
<p>Você já se perguntou como é possível fazer sua primeira venda em apenas 24 horas?</p>



<figure class="wp-block-image"><a href="https://cursos.escaladosucesso.com/primeiravenda24hr" target="_blank" rel="noopener noindex"><img src="https://static-media.hotmart.com/hYnCisrjpL5duxqtOP5rJMTaFFc=/1024x298/filters:quality(100)/hotmart/checkout_custom/901a064d-ea34-4de1-9b03-2680fbab2293/3jr6cd76g.jpg" alt="Primeira Venda em 24 Horas" title="Primeira Venda em 24 Horas"/></a></figure>



<p></p>



<div class="wp-block-buttons is-content-justification-center is-layout-flex wp-container-core-buttons-is-layout-16018d1d wp-block-buttons-is-layout-flex">
<div class="wp-block-button"><a class="wp-block-button__link wp-element-button" href="https://cursos.escaladosucesso.com/primeiravenda24hr" target="_blank" rel="noopener noindex">COMECE AGORA</a></div>
</div>



<p></p>



<p>Existem estratégias e técnicas eficazes que podem garantir que você alcance esse objetivo em um curto espaço de tempo? A resposta é definitivamente SIM!</p>



<p>Se você está começando no mundo dos <a href="https://cursos.escaladosucesso.com/negocios-e-empreendedorismo/">negócios </a>de afiliados e busca resultados rápidos, este artigo é para você.</p>



<p>Aqui, revelaremos o segredo por trás do sucesso dos novos afiliados e mostraremos como você também pode alcançar sua <b>primeira venda em 24 horas</b>.</p>



<div class="wp-block-buttons is-content-justification-center is-layout-flex wp-container-core-buttons-is-layout-16018d1d wp-block-buttons-is-layout-flex">
<div class="wp-block-button"><a class="wp-block-button__link wp-element-button" href="https://cursos.escaladosucesso.com/primeiravenda24hr" target="_blank" rel="noopener noindex">GARANTIR MINHA VAGA</a></div>
</div>



<p></p>



<p>Mas antes de mergulharmos nessa fórmula incrível, vamos entender como isso é possível e desafiar um pensamento comum.</p>



<p>Muitas pessoas acreditam que leva semanas, meses ou até anos para fazer a primeira venda como afiliado. Mas será mesmo?</p>



<p>Tenha em mente que estamos falando de negócios digitais, onde tudo pode acontecer em um ritmo acelerado.</p>



<p>Então, por que não acreditar que é possível fazer sua primeira venda em apenas 24 horas?</p>



<p>E se você descobrir que existe uma fórmula comprovada para alcançar esse feito em um curto período de tempo, você estaria disposto a conhecer e implementar essas estratégias?</p>



<p>Se sua resposta é sim, continue lendo e descubra como garantir sua <a href="https://go.hotmart.com/O91992633F?src=post5558" target="_blank" rel="nofollow noopener sponsored"><b>primeira venda em 24 horas</b> </a>com sucesso!</p>


<div class="wp-block-image">
<figure class="aligncenter"><a href="https://cursos.escaladosucesso.com/primeiravenda24hr" target="_blank" rel="noopener noindex"><img src="https://cursos.escaladosucesso.com/wp-content/uploads/2024/03/Primeira-Venda-em-24-Horas-1.webp" alt="Primeira Venda em 24 Horas" class="wp-image-5562 lazy" title="Primeira Venda em 24 Horas"/></a></figure></div>


<p></p>



<div class="wp-block-buttons is-content-justification-center is-layout-flex wp-container-core-buttons-is-layout-16018d1d wp-block-buttons-is-layout-flex">
<div class="wp-block-button"><a class="wp-block-button__link wp-element-button" href="https://cursos.escaladosucesso.com/primeiravenda24hr" target="_blank" rel="noopener noindex">COMECE JÁ!</a></div>
</div>



<p></p>



<h2 class="wp-block-heading has-medium-font-size">Descubra a Fórmula de Sucesso dos Novos Afiliados</h2>



<p>Nesta seção, vamos explorar a fórmula de sucesso seguida pelos novos afiliados.</p>



<p>Para alcançar resultados impressionantes, é essencial <b>construir uma fundação sólida</b> para o seu negócio de afiliados.</p>



<h3 class="wp-block-heading has-medium-font-size">Construa uma Fundação Sólida</h3>



<p>Construir uma base sólida é a chave para o sucesso duradouro como afiliado. Isso significa entender seu público-alvo, conhecer seus interesses e necessidades, e desenvolver uma marca pessoal autêntica que ressoe com eles.</p>



