<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Форекс партнерская программа &#8211; Rafa &amp; Kiko</title>
	<atom:link href="https://www.rafaekiko.pt/category/foreks-partnerskaja-programma/feed/" rel="self" type="application/rss+xml" />
	<link>https://www.rafaekiko.pt</link>
	<description>Website oficial do Rafa &#38; Kiko. O Rafa é um menino de 8 anos, muito alegre, divertido e um pouco traquinas, que não gosta muito de estudar, mas que tem no seu fiel amigo Kiko um companheiro para viver grandes aventuras enquanto aprende.</description>
	<lastBuildDate>Mon, 09 Sep 2024 20:42:46 +0000</lastBuildDate>
	<language>pt-PT</language>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	<generator>https://wordpress.org/?v=5.7.14</generator>

<image>
	<url>https://www.rafaekiko.pt/wp-content/uploads/2021/09/cropped-favicon-32x32.png</url>
	<title>Форекс партнерская программа &#8211; Rafa &amp; Kiko</title>
	<link>https://www.rafaekiko.pt</link>
	<width>32</width>
	<height>32</height>
</image> 
	<item>
		<title>АРБИТРАЖ это .. Что такое АРБИТРАЖ?</title>
		<link>https://www.rafaekiko.pt/arbitrazh-jeto-chto-takoe-arbitrazh/</link>
		
		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Mon, 16 Oct 2023 17:57:22 +0000</pubDate>
				<category><![CDATA[Форекс партнерская программа]]></category>
		<guid isPermaLink="false">https://www.rafaekiko.pt/?p=6908</guid>

					<description><![CDATA[Мобильность криптовалют является не единственной причиной того, что арбитражить ей приятней всего. Разница в цене активов образуется не только из-за]]></description>
										<content:encoded><![CDATA[<p>Мобильность криптовалют является не единственной причиной того, что арбитражить ей приятней всего. Разница в цене активов образуется не только из-за экономической нестабильности, на неё влияет множество других параметров, о которых мы поговорим в статье. Этот вид заработка не был так популярен ввиду низкой осведомлённости населения о криптовалютах. Справедливости ради, даже сейчас большинство даже успешно торгующих арбитражников не являются экспертами в крипте.</p>
<ul>
<li>В подавляющем большинстве случаев иск нужно подавать в арбитражный суд субъекта — тут все просто.</li>
<li>Осталась без ответа и претензия, в которой «Уютный дом» просил вернуть долг.</li>
<li>Способов заработать на арбитраже достаточно много, но важно не останавливаться на одном, а сочетать 2-3 варианта.</li>
<li>Крипторынок славится своей высокой волатильностью, поэтому величина расхождений может быть в разы более существенной, чем на фондовой или валютной биржах.</li>
</ul>
<p>Клиентом digital-агентства стал интернет-магазин мобильных телефонов. В круг поставленных задач входило убрать невалидные переходы на сайт, повысить лояльность к интернет-магазину. Оптимизировали сайт, проработали семантику, создали новые рекламные сообщения, распределили посадочные страницы под отдельные поисковые запросы.</p>
<h2>Допущение отсутствия арбитража[править править код]</h2>
<p>Он пока недостаточно развит, а значит конкуренция как в автоматическом, так и ручном арбитраже, здесь ниже, чем на таких развитых рынках, как фондовый или валютный. Основная дилемма в арбитражной торговле — это выбор между вложениями в оборудование и вложениями в собственную квалификацию. При автоматическом трейдинге требуется либо больший депозит, либо большее количество сделок для достижения нормы прибыли. При развитии в видах ручного арбитража, не требовательных к скорости, депозит  может быть соразмерен стандартному трейдингу. Таким образом, в стратегии рискового арбитража понятен только уровень «‎тейк-профита», то есть цена, указанная в условиях сделки. Наилучшие возможности для частных арбитражных трейдеров возникают на новых рынках с меньшей ликвидностью и слабым регулированием.</p>
