh+RhhazrBwvnPB9G9gYWi5c87o3MQ66VjyvQv8CQw353n/73//O9GGvwDfAXE8w2+22Wah5yXP5Tyfk4g8Tj31VGOKPHp94jilExIOT3pq7rnnniSzO+64Izg299lnH6NT1kUXXRTi8z8KiUDxEygqhyZvFug9GGGP1nk7wYdymOeRC5oLngt9m222MbpvE4fTkQucfZ1zhvOROSVxbDLvBPsyYS89J2lE1l9//eDw5G0L+0RCvjgcnXPhg0E4TK+99towXHzDDTcMc1TS+DB0HScpvSBXWGGFMEcGDkmGmV999dXBUbjuuusa67xBwYnIGxsaNhojGiKcpzSIHBunK3WgVybdz6kj8ZFsvfXWoVfqueeeazSMvBWikWN4OkPPqR8fDWJCYBypNHB33323kRdzj+IApefqhAkTjJ6j9HIl75133jmUlaHxNLDwIV4iAiIgAiIgAiIgAiIgAqkioMqKgAiIQCcEeIZnSjme6elZyXBvOl7R0WmttdYKfoP4bsytSach/Bj4C84888ywmXUcl/gckPPOO8/odUkc0+eFRP4HByX+jyFDhtiIESPsD3/4g+HkJF86IB177LGG8PxOGp79L2/7vobfXX8iUDIEMsVSE95S4KDk7QZhhDkjaSD4QM4666xj48aNC1/74iLmq1+koeci3a5pCOihuffeextvOnBY0uuQfXDyMRwbh+ciiyxiNCg0JgxLx6FHPhEnGimGguNMxZlJb1Acmbz5YE5LjkM5cRqeeOKJRo9KnKo4LRmeTrdyjk/3cRytdD+nwSM/5s3AYcn+HI85Ncib4zvnwpsVHLrUdezYse0f58ER6pwLvTwZek+5f/aznwUHJ/mQL47b3Xbbzagf83CQN85LvrYGU8qEExZGsNl0002NdHBgf4bR42RlaDrlIV+JCIiACIiACHwXAW0XAREQAREQAREQgVImgPORDkI4MOk0xPR1xOFkpPdk/PmZjkp0rOLZG0cjw83prIQDFJ8CIzhxcvLczUhOOiXx3YsFFlggTEXH/vgc6CxF5yemjKMDE8/7fCeD4ed858M5Fzoq8XFiykUHKPwGpXweVLf0ESgahyanhgsboUFAot6TOArp1s2QaN50kBYHIWlwGrIPSxoVtiPEsU5aGhQcdoSjbYRJgxCOhH3Im3V6auKMxEmJo5A4hB6WNEqUj8aFOHo24jDlWDhBKQ/lw0HJdvIlPUviaGwI03CxnXKxnTDb2UYYIUxehHGgrr322haVkXycc4bjFycr6xybMGUmf5y0OFhx7JIHTtXRo0cTDF9+560OTlTy5DjOdW3ejaxlramlzhqb6vyyXtLSZQZiJVbSAemAdEA6IB2QDkgHpAPSAemAdGAA6UBjc53N9s+22WxreFaOfni+ZgQoU8Lx3E8HK7bhlMRnQDgS0vJMzjM4nZ7Yns1mw3cteN4nnud70rBOByee/0mDTyDan7zpnMU20rIdPwOjQDkWDlKWdK7i2Z+wc117jietZL4S0MF6SKBoHJrO5S8+LnCEOnPxMlQcxyJh4iKJ0kTrPV06lz92PI8RI0YYbzq6chwaGN6k0OsxKqdznefLMeJ5Otd5Oufy8c7lw+wfSTwf4grXiaNsxNMbkzBxkRAfhVk61/lx2FYozjJWXbmgVVctZNWVI1Mtgz2HIYM8By+E086D+sNBTPLXxWB/jQzhWhm0sA32+gKjtMtgMUm0m/BAJ4YEHcnrDnFpFTHpXA/QkerKhRL6k1YdieodmNDG+nYlikvrcrBnMMTbI9VeBut+E64TOIhJvj0ZjI5wvYT7jbfl/frAu17y5Z0fZROTJG94wH1I0JHkNuJLVbDVh/i2s8yVW2f/cCLyvQ2eqZ3LPzc7lw+zX2fP2IVxhevO5fMo3Ma6c/ntHAPnJ8u4OJdME9+msAgUI4GicWjOCS4Xb7QtHo7iBsrSuXzjMdDK6Vy+bM7lw/PCDqdteVmVHTB+oh2+1UN20BZ3pVoO3uIe23/TO+1ALwf7cNp5UH84iEn+ujh4i7vtgHHoyG0GGxilXcTkrkS7CY8DN7vL9tvE68jmdye2pVVXxCSpIwf5duRAf79FRw7a/N8ddcRvOyh1cre1M9lMTDj/XDe6/96VuD6474pJngk6krNJbpdN0tZmlhSTzf25nkeBRwebZB7zPKgI9j90y/vtiK0ftcVGru4flbNeOv71ztN0x3wVIwIi0JFA0Ts0O1ZJMQOBQDa0784GVQ6zyvJhVlU+NOVSY9Y0yDLZQZ5DjZe086D+xcFk/ulujdePaq8ng71+SEdy3MUkx4HrBUEvaqy1scqqKggTl3aBg5jk9aTGBvn7bevsSqsoG2L5+DTrSY2YeJ1I6oLuv0keXB9ikmQS3X9lt+a5lBCTCq/z8yrlndx/5zXPotl/mGVcuWX9/4Hw3K0yiECaCfSFQzPNPFX3iEB4NZW1ltbk/CLR5jQum1pmWWNzYxqrPsc6i0kSTXNzgzW2NCQjU77W3DJbTGI60NLaYo3Ns9o/ChfblNqgmCRPPcPcmnw7wkiJ5Jb0rolJx3PfJJukAxQxSSKRTZLkwZqYQCEvsftvPjJFIWdypZj+iUA/E9BV2M8nQIdPEQHndNuzgn9ikgTieRiSjNWamCR0ILwvSsRoRUykA8VHoJ9L7NtVPQQUnAMxSQLxPGSTJJEEHnApiE7zqu6/aT77qrsI9D8B2TL9fw5UAhEQAREQga4QUBoREAEREAEREAEREAEREIHiISCvd8dzJSa9xkQOzY4oSyqmvyuTkYa1nwLnfMslIO08CDgnJnBoF8/DE2lfVcDMOWfO9C8iwEflnHPmnIuiUr8Uk6QKOOeCfsAluSW9a86JSeHZd86ZySZJYHHOmZjkkTjnzOVXFfIEnHNi4jlEf9xnnPNMvERxaV8OBCYD6Rw4h35kfNMqp0B0XpwTk4hFtHQOJi5a7dZSmtUtXErcVQKO233WrLa2zhpm1VldbW2qZdasWdbU2GgNDQ02q74+1SwiXRCT5DVR7/UC/WhsajLYRJzSvITJLH/NiElOV+BRV1dnzc3NFoXTrB/UPeLQ70z8eeHc9LfAA2luabE636YQ7u8y9ffxYYCIibfF2vSUe0yTv9dwzyHc3+doABw/3HfFJK8j9d5uTdx/23RnIJyr+VsGf/+ty0n9rHpLMsnF17Vt75dlPz5f0a7Web3o9/tvPzLADomLmPhrInY+6uvqrT7oSJOhK4TjvNIYFpOkjqAD6EV9fa1/vmnpkeNbDs2ueuiUrnsEnFnW/2/xD1XNzS3h40B8ICi14jm0Zj0RLzxUpZZDa2teF8Qkz8Jz4QMefLgC4bqRjrSamMSuF68jLd6RiW7QljS3hftPTwrKRvn6Q9o49DsT355xbvpb0AuEawd9IdzfZerv48MAERNvi8X0FB7cb4JNEovv7/PVn8cXk7yOtHqdQD+Q/jwn/X9sf69ryUmrX8IDyZUrF9/i4/tN+uO+Gx1zoNx/o/IMhKWYJJ5tmluardm3Ja2tWeOaIZx2u7VZTBI6gj40ex1pbu75h6Tl0Oyem06pu0iAm71zzoaPGG41Q4fZsGHplpqaGquqqrLq6mobOnRo6nmgD2KSvCbggX5UeT0hDKO0CxzEJK8nQ9va0crKSrUhbSzEJK8