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<title>Premium Blogging Platform &#45; coroarendoria</title>
<link>https://postr.blog/rss/author/coroarendoria</link>
<description>Premium Blogging Platform &#45; coroarendoria</description>
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<title>Coroa Rendoria Análise&#45;{Como Funciona}&#45;Guia de Recursos para Uma Experiência de Trading Mais Informada!</title>
<link>https://postr.blog/coroa-rendoria-analise-como-funciona-guia-de-recursos-para-uma-experiencia-de-trading-mais-informada</link>
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<pubDate>Wed, 19 Aug 2026 13:39:22 +0200</pubDate>
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<content:encoded><![CDATA[<p dir="ltr"><span>O mercado financeiro está passando por uma transformação significativa. Ferramentas digitais, inteligência artificial (IA), automação e plataformas de investimento online estão tornando o acesso aos mercados mais simples para pessoas que anteriormente consideravam o universo financeiro complexo ou distante.</span></p>
<p dir="ltr"><span>É nesse cenário que surge a </span><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Coroa Rendoria</span></a><span>, uma plataforma que combina tecnologia de análise de mercado com o acompanhamento de um analista financeiro. De acordo com as informações apresentadas em seu site, a plataforma foi desenvolvida para oferecer acesso a diferentes classes de ativos, incluindo criptomoedas, forex e ações, além de recursos destinados ao acompanhamento das operações em tempo real. </span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span><img 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" width="602" height="601"></span></a></p>
<p dir="ltr"><span>A proposta da Coroa Rendoria é simplificar a experiência para usuários de diferentes níveis de conhecimento. Em vez de depender exclusivamente da análise manual de gráficos e indicadores, a plataforma afirma utilizar inteligência artificial para acompanhar dados de mercado e identificar possíveis oportunidades, enquanto um analista financeiro oferece orientação ao usuário. </span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span>👉CLIQUE AQUI PARA ABRIR SUA CONTA GRATUITA NA COROA RENDORIA</span></a></p>
<h2 dir="ltr"><span>O que é a Coroa Rendoria?</span></h2>
<p dir="ltr"><span>A Coroa Rendoria é apresentada como uma plataforma de investimento e negociação que combina ferramentas baseadas em inteligência artificial com acompanhamento humano. Segundo o site oficial, seu objetivo é ajudar usuários a acompanhar os mercados e desenvolver estratégias de investimento de acordo com seus objetivos e perfil de risco. </span></p>
<p dir="ltr"><span>Um dos principais elementos da plataforma é a combinação entre tecnologia e orientação profissional. A inteligência artificial é utilizada para analisar informações de mercado, enquanto o analista financeiro atua como um ponto de apoio para explicar estratégias e acompanhar o processo.</span></p>
<p dir="ltr"><span>Essa abordagem pode ser especialmente interessante para pessoas que desejam conhecer melhor os mercados financeiros, mas não têm tempo ou experiência suficiente para acompanhar constantemente gráficos, notícias econômicas e movimentos de preços.</span></p>
<p dir="ltr"><span>A plataforma também afirma disponibilizar acesso multiplataforma, permitindo que os usuários acompanhem suas contas por computador, tablet ou celular. </span></p>
<h2 dir="ltr"><span>Uma plataforma voltada para diferentes mercados</span></h2>
<p dir="ltr"><span>Uma característica destacada pela </span><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Coroa Rendoria é Confiável</span></a><span> é o acesso a diferentes classes de ativos em um único ambiente.</span></p>
<p dir="ltr"><span>Segundo as informações disponíveis na plataforma, os mercados incluem:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Criptomoedas</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Forex</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Ações</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Commodities</span></p>
</li>
</ul>
<p dir="ltr"><span>A diversificação entre diferentes mercados pode ser relevante para investidores que desejam compreender diferentes oportunidades e riscos. Entretanto, diversificar não significa eliminar o risco. Cada classe de ativo possui características próprias, níveis de volatilidade e fatores econômicos que podem afetar seus preços.</span></p>
<p dir="ltr"><span>No segmento de criptomoedas, por exemplo, ativos como Bitcoin e Ethereum podem apresentar movimentos expressivos em períodos relativamente curtos. O mercado forex, por outro lado, está fortemente relacionado a fatores como taxas de juros, inflação, políticas monetárias e acontecimentos econômicos internacionais.</span></p>
<p dir="ltr"><span>Por isso, uma plataforma que reúne vários mercados pode oferecer conveniência, mas o usuário ainda precisa compreender as características de cada investimento antes de tomar decisões.</span></p>
<h2 dir="ltr"><span>Como funciona a inteligência artificial da Coroa Rendoria?</span></h2>
<p dir="ltr"><span>A inteligência artificial tornou-se uma das tecnologias mais utilizadas no setor financeiro moderno. Sistemas automatizados podem processar grandes quantidades de informações em pouco tempo, identificar padrões e auxiliar na interpretação de dados.</span></p>
<p dir="ltr"><span>A Coroa Rendoria afirma utilizar mecanismos de IA e aprendizado de máquina para analisar os mercados e gerar sinais ou estratégias. O site informa ainda que determinados recursos podem apresentar uma precisão de sinais de até 85% nas estratégias de IA suportadas. </span></p>
<p dir="ltr"><span>É importante interpretar esse tipo de informação com cautela. Uma taxa de precisão apresentada por uma plataforma não deve ser entendida como garantia de lucro futuro. Mercados financeiros são imprevisíveis, e resultados passados ou estimativas de desempenho não garantem resultados futuros.</span></p>
<p dir="ltr"><span>A principal vantagem potencial da IA está na capacidade de analisar informações rapidamente e ajudar a organizar dados que seriam difíceis de acompanhar manualmente.</span></p>
<p dir="ltr"><span>Ainda assim, decisões financeiras devem considerar fatores adicionais, incluindo risco, horizonte de investimento, situação financeira pessoal e objetivos individuais.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span>🔥COMECE A NEGOCIAR DE FORMA MAIS INTELIGENTE COM A COROA RENDORIA — JUNTE-SE A NÓS AQUI</span></a></p>
<h2 dir="ltr"><span>A importância do analista financeiro</span></h2>
<p dir="ltr"><span>Outro diferencial apresentado pela Coroa Rendoria é a presença de um analista financeiro dedicado.</span></p>
<p dir="ltr"><span>De acordo com a plataforma, o analista trabalha em conjunto com ferramentas de IA para orientar o usuário de acordo com seus objetivos e nível de risco. </span></p>
<p dir="ltr"><span>Essa combinação pode ajudar a reduzir uma das dificuldades enfrentadas por novos investidores: a falta de conhecimento sobre como interpretar informações financeiras.</span></p>
<p dir="ltr"><span>Um analista pode explicar conceitos, apresentar possíveis estratégias e ajudar o usuário a compreender melhor os riscos envolvidos. Isso pode ser particularmente útil para quem está começando.</span></p>
<p dir="ltr"><span>No entanto, orientação financeira não elimina o risco de mercado. Mesmo uma estratégia cuidadosamente planejada pode gerar perdas.</span></p>
<p dir="ltr"><span>Por isso, o usuário deve manter expectativas realistas e nunca considerar qualquer plataforma de investimento como uma garantia de rendimento.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span><img 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" width="602" height="601"></span></a></p>
<h2 dir="ltr"><span>Acompanhamento das operações em tempo real</span></h2>
<p dir="ltr"><span>Outro recurso destacado pela </span><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Plataforma Coroa Rendoria</span></a><span> é o acompanhamento da conta em tempo real.</span></p>
<p dir="ltr"><span>A plataforma afirma disponibilizar gráficos de candles, informações de profundidade de mercado, acompanhamento de preços e recursos de execução de ordens. </span></p>
<p dir="ltr"><span>Para investidores, visualizar as informações em tempo real pode facilitar o acompanhamento das posições e ajudar na compreensão dos movimentos do mercado.</span></p>
<p dir="ltr"><span>A plataforma também informa que mantém conexões de API com exchanges suportadas e que suas operações podem ser encaminhadas e registradas automaticamente quando determinados modelos identificam sinais. </span></p>
<p dir="ltr"><span>A automação pode tornar determinadas tarefas mais eficientes, mas também exige atenção. Antes de utilizar qualquer sistema automatizado, é importante compreender como as operações são realizadas, quais limites existem e quais custos podem ser aplicados.</span></p>
<h2 dir="ltr"><span>Ferramentas de gerenciamento de risco</span></h2>
<p dir="ltr"><span>O gerenciamento de risco é um dos aspectos mais importantes de qualquer estratégia de investimento.</span></p>
<p dir="ltr"><span>A Coroa Rendoria afirma disponibilizar limites de risco para cada posição, incluindo stop-loss, drawdown máximo e limites de alocação de capital. Segundo a plataforma, determinadas operações podem ser encerradas automaticamente quando os limites estabelecidos são ultrapassados. </span></p>
<p dir="ltr"><span>Esses mecanismos são importantes porque podem ajudar o investidor a controlar a exposição.</span></p>
<p dir="ltr"><span>O stop-loss, por exemplo, pode ser utilizado para limitar uma perda em determinadas circunstâncias. Já os limites de alocação podem impedir que uma parcela excessivamente grande do capital seja direcionada para uma única posição.</span></p>
<p dir="ltr"><span>Mesmo assim, mecanismos de proteção não conseguem eliminar completamente os riscos. Em mercados voláteis, podem ocorrer movimentos rápidos de preço, diferenças de execução e outros fatores que afetam o resultado final.</span></p>
<h2 dir="ltr"><span>Segurança e proteção da conta</span></h2>
<p dir="ltr"><span>A segurança digital é uma preocupação essencial quando o assunto é investimento online.</span></p>