<p>В это же время на Лондонской фондовой бирже (LSE) можно было купить депозитарные расписки (ADR) Сбербанка — одна расписка соответствовала четырем акциям компании. Расписки давали право на акции по цене 13,9 доллара за штуку при курсе 77,13 рубля, то есть одна акция стоила 268 рублей. Разница в 7 рублей между двумя биржами могла принести потенциальную доходность 2,6%. Арбитраж выгоден, если разница цен превышает комиссии и другие связанные расходы (на транспортировку, хранение, переоформление, таможенные сборы и тому подобное). Чтобы подобные сделки дали прибыль нужен объём торговли более 3000 акций.</p>
<h2>Как работает арбитраж трафика</h2>
<p>Если арбитражник пообещает заплатить 100&nbsp;рублей каждому, кто перейдёт на&nbsp;сайт рекламодателя и&nbsp;оставит там заявку, он&nbsp;привлечёт мотивированный трафик. Зарплата арбитражника в&nbsp;штате зависит от&nbsp;того, с&nbsp;какими объёмами трафика и&nbsp;бюджетом он&nbsp;будет <a href="https://maxipartners.com/arbitration/">https://maxipartners.com/arbitration/</a> работать. Специалистам с&nbsp;небольшим опытом обычно предлагают ставку около 50&nbsp;тысяч рублей. На&nbsp;HeadHunter в&nbsp;сентябре 2023&nbsp;года было 140 вакансий для арбитражников. Также вакансии размещают на&nbsp;отраслевых сайтах и&nbsp;на&nbsp;сайтах CPA-сетей.</p>
<p>При этом владельцы ресурсов размещают свои сайты в качестве рекламных площадок, им присваивается уникальный код для рекламного блока, который устанавливается в html-код. За клики по рекламе владелец сайта получает доход с трафика. Многие эксперты рекомендуют новичкам начать именно с тизерных сетей, и только потом перейти на полноценные CPA-партнерки. Также можно оспаривать решения и&nbsp;действия федеральных, региональных и&nbsp;местных  властей, если они касаются экономической сферы&nbsp;— такие дела подведомственны арбитражным судам.</p>
<h2>Плюсы и минусы арбитража</h2>
<p>В нашем примере — годового контракта в размере 5% от депозита. Чистая прибыль трейдера — это доход от арбитража за вычетом стоимости форвардного контракта. Таким образом, арбитражный трейдер может взять кредит в национальной валюте под 5%, затем купить валюту страны №2 и положить эту сумму на депозит под 10%. В классическом трейдинге каждая отдельная сделка содержит вероятность как положительного, так и отрицательного исхода.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="image/jpeg;base64,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" width="308px" alt="Что такое Арбитраж" /></p>
<p>Особенностью биржевого арбитража является возможность его использования не только для разрешения конфликтов, но и для извлечения дополнительной прибыли на бирже. Особой разновидностью коммерческого арбитража является международный коммерческий арбитраж. Он применяется для урегулирования споров из договоров с иностранным элементом между сторонами из разных государств. Скорость выравнивания цен зависит не только от скорости торговых процедур.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Партнёрская программа: заработок для создателей контента</title>
		<link>https://www.rafaekiko.pt/partnjorskaja-programma-zarabotok-dlja-sozdatelej/</link>
		
		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Wed, 14 Dec 2022 03:26:55 +0000</pubDate>
				<category><![CDATA[Форекс партнерская программа]]></category>
		<guid isPermaLink="false">https://www.rafaekiko.pt/?p=4180</guid>

					<description><![CDATA[Содержание Вы можете зарабатывать на привлечении других партнеров. У вас подключена какая-нибудь партнерская программа? Минимальная сумма вывода комиссии. Партнерская программа]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;margin-bottom: 1em;padding: 1em;width: 350px">
<p class="toctitle" style="font-weight: 700;text-align: center">Содержание</p>