f8fZCOtKRi5jkmdC2cq+hfR3q7ZO47qQ1LCZ5/UAH4IF+oCeEiUu7wEFM8nqi+2+eRXRtiElHJrBJ9f23zV6FQ1zEpKOulJeVhc4sXXQ3tSfLtIcUEIE+INDaku2DXIszS5y8Wf8GojhL3zelFpMk16x/uwyTZGy618Qkef5b0REkq7Y1IiMmEYnckjaE6wYuuRj9iklHHQhMZJMkwIhJAofRjsAkGdv3awP5CGKSPDvcZ8RETJIEkmu0IegIupLckt41Mel47gOTHj7byKHZkadiREAEREAE1ZyiYgAAEABJREFUREAERKBYCKicIiACIiACIiACIiACIpA6AnJopu6Uq8IiIAJmYiACIiACIiACIiACIiACIiACIiACIlCsBLru0CzWGqrc/UjAWUYaZvl/wCjPryrkCYiJhxD7KzPLwiQWlfqgmMRVwDn0I2POuXh0qsNOTBLn35mzrJWZC1wSm1K7IiapPfWquAiIwLwQ0L4iIAIiMMAJZAZ4+VS8YiXQNr2bHqjyJ3BozRAbXF2Vj1DIxCSpBOhHjdeTZGy618Qkef4zGWfDhw1LRqZ8TUwKFMCZjRg21MrKZOK1k+kTJm2GTvtBcgH9ioAIiIAIiIAIiIAIzB8CsnbnD+fUHYUHqeaWRpv47HF267OH28Tnjk23PHuM3fnScXaHl4k+nHoe6IPnICax68LzuOPFn9mdLx/nr5tj0nS9zLmuYlLA5hi7/fmf2r9fOT4X/2xMf7imUilxJsf4ayftTHIMpCNxPeg9Jjc9dZjd+cLPrbl5lrfrvJfU/+pPBERABERABERABESgfwjIodk/3OfxqMWxe6s129uf3WGvfXSTvfnxremWTybaa5Nutte9vOnDqeeBPngOYhK7LjyP1yfdIh1BNyIRk4J2c6K94dlw3YQ25JNbC7ancT3OZKK9mXomOQbSkfi10HtMXv/4Jnvr09utOdtUHIaYSikCIiACIlAiBFQNERCBzgjMs0Mzm80aUph5a2trYVRYb2rqaASyPxISdPIzp7xIOrdtbO8PmVuZWlpa+qNI/XLMjDkbUrWIDa0eZTWDF5GIgXRAOiAdkA5IB6QDRasDQ6u9LTNoEetsCtvm5uZ2W4twob2HbYitWxjPTsSzjAvp4+uEiUMK0zc2NrI5IZQhHtHZfvHtJRlWpURABERABERABEqaQKY3auecs6eeesr++c9/2u23326zZ8/2xp6zJ554wm6++WabOHGiXXfddfbf//7XKioq7NNPP7UrrrjCLrvsMvvPf/4T0jo356E7mUzGXnnllZAX+d9666326KOPGkYh26I6xA08DLcoPh6O4ljG4+P7sq1QOtveWRz7UaZZs2bZfffdF+pOmW+66SZ75513rKysjCTt0lkencW179AW6EqatqRhUZi+cD0kavuJb4szYnN8G+sSERABERCB0iGgmoiACHSPAHYSUl5ebh9//LHde++9Rhh77/3337djjjnGXnrpJcM2JGfi6+vr7frrr7czzjjDLr744mDPvvnmm/b3v//dTj755Pb02M9nn322nX/++TZlypT2PJxzhi38m9/8xmbMmGGVlZWGU/P0008P9jXHoQwc/6STTjLy5viy4SAjEQEREAEREAERKBUC8+zQdM7ZQw89ZE8//bRtvvnm9sUXX9g111wTjLO7777bBg8ebAsttJANHz7cRo4caZ9//rldcMEFttRSS9mqq65qN9xwgz3yyCNz5YnjEqcgjtJFFlkk5HnHHXfY9OnTw34YcxiHzrnQWxTD0rmcg5QwRhxvqr/99tuQHoMuimdZV1cXnKrkQV4hkf/BOJw5c6YPWdhu/l9hGh9lkydPNvInTH4sP/jgA3vwwQdD3RdddNFg5N5///1sCjJ16tSwj3O5csbzpXxIQ0ODEU+YnThGVD7nnHGsaFu0nTITZhtCOB731VdfERXqE20ngnwQ4lgSRxh2LOe0H+lSLqq+CIiACIiACIhASglgJ1F1nJHLLbec4VRkfdKkScEufvXVV23nnXc27ELncjbfjTfeaPvuu29wXGJDk/7www8Pzk1sRWzlDz/80H7yk5+EzgH33HNPcGiSjuP94he/sN12282wszfccMNg+44fP97+7//+z4466ij74x//aJ999pn94Ac/CDb5euutF/JhX/KQiIAIiIAIiIAI9JiAdhxABObZoUldMNoYSr744osbBtn2228f3hiPGjXKNtpoI1t33XVtyy23tGHDhgXDivC4ceNs7bXXtiOOOCI4RHFWkldngkNzgQUWsO222y7ktdVWW9nSSy8d3kjTw/PSSy+1f/3rX8FZSllwJDrn7JJLLrEHHnggvLWmN+hFF11kjz/+eOgVyttqHHX/+Mc/gmOR/dhOXvSk/Oabb4JhSS9TelqS9t1337UozcsvvxycgmyjF+q1115r06ZNa397jvNx5ZVXDvX/4Q9/aJQZHjgGMXpxyPJWnnQYuVG+0Vv8F154IbyRp16PPfaY0eOT9JT/rrvuCnV6+OGHQ29Xtv3lL38xHLa33XZbcCpTVoxhegvccsstASvlxDHMsYkgHxy2ODwxlmHAEoOXNPQeIB29S9mPngKUl+3ES0RABERABERABEQg7QSwU3k5Tu/LoUOHBhx//vOfg02IfcYIpiWWWCLE84ONx/qBBx4YelTyAhvbc8cddwy9NHfYYYcw4mnhhRe2H//4x3b11Vfb8ssvH15ksz8v97FPzznnHPvyyy+D85K02Jj0+iT+ySefDDY2diBluvDCC9lVIgL9RECHFQEREAEREIHeJzDPDk1682GQRW+lMaQoJsYTDrarrrrKrrzyyjDknPVBgwaFN8akYd/vfe97VlNTYzjWiMMx+txzzxmCgUiccy44D+mtyDrOT4au43TEebnffvsZxh8Ouo8++igYfDgXcTbifOPt9zLLLGNHHnlkGPLOm296lOKE5M02ZaWnKG+79957b8NRiMOSfddZZx0jzDB58ovSMMT+2WefDeXca6+9DGOUYfWUD2Ff6kIdWad+DAnijTm9LPfff//QY5W39Ayfj/LFoYjTkJ6ua6yxhm222WbBUK2trQ2McA6//vrrIY5enjgjKcsbb7xhHG+8f0OPE5c6M+yJ3q84gik7bA466CCjtwBOUhjhQH3ttdcM5yd8McgpKyyrqqqCs5m6R/uRL/WRiIAIiIAIiIAI9CEBZV0UBHjhzfDuX/7yl6HXJfYbBcee+uSTT+zoo48OjkVsVuIRRi5h6/FSf6211gqdABi5hP252mqrGS+QV1pppeAQxTG67LLLGjYctiX25s9//nPjpfnGG29sK664otGhgH2w6zgeTtA99tjDzjrrrCDYvSeeeCKHloiACIiACIiACIhAyRDoFYcmzrTdd9/dmKdniy22sLPPPjsMjWGo9QEHHGAHeGHYDL0sMfBwkEHQOReGa+OUo/cmcTgx3377bXvvvffCsHXiOhPegmM0Lrjggka+o0ePDnMW4ezE0YfDbp999gnOTRypDLvBccqwmyFDhhhzcvI2HIMQZyHOxsUWWywMEcfBiVMPI5U32wyVxyitrq62KA3GKL1DcfrRG5I0K3qjsrOyRnE4N3E6rr766iGK9IX5woEelxjHlJl8KQ+OYMqD45F6EIYvjkeMYvgz9J1ycQzmTaJ+cCJPWLEPZV5hhRWMt/tso6cqDk7qDxf2pXcmw6OoKwZ4tB+9A+gBEAqvHxEYgARUJBEQAREQARGYnwRwMjrnwiGxmXjhzsrXX39tm2yyiT3//PNhiiR6ahKPTcVL+EmTJhn2MzYYL8R5uc0onIMPPtgQbEVsYexV7FRG8rA/9hqjcbApmZuenpocg/ywK3FinnfeeSS1X//614ZDlJfpTPOEMzRs0I8IiIAIiIAIiIAIlACBeXZoYsjRU5E5g3ACYiyNGjUqzHPJ22R6QtLDEQcj23GUYbjRKxCnG8Nwxo0bF4aPY5zhuKPHJT0lMdqIQ5gMHWcbzFlniA29QulVyPFx7OGQGzNmTBjWzhtvhvMwzyZLeipyTIZdY3AyrIdeh8wzxDGZ45NejBiGOFVx3OEcxanIEsGxGKUh35122snYd8kllwxLHIeUD4EDjlTCCE5K1nFQwgRHJsYrPTCdc+EDQhw7qjNhnJf0QCUtTlrKhbHKMWGLY/jFF1+0rbfe2tjOcagfb+oZ9r/LLruE3q/MsQSPESNGGD1VcWTiBMYBiiOUN/nUzzlnDC8nzRprrGFvvfWWcTzqRRxOVnrUchyJCIiACIiACIiACIhAngB2Gc5DYuh9+cwzz4QemvScnDBhAtGh1+Vf//rX0MOSNLxgZgomXhr/7Gc/C3YYc2TS45Kemccee2wYBbTrrru278/URaussooxbRIvubHNyINOA0xjxPBybO1TTjklzFmPY5N17MeQiX5EQATSTEB1FwEREIGSITDPDk1IMHwaQ4xh2/QKZKJzHISbbrqp8YaaN8j0dGTICw4ynJXM7cPwZRyLzLOJk9I5R3YJcc6Fnpfbbrut0RuTjTj96AnKOs443nDjYCQvjLqf/vSnhhMT5yFvuMmfN+a8waZMG2ywgeEMHT16tJEP5aIHKQ4+nKwYnWPHjjW233nnnUYeOB4Zuh2lYYj4KO+4ZT5QjE7euGNcUj6EOT75SJJzuTrBB8ctw81xEDKk/vvf/74xpD2eL05WhopTXgxTjsGcSJSLsjNZPE5bhpZj6DLsiONhyOKwhAl1on7kT97OOWMIE2/nMWjp2QknuPDRJhycDFvCyfk///M/xpyfGL1rrrlmqDv1Yj8cpQjHk4iACIiACIiACIhAOgh0rZYnnHCC/b//9/9CYuxEekvyYpo5MLEjsRXZiEOSF830vuSFPPYdHQOw8eidyYgn7EHsWmxlbFHSR/vz8hr7jimGyB+bF+foMcccE15GY3szyua4444LNh0vqOmAwLElIiACIiACIiACIlAqBDLzWhGMK3ru0Vvx0EMPNXpX4hgjHmcfjkJ6AeL0ZKgzw6NxrOE4O+yww8KHgXBmflc5cDDSQ5J8ccCtv/76xhKnJUYfTlKccDj1cOiRjp6TOBLJm96KpGNINkYeDj/KwnAgHJfsyxD1Aw44IHy8iHUcmxikOP4oIz1AozQcl/1x0FIPhg8x/JzjIrxxj4xPelZibHIcepbiaCRfPhREWuoV5QvLMWPG2PHHHx++jkldYMq+OGLZD2cmdcLxSA9ShuyzZP4ltmG04lDlmOS3zTbbkNxgBneG3XNcHJa82cdBjNMWRytlcs7ZiBEjbI011ghD9plnlP3YHw5IyPA7f7J+/0ZraUWa/FLS0ioGYpASHZCuq82TDkgHSkwHmqlPtrFT6wdbbM899zRsTUa9tLa2hg9l4kxkrnXW2RHbEVv0mmuuMUbZYCsSh73MC3p6b2Jn8WKboePMm47zkv2dc+FDlthrfDSSjwthH2MP/+lPfzKmfGJUzm9/+9sw3P3MM880emsykok5NSkXZZCIgAiIgAiIgAiIQCkQmGeHJs6zCMScwtF2ljjYWMbFORc++hOPi4cL83XOhc3O5ZZhpeAnvo9znafrrCwF2bSvOtcxj87257hItCNhDM1oHecgvSGjdbZHYZY4P+m1SQ9XjFfW6YmJsE4axLl8eXBIEheJc/ltzuXD0XaW8eM6l0wT3xYPs59zbq7nijSRZLPe8PbOzOaW2dbcmnLxDFo8C0Q82nRBTJLXhXgkedBmiEkHJi2eS6tvS5r9UpJrS8Qkx2+bm6YAABAASURBVCGuD+hIi/Qkcf30CpPmRmtuabRsNrJ08su4LcYL7kL7iXWkM9uxMM65jrYW+zqXG7WUP2ou5JzLBb7jl3J9RxJtFgEREAERmI8EdCgREIF5IzDPDs15O3y69m71b+txVPJmnnBntY87PzFeC9c722cgxmHsl5VV2u7r/8v22eQm+/GGV6ZbNrrS9tjgCi+X2499OPU80AfPQUyuzF8X4pFngX4gYtKByR6ey4828O2IX6odyV0/YpLjENcHdGSPDa/ooD/xNGkL9waTfTa90Xbzdk1lWfVANL3SUibVUwREQAREQAREQAQCATk0A4b584ODMjpSPBzFldISh23GymzMIj+0JUaOtaUW+mHqZYkR69gSC4hFXBfE5IeJ62KJBX9oi42QjiR0REwSOgKbRWuSekPc3KX004tJ8hwvOjS5nnb9oP69wWTphde1JUeubZlMuTfZOumm6WP1JwIiIAIiIAIiIAIiMH8IyKE5fzin7yjOV9llram51QeK8K8PijyzfobVN9T2Qc7Fm6WYJM9d/axaq6ufnoxM+ZqYJBWAufZm1k815thLbknvmpgkzz26MbP+W4NLckt61/qGCYZOepmq5iIgAiIgAiJQUgRUmaIkIIdmUZ42FboYCTjnTBecJf4558TE8v8ynodzekjOEzETkziNXNg5lwvot52Ac2LSDsMHRMNDKPgTkwIgWhWBXiCgLERABERABESgPwnIv9Kf9HVsERABERABERCBNBFQXUVABERABERABERABERABHqBgByavQBRWcyZgJOGJeFkBCQJxK99JxOfJi1/6mXW8UyLSYIJ8y/T0wxJbEjxipgkT75zzpzLSXJLetecy/FwzqUXQmc11/23IxUxyTPR9ZJnEYXEJCIRlrr/BgyJHzFJ4Gi3R5zT/Tci45xr5xLFpX3pnDMPxfL/uh6Sd6XrrJSyWwS8Uvr0zU3N1tLSHObyYj6vtAofSUJaWlqMZVo5xOsNB0RMmsP1EVg0Nwf9IBxnldYwHFrEJOgHOsC10tTUZMxM3OzbEuLSLmKSaz8iPYAH4dZs1qQjOTZikuOAXkRC2xrEtyMso/g0L+EQREwMPYCF7r/Ja2fAM/H2Eudufgltq2ySpI6ISUce6KNskjwXdERM8jxgETFhvnPvPur2nxya3UamHbpCwDkXPloxc+ZMq0VmzLDaFMsMX/emxkab3dBghNPMIqo7HMQkf13AY/bs2dbo9YRwxCnNSziISV5HZvp2pK6uLjxshra1tjbV7SrXhpjk9SPiwbLZO77ruPdKRwwdmRMT4tMotK3ca2bJJmlvQ8Uk2ZbAQ/dfMZlb+0jbKpskqSNi0pEHOiSbJM8FHRGTPA9YwAThpRE9nLvia4qnkUMzTkPhXiOQzbaac85GLDDCho/wssACNjzFMsIzqBo0yKoHDzbCaWYR1R0OYpK/LuBRXV1tg7yeEI44DbDlfL2O4SAmeR2hLR02bJhVlJfb8OHDc5LidjVcG75tFZOkjqAnFZWVNszryAgvgVOa9cTriJjEdMTrAm0r9xrZJHkuYpJnQZsBD91/xQRdmKP4tlX336SOcK8RkxgTryMwqaiUTdJ+HYmJtbPw9kgIeybcc8rKysJIxe46pOTQ7C6xbqdP+w7OA3DBuelcepceQu6vbW4m59LLwrlc3XNA/K+YhOvDk0j8OZfj5Fx6lwkgfsW59LJwLl93jyLojHP5OOfSHRaT2Plva1Nh4hXF/8W2pVVPxCShB0E3/I9r4+KcdMTjCH9iktOFACP241wu3rn0LmM4QtC59LJwLl93YDiXX3dOYTNLtLnOpZhJ233G+JdmDvG6i0nH6yPOBF3phsih2Q1YStoDAtke7FPKu7S2lnLtelY3MekZN+2VSgLZrBrVwhMvJkkigYf0JAFFTBI48isD6f6bL1X/hsSkf/nr6EVFILStRVXivi+smCQZBx6ySRJQxCSBI6zMCxM5NANC/YhA3xPIeiNZ7swkZzEp4OFXYeIX+msjgPtOTNpgtC1gQlCSJyAmeRaEgmFIQNJOQEzaUSggAiIgAiIgAiIgAiVBQA7NkjiNA7ASPF1mnVWUDygV61dQQ4aMsOrBNf1ahoF2cDFJnpHBVUNs6JDhyciUr4lJUgHKy8ttaPUCYahGckt618Qkee6dczasekGDS3JLetec630mWdMryvRqlGouAiIgAiJQJARUzBInkCnx+ql6/USAOYiy1mL//ep5+3TKs/bJ5OdTL59Pe84+m/pc6jnEdUFMktfFp98+Z59OS8bFeaUxLCaF+vCcfTGzMC7t6z1lQntcaoIuPGef17JESq1+PalPjkOOSU/2z+/z0TfP2KeTX7TWbIs5kwlt+leiBFQtERABERABESgOArLGiuM8FV0pM86suXW23fT0IXbVY3vYdU/um255Yl+74an97Xov1/lw6nmgD56DmCSvC3gg0pE8F3ggYhIx2T+0JWpDIh4se8pkP39f6iV5cqDkA4/9YjoyUMrVn+WIM5m3clz16I/spmcOscaWuqKzy1RgERABERABERABESg1AplSq9BAq0+2FyfB7UpeXUkzvxh5n6aVl1VaeQap8ssUS1mVlXkOSLkPl2dSzKKt7nCAB0JYTKQjnekA+oFIR6I2ozK0JZ2xSm+cmBSe+3DNRG2tlsH+6A0mFf7+TT6OaXUKjKnW1vwQdGyx+DpJiYsvCfeWFB6LfAvjouOzTSICIiACIiACIiAC85tAXxxPDs2+oNqWJ8ajc7j1zL744gv79NNP27aYFRqa7Ru+I9Dc3GwtLS1G3nNKyvZp06bZ5MmTg9TX188paR/HO8s4/6DpnZplmQr/EC4RB+mAdEA6IB2QDkgHilQHyiq8c7TSLGfaWfyfc7nIyE7LZHIm9vTp00My51yw/SL7DVutsbHRmpqawnZ+CBMX2YgsWSee/RDyJy3bCu272bNnt9uHzuXKU1eX603qnAv2I/tKREAEioaACioCIiACIjAXAjlray4JtKnnBJzLGZM33nijXXfddXb77bfbeeedZzNmzLDI0I1yxzCNwtESYzcKs3TO2X333WdPPfWUOZfLm3gk2t85ZzfffLOdf/75dvfdd9vEiRPtzDPPtC+//JJknQqGcrSh8JhRfGRAsx4di7BEBERABERABERABAYOgf4pCY7Ho446yo499tj2DzIdd9xxNmrUKNt+++0N5yO2H/Lqq6/a2LFjbZ111rFtttkmODX/9Kc/2SqrrGLLLLOMXXPNNYZzcty4cSHNhhtuaO+9916w/fjY04cffmhrrbWWLbHEEnbhhRcGm3Kit/cWXXRRW3nlle3dd98NaQ855BBbaKGF7KCDDgrHKCsr6x84OqoIiIAIiIAIiIAI9AEBOTT7AGo8y3vvvdcwPDFwjzzySFtkkUXsxRdfDEkmTZpkV199dTBSMXB58/7YY4/ZLbfcYrxRx/D87LPP7LbbbrPXX3897IOBO2vWrBB+5plngpM0MpJDpP+hZ+YWW2xh++yzj+233342ZMiQYEiTP05OHKs4KGtra+2jjz6yiooK4zgYyxzzjTfesCuvvLK9d+fHH38cjPN33nknGMmU1R9GfyIgAqVCQPUQAREQARHoMQFeDGNv8TL5k08+CfkQxjH5yCOP2NJLL50YpcOLZ15u/+Mf/7CzzjorOBuvuOIK23vvvY3lrrvuanfeeWew0U499VQ755xzgvMyZOx/jjnmGMN5SVqcqF9//XVwWuJAXWONNewnP/lJeLnNdmzKG264wX73u9/5PfUnAiIgAiIgAiIgAqVDQA7NHp7Lru6GE3CnnXYyHIW8kR89enR4K48zEyPz+9//vt1xxx2hB+XDDz8cnJuDBw+266+/PjgUSTN8+PDg+Hz66afDm/4FF1zQXn75Zfvggw/COr0/MaajMlVWVhp5OOeCs7KmpsYGDRoUHKNTpkwxehHgJKU8L7zwQtjtt7/9rbGOM/Shhx6yhRdeOJQLB+vbb79tGMvsw7HDDvoRAREQAREQAREQAREIL30vueQS23LLLcMLaZA88cQTxgvo008/3VZYYQVbfvnliQ5CD0pedp9yyinGS2PsMmw6XjiTT1VVlb3//vth29lnn23Yf9XV1WFfRslg9yF//OMfbf311w82G45TbDkSffvttyEe240ykT+2INskIiACIiACPSOgvURABAYegczAK1LplAijk16ROBNZ4kx8/vnnDcfls88+az/4wQ+Cc5NhQzguMWr32GMP23bbbQ3D9dxzz7UVV1zRGHJEHE5L51wwlp988knD4MV5+c033wTnZ0TOufw8SRwXZ+pHH31kpNtrr71s9913N3pnTpo0KfQYxVBefPHFjR4E5ItxzBAoehvg2MTBiUF+xBFHhKFLcxqWHh1fSxEQAREQAREQARFICwHnXBgNs8ACCxgjYKg3dtawYcPCSJnjjz/eLr74YqKDnHDCCeHF9dZbb2077rhjeEnNiB7sPhyhm222mdHzkpfbBx98sJGe3pbsjA2GcxLbjhE22HJTp0611VZbzUh71113hSmHFltsMZIbS2y6X//61+3za4YN8+dHRxEBERABERABERCBPiMgh2afobUwp9H3vvc9w7h0ztn48eNt2WWXNYYj4YjE2OXw9IocMWJE6DnJkHLiGIrE8HSckKx//vnnLIKhjJPSOWcYyqNGjbKVVlrJ6MUZEvgfHJ+RQe1XQ744VcmbY7JsaGgIzkx6AxDebbfdDIMYA5keBexH7wAms8cYZgjTgw8+SHTobRoC+hEBERABEehlAspOBESgWAlgMzFlEOVn7krsuO22286GDh0aho8Tjw3Hy2NG7PCCmTimIuLDkRtssIGtvfbaYVQM86UzKiYa5YOtSFqcmDvvvHOYZ5N51dmP0UAMQ7/ssstCb87lllsujPzhGIwEuuqqq8KcnBybPCQiIAIiIAIiIAIiUAoE5NDs47OIo5CemhdccIExhxFG55JLLmlbbbVVMDaZXwlHIkYtRixzavIWn4nemXMTxyf7MRSJuTCZDB7nJRPMM2TpgQceCF/NpEdnVBWGm2PwRuvsQ34YypdeeqlddNFFtvrqq4chUDgz11tvveB85a0/TtfXXnvNLr/8cmOJI3TVVVc1enYyxyYGtg20fyqPCIiACIiACIiACPQzAV5O44SkGHyQEbuK0TQ4FU888USiw8d6eHHMR4FwOB5++OF29NFH25///Ocw8oZRMffcc49h/zE6h16fm2yySUgTMvA/ODSZm51RNMy7yUtnenPiRGWIOXOoM00QzlVeZJMH5dEc6B6e/kRABERABIqfgGogAm0E5NBsA9EXCxyZGKS8Nd94443DcCCMVpyROCcZ0s3XLFmSDocmb+LXXXdd440+RijGKY5IHJIYxjgfcTBiBO+yyy7BMYlhS/mjN+9MBs9wduIwXjFsR44cGb6IOWHCBGOIE/nQ8/KMZeROAAAQAElEQVSMM84I823Sy5MhTpRrzz33NI6BM5bh5xyfvJhsniHwhCUiIAIiIAIiIAIiIAI5AthgvJC+9dZbw4tmnJv0xMRByZJh4thx2IYnnXSSMVScbXwYiJfHvPBm2Dkvj5kCiOmGGNGDc/P+++8PDk72RxhazotuemjS+5IX2XzQkQ9IciyGruPo/PLLL439yRP7kzLmSqvfNBJQnUVABERABESg1AjIodmHZxRnYmQ84mDEGeicC2/nice4xbGIIYuBS1HGjBkT5tYkTBomdH/88cfD8HDm2iSeHpekZ95LHI/OuTAvknO5Jc5Rho6zP+nJn7IQxkimpwBh4qKenCzpRUC+9C7gWM7lyhrFc1y2RfmSx9wka1mrbfjKZs760mpnfSURA+mAdEA6IB0oJh1QWaWvCR2YWf+lzfR2TTbb0frBNuKlMLYdW7GnWKd3JXYZ69hmzjk221JLLWXRC2OclNhkODF5kU1epGdaIeLYj3WWCBlgA2644YYEg9BbE+GFN3lQDl5mL7roosbLc6YpIt+QWD8iIAIiIAIiIAIiUAIE5NDs45PoXM5wLTyMc8l4DNl4GgxX5lziI0H0qmRCdxyKxJOuML1zufycyy1J41w+zHpXpDDfaJ94vHNdyzdj5bbSEjvaD5ba3VZeapdUy0pLTbAfjN7dy662Ukmz6Pp5XklMCq6JCV4/drNVR+/m4yd46TrL0r2+JohJor3I6cWqvi0p3XPeM70XkyQ3eKyS0J3k9jTqT28w+cFSP/J2zU5Wlqmwwn9xO4kwEk8TrTvX0YaKnJRReuecRemt7V/helt0WDjXMc+woeBnbnkUJNWqCIiACIiACIiACHSBQP8mkUOzf/nP8ehxo5OhRFHCeHwUNxCXLa2t3uCvtAljz7Rd173QL/+Watll7Lm245pn2o5rnW27jE03iwlt9d9FTAquCa8ja59lO6x1lo8/14v0ZAI6IiYxXcjpxfZrnBGLk55M8G2KmCT1AB47/fAc6YnXDfQD6Q0mu2/wT9txndOtomywN72yXvQnAiIgAj0goF1EQAREQAR6hYAcmr2CUZl0SsCZdTYsq9O0KYicWVtns2bNTkFNu15FMUmymlU/22CSjE33mpgkz39LS6tNnzFTbWsMi5jEYLQFp8+YYa2tpeVwa6tajxe9z8QbOT0ujXYUAREQAREQAREQARGYVwJyaM4rQe0/FwJZa5VHM8/HtXoPb3N+XSEzMbHkvxa/6vXE//bCX4lkISbxE5nNoh8wkbMq4iImEYncMhvuu63e6Y2u5OLS/ismadcA1V8EREAEREAERKAUCcihmTirWhEBERABERABERABERABERABERABESh9AqqhCIhAMROQQ7OYz57KLgIiIAIiIAIiIAIiIALzk4COJQIiIAIiIAIiIAIDgIAcmgPgJJRyETJlmmMqOr/OOXNlZdGqlp6Ac2LiMbT/uUzGnHPt6wqYlQoT66V/fBhOTJIwxSTJwzln6AhcklvSu+acmBSefec8E9kkCSzOiUkcCO2Icy4elfqwmCRVgPuMmIhJkkByzTln6Ai6ktyS3jXnxKTw7DvnmXgpjO/KeqYriZRGBLpLwKukMWfV9GnTrbZ2hs2Y0W0pqX1mzpxps2fPtvr6eiOcdh7UHw5ikr8u4DHL6wdMCMMo7QIHMcnrSKQPjY2NJdU+RvWal6WYJPWkqU1HZqb83hvXqX5hMn26zZiTzOnczCl9L8bTtnKvkU2Sv27EJM+C6wYeuv+KCbrwXaL7b1JP4CUmSSbduP+mxr4Vk6SOcN00t7RYTxzfcmh211On9N0g4KwsU2blQTJ+mWIpLw8975xzVlYGk0y6eWR8/cUkoQPohVcS/+es3LMph1HKRUz8dRLXAa8XMMn4dqScdgSJb09jWEwS7UhoO7xeOOfCvabM80l9WwIDL871AxN/Ltqv1cLwnK7XwnR9sd7Gwzl/vyH/OZUlTfFFyyRjfXKNe73wBon/8zri2fTJMYpNv8QkqWteL2STFFx/YtJBR7gHOudyNom/hlLflngdEZNMRz3xXMz/o0OcX3TrTw7NbuFS4q4SyFrWG0FmNUNrbFD1EKuuqUm1DB482CorK41ldXV1qllU1+R0ARZikmNRXeOXXi8GDxpkFRUVOT0hLu0iJsm2wvMYMmSIlXsdqfbLINIR6zaTUmbmdQS9wLEJF91vaiww8FzExLNo0/34/XewZ1Ndk99WXZPOsJgkzzt6IZtETKprkgyqa2Lrvu3gPiObREyqa2IM4mGvIwmbBNs1vj2NYTFJPtugAzDxgqNXDs2uetuUbr4RaG3NzrdjDfQDcYFmW1oGejE7LV9fRYpJkiw8kjFaE5OkDrS2tloWyaptjciISUQit+SaQeCSi9EvPBAxyesCPGST5HkQEhMo5AUe+TWFICAmUMgLbapskjwPQmIChbxwzSBwycemOwQPZKAzmZ9nCR5IT46Z6clO2kcEREAEREAEREAEREAEREAEREAERCAQ0I8IiIAIiMB8JiCH5nwGrsOlmIB6VHU8+WKSYBL63ImJmCQIdFwJetIxOtUxYpI8/cXDI1lurYmACIiACIiACIiACIhAVwnIodlVUkrXAwLOyjLO9C9HoKJskJWXD8qt6DcQEJOAof2noqzCYNIe0VkgZXFikjzhmUzGKssHm3MuuSHFa2KSPPnOOav095tMpiy5QWsiIAIiIAIiIAIiIAIiUEIEMiVUlzlWRRvmPwFnzvgw0OymmdbYPNNmS8xVNFhrpl4sYrogJslro9U1mHk90fWS5yImeRboRVNLnZVVzraG2HVEfJpFTJI6wn03U9VojS0F8fOiM00zwr3L/J19/lsUOqIIiIAIiIAIdI+AUouACKSDQCYd1VQt5zeBTMZZc8tsu/ShCfbP+8fbJQ9sm2q52Nf/skd3tEsf2d4Ip50H9YeDmOSvi8DjkR3scq8nhGGUdoHDZWKSbDsf3M4uf2wnu9S3KWnXj/b6i0mBjmxrV6AjD26fjJ8HnfnHvePtiod39U7NuvltTuh484+AjiQCIiACIiACIiACRUUgU1SlLbLC9vRLTd2p5pyOMaf47uQ9r2ldttXqG6dabcM3VueXaZYch8lW1zAlMEkzi6juYjI1cV0EHrMn++tlsnSkrb0Y+EyS5zDS7b5dTgk60rfH6I96zcsxxaRQH2obJvv2ZYqXeeEa33eyzZo91czf1wttg9bW1vaoyPaIlu0b2gKF8fF9ScJ2hHAk0Xq0jOI7WxbmF6Xpyr5RWi1FQAREQAREQAREQASKg4Acmr14nmbOnGnffPONTZs2zZqbm80514u5zzkrDPXa2lr7+uuvbcaMGTYng37