<p>Ao construir sua base, você estará criando um relacionamento de confiança com seus futuros clientes, o que é fundamental para o sucesso a longo prazo.</p>



<h3 class="wp-block-heading has-medium-font-size">Encontre o Produto Certo e Defina sua Estratégia</h3>



<p>Ao escolher um produto para promover, é importante encontrar algo que esteja alinhado aos interesses do seu público-alvo.</p>



<p>Faça uma pesquisa minuciosa, analise as tendências do mercado e encontre um produto que resolva um problema ou atenda a uma necessidade específica.</p>



<p>Com o produto correto em mãos, defina uma estratégia clara e focada que leve você em direção à sua primeira venda em apenas 24 horas.</p>



<div class="wp-block-buttons is-content-justification-center is-layout-flex wp-container-core-buttons-is-layout-16018d1d wp-block-buttons-is-layout-flex">
<div class="wp-block-button"><a class="wp-block-button__link wp-element-button" href="https://cursos.escaladosucesso.com/primeiravenda24hr" target="_blank" rel="noopener noindex">APROVEITE A OFERTA!</a></div>
</div>



<p></p>



<h3 class="wp-block-heading has-medium-font-size">Utilize Técnicas de Divulgação Efetivas</h3>



<p>Para impulsionar suas vendas, é essencial utilizar <b>técnicas de divulgação efetivas</b>. Isso inclui o uso de mídias sociais, marketing por e-mail, conteúdo relevante e estratégias de SEO.</p>



<p>Aprenda a atrair o público certo, despertar interesse e estabelecer uma conexão genuína.</p>



<p>Com as técnicas de divulgação corretas, você poderá alcançar resultados incríveis e transformar seu negócio de afiliados em um verdadeiro sucesso.</p>


<div class="wp-block-image">
<figure class="aligncenter"><a href="https://cursos.escaladosucesso.com/primeiravenda24hr" target="_blank" rel="noopener noindex"><img src="https://cursos.escaladosucesso.com/wp-content/uploads/2024/03/Primeira-Venda-em-24-Horas-4.webp" alt="Primeira Venda em 24 Horas" class="wp-image-5565 lazy" title="Primeira Venda em 24 Horas"/></a></figure></div>


<p></p>



<div class="wp-block-buttons is-content-justification-center is-layout-flex wp-container-core-buttons-is-layout-16018d1d wp-block-buttons-is-layout-flex">
<div class="wp-block-button"><a class="wp-block-button__link wp-element-button" href="https://cursos.escaladosucesso.com/primeiravenda24hr" target="_blank" rel="noopener noindex">GARANTIR MINHA VAGA</a></div>
</div>



<p></p>



<p>Ao seguir a <b>fórmula de sucesso dos novos afiliados</b>, <b>construir uma fundação sólida</b>, <b>encontrar o produto certo</b> e definir uma estratégia eficaz, e utilizar <b>técnicas de divulgação efetivas</b>, você estará no caminho certo para alcançar sua primeira venda em apenas 24 horas.</p>



<p>Não perca a oportunidade de transformar sua paixão em um negócio lucrativo como afiliado.</p>



<p>Comece hoje mesmo e veja os resultados impressionantes que você pode alcançar!</p>



<p></p>



<div class="wp-block-buttons is-content-justification-center is-layout-flex wp-container-core-buttons-is-layout-16018d1d wp-block-buttons-is-layout-flex">
<div class="wp-block-button"><a class="wp-block-button__link wp-element-button" href="https://cursos.escaladosucesso.com/primeiravenda24hr" target="_blank" rel="noopener noindex">R$ 19,90 ou 4x 5,34</a></div>
</div>



<p></p>



<h2 class="wp-block-heading has-medium-font-size">Primeira Venda em 24 Horas: O Passo a Passo</h2>



<p>Alcançar sua primeira venda em 24 horas pode parecer um desafio, mas com o <b>passo a passo</b> certo, é completamente possível.</p>


<div class="wp-block-image">
<figure class="aligncenter"><a href="https://cursos.escaladosucesso.com/primeiravenda24hr" target="_blank" rel="noopener noindex"><img src="https://cursos.escaladosucesso.com/wp-content/uploads/2024/03/Primeira-Venda-em-24-Horas.webp" alt="Primeira Venda em 24 Horas" class="wp-image-5569 lazy" title="Primeira Venda em 24 Horas"/></a></figure></div>