<ul class="toc_list">
<li><a href="#toc-0">Вы можете зарабатывать на привлечении других партнеров.</a></li>
<li><a href="#toc-1">У вас подключена какая-нибудь партнерская программа?</a></li>
<li><a href="#toc-2">Минимальная сумма вывода комиссии.</a></li>
<li><a href="#toc-4">Партнерская программа «Евробайт»</a></li>
</ul>
</div>
<p>Данный вид партнерства является новым для нашего проекта, поэтомуусловия и бонусы <a href="https://maxipartners.com/affiliate-program/">Что такое партнерская программа</a> могут меняться. Действительно, с одного покупателя много не заработаешь.</p>
<p>Посетитель, который посещает партнерский сайт, кликает  партнерскую ссылку на веб-сайте продавца и покупает продукт. Партнерская программа веб-хостинга Cloudways предлагает своим клиентам высокие  выплаты, ежемесячные комиссии и три гибкие модели получения вознаграждений. Когда вы изучаете партнерские программы, ваша основная цель — получать вознаграждение, рекомендуя продукты. Для партнерской сети работа в рамках партнерской программы также имеет свои плюсы и минусы.</p>
<h2 id="toc-0">Вы можете зарабатывать на привлечении других партнеров.</h2>
<p>Помните, что даже в таком небольшом механизме вам нужно постоянно быть в курсе событий и уделять время продвижению товара, поскольку сам себя он не продаст. Владелец (производитель, продавец) товара или услуги делится доходом с каждым, кто приведет к его товару (услуге) реального клиента или порекомендует его результативным образом.</p>
<p>Это не пирамида.Веб-мастерам не нужно собирать свою «команду», привлекая других людей в бизнес в качестве дистрибьютеров. Для подключения к сети партнёру не нужно ничего платить — поэтому для InSales качество работы веб-мастеров намного важнее, чем их количество. Таким образом, образуется сеть из рекламодателей и веб-мастеров, которые рекомендуют или льют трафик на InSales, где наши менеджеры его эффективно конвертируют. В этом случае веб-мастер, получает возможность монетизировать трафик. Или же используете старую добрую реферальную партнерскую программу InSales. Еще один яркий пример программы, предлагающей полную свободу и досрочные выплаты. На рынке компания работает больше 6 лет и имеет команду опытных менеджеров.</p>
<h2 id="toc-1">У вас подключена какая-нибудь партнерская программа?</h2>
<p>Процент продажи, который финансируется рекламодателем партнеру за привлечение нового клиента. Этот процент может варьироваться от нескольких до 60% и выше. На веб-сайтах компаний запускаются программы с собственным программным обеспечением. Вы можете присоединиться к ним, выполнив поиск «Бренд + Партнерская программа или affiliate», найдя страницу своей программы и заполнив форму для подачи заявки. Например, веб-сайт партнера со ссылками на продукты в обзорах. При правильной стратегии работы с партнерскими компаниями в данной отрасли, ваши партнерские доходы пойдут вверх.</p>
<ul>
<li>Продвигая Bluehost, вы получаете высокий коэффициент конверсии и доступ к текстовым ссылкам и баннерам, которые помогают быстрее конвертировать посетителя в покупателя.</li>
<li>Если ваши подписчики ищут веб-хостинг, который является одновременно удобным для пользователя и экологически чистым, предложите им GreenGeeks.</li>
<li>Если все пойдет отлично, сможете собрать свой отдел продаж и постепенно превратить направление заработка на партнерских программах в отдельное направление бизнеса.</li>
<li>В основном все партнерские программы нацелены на федеральный охват и не включают в себя высокопосещаемые региональные ресурсы.</li>
</ul>
<p>В процессе работы можно корректировать условия, менять рекламную стратегию, анализировать и тестировать разные ее варианты, управлять качеством лидов. Выбор вознаграждения зависит от цели программы и сложности выполнения условий. Например, если нужно просто привлечь пользователя к переходу на сайт или регистрации, вознаграждение должно быть небольшое.</p>