<p dir="ltr"><span>De acordo com o site da Coroa Rendoria, a plataforma utiliza criptografia TLS, autenticação de dois fatores e auditorias de infraestrutura. Também afirma que os registros de operações podem ser armazenados em blockchain. </span></p>
<p dir="ltr"><span>Essas medidas podem contribuir para uma experiência mais segura, mas os usuários também devem adotar boas práticas.</span></p>
<p dir="ltr"><span>Utilizar uma senha exclusiva, ativar autenticação de dois fatores, evitar compartilhar códigos de acesso e verificar cuidadosamente mensagens recebidas são atitudes importantes para proteger qualquer conta financeira.</span></p>
<p dir="ltr"><span>Também é recomendável revisar os termos de utilização, política de privacidade e informações de risco antes de fornecer dados pessoais ou realizar um depósito.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span>👉TENHA ACESSO AGORA AO CONJUNTO COMPLETO DE FERRAMENTAS DA COROA RENDORIA</span></a></p>
<h2 dir="ltr"><span>Como começar a utilizar a Coroa Rendoria?</span></h2>
<p dir="ltr"><span>O processo apresentado pela plataforma é relativamente simples.</span></p>
<p dir="ltr"><span>De acordo com as informações oficiais, o usuário começa criando uma conta e fornecendo informações básicas, como nome, sobrenome, e-mail e telefone. Em seguida, é necessário confirmar o endereço de e-mail e realizar o processo de verificação. </span></p>
<p dir="ltr"><span>Depois, o usuário pode adicionar fundos e definir seus objetivos de investimento. A plataforma informa que o depósito mínimo apresentado atualmente é de </span><span>R$ 1.300</span><span>. </span></p>
<p dir="ltr"><span>O processo pode ser resumido da seguinte maneira:</span></p>
<p dir="ltr"><span>1. Criar uma conta:</span><span> preencher o formulário de registro.</span></p>
<p dir="ltr"><span>2. Confirmar o e-mail:</span><span> concluir a verificação necessária.</span></p>
<p dir="ltr"><span>3. Depositar fundos:</span><span> adicionar capital utilizando um método disponível.</span></p>
<p dir="ltr"><span>4. Definir objetivos:</span><span> conversar com o analista e estabelecer uma estratégia.</span></p>
<p dir="ltr"><span>5. Começar a acompanhar o mercado:</span><span> utilizar os recursos disponíveis e acompanhar as operações.</span></p>
<p dir="ltr"><span>O depósito mínimo e as condições podem mudar, portanto é recomendável verificar diretamente as informações apresentadas no site antes de realizar qualquer operação.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span><img 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" width="602" height="601"></span></a></p>
<h2 dir="ltr"><span>Métodos de depósito</span></h2>
<p dir="ltr"><span>A Coroa Rendoria informa que oferece diferentes métodos para adicionar fundos à conta. Entre as opções apresentadas estão cartões, transferência bancária, PayPal, carteiras digitais e determinadas criptomoedas. </span></p>
<p dir="ltr"><span>A disponibilidade exata pode variar conforme a localização do usuário e outros fatores.</span></p>
<p dir="ltr"><span>Antes de efetuar qualquer depósito, é importante confirmar as condições aplicáveis, eventuais taxas, limites de transação e procedimentos de retirada.</span></p>
<h2 dir="ltr"><span>Como funcionam os saques?</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Coroa Rendoria Revisão</span></a><span> Segundo as informações disponíveis na plataforma, os usuários podem solicitar retiradas diretamente pelo painel de controle. Os fundos são direcionados ao método de pagamento escolhido, respeitando os respectivos prazos de processamento. </span></p>
<p dir="ltr"><span>É sempre importante verificar antecipadamente as regras de saque. Investidores devem conhecer os prazos, possíveis verificações adicionais e eventuais requisitos antes de comprometer capital.</span></p>
<p dir="ltr"><span>Manter registros de depósitos, operações e retiradas também pode facilitar a organização financeira e a declaração de eventuais obrigações fiscais.</span></p>
<h2 dir="ltr"><span>A Coroa Rendoria é adequada para iniciantes?</span></h2>
<p dir="ltr"><span>Uma das características destacadas pela plataforma é que não seria necessário possuir experiência anterior para começar. O site afirma que cada membro pode receber orientação de um analista financeiro, apoiado por ferramentas de IA. </span></p>
<p dir="ltr"><span>Para um iniciante, isso pode representar uma vantagem educacional, especialmente quando o objetivo é aprender conceitos básicos enquanto acompanha os mercados.</span></p>
<p dir="ltr"><span>Ainda assim, começar sem experiência não significa começar sem preparação.</span></p>
<p dir="ltr"><span>Antes de investir dinheiro real, é recomendável entender conceitos como volatilidade, liquidez, diversificação, risco de perda, stop-loss e exposição ao mercado.</span></p>
<p dir="ltr"><span>O investidor também deve estabelecer um orçamento que não comprometa suas necessidades essenciais.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span>🔥EXPERIMENTE A COROA RENDORIA NO SEU CELULAR HOJE — CADASTRE-SE AQUI</span></a></p>
<h2 dir="ltr"><span>Transparência e responsabilidade</span></h2>
<p dir="ltr"><span>Uma plataforma financeira deve ser analisada não apenas pelos recursos tecnológicos que oferece, mas também pela clareza de suas condições.</span></p>
<p dir="ltr"><span>A Coroa Rendoria declara apresentar custos antes do compromisso com o plano e afirma não cobrar taxas ocultas. </span></p>
<p dir="ltr"><span>O usuário deve, entretanto, conferir diretamente os documentos oficiais e as condições aplicáveis à sua conta.</span></p>
<p dir="ltr"><span>Também é importante lembrar que investir envolve risco. A própria plataforma informa que o capital está sujeito a perdas e que o valor dos investimentos pode subir ou cair. </span></p>
<p dir="ltr"><span>Nenhum sistema de IA, analista ou plataforma pode garantir resultados positivos em todos os cenários.</span></p>
<h2 dir="ltr"><span>O papel da educação financeira</span></h2>
<p dir="ltr"><span>A tecnologia pode facilitar o acesso aos mercados, mas conhecimento continua sendo uma das ferramentas mais importantes para qualquer investidor.</span></p>
<p dir="ltr"><span>Aprender sobre inflação, juros, ciclos econômicos, análise de risco e comportamento dos diferentes ativos pode ajudar a tomar decisões mais conscientes.</span></p>
<p dir="ltr"><span>Mesmo quando uma plataforma oferece sinais automatizados ou orientação profissional, o usuário deve procurar compreender por que determinada estratégia está sendo utilizada.</span></p>
<p dir="ltr"><span>Quanto maior o conhecimento, maior tende a ser a capacidade de avaliar oportunidades e identificar riscos.</span></p>
<h2 dir="ltr"><span>O que considerar antes de investir</span></h2>
<p dir="ltr"><span>Antes de abrir uma conta ou realizar um depósito, vale considerar alguns pontos fundamentais.</span></p>
<p dir="ltr"><span>Primeiro, determine quanto você realmente pode investir sem comprometer suas despesas essenciais.</span></p>
<p dir="ltr"><span>Segundo, defina objetivos realistas. Investimentos devem ser planejados de acordo com um horizonte temporal e uma tolerância a perdas.</span></p>
<p dir="ltr"><span>Terceiro, leia os termos da plataforma. Verifique custos, condições de retirada, política de privacidade e informações de risco.</span></p>
<p dir="ltr"><span>Quarto, pesquise e confirme as informações regulatórias aplicáveis à sua jurisdição. A </span><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Coroa Rendoria Análise</span></a><span> declara atender a padrões financeiros e de segurança cibernética, mas os investidores devem verificar independentemente quais entidades reguladoras e proteções legais são efetivamente aplicáveis ao seu país. </span></p>
<p dir="ltr"><span>Finalmente, nunca invista dinheiro que você não pode perder.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span><img 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" width="602" height="601"></span></a></p>
<h2 dir="ltr"><span>Coroa Rendoria: uma abordagem tecnológica para os mercados</span></h2>
<p dir="ltr"><span>A evolução da tecnologia financeira está criando novas formas de interação com os mercados. A proposta da Coroa Rendoria está inserida nesse movimento ao combinar inteligência artificial, ferramentas digitais e acompanhamento humano.</span></p>
<p dir="ltr"><span>Entre os recursos destacados estão o monitoramento de mercados, acesso a diferentes classes de ativos, acompanhamento em tempo real, ferramentas de gerenciamento de risco, acesso multiplataforma e orientação de um analista. </span></p>
<p dir="ltr"><span>Para quem está interessado em explorar os mercados financeiros, esses recursos podem oferecer uma experiência mais organizada do que depender exclusivamente de processos manuais.</span></p>
<p dir="ltr"><span>Entretanto, os recursos tecnológicos não substituem a necessidade de responsabilidade financeira. O desempenho de investimentos pode variar, e perdas são possíveis.</span></p>
<h2 dir="ltr"><span>Considerações finais</span></h2>
<p dir="ltr"><span>A </span><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Coroa Rendoria o Que é</span></a><span> apresenta uma proposta baseada na integração entre inteligência artificial e orientação financeira humana. A plataforma busca simplificar o acesso aos mercados, oferecendo ferramentas para acompanhamento, análise e gerenciamento de operações.</span></p>
<p dir="ltr"><span>Seu modelo reúne diferentes classes de ativos, recursos de automação, acompanhamento em tempo real e ferramentas de gerenciamento de risco. Segundo o site oficial, o processo de cadastro foi desenvolvido para ser simples e pode ser acompanhado por um analista financeiro. </span></p>
<p dir="ltr"><span>Para investidores iniciantes, a combinação entre tecnologia e orientação pode ser interessante. Para usuários mais experientes, os recursos de monitoramento e automação podem representar uma alternativa para organizar o acompanhamento dos mercados.</span></p>
<p dir="ltr"><span>Ainda assim, nenhuma plataforma transforma investimentos em uma atividade sem risco. O mercado pode apresentar movimentos inesperados, e o capital investido pode ser parcialmente ou totalmente perdido.</span></p>
<p dir="ltr"><span>Por isso, a melhor abordagem é utilizar a tecnologia como uma ferramenta de apoio, manter expectativas realistas, compreender os riscos e tomar decisões compatíveis com sua situação financeira.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span>👉ATIVE SUA CONTA DE NEGOCIAÇÃO DA COROA RENDORIA AQUI</span></a></p>