OOfTRFl//irIhVlVRY5Vl1TnRUhykA9IB6YB0QDpQVDpQVV5tFV6sE7PGuVwkdg/2CDaIc/m4yMJoaWkx53Lx2CrEO5dbr6+vZzVsd65jHHmSN4nIp7Gx0ZqamtrtnVmzZoVwJpMJ9hfbKE98P/aViIAIiIAIiIAIzGcCOpwI9CEBOTR7Ce79999vF154od1999123nnn2Q033NCeM4Z3tBIZ5NH63IxttkXpOtuPbc45e/311+3MM8+0Bx54wP7yl7+EpXO5BwIMetJ1JoXb4sfjgaGzfYiLp2NdIgIiIAIiIAIikE4C2DhHHXWUHXvssYZDEYHEzjvvbHvuuadF9ktZWVlwQu699972ve99zw499NDgwPzrX/9qCy20kG255Zb27bffBock+y688ML2q1/9KuxPnsirr75qY8eOtXXWWce22mqrkPauu+6yMWPG2JprrmlTpkwJ9hf5jx8/3lZeeWX7/e9/H8rlvLOTcklEoBgIqIwiIAIiIAIiIALfTUAOze9m9J0p6JX5yCOP2GGHHWb77bef7bbbbkZvTXocfP7551ZZWWksSeecs2eeecYwwF944YWQN8b+fffdZxMnTrTZs2cH+fDDD4MB/sknn9hbb70VjP5HH33Ubr31Vqurqwvbws7+56OPPrJlllnG9tprL1tttdVs6tSp4aHhs88+s/LycmP7F198YdOnTw/Hvu6662zy5MlhGz07b7zxRnv88cdDnpTxyy+/NB483n77bXvzzTftiSeesKeeeio4a99///2Qzh9WfyIgAiIgAiIwUAioHP1AgJ6Q2D3nn3++Ya9ERbjlllvs9ttvt3feeSf0nIzijz/+eHv++eeDTYHD8rnnnrM//elP4UUstg7OzWuvvdawd7CJeEl7xRVXRLvbzTffHEai/OMf/7C//e1vhjN1l112sbPPPtuWW2654OTcfPPN7Ywzzgj2GMcfMWJE+/4KiIAIiIAIiIAIiIAIlA4BOTR74VwOHz489ALAUYlB/tJLL4XeBq+99po99thj4Qhse+WVV4IhTm9OnJx33nlnMMbp1YlRTo8C4nBA4uzEMXn99dfbIossEox7nIkMq8IBGTKN/VAGVqurq8OxeWCg5ya9KenhgIP03nvvDY5LekJcc801Rl48HIwZMyYMlaeMODCpA+np8UmZcG5SLpyilNv0r0QIqBoiIAIiIAIi0HMCvDS95JJLQu9KXuSSEy9Fb7vtNjvxxBNtgQUWSLwEffnll42XvSeffHJ4AUtvS2yLSZMm2VdffRXyoafmxx9/bGuttVZwhg4ZMoRsg7z77ruGfXLKKaeE0Sk1NTW2zz772KmnnmrYTThXsZkOOuggIy3OzeOOOy7kgz0UMtGPCIiACIiACIiACKSSQOlVWg7NXjinOPkwqp999tnQE5O5LOl1Se8DegfQ+xJnJkb2tGnTghG/xRZb2LLLLhvmvcTAr6qqCkY/+zLcG4P9t7/9behhMGLEiNCj4Uc/+lHohckyPlwcZ+igQYNCTTgugcGDB1tFRUVwqK600kpG/pRz1113NY69+OKLG85SHiSIZygXvUipBw8il19+uR1xxBHBObr++uvbCiusYDvuuKMttdRS4cGAY0hEQAREQAREQATSS8A5ZzgccVxGdgnDz3FqEscQcUaLQAj7hCHlSyyxRBjJ8pOf/CS8ZOVFLHYPdgqjV0aNGhWGni+66KJ29NFH2+677x6GnZPHCSecEGyXrbfeOthD9PBk1Ar7YCt98MEHJDMcpKeffrqdc845YZ0fx49EBERABLpLQOlFQAREQAQGLAE5NHvh1DBsG6P9pz/9qdEbYMKECaHnJb0VRo4cGeZ6wrmJ05Ch3pHzkaFaGOD0gMSRSG9InJw4InEybrzxxvbQQw8FRydpcFwyJJ1jOZc3zclz9OjRoSY8FHAcHiQYWj5s2DDD8MeRyjYeJkjI8HMeAAhTRpytDFvnwYAl8uijj7LZ2I8eFdEk/uQfNuhHBERABERABEQg9QSwKbBPALH66qtbQ0ODMQydeJyOxDvnbOjQobb00ksbL1fp3YmdssMOO4ReljvttJPdcccd4UUvL1F//OMf22mnnWbkxf44HJrgHAAAEABJREFURJ988knD3sHJSRwjXHg5e/XVVxs9MTkm8WeffbbhEF1llVVYDdP2hIB+REAEREAEREAEREAESoZApmRq0o8VwdmHYxInJMXAwYnTEkcghvuCCy5oq666qr333nv24IMP2htvvGE33XST0WuTHpzMuckwb4Z807OSXgoY7EymjxOROSy33XZbY6g5Q7twYOLg5Fjsw/By5sBk3imcneTL0HEcpAzZwhFKvjhK6f3wr3/9K/So2GabbUK5GBbP8akDDxjrrruu7bvvvsaDA0O2OBY9KFhyTIkIiECvE1CGIiACIlC0BLAfECrwu9/9LkyT8/Of/zx8qIeXvMQjTHfz9NNPBxuEeHpQYtPQy5OpbbBRcHLywhd7BgcoDkvnXHBKMlUOw9SxkQ444AD73//9X6OnJ85L5jE/99xzOUwYfr7ZZpuFsH5EQAREQAREQAREQARKk0AROzQHzgnBYYkhjROTHgQrrrhiGJ7NB3pwGhI3btw4o0ckPTUZyj1+/Hij9wHOzeWXXz5MZL/22msbvTIZjrXddtuFCh5yyCFGDwPyJC/mlmLoN3mSAMflVlttZXvssYdtsskmxnAsHI/0zGSifdKst956tsEGG4R5MjfccMMw5Jxh62zbfvvtwxB4jscDAg8Ka665ZugVyvxXOEVJxwMDw80JS0RABERABERABEQAAtgjF198cfhoYTRPJXFHHnlkmPYmGtXBkHRGf/DSlQ8p4rjkJSoOznvuuSfMecl2HJXMp4lzkyHk9MYkP/I+6aSTwnByRq9ceumlHN5wkpIf9hD2Fcfhg0SUif1CIv2IgAiIgAiUAAFVQQREQASSBOTQTPLo0RoGOb0qo51ZpzdktIwMapyFe+21l9FbkmHeOBdxRLIfTkyGWBF2ztmgQYPCXJU8CDB8nPgxY8aEr3gSjgRHJEPKGbLOvJj0ciBPnJKk4diUwzkXhmnhHB09enRwWPJwQBricLZGaelpyjbqRI8LwsRRFtJ3VbKWtaaWOmtsqvPLekmLGDSJga4D6YB0QDpQdDow29/HG5vr/F29owWA7YDtgR0SbSUO2yMexzr2BC+BN9poI+PlKyNZnHPhhSx2CNt5IcvHC7FpsFfIm/yccyF7Xq7ykpYV9mfJOl85J+ycM46BDcN+xKVaVHkREAEREAEREAERKFECcmj28ol1Lmdwx7ONHIEY7zgG4wY2Q7nj653tF4+Lws654PDkAQDjn4cAtrFk6BUPAISdy5WHYzC/J+kJkzYqF2HEuVxawvFt8TDbuirOMlZduaBVVy1k1ZUjUy2DPYchgzwHL4TTzoP6w0FM8tfFYH+NDOFaGbSwDfb6AqO0y+B+YjJQucODsg0JOpLXHeLSKmLSuR6gI9WVC/XafZe2abC/Hp05K/wXtxGicLScW1q2YRexjGRu+znX8diF+5NPPG5O+ZFOIgIiIAIiIAIiIAIiUNwE5NDsh/PnXNIody653tUixQ31KBwtySMedi5/DOfyYdL1gnTIAmdqeVmVHTB+oh2+1UN