<h2 id="toc-2">Минимальная сумма вывода комиссии.</h2>
<p>Партнерские сети дают возможность партнерам осуществлять поиск среди продавцов (рекламодателей) в одном месте. Кроме этого, они позволяют продавцам охватить большую аудиторию и продвигать свои товары и услуги среди всех партнеров в сети. Вы можете сравнивать комиссии по различным товарам, получать платежи и отслеживать все партнерские ссылки. Данная партнерская программа предлагает базовую выплату в размере около $60 с возможностью заработать до $150.</p>
<div style='border: black dotted 1px;padding: 10px'>
<h3>Партнерская маркетинговая программа от TikTok – Ритейл в &#8230; &#8211; ua-retail.com</h3>
<p>Партнерская маркетинговая программа от TikTok – Ритейл в &#8230;.</p>
<p>Posted: Fri, 04 Sep 2020 10:45:34 GMT [<a href='https://news.google.com/__i/rss/rd/articles/CBMiTmh0dHBzOi8vdWEtcmV0YWlsLmNvbS8yMDIwLzA5L3BhcnRuZXJza2F5YS1tYXJrZXRpbmdvdmF5YS1wcm9ncmFtbWEtb3QtdGlrdG9rL9IBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Партнёрская программа призвана открыть больше возможностей создателям качественного контента. Условия для этого мы постарались заложить и в её правила.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Что такое клоака в арбитраже, и зачем она нужна арбитражникам</title>
		<link>https://www.rafaekiko.pt/chto-takoe-kloaka-v-arbitrazhe-i-zachem-ona-nuzhna/</link>
		
		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Tue, 22 Mar 2022 16:35:20 +0000</pubDate>
				<category><![CDATA[Форекс партнерская программа]]></category>
		<guid isPermaLink="false">https://www.rafaekiko.pt/?p=72667</guid>

					<description><![CDATA[Обычно в&#160;этом случае площадка дает бизнесу более выгодные условия. Чем подробнее вы опишете свое предложение, тем выше шанс найти хорошего]]></description>
										<content:encoded><![CDATA[<p><img class='wp-post-image' style='margin-left:auto;margin-right:auto' src="image/jpeg;base64,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" width="303px" alt="Клоакинг в CPA маркетинге" /></p>
<p><p>Обычно в&nbsp;этом случае площадка дает бизнесу более выгодные условия. Чем подробнее вы опишете свое предложение, тем выше шанс найти хорошего веб-мастера и&nbsp;получить в&nbsp;итоге нужный результат. Клоакинг – это сложный инструмент, и его эффективное использование требует постоянного обучения и развития.</p>
</p>
<p><h2>Отношение поисковых систем и рекламных сетей к клоакингу</h2>
</p>
<p><p>Cloaking.House – это современный сервис фильтрации трафика, созданный командой Push.House. При продвижении черных или серых офферов, при проработке связок старайтесь их отбеливать. Даже если получиться обмануть модератора, креатив могут забанить из-за жалоб пользователей. Помните, клоака предназначена только для проталкивания креатива.</p>
</p>
<div style='text-align:center'></div>
<p><h2>Мошенничество в CPA-сетях</h2>
</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="image/jpeg;base64,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" width="309px" alt="Клоакинг в CPA маркетинге" /></p>
<p><p>В партнерском маркетинге и арбитраже трафика, клоакинг используется для показа разной информации пользователям и поисковым системам на одном веб-сайте. То есть, если определенный веб-сайт посетит робот поисковой системы он увидит одну информацию, а когда на этот же сайт зайдёт обычный пользователь он увидит совсем другую информацию. Основным преимуществом клоакинга является возможность быстрого достижения высоких позиций в поисковой выдаче и предоставление различного контента для разных групп пользователей.</p>
</p>