<p></p>



<div class="wp-block-buttons is-content-justification-center is-layout-flex wp-container-core-buttons-is-layout-16018d1d wp-block-buttons-is-layout-flex">
<div class="wp-block-button"><a class="wp-block-button__link wp-element-button" href="https://cursos.escaladosucesso.com/primeiravenda24hr" target="_blank" rel="noopener noindex">PRIMEIRA VENDA EM 24HRS (COMPLETO) + BÔNUS EXCLUSIVO</a></div>
</div>



<p></p>



<p>Nesta seção, vamos mergulhar em cada etapa necessária para conquistar sua primeira venda rapidamente.</p>



<ol class="wp-block-list">
<li><strong>Defina seu público-alvo:</strong> Antes de começar a promover um produto, é fundamental identificar para quem ele é direcionado. Compreender as necessidades e desejos do seu público-alvo ajudará a criar estratégias de marketing mais eficazes.</li>



<li><strong>Escolha um produto de alta demanda:</strong> Opte por um produto que seja relevante para seu público-alvo e que esteja em alta demanda. Isso aumentará suas chances de realizar uma venda em um curto período de tempo.</li>



<li><strong>Crie uma landing page persuasiva:</strong> Uma landing page convincente é essencial para transformar visitantes em compradores. Certifique-se de destacar os benefícios do produto, incluir depoimentos positivos e uma chamada para ação clara.</li>



<li><strong>Promova seu produto nas redes sociais:</strong> Utilize as plataformas de mídia social para alcançar um público maior. Compartilhe conteúdo relevante, crie anúncios direcionados e interaja com os seguidores para gerar interesse em seu produto.</li>



<li><strong>Crie conteúdo de valor:</strong> Produza conteúdo útil e relevante para estabelecer sua autoridade no nicho. Isso ajudará a construir confiança com seu público-alvo e aumentar suas chances de realização de vendas.</li>
</ol>



<figure class="wp-block-image"><a href="https://cursos.escaladosucesso.com/primeiravenda24hr" target="_blank" rel="noopener noindex"><img src="data:image/jpeg;base64,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" alt="passo a passo para primeira venda em 24 horas" title="passo a passo para primeira venda em 24 horas"/></a></figure>



<p></p>



<h3 class="wp-block-heading has-medium-font-size">A Jornada Após Sua Primeira Venda</h3>



<p>Após conquistar sua <b>primeira venda em 24 horas</b>, o trabalho não para por aí.</p>



<p>Agora, é hora de focar em expandir seu negócio e garantir resultados consistentes.</p>



<p>Aqui estão algumas estratégias para continuar crescendo seu negócio:</p>



<ul class="wp-block-list">
<li><strong>Fidelização de clientes:</strong> Concentre-se em manter seus clientes satisfeitos para que eles se tornem compradores recorrentes. Ofereça um excelente atendimento ao cliente, forneça conteúdo exclusivo e recompense a fidelidade.</li>



<li><strong>Expanda sua oferta:</strong> Identifique oportunidades de diversificação e expanda seu portfólio de produtos. Isso permitirá que você alcance diferentes segmentos de mercado e aumente seu potencial de lucro.</li>



<li><strong>Aproveite o poder do marketing por e-mail:</strong> Construa uma lista de e-mails e envie regularmente conteúdo relevante e ofertas exclusivas para seus assinantes. O e-mail marketing é uma ferramenta poderosa para manter um relacionamento próximo com seu público-alvo.</li>
</ul>



<h3 class="wp-block-heading has-medium-font-size">Continuidade e Crescimento no Marketing Digital</h3>



<p>No mundo do marketing digital, é fundamental buscar continuamente por novas oportunidades e técnicas.</p>



<p>Aqui estão algumas dicas para garantir o crescimento contínuo do seu negócio:</p>



<ul class="wp-block-list">
<li><strong>Invista em conhecimento:</strong> Mantenha-se atualizado com as últimas tendências e estratégias de marketing digital. Participar de cursos, workshops e conferências ajudará você a adquirir conhecimentos valiosos que podem impulsionar seu negócio.</li>



<li><strong>Networking:</strong> Conecte-se com outros profissionais do marketing digital para trocar experiências, aprender com os outros e criar parcerias estratégicas. Aproveite eventos, grupos de redes sociais e fóruns online para expandir sua rede de contatos.</li>
</ul>



<h2 class="wp-block-heading has-medium-font-size">Conclusão</h2>



<p>Parabéns por ter chegado até aqui! Ao longo deste artigo, exploramos estratégias e técnicas fundamentais para alcançar sua primeira venda em 24 horas no mundo do marketing de afiliados.</p>



<p>Enfatizamos a importância de seguir a fórmula revelada e construir uma base sólida para o seu negócio.</p>



