{"id":241601,"date":"2017-05-10T11:25:34","date_gmt":"2017-05-10T10:25:34","guid":{"rendered":"https:\/\/elementum.pt\/2017\/05\/10\/prata-e-ouro-escudo-contra-a-crise-global\/"},"modified":"2022-08-01T12:35:57","modified_gmt":"2022-08-01T11:35:57","slug":"prata-e-ouro-escudo-contra-a-crise-global__trashed","status":"publish","type":"post","link":"https:\/\/elementum.pt\/pt-pt\/prata-e-ouro-escudo-contra-a-crise-global__trashed\/","title":{"rendered":"PRATA E OURO: ESCUDO CONTRA A CRISE GLOBAL"},"content":{"rendered":"<p><img decoding=\"async\" title=\"Investimento em prata e ouro\" alt=\"Investimento em prata e ouro\" 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\" width=\"284\" height=\"159\" \/> <\/p>\n<p>Investimento em prata e ouro: escudo contra a crise global e a desvaloriza\u00e7\u00e3o das moedas. A tend\u00eancia que estamos testemunhando agora \u00e9 uma quantidade crescente de pessoas f\u00edsicas e investidores no mundo adquirindo prata e ouro a fim de proteger-se financeiramente. Ao mesmo tempo, os bancos centrais ao redor do mundo est\u00e3o acumulando ouro em grande escala \u2013 eles se tornaram compradores l\u00edquidos de ouro desde 2008, coincidente-mente o ano em que a crise financeira ficou fora de controle.<\/p>\n<p>Os metais preciosos s\u00e3o maneiras de proteger seu patrim\u00f4nio e seu poder de compra. As moedas atuais provavelmente v\u00e3o continuar perdendo uma parte consider\u00e1vel do seu valor, enquanto isso os metais preciosos permanecer\u00e3o mantendo a estabilidade e credibilidade mantida h\u00e1 s\u00e9culos.H\u00e1 mais de 5.000 anos, o ouro era usado como uma forma de dinheiro na cultura eg\u00edpcia. Desde ent\u00e3o, as pessoas t\u00eam usado o ouro de v\u00e1rias formas, tanto no sistema monet\u00e1rio, como um produto de luxo.<span><\/span> <\/p>\n<p><strong>O investimento em prata e ouro <\/strong> <\/p>\n<p>No ano passado, assistimos a uma grave crise da d\u00edvida p\u00fablica, principalmente nos Estados Unidos, Europa e Jap\u00e3o. Os bancos centrais das regi\u00f5es est\u00e3o respondendo a esse problema com impress\u00e3o de dinheiro enorme. O resultado mais plaus\u00edvel da exuber\u00e2ncia de dinheiro impresso ser\u00e1 uma alta infla\u00e7\u00e3o nos pr\u00f3ximos anos, o que consequentemente resultar\u00e1 em um decl\u00ednio do valor da moeda. Portanto, as pessoas v\u00e3o perder o poder de compra se tiverem o capital aplicado em dinheiro (moedas). Essa \u00e9 a grande vantagem de investir em ouro e prata.<\/p>\n<p><\/p>\n<p><strong> Investimento em prata e ouro: as vantagens <\/strong> <\/p>\n<p><strong> Ouro <\/strong> <\/p>\n<ul>\n<li>Em 5.000 anos de uso, o ouro \u00e9 a \u00fanica forma monet\u00e1ria que nunca falhou;<\/li>\n<li>Atualmente, s\u00f3 h\u00e1 o equivalente a 1\/3 de uma on\u00e7a no mundo para cada pessoa investir em ouro;<\/li>\n<li>Ao longo da hist\u00f3ria da humanidade, o ouro foi reavaliado para explicar todo o excesso de moeda em circula\u00e7\u00e3o. Hoje em dia para explicar todos os d\u00f3lares impressos pelo Federal Reserve;<\/li>\n<li>Em tempos de crise, o ouro \u00e9 o investimento mais seguro e com maior potencial para aumentar a sua riqueza;<\/li>\n<li>O ouro pode ser um investimento totalmente privado, an\u00f4nimo e extremamente port\u00e1til.