<p><h2>Актуальный способ работы с реджектами и какие они бывают? <img src="https://s.w.org/images/core/emoji/13.0.1/72x72/26a0.png" alt="⚠" class="wp-smiley" style="height: 1em; max-height: 1em;" /></h2>
</p>
<p><p>Завершающий этап — непосредственно настройка вашей страницы. Загрузите еще один предложенный сервисом код и внесите его в директорию. Можно интегрировать 2 версии страницы и иными способами, в данном случае все зависит от возможностей и функционала вашего трекера. Следует заметить, что рассмотренный метод фильтрации трафика может применяться не только для прохождения модерации с запрещенным к рекламе контентом. Многие арбитражники пользуются маскировкой с целью сокрытия рабочих связок от партнеров / шпионских сервисов / конкурентов. Реже посредством данного метода скрывают от рекламодателя информацию о том, что наполняют трафик из запрещенных источников.</p>
</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="image/jpeg;base64,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" width="302px" alt="Клоакинг в CPA маркетинге" /></p>
<p><h2>Какие есть риски для бизнеса</h2>
</p>
<p><p>В свою очередь потенциальные клиенты попадают на «агрессивную» страницу. На основе поведенческого фактора сайт может пессимизироваться, но на это нужно время. Практически не использует каких-то дополнительных систем защиты. Но ИИ FB рано или поздно перекочует и сюда, Meta не бросит свое детище на произвол судьбы.</p>
</p>
<ul>
<li>Это могут быть пользователи из неплатежеспособных регионов, которые зашли через VPN, поисковые боты, скрипты нечестных бирж, конкуренты – все они съедают рекламные бюджеты, не давая выхлопа.</li>
<li>В настройках трекера задают параметры для разделения трафика.</li>
<li>В таких ситуациях именно клоакинг сможет защитить ваш контент от копирования, перекрыв вашим конкурентам доступ к качественным и отлично оптимизированным web-страницам.</li>
</ul>
<p><p>Чаще всего клоакинг используют, чтобы скрыть нежелательный или запрещенный контент от поисковых систем или анти-спам фильтров. Также cloaking применяют в SEO — демонстрируют поисковикам максимально оптимизированный <a href="https://maxipartners.com/articles/kloaking-v-cpa-marketinge/">Клоакинг в CPA маркетинге</a> ресурс. Настройка клоакинга заключается в разделении обычных пользователей и поисковых роботов. В данном способе клоакинг осуществляется с помощью транзитной страницы с CTA-элементом.</p>
</p>
<p><p>В такой ситуации добиться снисхождения службы поисковой системы возможно, лишь доказав, что вы использовали данный прием во благо пользователей web-страницы. Все поисковики достаточно агрессивно реагируют на использование рассматриваемых методов работы. По их мнению, клоакинг — это просто еще одна вариация спама, <a href="https://maxipartners.com/articles/kogo-nazyvayut-alkhimikami-s-uoll-strit/">https://maxipartners.com/articles/kogo-nazyvayut-alkhimikami-s-uoll-strit/</a> которая засоряет базы данных и всячески препятствует стабильному функционированию всех поисковых систем. Поэтому  если бот вычислил сайт с черным SEO, то к нему непременно будут применены штрафные санкции. Термин «клоакинг» происходит от английского слова «cloak», что переводится как «маска», «прикрытие».</p>
</p>
<p><h2>Популярные CPA-платформы:</h2>
</p>
<ul>
<li>Можно интегрировать 2 версии страницы и иными способами, в данном случае все зависит от возможностей и функционала вашего трекера.</li>
<li>В таких случаях возникает выбор между использованием других источников трафика или попыткой обмануть систему.</li>
<li>Это идеальный инструмент для клоакинга на Facebook, но, согласно многим отзывам, он плохо работает для других источников.</li>
<li>Рассмотрим приблизительный алгоритм настройки клоакинга в Google AdWords посредством трекера.</li>