<p>Ao definir a estratégia certa e encontrar o produto ideal, você estará preparado para aproveitar ao máximo as oportunidades de divulgação efetiva.</p>



<p>É essencial lembrar que o sucesso no marketing de afiliados requer dedicação e consistência.</p>



<p>Não acontece da noite para o dia, mas com esforço contínuo e aplicação das estratégias apresentadas, você estará no caminho certo para alcançar resultados incríveis.</p>



<p>Não se esqueça de que estamos disponibilizando um curso completo para você realizar sua primeira venda em 24 horas por apenas R$ 19,90 ou 4x de 5,34!</p>



<p>Além disso, você terá acesso a bônus incríveis, bem como a um grupo de <b>networking</b> exclusivo, onde poderá trocar experiências e conhecimentos com outros profissionais do setor.</p>



<h2 class="wp-block-heading has-medium-font-size">Perguntas Frequentes (FAQ)</h2>


<div id="rank-math-faq" class="rank-math-block">
<div class="rank-math-list ">
<div id="faq-question-1711584504151" class="rank-math-list-item">
<h3 class="rank-math-question ">Como posso garantir minha primeira venda em 24 horas?</h3>
<div class="rank-math-answer ">

<p>Para garantir sua primeira venda em 24 horas, é importante seguir uma fórmula de sucesso comprovada. </p>
<p>Neste artigo, você encontrará orientações e dica de um curso com o <strong>passo a passo</strong> necessário e as estratégias eficazes para alcançar esse objetivo rapidamente.</p>

</div>
</div>
<div id="faq-question-1711584551255" class="rank-math-list-item">
<h3 class="rank-math-question ">Qual é o segredo por trás do sucesso dos novos afiliados?</h3>
<div class="rank-math-answer ">

<p>O segredo por trás do sucesso dos novos afiliados está na construção de uma fundação sólida para o negócio de afiliados, na escolha do produto certo para promover, na definição de uma estratégia eficaz e na utilização de <strong>técnicas de divulgação efetivas</strong>.</p>

</div>
</div>
<div id="faq-question-1711584571374" class="rank-math-list-item">
<h3 class="rank-math-question ">Quais são as etapas necessárias para alcançar minha primeira venda em 24 horas?</h3>
<div class="rank-math-answer ">

<p>Existem algumas etapas essenciais para alcançar sua primeira venda em 24 horas. Estas incluem a construção de uma fundação sólida, a escolha do produto certo para promover, a definição de uma estratégia eficaz e a utilização de técnicas de divulgação efetivas. </p>
<p>Veja neste artigo, nossa sugestão de um curso que vai te orientar no <strong>passo a passo</strong> detalhado para colocar essas etapas em prática.</p>

</div>
</div>
<div id="faq-question-1711584596222" class="rank-math-list-item">
<h3 class="rank-math-question ">O que fazer após minha primeira venda?</h3>
<div class="rank-math-answer ">

<p>Após sua primeira venda, é importante continuar a jornada de crescimento do seu negócio de afiliados. </p>
<p>Este artigo discute estratégias para aproveitar as oportunidades do marketing digital, promovendo a continuidade e o crescimento, além de enfatizar a importância de <strong>investir em conhecimento</strong> e <strong>networking</strong> para garantir o sucesso contínuo no marketing de afiliados.</p>

</div>
</div>
<div id="faq-question-1711584626084" class="rank-math-list-item">
<h3 class="rank-math-question ">Qual é a importância de seguir a fórmula revelada para alcançar minha primeira venda em 24 horas?</h3>
<div class="rank-math-answer ">

<p>A fórmula revelada neste artigo é um guia comprovado para garantir sua primeira venda em 24 horas. </p>
<p>Seguindo os passos e estratégias, você estará no caminho certo para alcançar resultados incríveis. Lembre-se de que o sucesso no marketing de afiliados requer dedicação e aplicação consistente da fórmula.</p>

</div>
</div>
<div id="faq-question-1711584646816" class="rank-math-list-item">
<h3 class="rank-math-question ">O sucesso no marketing de afiliados acontece rapidamente?</h3>
<div class="rank-math-answer ">

<p>O sucesso no marketing de afiliados não acontece da noite para o dia. É necessário dedicar tempo e esforço para construir um negócio sólido. </p>
<p>No entanto, seguindo a fórmula revelada neste artigo e aplicando as estratégias discutidas, você estará no caminho certo para alcançar resultados significativos e duradouros.</p>

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Segredo Revelado: A Fórmula para Alcançar sua Primeira Venda em 24 Horas