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<item>
<title>Plataforma Coroa Rendoria&#45;{Investimento}&#45;Trading Online no Brasil: Conceitos Essenciais para Novos Traders!</title>
<link>https://postr.blog/plataforma-coroa-rendoria-investimento-trading-online-no-brasil-conceitos-essenciais-para-novos-traders</link>
<guid>https://postr.blog/plataforma-coroa-rendoria-investimento-trading-online-no-brasil-conceitos-essenciais-para-novos-traders</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="49398" type="image/jpeg"/>
<pubDate>Wed, 19 Aug 2026 13:38:59 +0200</pubDate>
<dc:creator>coroarendoria</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>O mercado financeiro está passando por uma transformação significativa impulsionada pela tecnologia. Ferramentas de inteligência artificial, automação e análise de dados estão sendo cada vez mais utilizadas para organizar informações de mercado e apoiar processos de tomada de decisão. Nesse cenário, a </span><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Coroa Rendoria</span></a><span> apresenta uma abordagem voltada para automação de trading, análise assistida por IA e ferramentas de controle.</span></p>
<p dir="ltr"><span>De acordo com o site oficial, a Coroa Rendoria foi estruturada em torno de bots de trading automatizados, orientação baseada em inteligência artificial, dashboards de monitoramento e mecanismos de execução orientados por regras. A plataforma também enfatiza controles operacionais, visualização de dados e processos de revisão.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span>👉CLIQUE AQUI PARA ABRIR SUA CONTA GRATUITA NA COROA RENDORIA</span></a></p>
<h2 dir="ltr"><span>O que é a Coroa Rendoria?</span></h2>
<p dir="ltr"><span>A Coroa Rendoria é apresentada como uma plataforma direcionada a workflows de trading automatizado com assistência de inteligência artificial. Seu conceito combina diferentes componentes, incluindo automação, análise de dados, regras de execução, dashboards e controles de exposição.</span></p>
<p dir="ltr"><span>Em vez de depender exclusivamente de acompanhamento manual, a proposta é estruturar determinadas etapas do processo de trading em um fluxo organizado. Segundo a plataforma, esse fluxo envolve coleta de dados, avaliação de regras, execução e revisão posterior.</span></p>
<p dir="ltr"><span>A interface também foi projetada para facilitar a visualização de informações. O site destaca dashboards, painéis de controle e blocos de dados organizados para facilitar a análise tanto em computadores quanto em dispositivos móveis.</span></p>
<p dir="ltr"><span>Essa abordagem pode ser especialmente interessante para usuários que desejam compreender como a automação pode ser incorporada a processos de trading de maneira mais estruturada.</span></p>
<h2 dir="ltr"><span>Como funciona a proposta de automação?</span></h2>
<p dir="ltr"><span>Um dos elementos centrais da Coroa Rendoria é o conceito de workflow automatizado. A plataforma descreve quatro etapas principais: entrada de dados, avaliação das regras, rotina de execução e revisão/refinamento.</span></p>
<h3 dir="ltr"><span>1. Entrada de dados</span></h3>
<p dir="ltr"><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Coroa Rendoria é Confiável</span></a><span> Todo processo automatizado começa com informações. A Coroa Rendoria descreve uma etapa de coleta e organização de dados de mercado em visualizações estruturadas.</span></p>
<p dir="ltr"><span>Essas informações podem servir como base para análises e avaliações realizadas dentro do workflow. A ideia é transformar dados de mercado em informações que possam ser acompanhadas de maneira mais organizada.</span></p>
<p dir="ltr"><span>Para qualquer usuário, compreender a origem e a qualidade dos dados utilizados é fundamental. Dados incorretos, incompletos ou interpretados de forma inadequada podem comprometer decisões de trading.</span></p>
<h3 dir="ltr"><span>2. Avaliação baseada em regras</span></h3>
<p dir="ltr"><span>Depois da entrada de dados, o sistema descrito pela plataforma passa para uma etapa de avaliação de regras.</span></p>
<p dir="ltr"><span>Em ambientes automatizados, regras podem definir condições específicas para determinadas ações. Isso ajuda a reduzir decisões improvisadas e estabelece parâmetros que podem ser acompanhados de maneira consistente.</span></p>
<p dir="ltr"><span>A Coroa Rendoria destaca mecanismos de execução orientados por regras, permitindo que os processos sejam estruturados antes da execução.</span></p>
<h3 dir="ltr"><span>3. Rotina de execução</span></h3>
<p dir="ltr"><span>A terceira etapa envolve a execução. De acordo com a descrição oficial, bots automatizados podem seguir comportamentos de ordem previamente definidos, enquanto a orientação baseada em IA fornece uma camada adicional de suporte e supervisão.</span></p>
<p dir="ltr"><span>A automação pode ajudar a manter determinadas rotinas consistentes, mas isso não significa que o processo seja livre de riscos. Mercados financeiros podem mudar rapidamente, e uma estratégia que funciona em determinado cenário pode apresentar resultados diferentes em outro.</span></p>
<p dir="ltr"><span>Por isso, parâmetros, limites e condições de execução devem ser avaliados cuidadosamente.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span>🔥COMECE A NEGOCIAR DE FORMA MAIS INTELIGENTE COM A COROA RENDORIA — JUNTE-SE A NÓS AQUI</span></a></p>
<h3 dir="ltr"><span>4. Revisão e refinamento</span></h3>
<p dir="ltr"><span>A última etapa é a revisão. Após uma execução, informações sobre o processo podem ser analisadas para identificar o que funcionou, quais parâmetros precisam ser ajustados e quais aspectos devem ser monitorados.</span></p>
<p dir="ltr"><span>A Coroa Rendoria destaca resumos pós-execução e checkpoints de revisão como parte dessa abordagem.</span></p>
<p dir="ltr"><span>Essa etapa é importante porque automação não deve significar simplesmente configurar um sistema e ignorá-lo. Monitoramento e revisão continuam sendo componentes importantes de uma estratégia responsável.</span></p>
<h2 dir="ltr"><span>Recursos de inteligência artificial</span></h2>
<p dir="ltr"><span>A inteligência artificial é uma das características destacadas pela Coroa Rendoria. O site descreve recursos de análise assistida por IA e visualizações destinadas à interpretação de padrões e comparação de cenários.</span></p>
<p dir="ltr"><span>Na prática, ferramentas de IA podem ajudar a organizar grandes volumes de informações e apresentar determinados dados de forma mais compreensível.</span></p>
<p dir="ltr"><span>Entretanto, é fundamental diferenciar </span><span>assistência de IA</span><span> de uma promessa de previsão perfeita. Modelos automatizados não conseguem eliminar a incerteza existente nos mercados financeiros.</span></p>
<p dir="ltr"><span>A IA pode auxiliar na análise, mas decisões relacionadas a dinheiro devem considerar fatores adicionais, incluindo volatilidade, liquidez, custos, risco e objetivos individuais.</span></p>
<h2 dir="ltr"><span>Dashboards e visualização de dados</span></h2>
<p dir="ltr"><span>Outro aspecto importante da </span><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Plataforma Coroa Rendoria</span></a><span> são os dashboards.</span></p>
<p dir="ltr"><span>Segundo a plataforma, as visualizações incluem informações relacionadas a execuções, registros e resumos. A organização em painéis pode tornar mais fácil acompanhar diferentes elementos de um processo automatizado.</span></p>
<p dir="ltr"><span>Uma interface bem estruturada pode ser útil porque o trading envolve muitas informações simultaneamente. Em vez de procurar dados em diferentes áreas, o usuário pode visualizar determinados indicadores em uma estrutura mais organizada.</span></p>
<p dir="ltr"><span>A plataforma também enfatiza uma experiência voltada para leitura rápida, com painéis, cartões e seções modulares.</span></p>
<h2 dir="ltr"><span>Automação baseada em regras</span></h2>
<p dir="ltr"><span>Um dos princípios mais interessantes da proposta é a automação baseada em regras.</span></p>
<p dir="ltr"><span>Em um sistema desse tipo, determinados comportamentos podem ser definidos antecipadamente. Isso pode incluir parâmetros relacionados a exposição, ritmo de execução, tamanho das ordens e limites.</span></p>
<p dir="ltr"><span>A vantagem potencial de uma abordagem baseada em regras é a consistência. O usuário estabelece determinados critérios previamente, reduzindo a dependência de decisões impulsivas durante momentos de maior volatilidade.</span></p>
<p dir="ltr"><span>Por outro lado, regras mal configuradas podem produzir resultados indesejados. Por isso, entender cada parâmetro antes de ativar qualquer automação é essencial.</span></p>
<h2 dir="ltr"><span>Controles de risco</span></h2>
<p dir="ltr"><span>A gestão de risco aparece de forma significativa na apresentação da Coroa Rendoria.</span></p>
<p dir="ltr"><span>A plataforma menciona áreas como limites de exposição, comportamento das ordens, monitoramento, revisão de cenários e checkpoints de consistência.</span></p>
<h3 dir="ltr"><span>Limites de exposição</span></h3>
<p dir="ltr"><span>Limitar a exposição pode ajudar a evitar que uma estratégia concentre recursos excessivamente em determinada operação ou cenário.</span></p>
<p dir="ltr"><span>Antes de utilizar qualquer ferramenta automatizada, é importante compreender quais limites podem ser configurados e como eles funcionam.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span>👉TENHA ACESSO AGORA AO CONJUNTO COMPLETO DE FERRAMENTAS DA COROA RENDORIA</span></a></p>
<h3 dir="ltr"><span>Controle do comportamento das ordens</span></h3>
<p dir="ltr"><span>A Coroa Rendoria também destaca controles relacionados ao ritmo, tamanho e lógica de execução das ordens.</span></p>
<p dir="ltr"><span>Esses elementos podem ser importantes para quem deseja estabelecer parâmetros mais específicos para uma rotina automatizada.</span></p>
<h3 dir="ltr"><span>Monitoramento</span></h3>
<p dir="ltr"><span>Automação não significa ausência de acompanhamento. A plataforma destaca rotinas de monitoramento e resumos para acompanhar as operações e configurações utilizadas.</span></p>
<p dir="ltr"><span>O monitoramento permite identificar rapidamente situações que podem exigir revisão.</span></p>