<li>По их мнению, клоакинг — это просто еще одна вариация спама, которая засоряет базы данных и всячески препятствует стабильному функционированию всех поисковых систем.</li>
</ul>
<p><p>Это позволяет участникам получать релевантный контент, а нежелательным пользователям отображается оптимизированная страница. В таких случаях возникает выбор между использованием других источников трафика или попыткой обмануть систему. На практике используются специальные сервисы для создания клоакинга, которые позволяют работать без трекеров. Эти сервисы применяют JS-скрипты для разделения трафика.Одно из главных преимуществ таких сервисов – способность самостоятельно собирать и обрабатывать базы данных IP-адресов ботов и модераторов. Это упрощает процесс настройки и поддержания актуальности клоакинга. Клоакинг это метод подмены контента, при котором обычные пользователи и поисковые боты видят разную информацию при посещении одной и той же веб-страницы.</p>
</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="image/jpeg;base64,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" width="301px" alt="Клоакинг в CPA маркетинге" /></p>
<p><h2>Как настроить клоакинг в Google AdWords</h2>
</p>
<p><p>В одном профиле реализована возможность работы целой команды маркетологов. Скрипт легко установить на свой сервер (загружается в корень домена, в отличие от других клоак, IM KLO – это не облачный сервис). Нужно купить  установочные файлы один раз, после этого никакой ежемесячной подписки. Гугл, Яндекс, Фейсбук негативно относится к раскрутке этих вертикалей, даже если они легальны в выбранном регионе. Клоака – отличный способ обойти ограничения и получить большие объемы трафика.</p></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Customer Acquisition Cost CAC метрика и расчет</title>
		<link>https://www.rafaekiko.pt/customer-acquisition-cost-cac-metrika-i-raschet/</link>
		
		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Thu, 13 Feb 2020 16:52:40 +0000</pubDate>
				<category><![CDATA[Форекс партнерская программа]]></category>
		<guid isPermaLink="false">https://www.rafaekiko.pt/?p=6521</guid>

					<description><![CDATA[Для расчета САС учитывают только тех, кто оплатил покупку. Система дает доступ к истории взаимодействия каждого клиента с компанией. Вы]]></description>
										<content:encoded><![CDATA[<p>Для расчета САС учитывают только тех, кто оплатил покупку. Система дает доступ к истории взаимодействия каждого клиента с компанией. Вы сможете проанализировать заказы, выявить потребности аудитории и скорректировать маркетинговую кампанию на основе этих данных. Еще CRM поможет персонально работать с каждым покупателем и повысить его LTV.</p>
<ul>
<li>Если CAC слишком высок, относительно LTV, это может быть сигналом проблем в маркетинговой стратегии и каналах.</li>
<li>Стоимость привлечения клиента, или Customer Acquisition Cost (CAC), — это показатель, который постоянно растет по мере развития конкуренции и запуска новых рекламных кампаний.</li>
<li>Принято учитывать все затраты, которые способствовали формированию рекламного канала.</li>
<li>Результаты исследования Recurly показывают, что для индустрий в сфере B2C характерен более высокий показатель оттока, чем для сферы B2B.</li>
<li>Вы пользуетесь Dropbox бесплатно в течение некоторого периода времени, пока не достигнете предела дискового пространства, которое затем вы можете докупить.</li>
</ul>
<p>А что делать, если вы используете бизнес-модель freemium (продукт можно использовать бесплатно, а платной является расширенная версия)? Некоторым бизнесам даже стоит закладывать поддержку таких продуктов в расходы на CAC. Однако многие этого не делают, чтобы не усложнять расчеты. Вот почему метрика стоимости привлечения клиентов (customer acquisition cost, CAC) так важна. Это главный индикатор, помогающий предотвращать опрометчивые расходы. В этой статье поговорим о расчете CAC и поддержании ее на нормальном уровне.</p>