<\/li>\n<li>\n<p><strong> Prata <\/strong> <\/p>\n<ul>\n<li>Atualmente, h\u00e1 menos prata do que ouro dispon\u00edvel para investimento;<\/li>\n<li>Atualmente, s\u00f3 h\u00e1 o equivalente a 1\/14 de uma on\u00e7a no mundo para cada pessoa investir em prata;<\/li>\n<li>Ap\u00f3s o petr\u00f3leo, a prata \u00e9 a mercadoria mais \u00fatil do mundo \u2013 isso porque al\u00e9m do valor monet\u00e1rio, a prata tem milhares de usos industriais essenciais: condutor el\u00e9trico, t\u00e9rmico e um metal reflexivo sem substitutos conhecidos no planeta;<\/li>\n<li>Durante os \u00faltimos 30 anos o mundo gastou mais prata do que a extraiu, portanto os estoques desse metal est\u00e3o batendo recorde de baixa.<\/li>\n<li><\/li>\n<\/ul>\n<p><strong> Veja o caminho para investir em prata, por sinal muito parecido com o do ouro: <\/strong> <\/p>\n<p><strong> Comprar prata f\u00edsica <\/strong> \u2013 esse \u00e9 o melhor m\u00e9todo de investir em prata, porque voc\u00ea n\u00e3o tem nenhum risco de contraparte. A dificuldade que deve-se levar em conta \u00e9 o armazenamento do metal. Voc\u00ea precisa um lugar seguro para armazenar e, caso compre grandes quantidades de prata, precisar\u00e1 de um local grande. A prata f\u00edsica geralmente \u00e9 comprada na forma de barras de prata.<\/p>\n<p><strong> Moedas de prata <\/strong> \u2013 a americana Eagle, a Philharmonica da \u00c1ustria, a Maple Leaf do Canad\u00e1 s\u00e3o \u00f3timos exemplos de investimento no metal. Uma vez que voc\u00ea decida investir, \u00e9 importante que voc\u00ea esteja ciente dos pre\u00e7os das moedas de prata ao redor do mundo. Como qualquer outra mercadoria, estas tamb\u00e9m podem oscilar diariamente. Portanto, observar os pre\u00e7os durante um per\u00edodo para ter uma no\u00e7\u00e3o da tend\u00eancia do mercado \u00e9 a melhor maneira de entender como o mercado funciona.<\/p>\n<p><\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>Investimento em prata e ouro: escudo contra a crise global e a desvaloriza\u00e7\u00e3o das moe<\/p>\n","protected":false},"author":4,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"inline_featured_image":false,"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"categories":[1],"tags":[],"class_list":["post-241601","post","type-post","status-publish","format-standard","hentry","category-sem-categoria"],"_links":{"self":[{"href":"https:\/\/elementum.pt\/pt-pt\/wp-json\/wp\/v2\/posts\/241601","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/elementum.pt\/pt-pt\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/elementum.pt\/pt-pt\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/elementum.pt\/pt-pt\/wp-json\/wp\/v2\/users\/4"}],"replies":[{"embeddable":true,"href":"https:\/\/elementum.pt\/pt-pt\/wp-json\/wp\/v2\/comments?post=241601"}],"version-history":[{"count":0,"href":"https:\/\/elementum.pt\/pt-pt\/wp-json\/wp\/v2\/posts\/241601\/revisions"}],"wp:attachment":[{"href":"https:\/\/elementum.pt\/pt-pt\/wp-json\/wp\/v2\/media?parent=241601"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/elementum.pt\/pt-pt\/wp-json\/wp\/v2\/categories?post=241601"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/elementum.pt\/pt-pt\/wp-json\/wp\/v2\/tags?post=241601"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}