20BZ3pVoO3uIe23/TO+1ALwf7cNp5UH84iEn+ujh4i7vtgHHoyG0GGxilXcTkrkS7CY8DN7vL9tvE68jmdye2pVVXxCSpIwf5duRAf79FRw7a/N+9piOHb/2I7T/+Vqsqr+lwv1eECIiACIiACIhA6giowiIwIAjIoTkgTkPpFSKbpU7OBlUOs8ryYf4haGjKxT8ENg2yTHaQ51DjJe08qL+YVJXDIZIarx/VZk2DvX5IR3JsxCTHIa8jVd6h1NpYZVUV0pGqcP3AocbEJK8jgzyX1tmVVlE2xHKMom09Xw6qGGZVXueskx6apn8iIAJdJKBkIiACIiACIiACvUlADs3epKm88gRCJ9CstbS25uNSHmpqmWWNzY0pp5CsvpgkeTQ3N1hjS0MyMuVrzS2zxSSmAy2tLdbYPMuiqUNim0oz2IVaiUkSErrR5NsRRkokt2hNBERABERABERABERABEqHgByapXMuVZOBTsA5mx8XnBXTPzFJni3Pw5BkrNbEJKED4X1RIkYrYiIdEAEREAEREAEREAERSCOBNNdZ/pU0n33VXQREQAREQAREQAREQAREQATSRUC1FQEREAERKAECcmiWwEkcyFXISMPaT49zzkxA2nkQcM6ZmECiTTwP1xbUIkfAOWcuF9SvJ8DH3pxz5pzza/qDgJhAIS/OOXP+XgOXfGxvhIo3D+fEpPDsOedM998kFeeciUmeiXPOXH5VIU/AOScmnkP0x33GOc/ESxSX9qWYJDXAOa8fskkSUJwTkwQQv+KcZ+LFB7v9J3dTt5Fph64Q8CppljWrra2zhll1Vldbm2qZNWuWNTU2WkNDg82qr081i0gXUsGkG3pf7/UC/WhsajLYRJzSvITJLH/NiEmu/YRHXV2dNTc3WxROs35Q94iDmOR1pB4d8e0IukIYTmkWdAQOzWLSbntwj5FNkrtmomtDTJI8uG50/xWT6ProbImOcJ/R/TevJ2KSZ4HOwEP3XzFBF+Ym6Ei9f2Zubmnx7xS7757s/h5d8WbNQxrtWiIEHP7MrLV4xWxubgkfB+IDQakVz6E1mw0f8uBiTS2H1ta8LohJnoXnwgc8+JgHwnUjHWk1MYldL15HWrwjE92gLWluC6deT9o4iElOV9AL7jHwQFcIp11HxCSnGwk90P03cf8NbMQkwUT3347XjZgUMOnF+2+4BrFzil3EJNGO6P5bcM14/RaTTpj4+2+zZ9NTL5gcmj0lp/3mSgCnjHPOho8YbjVDh9mwYemWmpoaq6qqsurqahs6dGjqeaAPYpK8JuCBfqAnhGGUdoGDmOT1ZGhbO1pZWak2pI2FmOT1I95eSEc6cikxJvPUBtC2cq+hfZVNktMVMclxiNoReKAf6AnhKD7NSziISV5PdP/Ns4iuCzHpyAQ2uv925CImHZmUl5WFzixzdTJ1sjHTSZyiRKDXCLS2ZHstr2LPCCdv1r+BKPZ69Gb5xSRJM+vfTsEkGZvutd5jUhocQw8R6UniZIpJAkcYCcB1A5fklvSu0a6KSfL8ByaySRJQxCSBw7hmYJKMTfeamCTPP/cZMRGTJIHkGm0IOoKuJLekd01MOp77wCTbM7+RHJodeSomIqClCIiACIiACIiACIiACIiACIiACIhA6RNQDUWgyAjIoVlkJ0zFLV4CvJlqLd7i90nJxSSJlXnvYJKMTfeamHQ8/9IRMelIIBkjHUny0JoI9CUB5S0CIiACIiACItA/BOTQ7B/upX/UbNacZayqUipmbf9GjBhhzL/TtqqFJyAmHkLsD/0YMXxELEZBMUnqQHl5uY0cuZA555IbimutV0srJkmczrmgI3BJbpn7Wmu2ee4JtFUEREAEREAEREAEREAEBhABeZsG0MkopaJkMmXW0tpoT7z5L3v23fO8/DPlcqE99/5F9tx7F/WQwz9LcD8xefbd5Hl97r1/2nMfXFSC5zpZz8J6z21dTPLsnvH68hzidYTw3Lh1ZVvIi/yKWKhnqIdnQhgJ60Vcp3kpf3v9PQ/yaV+fA49n3rnAnnr77za97nPLuPJSMkNUFxEQAREQAREQAREoYgIqelcIyKHZFUpK020Czpm1ZBvtvv/8r93xws/trpdOSrn8yu56wTN48Zcp5+AZtOuCmHS4Ll70fF6QjiS4iEl7m3G3v3b+7YW2hHCCE/HdFPIqdoEBdYAJYYT1tEpUf3jAIFon3Jnc+eIv7LbnT7ApM9/v9n1eO4iACIjAgCOgAomACIiACKSKgByafXC65zZ31dy29UZR5pb/3Lb1xrEL83CWsQWGjLaRw5axkUMlCw4dYwuKQ0IXxCR5XaAfyEjpSbuewAMRk7yuLOjbkpHSkXYdgcWCYtJDHsvawsPGWHn5YCv819LS0h6VzWYNG6K5ubk9jgBx0TbWIylMR3xjYyOLdonvRz7tG3yA/dnug+1/c9u/PZECIiACIiACIiACIiACqSEgh2YfnOpMJhMM/8cee8xuuukmu/XWW+2hhx4yDHS2xQ9ZaMSzrTCu0KgnTaFEacj/rbfesptvvtluv/12mzhxot1///3W0NBgbCvcj/X48eJhtkUSj4+OFW3TUgRSRkDVFQEREIGSJoC9UlZWFmwHbBjWnXPe8Vlun3/+uV1xxRVhG3YFNgHL//znP3b88cfbu+++G9Kxz+mnn24XXHCBkaaystK+/vpr+/Wvf21PPfWUOecCQ+wL9mfbz372M3vggQfC/s45u/HGG+3kk08Ox2L/qVOn2i9/+ctg1ziX2z9koh8REAEREAEREAEREIHUEZhPDs3UcbU777zTnnvuORs9erTx4ZO77rrLvvnmm3YQGPeIcy4Y+rNmzTIkiiMhxn20jsFPHIJzMuo5MXny5OA8dS6XD9vvvfde++KLL2zUqFG2wAIL2H333Wcff/wxm6y+vt5mzJgRwuRNvs7lHgoI81DBknxDIv/DOvGkZ3/ncun9Jv2JgAiIgAiIgAiUGAE+KHTPPffYsssuawceeGB4Ietc7t6/zTbb2P77799uS2Af8OJ0rbXWsieeeMLWX3/94PTcaaed7LTTTrM//vGPdsQRRwSn5EorrWSXXXaZbbbZZnbdddeFF63sj6Ny3Lhx9uKLL9q+++5rH330Udh3jz32sPPPP9923nlnq6ursxVXXDHYV+T997//PexfYuhVHREQAREoEQKqhgiIgAj0PQE5NPuIMQ5EjPN11lnHxo8fH4xwnIE8IDQ1Ndm3334bjHLnnNGTkx4M5513nj399NOh18LEiRND78pbbrnFGGZ19913h+Xrr78eeizQc4K86CVx4YUXhgcL53IPGzU1NcYDx9ixY23TTTe1FVZYwYjjAeGiiy6ySy+91N555x2bNGlS6DnqnAtx5AeOa665Jqz/+9//No73wgsvEG3syz5hRT8iIAIiIAIiIAIlS2DmzJmGrYH9EFXy3HPPDS9GeVmLLRPFY9/geMRuwGbBbthuu+3sgw8+MJySjBx57733bMsttwzOztVWW83OOOOMaHfDjvnqq6/sD3/4Q7A/Fl98cXv77bftySeftFdeeSW8mH300UdD78zXXnvNll566WDHtGdQKgHVQwREQAREQAREQAREoMsE5NDsMqruJaT3wETvlLz88stDb4TPPvvMhg0bZhj0GPYY