<h2 dir="ltr"><span>Uma abordagem modular</span></h2>
<p dir="ltr"><span>A </span><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Coroa Rendoria Revisão</span></a><span> organiza suas funcionalidades em diferentes módulos. Entre eles estão blueprints de automação, visualizações de análise, mapeamento de workflows, superfícies de controle, roteamento de políticas e blocos de relatórios.</span></p>
<p dir="ltr"><span>Essa estrutura modular pode facilitar a compreensão do processo.</span></p>
<p dir="ltr"><span>Em vez de apresentar o trading automatizado como uma única função, a plataforma divide a operação em componentes individuais. Isso permite analisar cada parte do workflow separadamente.</span></p>
<p dir="ltr"><span>Para iniciantes, essa organização pode ajudar a entender que uma solução automatizada envolve muito mais do que simplesmente executar ordens automaticamente.</span></p>
<h2 dir="ltr"><span>Para quem a Coroa Rendoria pode ser interessante?</span></h2>
<p dir="ltr"><span>A plataforma pode despertar interesse de pessoas que desejam conhecer ferramentas relacionadas a automação de trading e inteligência artificial.</span></p>
<p dir="ltr"><span>Usuários com interesse em tecnologia financeira podem considerar particularmente interessantes os recursos relacionados a dashboards, automação baseada em regras e organização de workflows.</span></p>
<p dir="ltr"><span>Entretanto, iniciantes devem dedicar tempo para compreender conceitos básicos antes de utilizar qualquer ferramenta de trading automatizado. Conhecimentos sobre volatilidade, gestão de capital, risco, ordens e funcionamento dos mercados continuam sendo importantes.</span></p>
<p dir="ltr"><span>A tecnologia pode simplificar determinadas tarefas, mas não substitui educação financeira.</span></p>
<h2 dir="ltr"><span>Processo de acesso</span></h2>
<p dir="ltr"><span>O site oficial apresenta um formulário para solicitar informações de acesso à Coroa Rendoria. O formulário solicita dados como nome, sobrenome, endereço de e-mail e número de telefone.</span></p>
<p dir="ltr"><span>Antes de fornecer informações pessoais ou avançar com qualquer serviço financeiro, é recomendável ler cuidadosamente os termos aplicáveis, a política de privacidade e a política de cookies.</span></p>
<p dir="ltr"><span>A própria página da plataforma disponibiliza links para esses documentos.</span></p>
<p dir="ltr"><span>Também é importante verificar todas as informações comerciais, custos, condições de utilização e eventuais serviços de terceiros antes de tomar qualquer decisão financeira.</span></p>
<h2 dir="ltr"><span>Coroa Rendoria é adequada para iniciantes?</span></h2>
<p dir="ltr"><span>A resposta depende do nível de conhecimento e dos objetivos de cada pessoa.</span></p>
<p dir="ltr"><span>A interface estruturada e a divisão do processo em etapas podem facilitar a compreensão inicial da automação. Porém, isso não significa que o trading automatizado seja simples ou adequado para todos.</span></p>
<p dir="ltr"><span>Um iniciante deve primeiro compreender conceitos fundamentais como:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>diferença entre investimento e trading;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>volatilidade dos ativos;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>risco e retorno;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>tamanho de posição;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>limites de exposição;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>ordens de mercado e ordens limitadas;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>custos e spreads;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>perdas potenciais;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>importância da diversificação;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>funcionamento dos mercados de ativos digitais.</span></p>
</li>
</ul>
<p dir="ltr"><span>Depois de entender esses fundamentos, fica mais fácil avaliar se uma solução de automação realmente faz sentido para seus objetivos.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span>🔥EXPERIMENTE A COROA RENDORIA NO SEU CELULAR HOJE — CADASTRE-SE AQUI</span></a></p>
<h2 dir="ltr"><span>Vantagens potenciais da automação</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Coroa Rendoria Análise</span></a><span> A automação pode oferecer algumas vantagens operacionais.</span></p>
<p dir="ltr"><span>Uma delas é a consistência. Sistemas baseados em regras podem executar determinadas rotinas sem depender constantemente de decisões manuais.</span></p>
<p dir="ltr"><span>Outra vantagem é a organização. Dashboards e relatórios podem facilitar o acompanhamento de atividades e parâmetros.</span></p>
<p dir="ltr"><span>A automação também pode economizar tempo em determinadas tarefas repetitivas. Em vez de monitorar manualmente cada etapa de um processo, algumas funções podem ser estruturadas em workflows automatizados.</span></p>
<p dir="ltr"><span>A Coroa Rendoria destaca precisamente esses conceitos de automação, monitoramento e revisão como partes de sua proposta.</span></p>
<h2 dir="ltr"><span>Limitações que devem ser consideradas</span></h2>
<p dir="ltr"><span>Apesar dos benefícios potenciais, existem limitações importantes.</span></p>
<p dir="ltr"><span>A primeira é que nenhuma tecnologia elimina o risco de mercado. Preços podem subir ou cair rapidamente e acontecimentos inesperados podem alterar as condições do mercado.</span></p>
<p dir="ltr"><span>A segunda é que algoritmos dependem de regras e parâmetros. Uma configuração inadequada pode gerar decisões inadequadas.</span></p>
<p dir="ltr"><span>A terceira é que resultados passados não garantem resultados futuros.</span></p>
<p dir="ltr"><span>Além disso, custos operacionais, liquidez, execução, volatilidade e condições externas podem influenciar o resultado de uma estratégia.</span></p>
<p dir="ltr"><span>Por isso, a automação deve ser encarada como uma ferramenta, não como uma garantia de sucesso financeiro.</span></p>
<h2 dir="ltr"><span>Segurança e privacidade</span></h2>
<p dir="ltr"><span>A Coroa Rendoria também destaca uma abordagem voltada para privacidade e governança de consentimento. O site disponibiliza políticas relacionadas a Termos de Serviço, Privacidade e Cookies.</span></p>
<p dir="ltr"><span>Ao utilizar qualquer plataforma online, os usuários devem analisar cuidadosamente como seus dados são coletados, armazenados e utilizados.</span></p>
<p dir="ltr"><span>Também é recomendável utilizar senhas fortes, evitar compartilhar credenciais e verificar cuidadosamente qualquer comunicação recebida.</span></p>
<p dir="ltr"><span>Quando uma plataforma solicita informações pessoais ou financeiras, a leitura dos documentos legais e das políticas de privacidade deve fazer parte do processo de avaliação.</span></p>
<h2 dir="ltr"><span>Como avaliar uma plataforma de trading automatizado</span></h2>
<p dir="ltr"><span>Antes de utilizar a Coroa Rendoria ou qualquer plataforma semelhante, uma avaliação cuidadosa pode ajudar.</span></p>
<p dir="ltr"><span>Primeiro, procure entender exatamente quais recursos são oferecidos.</span></p>
<p dir="ltr"><span>Segundo, verifique quais ativos e mercados podem ser utilizados.</span></p>
<p dir="ltr"><span>Terceiro, analise os controles de risco disponíveis.</span></p>
<p dir="ltr"><span>Quarto, compreenda todos os custos envolvidos.</span></p>
<p dir="ltr"><span>Quinto, leia os termos e políticas.</span></p>
<p dir="ltr"><span>Sexto, evite tomar decisões baseadas em promessas de lucros garantidos.</span></p>
<p dir="ltr"><span>Por último, utilize apenas recursos que você compreende e nunca comprometa dinheiro que não pode se dar ao luxo de perder.</span></p>
<h2 dir="ltr"><span>Coroa Rendoria e o futuro do trading</span></h2>
<p dir="ltr"><span>A combinação entre inteligência artificial e automação provavelmente continuará influenciando o setor financeiro.</span></p>
<p dir="ltr"><span>Ferramentas capazes de processar dados rapidamente, organizar informações e automatizar determinadas rotinas podem transformar a maneira como os participantes do mercado trabalham.</span></p>
<p dir="ltr"><span>A Coroa Rendoria se posiciona dentro dessa tendência ao apresentar uma estrutura que combina bots automatizados, orientação baseada em IA, controles operacionais e dashboards.</span></p>
<p dir="ltr"><span>O verdadeiro valor dessas tecnologias, entretanto, dependerá da maneira como são utilizadas.</span></p>
<p dir="ltr"><span>Automação responsável exige compreensão, monitoramento e gestão de risco. A tecnologia pode tornar processos mais eficientes, mas não elimina a necessidade de julgamento humano.</span></p>
<h2 dir="ltr"><span>Considerações finais</span></h2>
<p dir="ltr"><span>A </span><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Coroa Rendoria o Que é</span></a><span> apresenta uma proposta focada em </span><span>trading automatizado, inteligência artificial, dashboards e controles de operação</span><span>. Seu workflow é descrito em etapas que vão desde a entrada de dados até a avaliação de regras, execução e revisão.</span></p>
<p dir="ltr"><span>Entre os principais pontos apresentados pela plataforma estão automação baseada em regras, análise assistida por IA, visualizações de dados, controles de exposição, monitoramento e revisão de cenários.</span></p>
<p dir="ltr"><span>Para quem acompanha a evolução das tecnologias financeiras, a proposta oferece um exemplo de como inteligência artificial e automação podem ser integradas a processos relacionados ao trading.</span></p>
<p dir="ltr"><span>Ainda assim, é fundamental manter expectativas realistas. </span><span>Nenhuma plataforma de trading pode garantir lucros</span><span>, e todas as operações financeiras podem envolver perdas. Antes de utilizar qualquer serviço, faça sua própria pesquisa, leia os termos aplicáveis, compreenda os riscos e avalie se a ferramenta é compatível com seus objetivos e tolerância ao risco.</span></p>
<p dir="ltr"><span>A Coroa Rendoria deve, portanto, ser analisada não como uma promessa de resultados, mas como uma solução tecnológica apresentada para organizar e automatizar determinados aspectos de workflows de trading. A melhor abordagem é combinar tecnologia com conhecimento, disciplina e uma estratégia de gestão de risco cuidadosamente considerada.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span>👉ATIVE SUA CONTA DE NEGOCIAÇÃO DA COROA RENDORIA AQUI</span></a></p>