<h2>Как записывается формула CAC?</h2>
<p>Помогает определить и оптимизировать период окупаемости. Помогает оптимизировать коэффициент LTV/CAC до значения 3 или выше. Например, создавать аудитории с&nbsp;максимальным <a href="https://maxipartners.com/">https://maxipartners.com/</a> счётом и&nbsp;демонстрировать им&nbsp;рекламные объявления. Необходимо сделать так, чтобы клиентам было выгодно сотрудничать с&nbsp;компанией как можно дольше.</p>
<ul>
<li>Тем не менее, есть несколько факторов, на которые следует обратить внимание при оценке нормальности CAC.</li>
<li>Касательно этого вопроса существуют разные мнения, но мы склоняемся к тому, что это необходимо.</li>
<li>Все зависит от конкретного бизнеса и его маркетинговой модели.</li>
<li>Похоже, мы должны запускать Ad 1 как можно чаще и закрывать два других как можно скорее.</li>
</ul>
<p>Если да, включите соответствующую графу в статьи расходов. В таком случае вам необходимо учитывать доход по месячным когортам, а не в момент конвертации лида в клиента. В противном случае можно столкнуться с неверной оценкой рентабельности активов (ROAS). Но даже в  2020 году многие интернет-магазины до сих пор не рассчитали эти метрики.</p>
<h2>На какой CAC надо ориентироваться</h2>
<p>Этим  действием может быть, например, покупка товара, регистрация в&nbsp;сервисе, подписка на&nbsp;рассылку, заполнение формы и&nbsp;так далее. Влияние CAC и&nbsp;косвенных расходов на&nbsp;чистую прибыль с&nbsp;клиента, руб. Каждый привлеченный в&nbsp;этом месяце клиент обошелся компании в&nbsp;400&nbsp;рублей. Автоматизация в маркетинге позволяет конвертировать потенциального клиента в покупателя практически на каждом этапе воронки продаж. Использование чат-ботов и онлайн-чатов с автоматической лидогенерацией и рассылкой по электронной почте снижает CAC.</p>
<p>Допустим, новый клиент обходится компании в&nbsp;2000&nbsp;рублей. С&nbsp;учетом конверсии сайта и&nbsp;отдела продаж можно планировать расходы на&nbsp;рекламную кампанию. На&nbsp;практике все несколько сложнее&nbsp;— оптимального значения нет. Соотношение <a href="https://maxipartners.com/cac/">cac это</a> CAC к&nbsp;LTV нужно оценивать, исходя из&nbsp;административных расходов и&nbsp;специфики бизнеса. Чем больше у&nbsp;компании административных расходов, тем ниже должен быть CAC по&nbsp;отношению к&nbsp;LTV, чтобы компания выходила в&nbsp;плюс.</p>
<h2>Дальнейшие шаги: пожизненная ценность клиента</h2>
<p>Если CAC слишком высок, относительно LTV, это может быть сигналом проблем в маркетинговой стратегии и каналах. Очень малые предприятия имеют тенденцию расти с помощью одной тактики или канала (например, событий). Это позволяет очень просто подсчитать ваши расходы, потому что все это наглядно и понятно. Все эти факторы следует учитывать при расчетах CAC, чтобы убедиться, что вы честно учитываете, сколько вам стоит привлечение клиента. Lifetime Value&nbsp;— это прибыль, которую получает компания за&nbsp;всё время сотрудничества с&nbsp;клиентом.</p>
<p>Например, важно видеть, сколько денег мы получаем от&nbsp;клиента. Лучшей метрикой для&nbsp;этого может быть LifeTime Value (LTV) — метрика, отражающая, сколько денег бизнес получит от&nbsp;привлеченного клиента. Если мы получаем от&nbsp;клиента меньше денег, чем тратим на&nbsp;привлечение — конечно же, такой бизнес очень скоро ждет провал. Для получения CAC нужно поделить «расходы на&nbsp;маркетинг» на&nbsp;«количество привлеченных клиентов». С&nbsp;учетом всех остальных затрат компания потратила 8400&nbsp;руб. CAC пригодится, когда компания выходит на&nbsp;новый рынок или начинает работать в&nbsp;новом сегменте.</p>
]]></content:encoded>
					
		
		
			</item>
	</channel>
</rss>
