{"id":3801,"date":"2026-07-20T13:53:38","date_gmt":"2026-07-20T18:53:38","guid":{"rendered":"https:\/\/delbuncker.com\/?p=3801"},"modified":"2026-09-08T12:52:11","modified_gmt":"2026-09-08T17:52:11","slug":"noticias-sobre-criptomoedas-exame","status":"publish","type":"post","link":"https:\/\/delbuncker.com\/index.php\/2026\/07\/20\/noticias-sobre-criptomoedas-exame\/","title":{"rendered":"Not\u00edcias sobre Criptomoedas Exame"},"content":{"rendered":"<p>Em outras palavras, ela serve para proteger o seu patrim\u00f4nio e manter o valor desse dinheiro diante de qualquer cen\u00e1rio econ\u00f4mico. Mas as criptomoedas, principalmente o bitcoin, tamb\u00e9m est\u00e3o sendo usadas como reserva de valor. E em sistemas de criptografia porque \u00e9 essa camada de seguran\u00e7a, garantida pela blockchain, que possibilita a emiss\u00e3o e a transa\u00e7\u00e3o de moedas virtuais de forma mais segura. \u00c9 dessa tecnologia, inclusive, que vem o nome criptomoeda \u2013 moeda criptografada. Voc\u00ea provavelmente j\u00e1 ouviu falar sobre bitcoin, aquela moeda virtual que fez <a href=\"https:\/\/clara-fundencia.org\/\">Clara Fundencia<\/a> algumas pessoas ganharem muito dinheiro \u2013 e algumas perderem outro tanto. Ela \u00e9 uma criptomoeda que existe digital ou virtualmente e usa criptografia para garantir a realiza\u00e7\u00e3o de transa\u00e7\u00f5es.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"301px\" alt=\"criptomoedas\"\/><\/p>\n<h2>Seguran\u00e7a<\/h2>\n<p>Voc\u00ea pode ter notado que as criptomoedas listadas em diferentes corretoras apresentam pre\u00e7os diferentes. Ative tamb\u00e9m a autentica\u00e7\u00e3o multifator (MFA) para melhorar a seguran\u00e7a cibern\u00e9tica de suas criptomoedas. A MFA pode for\u00e7ar um hacker a autenticar sua identidade de v\u00e1rias maneiras, reduzindo os riscos de seguran\u00e7a cibern\u00e9tica de suas criptomoedas. Uma boa solu\u00e7\u00e3o de seguran\u00e7a cibern\u00e9tica tamb\u00e9m proteger\u00e1 seu sistema contra ataques de cryptojacking.<\/p>\n<p><iframe width=\"560\" height=\"315\" src=\"https:\/\/www.youtube.com\/embed\/Pl7wzXku-Yo?si=qxqunR8ulWSEs-y-\" title=\"YouTube video player\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/p>\n<h3>Todos os Dados do Mercado de Criptomoedas Que Voc\u00ea Precisa em Um S\u00f3 Lugar<\/h3>\n<p>Outras tecnologias que usam blockchain incluem contratos inteligentes e aplicativos descentralizados. A falta de <a href=\"https:\/\/clara-fundencia.co\/br\">Clara Fundencia<\/a> supervis\u00e3o nas bolsas de criptomoedas tamb\u00e9m mostrou que os investidores s\u00e3o vulner\u00e1veis a amea\u00e7as internas. N\u00e3o \u00e9 preciso ir al\u00e9m do desaparecimento da FTX e de seu &#8220;Crypto King&#8221;, que perdeu US$ 32 bilh\u00f5es da noite para o dia e seus clientes perderam US$ 5 bilh\u00f5es em dep\u00f3sitos.<\/p>\n<p>Criadas em uma rede blockchain porque \u00e9 essa tecnologia que est\u00e1 por tr\u00e1s das criptomoedas. Basicamente, blockchain \u00e9 um sistema que permite o envio e o recebimento de alguns tipos de informa\u00e7\u00f5es pela internet. Ele funciona como um grande banco de dados em que peda\u00e7os de c\u00f3digo carregam informa\u00e7\u00f5es conectadas, como blocos que formam uma corrente \u2013 por isso o nome &#8220;corrente de blocos&#8221;. A capitaliza\u00e7\u00e3o de mercado cripto \u00e9 o valor total de todas as moedas de uma criptomoeda em particular que foi minerada ou est\u00e1 em circula\u00e7\u00e3o. A capitaliza\u00e7\u00e3o de mercado \u00e9 utilizada para determinar o ranking de criptomoedas.<\/p>\n<ul>\n<li>A criptomoeda, \u00e0s vezes chamada de cripto ou cripto-moeda, \u00e9 uma forma digital ou virtual de moeda que opera independentemente dos sistemas banc\u00e1rios tradicionais.<\/li>\n<li>A resposta depende dos seus objetivos financeiros, horizonte de investimento e toler\u00e2ncia ao risco.<\/li>\n<li>A caracter\u00edstica de seguran\u00e7a do blockchain ajuda a tornar a criptomoeda um ativo exclusivo.<\/li>\n<li>Al\u00e9m disso, alguns pa\u00edses como El Salvador e Rep\u00fablica Centro-Africana j\u00e1 adotam o bitcoin como moeda oficial.