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<title>Coroa Rendoria é Confiável&#45;{o Que é}&#45;&#45;Do Primeiro Trade à Gestão de Portfólio: Guia Básico para Iniciantes!</title>
<link>https://postr.blog/coroa-rendoria-e-confiavel-o-que-e-do-primeiro-trade-a-gestao-de-portfolio-guia-basico-para-iniciantes</link>
<guid>https://postr.blog/coroa-rendoria-e-confiavel-o-que-e-do-primeiro-trade-a-gestao-de-portfolio-guia-basico-para-iniciantes</guid>
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<pubDate>Wed, 19 Aug 2026 13:38:36 +0200</pubDate>
<dc:creator>coroarendoria</dc:creator>
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<content:encoded><![CDATA[<p dir="ltr"><span>O mercado financeiro passou por uma transformação significativa nos últimos anos. O avanço da tecnologia, a popularização das ferramentas digitais e o maior acesso à informação fizeram com que cada vez mais pessoas buscassem maneiras de acompanhar os mercados e desenvolver seus conhecimentos sobre negociação. Nesse cenário, plataformas digitais de negociação ganharam espaço por oferecerem ambientes nos quais os usuários podem acompanhar informações, analisar oportunidades e organizar suas atividades de mercado.</span></p>
<p dir="ltr"><span>A </span><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Coroa Rendoria Investimento</span></a><span> surge nesse contexto como uma plataforma voltada para usuários interessados em explorar o universo da negociação online. Para conhecer diretamente a proposta e os recursos apresentados pela plataforma, consulte o site oficial da Coroa Rendoria.</span><a href="https://coroa-rendoria.co/?utm_source=chatgpt.com"><span> </span></a></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span>🔥GARANTA AGORA SEU LUGAR PARA NEGOCIAR NA COROA RENDORIA</span></a></p>
<h2 dir="ltr"><span>O que é a Coroa Rendoria?</span></h2>
<p dir="ltr"><span>A Coroa Rendoria pode ser apresentada como uma plataforma digital relacionada ao ambiente de negociação online. A ideia central de uma plataforma desse tipo é reunir recursos que podem facilitar o acompanhamento dos mercados e tornar determinadas atividades financeiras mais acessíveis por meio da tecnologia.</span></p>
<p dir="ltr"><span>Para novos usuários, entretanto, é importante entender que uma plataforma não substitui conhecimento financeiro. Ferramentas digitais podem ajudar na organização e na análise, mas as decisões de negociação continuam envolvendo riscos.</span></p>
<p dir="ltr"><span>Antes de utilizar qualquer serviço financeiro, o usuário deve verificar cuidadosamente informações sobre funcionamento, condições de uso, custos, disponibilidade regional, políticas de privacidade e demais documentos apresentados pela própria plataforma.</span></p>
<p dir="ltr"><span>Essa etapa é especialmente importante porque diferentes usuários possuem objetivos, níveis de experiência e tolerâncias ao risco muito diferentes.</span></p>
<h2 dir="ltr"><span>Por que as plataformas digitais ganharam popularidade?</span></h2>
<p dir="ltr"><span>No passado, acompanhar determinados mercados financeiros podia exigir acesso a sistemas especializados e grandes quantidades de informação. A digitalização modificou esse cenário.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Coroa Rendoria Reclame Aqui</span></a><span> Atualmente, computadores e dispositivos móveis permitem acompanhar preços, gráficos, notícias e outros indicadores praticamente em tempo real. Plataformas digitais também podem facilitar a organização dessas informações.</span></p>
<p dir="ltr"><span>Essa transformação trouxe algumas vantagens importantes.</span></p>
<p dir="ltr"><span>Primeiro, existe maior conveniência. O usuário pode acessar informações de mercado sem depender de processos exclusivamente presenciais.</span></p>
<p dir="ltr"><span>Segundo, existe maior disponibilidade de dados. Gráficos, históricos e indicadores podem ajudar o usuário a estudar o comportamento de diferentes ativos.</span></p>
<p dir="ltr"><span>Terceiro, a tecnologia permite desenvolver processos mais organizados. Em vez de tomar decisões completamente baseadas em emoções, o usuário pode estabelecer critérios previamente definidos.</span></p>
<p dir="ltr"><span>É nesse ambiente que uma plataforma como a Coroa Rendoria pode ser considerada por pessoas que desejam conhecer ferramentas digitais relacionadas à negociação.</span></p>
<h2 dir="ltr"><span>Começando pela educação financeira</span></h2>
<p dir="ltr"><span>Uma das maiores dificuldades enfrentadas por iniciantes é começar a negociar antes de compreender os conceitos fundamentais.</span></p>
<p dir="ltr"><span>Antes de pensar em estratégias sofisticadas, é importante compreender conceitos como volatilidade, liquidez, diversificação, risco, retorno, ordem de mercado, análise gráfica e gestão de capital.</span></p>
<p dir="ltr"><span>A educação financeira também ajuda o usuário a distinguir expectativas realistas de promessas exageradas.</span></p>
<p dir="ltr"><span>Nenhuma estratégia de negociação pode garantir lucros constantes. Os mercados podem subir ou cair de maneira inesperada, e acontecimentos econômicos, políticos ou empresariais podem provocar mudanças significativas nos preços.</span></p>
<p dir="ltr"><span>Por isso, utilizar uma plataforma digital de maneira responsável significa aprender primeiro e colocar capital em risco somente depois de compreender adequadamente as possibilidades de perda.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span>👉CLIQUE AQUI PARA COMEÇAR COM A COROA RENDORIA</span></a></p>
<h2 dir="ltr"><span>Conhecendo a interface e os recursos</span></h2>
<p dir="ltr"><span>Ao entrar em uma nova plataforma, um dos primeiros passos deve ser conhecer sua interface.</span></p>
<p dir="ltr"><span>Em vez de começar imediatamente a realizar operações, o usuário pode explorar as diferentes áreas disponíveis e entender como as informações são apresentadas.</span></p>
<p dir="ltr"><span>Dependendo da plataforma e dos serviços disponíveis, uma interface de negociação pode incluir gráficos, informações sobre ativos, histórico de operações, ferramentas de acompanhamento e recursos relacionados à conta.</span></p>
<p dir="ltr"><span>A familiaridade com esses elementos reduz a possibilidade de erros causados simplesmente por desconhecimento da interface.</span></p>
<p dir="ltr"><span>Para iniciantes, também é recomendável dedicar algum tempo à leitura das informações disponibilizadas no site oficial da Coroa Rendoria antes de tomar qualquer decisão.</span></p>
<h2 dir="ltr"><span>A importância da análise de mercado</span></h2>
<p dir="ltr"><span>A análise de mercado é uma parte essencial de qualquer abordagem de negociação.</span></p>
<p dir="ltr"><span>Existem diferentes formas de analisar um ativo. Alguns participantes utilizam análise técnica, enquanto outros observam fatores econômicos, financeiros ou relacionados ao próprio ativo.</span></p>
<p dir="ltr"><span>A análise técnica geralmente utiliza informações históricas de preço e volume para identificar padrões e tendências. Gráficos e indicadores podem ser utilizados para interpretar movimentos anteriores.</span></p>
<p dir="ltr"><span>Já a análise fundamentalista procura compreender fatores que podem influenciar o valor de determinado ativo, como resultados financeiros, condições econômicas, perspectivas de crescimento e outros elementos relevantes.</span></p>
<p dir="ltr"><span>Nenhuma dessas abordagens elimina o risco. Seu objetivo é oferecer informações que possam contribuir para decisões mais fundamentadas.</span></p>
<h2 dir="ltr"><span>Gestão de risco: uma prioridade</span></h2>
<p dir="ltr"><span>Talvez o conceito mais importante para qualquer iniciante seja a gestão de risco.</span></p>
<p dir="ltr"><span>Uma estratégia pode apresentar bons resultados em determinados períodos e ainda assim sofrer perdas. Por isso, o objetivo não deve ser simplesmente encontrar operações vencedoras, mas também limitar o impacto das operações negativas.</span></p>
<p dir="ltr"><span>Uma das práticas frequentemente utilizadas é determinar antecipadamente quanto capital pode ser colocado em risco em uma determinada operação.</span></p>
<p dir="ltr"><span>Também pode ser útil estabelecer limites e evitar concentrar uma parcela excessiva dos recursos em uma única posição.</span></p>
<p dir="ltr"><span>Outro princípio importante é não utilizar dinheiro destinado a despesas essenciais para negociar.</span></p>
<p dir="ltr"><span>A negociação deve ser encarada como uma atividade que envolve risco financeiro, e não como uma forma garantida de renda.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span>🔥JUNTE-SE À COROA RENDORIA E COMECE A NEGOCIAR HOJE</span></a></p>
<h2 dir="ltr"><span>Evitando decisões emocionais</span></h2>
<p dir="ltr"><span>As emoções podem influenciar significativamente as decisões financeiras.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Coroa Rendoria App</span></a><span> Depois de uma operação lucrativa, por exemplo, um usuário pode ficar excessivamente confiante e aumentar o tamanho das próximas posições. Da mesma forma, depois de uma perda, pode tentar recuperar rapidamente o dinheiro realizando operações impulsivas.</span></p>
<p dir="ltr"><span>Esses comportamentos podem transformar uma perda administrável em um problema maior.</span></p>
<p dir="ltr"><span>Uma abordagem mais disciplinada envolve estabelecer regras antes de entrar em uma operação e procurar respeitá-las independentemente do resultado individual.</span></p>
<p dir="ltr"><span>Ter um plano também ajuda a reduzir decisões tomadas por medo, ansiedade ou excesso de confiança.</span></p>
<h2 dir="ltr"><span>Criando um plano de negociação</span></h2>
<p dir="ltr"><span>Um plano de negociação funciona como um conjunto de regras pessoais.</span></p>
<p dir="ltr"><span>Ele pode definir quais mercados serão acompanhados, quais critérios serão utilizados para analisar oportunidades, quanto capital será destinado à atividade e quais limites de risco deverão ser respeitados.</span></p>
<p dir="ltr"><span>Um plano não precisa ser complexo.</span></p>
<p dir="ltr"><span>Para um iniciante, pode começar com perguntas simples:</span></p>
<p dir="ltr"><span>Qual é o objetivo da atividade?</span></p>
<p dir="ltr"><span>Quanto tempo pode ser dedicado ao estudo?</span></p>