+zgYyZXlVlttZWussUZwTL755puGwX7QQQeFnpU8INA7kuHrODx32203I837779vDM+ix8KXX35JVkGcc1ZbWxvC9K4kQK9Meo2y7957720PP/xwOAb5Tps2zXBmVldXh4eHQYMGhXxHjBhhlPvVV1+1G264wZZffnlbeeWVyU4iAiIgAgOCgAohAiLQ+wQYLv6jH/3I/vWvf4Wekc654JxktAkvWhkl4lzuJSrOTHpQHn744UYvTUqz0UYb2dFHHx1e2J5zzjnhxe6qq64aemXecaa0C8oAAAkMSURBVMcd9vzzz9vvf/97kgahhybCcHR6f7Kdl68bbLCBbbzxxuHFLA7SE044wQ455JDgzKR8YWf9iIAIiIAIiIAIiIAIpJKAHJp9dNo//PBDGz16tE2YMCH0lmToNw8ADOOitwE9JHEgcnjilltuOVt44YXDEHF6bzIEC6cmvRQY8kWPB4aSDx8+3NiPngvkT7px48bZUkstRVadCvkzhBxH5WKLLWYLLbSQDR06NAxx51j0EN1rr72sqqoqzG+F47KiosI23HBDW2SRRUIvCRywa6yxRsg/cpKGFf2IgAiIgAiIgAiUFAHsBirEqAx6aWIfXH/99fbggw/an/70J/vkk09Cr0rSYJNgR7z88suG7YOtceyxx9obb7xhO+ywg1177bXt82AyAgRHJPNtbr/99hb18uQl7JgxY8IolREjRthZZ51F1oYTdJVVVgl2CNP2MDf4JZdcYrvuumsYCh8S6UcEREAEREAERGBuBLRNBEqWgByafXRqcQDiZMQBiaOS+TFxHtLrgeFXu+yyi82ePdvoWYlhz0MADwRMpr/MMssY+2Hc86CA85GhWMxFRU8IPviz7rrrht4STM7PcHX2j6pCj0vm2WSdHpjMxTlq1KjgsGQ+Tea4wrlKz86rrroq9KigrPTGxHnK3J/kd/XVV4d5rJgP68QTT7RTTjklDBXDiUreEhEQAREQAREQgdIlQK9JbArslcMOOyx8cJDh3tSY6WxYIsx9yRQ72Cm8QGXUyZ577mn0qqSnJY5J7ApGiGATMTwd4eUp+x944IGGnUOvToap09uTESVMe7Pgggvab37zG3vppZeCI/NXv/pVcHyuvvrq7CoRgT4ioGxFQAREQAREQAQGOgE5NPvoDG2yySbGHFFk75yzzTff3HAqEk9vB3ogbL311mE+THphfvrpp2HyfXo0sJ2HASbMZ+4qHJs4Fdkn6km56KKLhiFcEydONIz6+FDw8ePH2+jRozl0mDCfyfdJT48GHjQYqk7PUfKlF8USSywRem2SB2VecsklwxdEGTJGL00m8adXJ70qcKCGjPUjAiIgAiIgAnECCpccAea8PPnkk0O9sAN23HHHMM8lLzhxOLKBF6fHHXecnXrqqUYvTl6y7rfffnbrrbeGub/p7UnPTuwZpskhD2wd9o2EOb95wfrAAw8YQ9SxmbbYYgs75phjwpzjTLPD8POHHnrImFOcY2MjsT/HZykRAREQAREQAREQARFIFwE5NPvgfDMkG+McByY9ITkEPRcYdo7zEeMew56emKSjJwIOTHoy8HVPenEy7Pt//ud/jOHkGOsM9x40aJDRm4EhXPSSxPl45JFHhqHhpOG4CHNYcWzCxHPsIUOGhKHq++yzjx1wwAFhPk/m9OSBgXQ4MXFoEsbRSpnohcEDDPEMeScfJKoT9ZLMGwHtLQIiIAIiIAIDkQD3/bXXXtsYocGQc+wD7v+DBw+2k046ySorK4047AzkF7/4RZibG9sFO4apdHBQMg84L2QZCcJQcnpmPv7444b9QjryQBi5wnQ6Rx11lJHfEUccYX/729/Ci1/m7WS0Ci+FmbaHjxNxfPZ3LjeX50BkqDKJgAiIgAiIgAiIQJyAwr1LQA7N3uUZcsPZGAL+h96W8XUfZc7ljG8MeIaORw8KrDNX1GKLLRYeEkiLOJdLXxhmPRLnXOiNGT8WYcS+4188TTwc340Hh2idOkXhuS2z1mrf1k6yKTP+a1NrP5SIgXSgCzrwbRfSpO16EpNk+ykeSR5cD2KSZNJVHlNmvm+TZ06y5uZZHW7n8fu+cy7YGPH7v3O5OOwG5/J2ivl/vLj1i+/8Ix37I/HEziXzi2+Lh9k/vq6wCIhASRJQpURABERABESgUwJyaHaKZf5Exg14wkh05Hg4iiu2ZSZTaVut8X+2wzqn27Zrnpp62W7tUw0Ri7wuwAMRkxyT7dbyy7VPs23WPCX110ukE2LidaKt/dyGZZuOwCesE9dDYf9SkG3bmJRCXXqlDoHHaaEN+a78uD/v5O/RI4ctV2wmhsorAiIgAiIgAiIgAiKQcgJyaKZcAfqq+gxLK3eVttFKh9h6yx9p6y5/WOpl7LKH2djlDks9h7guDCgmA0BHx37/MK8jh/pr5nDpSdv5EJPD2nVhPZigI8scGuLCOnE9FPYvBVm3jUkp1KVX6gCPZfM6Mvc8j7ANVjzahlczMqS5r0wC5SsCIiACIiACIiACIiACvU5gnhyavV4aZVg6BJwzhpzPbmotnTrNY02mTZ9mtbW185hLae0uJsnziX5MmzYtGZnyNTFJKgBzBk6ZOjnMMZjckt41MUmee+afnDJ1isEluWXua5lM+dwTaKsIiIAIiEDqCQiACIiACAwkAnJoDqSzobKUNAGmEdAFlzzFYlLAw78IgEkyNt1rGTHpoADSkQ5ITEySTLhukjFa60cCOrQIiIAIiIAIiIAIiEAfEJB/pQ+gKksREAEREIF5IaB9RUAEREAEREAEREAEREAEREAERGDOBOTQnDOb4toyUEvrBmrB+qlcTkA6kBeTPBKxyLOIQmISkdBSBLpEINxl/HXjXAh1aZ9STxRIeB7OhVCpV7fr9ROPjqzEJM9ELPIsopCYRCS0HAgEiqAM4a7rrxvnQqgIStz3RQwkPA/nQqjvD1gERwgkeshDDs0iOMHFWcSglpZtabVsttVaW9MtnMPAIJs1DyT1PGAhJslrIvBoabGsv1ZC2C/hlGYJHMSkQ3vhWxHL+rYkzbpRWHcxSbYn6Acf52NZyCqt67AQk5yehLaVe4xvR3xj0qGNKWUdmVPdxCSnGxGfwEP338S1ISZJHYl0RfffjlzEJMlE998kD64dMemcCe1sdwWH5ni/k8RMDHqRQbbVjW/NuvENzQ3j6+rqx9fXp1saamvHNzc3B2moq0s9D/RBTJLXRENDw/jmlpbxTV5PCMMo7QIHMcnrSaNvRxsbG8d7Q2g84fmkHwO6vYKDmOR1JOjErFk5HfG6Uqf7TU5/xSTHwbch6IjuvwXXjOciJkkmuv8meYTrRnZaoh3R/bejjohJRyb1uv8mrhvaEjGZs570wC/5yv8HAAD//4tL3+8AAAAGSURBVAMAXJIJmgg2dvkAAAAASUVORK5CYII=" class="kg-image" alt="&#x41E;&#x431;&#x43D;&#x43E;&#x432;&#x43B;&#x435;&#x43D;&#x438;&#x44F; Smartis. &#x410;&#x432;&#x433;&#x443;&#x441;&#x442; 2025" loading="lazy"></figure>]]></content:encoded></item></channel></rss>