<\/li>\n<\/ul>\n<h2>O que s\u00e3o criptomoedas e como elas funcionam?<\/h2>\n<p>A  capitaliza\u00e7\u00e3o de mercado global \u00e9 de R$13.68T, um aumento de 0.35% durante o \u00faltimo dia. E, acima de tudo, ter consci\u00eancia de que essa \u00e9 uma compra de alto risco e com grande volatilidade, ou seja, o pre\u00e7o sobe e desce o tempo todo. Assim, da mesma forma que os ganhos podem ser grandes, a possibilidade de perder o valor investido tamb\u00e9m \u00e9 significativa.  Alguns especialistas dizem que elas ainda n\u00e3o podem ser consideradas seguras e est\u00e1veis por conta da alta volatilidade e da falta de regulamenta\u00e7\u00e3o, que gera inseguran\u00e7a. J\u00e1 para outros, a volatilidade est\u00e1 bem perto de diminuir por conta do aumento de adeptos (isso traz liquidez e confian\u00e7a).<\/p>\n<p>Por isso, comece aos poucos, com pequenas quantias, e n\u00e3o se esque\u00e7a de construir antes a sua reserva de emerg\u00eancia, que \u00e9 aquele valor que poder\u00e1 ser usado para imprevistos. Desconfie de promessas de lucro f\u00e1cil e garantido, verifique sempre a autenticidade de sites e e-mails, e nunca compartilhe sua chave privada ou senhas. Os m\u00e9todos de pagamento aceitos e o tempo necess\u00e1rio para dep\u00f3sitos ou saques variam de acordo com a plataforma. Lembre-se de considerar as taxas \u2013 de dep\u00f3sito, saque e de negocia\u00e7\u00e3o. A conta \u00e9 aberta normalmente, da mesma forma que a de uma pessoa maior de idade.O que muda \u00e9 o processo posterior de valida\u00e7\u00e3o e os limites aplicados \u00e0 conta ap\u00f3s a autoriza\u00e7\u00e3o dos respons\u00e1veis. N\u00e3o deixe suas criptos paradas, fa\u00e7a elas trabalharem por voc\u00ea e obtenha ganhos di\u00e1rios.<\/p>\n<h3>O que determina o Pre\u00e7o do Bitcoin?<\/h3>\n<p>Cada p\u00e1gina de dados sobre as moedas possui um gr\u00e1fico que mostra informa\u00e7\u00e3o do pre\u00e7o da moeda ou token tanto em tempo real, quanto hist\u00f3rico. Normalmente, o gr\u00e1fico come\u00e7a no lan\u00e7amento do ativo, mas \u00e9 poss\u00edvel selecionar o intervalo de datas e personalizar o gr\u00e1fico para cumprir suas necessidades. Os traders mais experientes e profissionais frequentemente optam por usar a melhor API de cripto do mercado. Nossa API permite milh\u00f5es de chamadas para rastrear pre\u00e7os atuais e tamb\u00e9m investigar pre\u00e7os hist\u00f3ricos, sendo utilizada por algumas das maiores bolsas de cripto e institui\u00e7\u00f5es financeiras do mundo.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Em outras palavras, ela serve para proteger o seu patrim\u00f4nio e manter o valor desse dinheiro diante de qualquer cen\u00e1rio econ\u00f4mico. Mas as criptomoedas, principalmente o bitcoin, tamb\u00e9m est\u00e3o sendo usadas como reserva de valor. E em sistemas de criptografia porque \u00e9 essa camada de seguran\u00e7a, garantida pela blockchain, que possibilita a emiss\u00e3o e a [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[108],"tags":[],"_links":{"self":[{"href":"https:\/\/delbuncker.com\/index.php\/wp-json\/wp\/v2\/posts\/3801"}],"collection":[{"href":"https:\/\/delbuncker.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/delbuncker.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/delbuncker.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/delbuncker.com\/index.php\/wp-json\/wp\/v2\/comments?post=3801"}],"version-history":[{"count":1,"href":"https:\/\/delbuncker.com\/index.php\/wp-json\/wp\/v2\/posts\/3801\/revisions"}],"predecessor-version":[{"id":3802,"href":"https:\/\/delbuncker.com\/index.php\/wp-json\/wp\/v2\/posts\/3801\/revisions\/3802"}],"wp:attachment":[{"href":"https:\/\/delbuncker.com\/index.php\/wp-json\/wp\/v2\/media?parent=3801"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/delbuncker.com\/index.php\/wp-json\/wp\/v2\/categories?post=3801"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/delbuncker.com\/index.php\/wp-json\/wp\/v2\/tags?post=3801"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}