<p dir="ltr"><span>Qual é o nível de conhecimento atual?</span></p>
<p dir="ltr"><span>Quanto dinheiro pode ser perdido sem comprometer as necessidades financeiras?</span></p>
<p dir="ltr"><span>Quais condições precisam ser observadas antes de realizar uma operação?</span></p>
<p dir="ltr"><span>Responder a essas perguntas pode ajudar a criar uma abordagem mais organizada.</span></p>
<h2 dir="ltr"><span>A importância da diversificação</span></h2>
<p dir="ltr"><span>A concentração excessiva em um único ativo ou mercado pode aumentar o risco.</span></p>
<p dir="ltr"><span>A diversificação procura distribuir a exposição entre diferentes oportunidades. Embora não elimine perdas, pode reduzir a dependência do desempenho de uma única posição.</span></p>
<p dir="ltr"><span>É importante lembrar que diversificação não significa simplesmente comprar muitos ativos. Ativos diferentes podem estar relacionados e sofrer impactos semelhantes diante de determinados acontecimentos econômicos.</span></p>
<p dir="ltr"><span>Por isso, compreender as características de cada mercado continua sendo essencial.</span></p>
<h2 dir="ltr"><span>Tecnologia e tomada de decisões</span></h2>
<p dir="ltr"><span>Uma das principais vantagens das plataformas digitais é a possibilidade de utilizar tecnologia para organizar informações.</span></p>
<p dir="ltr"><span>Gráficos, dados históricos, notificações e outras ferramentas podem tornar o acompanhamento dos mercados mais eficiente.</span></p>
<p dir="ltr"><span>Entretanto, tecnologia não significa certeza.</span></p>
<p dir="ltr"><span>Um indicador pode apresentar um sinal que posteriormente não se confirma. Um padrão histórico pode não se repetir. Uma notícia inesperada pode modificar rapidamente o comportamento do mercado.</span></p>
<p dir="ltr"><span>Por essa razão, ferramentas digitais devem ser utilizadas como instrumentos de apoio, e não como mecanismos capazes de prever o futuro.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span>👉COMECE COM A COROA RENDORIA — CADASTRE-SE AGORA</span></a></p>
<h2 dir="ltr"><span>Coroa Rendoria para iniciantes</span></h2>
<p dir="ltr"><span>Para quem está começando, o melhor caminho é adotar uma evolução gradual.</span></p>
<p dir="ltr"><span>O primeiro passo é aprender conceitos financeiros básicos.</span></p>
<p dir="ltr"><span>Depois, é possível estudar como funcionam os diferentes mercados e compreender os riscos envolvidos.</span></p>
<p dir="ltr"><span>Em seguida, o usuário pode conhecer a plataforma, explorar sua interface e entender seus recursos.</span></p>
<p dir="ltr"><span>Somente depois dessa preparação deve considerar operações com dinheiro real, sempre respeitando sua capacidade financeira e tolerância ao risco.</span></p>
<p dir="ltr"><span>Começar com expectativas moderadas também pode ajudar.</span></p>
<p dir="ltr"><span>O objetivo inicial não precisa ser maximizar ganhos. Pode ser aprender a interpretar informações, desenvolver disciplina e entender como as próprias decisões se comportam em diferentes condições de mercado.</span></p>
<h2 dir="ltr"><span>Erros comuns que iniciantes devem evitar</span></h2>
<p dir="ltr"><span>Um dos erros mais comuns é acreditar que uma operação lucrativa significa que uma estratégia é infalível.</span></p>
<p dir="ltr"><span>Outro erro é aumentar rapidamente o valor das operações depois de alguns resultados positivos.</span></p>
<p dir="ltr"><span>Também é perigoso operar com dinheiro emprestado sem compreender completamente as consequências financeiras.</span></p>
<p dir="ltr"><span>Ignorar taxas, condições, regras e políticas de uma plataforma é outro problema que pode ser evitado com uma leitura cuidadosa das informações oficiais.</span></p>
<p dir="ltr"><span>Além disso, copiar automaticamente decisões de outras pessoas pode ser arriscado. Uma estratégia adequada para determinada pessoa pode não ser adequada para outra.</span></p>
<p dir="ltr"><span>Cada usuário possui objetivos, recursos e tolerância ao risco diferentes.</span></p>
<h2 dir="ltr"><span>Como avaliar uma plataforma de negociação</span></h2>
<p dir="ltr"><span>Antes de utilizar uma plataforma, vale observar diversos fatores.</span></p>
<p dir="ltr"><span>A primeira questão é transparência. O usuário deve conseguir encontrar informações claras sobre a empresa, funcionamento do serviço, termos e condições.</span></p>
<p dir="ltr"><span>A segunda é segurança. É importante compreender como os dados pessoais e informações de conta são tratados.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Coroa Rendoria é Seguro</span></a><span> A terceira é usabilidade. Uma plataforma pode oferecer muitos recursos, mas uma interface confusa pode dificultar a utilização.</span></p>
<p dir="ltr"><span>A quarta é suporte. O usuário deve verificar quais canais de atendimento estão disponíveis e quais são os procedimentos para solucionar problemas.</span></p>
<p dir="ltr"><span>Por fim, é essencial verificar questões regulatórias e legais aplicáveis à região do usuário.</span></p>
<p dir="ltr"><span>Esses pontos não garantem que uma plataforma seja adequada para todos, mas ajudam a realizar uma avaliação mais cuidadosa.</span></p>
<h2 dir="ltr"><span>Segurança digital também importa</span></h2>
<p dir="ltr"><span>Além do risco financeiro, existe o risco relacionado à segurança digital.</span></p>
<p dir="ltr"><span>Os usuários devem utilizar senhas fortes e exclusivas, evitar compartilhar credenciais e desconfiar de mensagens que solicitem informações confidenciais.</span></p>
<p dir="ltr"><span>Também é importante verificar cuidadosamente o endereço do site antes de inserir dados pessoais.</span></p>
<p dir="ltr"><span>O acesso deve ser realizado preferencialmente por canais oficiais, como o site da Coroa Rendoria, evitando links desconhecidos recebidos por mensagens ou redes sociais.</span></p>
<p dir="ltr"><span>A segurança digital é uma responsabilidade compartilhada entre plataforma e usuário.</span></p>
<h2 dir="ltr"><span>O papel da disciplina</span></h2>
<p dir="ltr"><span>Disciplina é um dos elementos que diferenciam uma abordagem estruturada de uma abordagem impulsiva.</span></p>
<p dir="ltr"><span>Uma pessoa pode possuir excelentes ferramentas de análise e ainda assim tomar decisões inadequadas se não seguir suas próprias regras.</span></p>
<p dir="ltr"><span>Manter registros das operações pode ajudar nesse processo. Um diário de negociação pode incluir a data, o motivo da operação, a estratégia utilizada, o resultado e as observações feitas posteriormente.</span></p>
<p dir="ltr"><span>Com o tempo, essas informações podem revelar padrões comportamentais.</span></p>
<p dir="ltr"><span>O usuário pode descobrir, por exemplo, que costuma assumir riscos excessivos depois de perdas ou que toma decisões precipitadas durante períodos de alta volatilidade.</span></p>
<p dir="ltr"><span>Conhecer esses padrões permite trabalhar para corrigi-los.</span></p>
<h2 dir="ltr"><span>Pensando no longo prazo</span></h2>
<p dir="ltr"><span>A negociação financeira não deve ser encarada como uma corrida.</span></p>
<p dir="ltr"><span>Construir conhecimento leva tempo. Compreender mercados diferentes exige estudo, prática e capacidade de analisar resultados.</span></p>
<p dir="ltr"><span>Uma abordagem sustentável tende a valorizar consistência, controle de risco e aprendizado contínuo.</span></p>
<p dir="ltr"><span>Em vez de procurar uma oportunidade perfeita, o usuário pode concentrar seus esforços em construir um processo de decisão mais disciplinado.</span></p>
<p dir="ltr"><span>Nesse sentido, uma plataforma como a Coroa Rendoria pode fazer parte da jornada de aprendizado de pessoas interessadas no ambiente digital de negociação, desde que seja utilizada com expectativas realistas e atenção aos riscos.</span></p>
<h2 dir="ltr"><span>Perguntas frequentes sobre a Coroa Rendoria</span></h2>
<h3 dir="ltr"><span>A Coroa Rendoria é indicada para iniciantes?</span></h3>
<p dir="ltr"><span>Uma pessoa sem experiência deve primeiro estudar os fundamentos da negociação e conhecer cuidadosamente as características da plataforma. A adequação depende dos objetivos, conhecimentos e tolerância ao risco de cada usuário.</span></p>
<h3 dir="ltr"><span>É possível ganhar dinheiro negociando?</span></h3>
<p dir="ltr"><span>É possível obter ganhos em determinadas operações, mas também existem possibilidades de perdas. Não existe garantia de lucro em negociações financeiras.</span></p>
<h3 dir="ltr"><span>Preciso conhecer análise técnica?</span></h3>
<p dir="ltr"><span>Não necessariamente para começar a estudar, mas compreender diferentes formas de análise pode ajudar o usuário a tomar decisões mais fundamentadas.</span></p>
<h3 dir="ltr"><span>Quanto dinheiro devo investir?</span></h3>
<p dir="ltr"><span>Não existe um valor universal adequado. O usuário deve considerar sua situação financeira, objetivos e capacidade de suportar perdas. Nunca deve comprometer dinheiro necessário para despesas essenciais.</span></p>
<h3 dir="ltr"><span>A tecnologia elimina os riscos?</span></h3>
<p dir="ltr"><span>Não. Ferramentas digitais podem facilitar o acesso a informações, mas não eliminam volatilidade, perdas ou outros riscos associados aos mercados.</span></p>
<h2 dir="ltr"><span>Conclusão</span></h2>
<p dir="ltr"><span>A transformação digital tornou o acesso às informações financeiras mais conveniente e criou novas possibilidades para quem deseja conhecer o universo da negociação online. Nesse contexto, a Coroa Rendoria pode ser considerada por usuários que procuram conhecer uma plataforma digital relacionada às atividades de mercado.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Coroa Rendoria Como Funciona</span></a><span> No entanto, a utilização responsável de qualquer plataforma começa muito antes da primeira operação. Educação financeira, análise cuidadosa, gestão de risco, segurança digital e disciplina são elementos fundamentais.</span></p>
<p dir="ltr"><span>Para iniciantes, o caminho mais prudente é aprender gradualmente, conhecer todos os recursos disponíveis, compreender as condições do serviço e evitar decisões baseadas em promessas de ganhos rápidos.</span></p>
<p dir="ltr"><span>A tecnologia pode fornecer ferramentas, dados e conveniência, mas a responsabilidade pelas decisões continua sendo do usuário. Quanto melhor for o conhecimento e mais estruturado for o processo de decisão, maiores serão as condições para lidar de maneira consciente com as incertezas dos mercados.</span></p>
<p dir="ltr"><span>Antes de utilizar a Coroa Rendoria, consulte as informações atuais apresentadas no site oficial e verifique cuidadosamente os termos, condições, riscos, custos e requisitos aplicáveis à sua região.</span><a href="https://coroa-rendoria.co/?utm_source=chatgpt.com"><span> </span></a></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span>🔥ABRA SUA CONTA DE NEGOCIAÇÃO GRATUITA SEM PERDER TEMPO</span></a></p>
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<title>Coroa Rendoria™ | Site Oficial 【ATUALIZADO EM 2026】&#45;Erros Comuns de Traders Iniciantes e Como Evitá&#45;los!</title>
<link>https://postr.blog/coroa-rendoria-site-oficial-atualizado-em-2026-erros-comuns-de-traders-iniciantes-e-como-evita-los</link>
<guid>https://postr.blog/coroa-rendoria-site-oficial-atualizado-em-2026-erros-comuns-de-traders-iniciantes-e-como-evita-los</guid>
<description><![CDATA[  ]]></description>
<enclosure url="" length="49398" type="image/jpeg"/>
<pubDate>Wed, 19 Aug 2026 13:38:14 +0200</pubDate>
<dc:creator>coroarendoria</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>O mercado financeiro digital vem passando por uma transformação significativa nos últimos anos. Com a popularização das plataformas online, cada vez mais pessoas buscam ferramentas que possam facilitar o acesso a informações de mercado, acompanhar diferentes ativos e desenvolver uma rotina de negociação mais organizada. Nesse cenário, surge o interesse por plataformas como a </span><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Coroa Rendoria</span></a><span>, voltadas para usuários que desejam explorar o universo do trading digital.</span></p>
<p dir="ltr"><span>A proposta de uma plataforma de trading moderna vai muito além de simplesmente oferecer uma tela para acompanhar preços. Para muitos usuários, é importante contar com uma experiência intuitiva, informações organizadas, ferramentas de análise e recursos que ajudem na tomada de decisões. A Coroa Rendoria pode ser considerada dentro desse contexto, especialmente para pessoas interessadas em conhecer novas possibilidades no ambiente financeiro digital.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span>👉CLIQUE AQUI PARA ABRIR SUA CONTA GRATUITA NA COROA RENDORIA</span></a></p>
<h2 dir="ltr"><span>O que é a Coroa Rendoria?</span></h2>
<p dir="ltr"><span>A Coroa Rendoria é apresentada como uma plataforma relacionada ao ambiente de trading e aos mercados financeiros digitais. Seu conceito está alinhado à tendência de disponibilizar ferramentas financeiras por meio de interfaces online, permitindo que usuários tenham uma experiência mais prática ao acompanhar oportunidades e informações de mercado.</span></p>
<p dir="ltr"><span>O endereço de referência da plataforma é . No entanto, no momento da consulta, o site não pôde ser acessado diretamente devido a uma restrição de acesso, e os mecanismos de busca não apresentaram resultados indexados suficientes para confirmar detalhes específicos sobre recursos, condições ou funcionamento da plataforma. Por isso, é importante verificar as informações diretamente no site oficial antes de tomar qualquer decisão financeira.</span></p>
<p dir="ltr"><span>Esse ponto é particularmente importante porque plataformas financeiras podem apresentar condições diferentes em relação a depósitos, taxas, instrumentos disponíveis, requisitos de conta e políticas de retirada.</span></p>
<h2 dir="ltr"><span>Por que as plataformas de trading online ganharam popularidade?</span></h2>
<p dir="ltr"><span>O crescimento do trading online está diretamente relacionado à digitalização dos serviços financeiros. No passado, o acesso aos mercados podia parecer complicado para quem não tinha experiência ou contato com instituições financeiras tradicionais.</span></p>
<p dir="ltr"><span>Hoje, plataformas digitais permitem que usuários acompanhem informações de mercado utilizando computadores, tablets e smartphones. Essa facilidade de acesso ajudou a aproximar o mercado financeiro de um público mais amplo.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Coroa Rendoria é Confiável</span></a><span> Outro fator importante é a quantidade de informação disponível. Cotações, gráficos, notícias econômicas, indicadores e conteúdos educacionais podem ser encontrados em diferentes ambientes digitais.</span></p>
<p dir="ltr"><span>Entretanto, facilidade de acesso não significa ausência de risco. Mercados financeiros podem apresentar volatilidade, e uma decisão mal planejada pode resultar em perdas. Por isso, conhecer a plataforma utilizada é apenas uma parte da preparação necessária.</span></p>
<h2 dir="ltr"><span>Principais características que os usuários devem procurar</span></h2>
<p dir="ltr"><span>Ao analisar uma plataforma de trading como a Coroa Rendoria, é recomendável observar cuidadosamente alguns elementos antes de criar uma conta ou realizar qualquer depósito.</span></p>
<h3 dir="ltr"><span>Interface e facilidade de utilização</span></h3>
<p dir="ltr"><span>Uma interface bem organizada pode fazer grande diferença, especialmente para iniciantes. Menus claros, informações apresentadas de forma objetiva e ferramentas fáceis de localizar podem tornar a experiência mais simples.</span></p>
<p dir="ltr"><span>Uma plataforma excessivamente complexa pode dificultar a compreensão das operações. Por outro lado, uma interface intuitiva permite que o usuário encontre rapidamente informações importantes.</span></p>
<p dir="ltr"><span>Antes de utilizar qualquer serviço financeiro, vale a pena conhecer a área de usuário, entender como os recursos estão organizados e verificar quais ferramentas estão disponíveis.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span>🔥COMECE A NEGOCIAR DE FORMA MAIS INTELIGENTE COM A COROA RENDORIA — JUNTE-SE A NÓS AQUI</span></a></p>
<h3 dir="ltr"><span>Informações de mercado</span></h3>
<p dir="ltr"><span>O acesso a informações é outro aspecto importante. O trading envolve análise e acompanhamento constante das condições do mercado.</span></p>
<p dir="ltr"><span>Gráficos, preços, indicadores e outras informações podem ajudar o usuário a compreender melhor o comportamento dos ativos. Entretanto, nenhuma ferramenta consegue prever com certeza o movimento futuro de um mercado.</span></p>
<p dir="ltr"><span>Por isso, recursos analíticos devem ser vistos como instrumentos de apoio, e não como garantia de resultados.</span></p>
<h3 dir="ltr"><span>Acessibilidade</span></h3>
<p dir="ltr"><span>Uma plataforma online precisa oferecer uma experiência adequada aos dispositivos utilizados pelos clientes. A possibilidade de acessar informações por diferentes dispositivos pode ser conveniente para quem precisa acompanhar sua conta em diferentes situações.</span></p>
<p dir="ltr"><span>Antes de começar, é interessante verificar se a plataforma funciona corretamente no dispositivo utilizado e se os recursos principais permanecem acessíveis.</span></p>
<h2 dir="ltr"><span>Como começar a conhecer a Coroa Rendoria?</span></h2>
<p dir="ltr"><span>Para quem está considerando conhecer a Coroa Rendoria, o primeiro passo deve ser pesquisar cuidadosamente a plataforma.</span></p>
<p dir="ltr"><span>Não é recomendável começar simplesmente realizando um depósito. Primeiro, leia todas as informações disponíveis, verifique os termos e condições e procure compreender como a plataforma funciona.</span></p>
<p dir="ltr"><span>Também é importante verificar informações relacionadas a:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>processo de registro;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>requisitos de identificação;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>métodos de depósito;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>métodos de retirada;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>eventuais taxas;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>instrumentos financeiros disponíveis;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>políticas de segurança;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>atendimento ao cliente;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>termos de uso;</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>política de privacidade.</span></p>
</li>
</ul>
<p dir="ltr"><span>Esses elementos podem variar de uma plataforma para outra.</span></p>
<h2 dir="ltr"><span>A importância da educação financeira</span></h2>
<p dir="ltr"><span>Uma das maiores diferenças entre um usuário preparado e alguém que começa a operar de maneira impulsiva é o conhecimento.</span></p>
<p dir="ltr"><span>Antes de utilizar uma plataforma de trading, é importante compreender conceitos básicos como volatilidade, liquidez, risco, diversificação, gestão de capital e relação entre risco e retorno.</span></p>
<p dir="ltr"><span>Também é importante entender que resultados passados não garantem resultados futuros.</span></p>
<p dir="ltr"><span>O mercado pode sofrer alterações rapidamente devido a fatores econômicos, políticos, tecnológicos e internacionais. Dessa maneira, uma estratégia que funcionou em determinado período pode não apresentar o mesmo comportamento posteriormente.</span></p>
<p dir="ltr"><span>A educação financeira não elimina os riscos, mas pode ajudar o usuário a tomar decisões mais conscientes.</span></p>
<h2 dir="ltr"><span>Gestão de risco: um elemento fundamental</span></h2>
<p dir="ltr"><span>A gestão de risco deve estar no centro de qualquer estratégia de trading.</span></p>
<p dir="ltr"><span>Um dos erros mais comuns entre iniciantes é concentrar uma parcela excessivamente grande do capital em uma única operação. Essa prática pode aumentar significativamente o impacto de um movimento desfavorável.</span></p>
<p dir="ltr"><span>Uma abordagem mais cuidadosa envolve estabelecer limites antes de realizar uma operação.</span></p>
<p dir="ltr"><span>O usuário deve saber quanto está disposto a perder e evitar utilizar dinheiro destinado a despesas essenciais. Trading não deve ser tratado como uma forma garantida de renda.</span></p>
<p dir="ltr"><span>Também é importante evitar decisões motivadas por emoções. Medo, ansiedade e excesso de confiança podem influenciar negativamente o comportamento de um trader.</span></p>
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<h2 dir="ltr"><span>Coroa Rendoria para iniciantes</span></h2>
<p dir="ltr"><span>Para quem está começando, a melhor abordagem é aprender gradualmente.</span></p>
<p dir="ltr"><span>Em vez de tentar compreender todos os mercados simultaneamente, o iniciante pode começar estudando conceitos fundamentais. Depois, pode aprender sobre análise de gráficos, indicadores e diferentes estratégias.</span></p>
<p dir="ltr"><span>Uma boa rotina de aprendizagem pode incluir:</span></p>
<p dir="ltr"><span>Primeiro:</span><span> compreender como funcionam os mercados financeiros.</span></p>
<p dir="ltr"><span>Segundo:</span><span> conhecer os instrumentos disponíveis na plataforma.</span></p>
<p dir="ltr"><span>Terceiro:</span><span> estudar os principais fatores que influenciam os preços.</span></p>
<p dir="ltr"><span>Quarto:</span><span> desenvolver uma estratégia compatível com seus objetivos e tolerância ao risco.</span></p>
<p dir="ltr"><span>Quinto:</span><span> testar conhecimentos de maneira controlada antes de aumentar a exposição financeira.</span></p>
<p dir="ltr"><span>Essa abordagem pode ajudar a reduzir decisões impulsivas.</span></p>
<h2 dir="ltr"><span>A tecnologia no trading moderno</span></h2>
<p dir="ltr"><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Plataforma Coroa Rendoria</span></a><span> A tecnologia desempenha um papel cada vez maior nos mercados financeiros. Plataformas digitais podem reunir diferentes informações em uma única interface, tornando o acompanhamento mais conveniente.</span></p>
<p dir="ltr"><span>Ferramentas automatizadas, gráficos interativos e sistemas de análise são exemplos de tecnologias que podem ser encontrados no setor.</span></p>
<p dir="ltr"><span>Apesar disso, tecnologia não substitui conhecimento. Uma ferramenta pode apresentar dados rapidamente, mas cabe ao usuário interpretar essas informações corretamente.</span></p>
<p dir="ltr"><span>Além disso, qualquer promessa de resultados automáticos, ganhos garantidos ou ausência de risco deve ser analisada com extrema cautela.</span></p>
<h2 dir="ltr"><span>Segurança deve ser prioridade</span></h2>
<p dir="ltr"><span>Ao utilizar qualquer plataforma financeira online, a segurança deve ser uma prioridade.</span></p>
<p dir="ltr"><span>O usuário deve criar uma senha forte e evitar reutilizar a mesma senha em diferentes serviços. Sempre que disponível, a autenticação em dois fatores também pode oferecer uma camada adicional de proteção.</span></p>
<p dir="ltr"><span>É igualmente importante verificar se o endereço acessado é realmente o oficial. Sites falsos e páginas de phishing podem tentar imitar plataformas legítimas para obter informações pessoais ou financeiras.</span></p>
<p dir="ltr"><span>Nunca compartilhe senhas, códigos de autenticação ou informações confidenciais com terceiros.</span></p>
<h2 dir="ltr"><span>Como avaliar uma plataforma antes de depositar dinheiro?</span></h2>
<p dir="ltr"><span>Uma avaliação cuidadosa deve considerar vários aspectos.</span></p>
<p dir="ltr"><span>Primeiramente, procure informações claras sobre a empresa responsável pela plataforma. Verifique os termos legais, políticas e informações de contato.</span></p>
<p dir="ltr"><span>Em seguida, analise como funcionam os depósitos e retiradas. É importante compreender se existem taxas, limites ou condições específicas.</span></p>
<p dir="ltr"><span>Também vale a pena pesquisar avaliações independentes e procurar diferentes opiniões. Uma única avaliação positiva ou negativa não deve determinar uma decisão.</span></p>
<p dir="ltr"><span>Outro ponto importante é verificar se existem informações claras sobre riscos. Plataformas financeiras responsáveis devem apresentar condições de utilização de maneira transparente.</span></p>
<p dir="ltr"><span>No caso da Coroa Rendoria, como a página de referência não estava acessível durante nossa consulta, não seria apropriado afirmar detalhes específicos sobre suas funcionalidades, taxas, regulamentação ou resultados sem confirmação documental. Portanto, os usuários devem confirmar essas informações diretamente na fonte oficial antes de utilizar o serviço.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span>🔥EXPERIMENTE A COROA RENDORIA NO SEU CELULAR HOJE — CADASTRE-SE AQUI</span></a></p>
<h2 dir="ltr"><span>Evitando promessas de lucro fácil</span></h2>
<p dir="ltr"><span>O marketing financeiro pode utilizar expressões como “ganhos rápidos”, “alta rentabilidade” ou “resultados garantidos”. Essas promessas precisam ser avaliadas com cautela.</span></p>
<p dir="ltr"><span>Não existe uma estratégia legítima de trading capaz de eliminar completamente o risco de perda.</span></p>
<p dir="ltr"><span>Mercados financeiros são naturalmente imprevisíveis. Mesmo traders experientes podem enfrentar períodos negativos.</span></p>
<p dir="ltr"><span>Por isso, qualquer decisão deve considerar não apenas o potencial de ganho, mas também a possibilidade de perda.</span></p>
<p dir="ltr"><span>Essa mentalidade é essencial para construir uma relação mais responsável com o trading.</span></p>
<h2 dir="ltr"><span>A importância de acompanhar as notícias</span></h2>
<p dir="ltr"><span>Eventos econômicos podem provocar mudanças significativas nos mercados.</span></p>
<p dir="ltr"><span>Decisões de bancos centrais, inflação, indicadores de emprego, crescimento econômico, conflitos internacionais e mudanças regulatórias podem influenciar o comportamento dos ativos.</span></p>
<p dir="ltr"><span>Por essa razão, usuários de plataformas como a Coroa Rendoria podem se beneficiar de uma rotina de acompanhamento das principais notícias financeiras.</span></p>
<p dir="ltr"><span>Entretanto, notícias não devem ser utilizadas de maneira isolada. É necessário compreender o contexto e avaliar diferentes fontes antes de tomar uma decisão.</span></p>
<h2 dir="ltr"><span>Disciplina e controle emocional</span></h2>
<p dir="ltr"><span>Trading não envolve apenas conhecimento técnico. Psicologia também desempenha um papel importante.</span></p>
<p dir="ltr"><span>Depois de uma operação lucrativa, por exemplo, uma pessoa pode ficar excessivamente confiante e aumentar o risco sem planejamento. Da mesma maneira, depois de uma perda, pode tentar recuperar o dinheiro rapidamente realizando operações maiores.</span></p>
<p dir="ltr"><span>Esse comportamento é conhecido como trading emocional.</span></p>
<p dir="ltr"><span>Uma estratégia definida previamente pode ajudar a reduzir esse tipo de comportamento. Ter regras claras para entrada, saída e gerenciamento de risco pode proporcionar maior disciplina.</span></p>
<h2 dir="ltr"><span>Vale a pena conhecer a Coroa Rendoria?</span></h2>
<p dir="ltr"><span>A resposta depende dos objetivos, conhecimentos e perfil de cada usuário.</span></p>
<p dir="ltr"><span>Para alguém interessado em conhecer plataformas digitais de trading, a Coroa Rendoria pode ser objeto de pesquisa. Entretanto, conhecer uma plataforma não significa necessariamente que ela seja adequada para todas as pessoas.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Coroa Rendoria Revisão</span></a><span> Antes de utilizar o serviço, o usuário deve verificar cuidadosamente informações sobre empresa, regulamentação aplicável, segurança, taxas, condições de retirada e instrumentos disponíveis.</span></p>
<p dir="ltr"><span>Também é fundamental lembrar que trading envolve riscos financeiros.</span></p>
<h2 dir="ltr"><span>Perguntas frequentes sobre a Coroa Rendoria</span></h2>
<h3 dir="ltr"><span>A Coroa Rendoria é adequada para iniciantes?</span></h3>
<p dir="ltr"><span>Uma plataforma pode oferecer uma experiência acessível, mas isso não significa que o trading seja simples ou livre de riscos. Iniciantes devem estudar os fundamentos do mercado antes de operar com dinheiro real.</span></p>
<h3 dir="ltr"><span>É possível ganhar dinheiro utilizando uma plataforma de trading?</span></h3>
<p dir="ltr"><span>É possível obter ganhos em operações financeiras, mas também existe a possibilidade de perdas. Não há garantia de lucro.</span></p>
<h3 dir="ltr"><span>A Coroa Rendoria garante resultados?</span></h3>
<p dir="ltr"><span>Não se deve considerar qualquer plataforma de trading como garantia de resultados financeiros. Promessas de lucro garantido devem ser tratadas com cautela.</span></p>
<h3 dir="ltr"><span>Quais informações devo verificar antes de fazer um depósito?</span></h3>
<p dir="ltr"><span>Verifique a identidade da empresa responsável, termos de uso, taxas, métodos de pagamento, condições de retirada, políticas de segurança e informações regulatórias aplicáveis.</span></p>
<h3 dir="ltr"><span>O trading é indicado para todos?</span></h3>
<p dir="ltr"><span>Não. A adequação depende da situação financeira, experiência, objetivos e tolerância ao risco de cada pessoa.</span></p>
<h2 dir="ltr"><span>Conclusão</span></h2>
<p dir="ltr"><span>A </span><a href="https://www.thecryptodays.com/pt/8870-coroa-rendoria-analise/"><span>Coroa Rendoria Análise</span></a><span> está inserida em um cenário no qual as plataformas digitais procuram tornar o acompanhamento dos mercados financeiros mais acessível e conveniente. Para quem deseja conhecer esse ambiente, pesquisar cuidadosamente as ferramentas e compreender os princípios do trading são passos fundamentais.</span></p>
<p dir="ltr"><span>Entretanto, a tecnologia não elimina os riscos do mercado. Uma plataforma pode fornecer ferramentas, informações e acesso, mas as decisões financeiras continuam envolvendo incertezas.</span></p>
<p dir="ltr"><span>Por isso, antes de começar, é recomendável estudar, comparar alternativas, verificar todas as condições disponíveis e estabelecer uma estratégia de gerenciamento de risco.</span></p>
<p dir="ltr"><span>Como o endereço de referência  não pôde ser acessado durante a consulta, os detalhes específicos sobre recursos, taxas, regulamentação e funcionamento devem ser confirmados diretamente na plataforma antes de qualquer decisão financeira.</span></p>
<p dir="ltr"><span>Em última análise, uma abordagem responsável é mais importante do que procurar resultados rápidos. Conhecimento, disciplina, pesquisa e gestão de risco são elementos essenciais para qualquer pessoa interessada em explorar o mundo do trading online.</span></p>
<p dir="ltr"><a href="https://www.thecryptodays.com/go/coroa-rendoria/"><span>👉ATIVE SUA CONTA DE NEGOCIAÇÃO DA COROA RENDORIA AQUI</span></a></p>
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