{"id":737381,"date":"2023-02-21T05:34:53","date_gmt":"2023-02-21T05:34:53","guid":{"rendered":"http:\/\/elimarhighschoolnosara.com\/web\/?p=737381"},"modified":"2026-11-01T13:55:55","modified_gmt":"2026-11-01T13:55:55","slug":"rtp-vs-volatilite-differences-et-choix-d-une-machine","status":"publish","type":"post","link":"http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/","title":{"rendered":"Rtp Vs Volatilit\u00e9 &#8211; Diff\u00e9rences Et Choix D&#8217;une Machine"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' width=\"605px\" alt=\"diff\u00e9rence entre rtp et volatilit\u00e9\" src=\"data:image\/jpeg;base64,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\"\/><\/p>\n<p>Plusieurs facteurs peuvent influencer la volatilit\u00e9 des rendements, notamment les indicateurs \u00e9conomiques, les taux d\u2019int\u00e9r\u00eat, le sentiment du march\u00e9 et les \u00e9v\u00e9nements g\u00e9opolitiques. La volatilit\u00e9 des rendements est essentielle pour les investisseurs et les analystes, car elle permet d\u2019avoir une id\u00e9e des risques et des avantages potentiels associ\u00e9s \u00e0 un investissement. Une volatilit\u00e9 \u00e9lev\u00e9e du rendement indique que le rendement de l&#8217;actif peut changer consid\u00e9rablement sur une courte p\u00e9riode, tandis qu&#8217;une faible volatilit\u00e9 du rendement sugg\u00e8re des rendements plus stables. Les tensions g\u00e9opolitiques, les conflits internationaux, les sanctions \u00e9conomiques et d\u2019autres \u00e9v\u00e9nements g\u00e9opolitiques peuvent entra\u00eener une augmentation de la volatilit\u00e9 sur les march\u00e9s financiers, en particulier sur les march\u00e9s des devises, des mati\u00e8res premi\u00e8res et des actions.<\/p>\n<p>Les autres auront int\u00e9r\u00eat \u00e0 s\u2019en prot\u00e9ger en adaptant le type de placement \u00e0 sa dur\u00e9e. Pour les \u00e9pargnants, il est bon de rappeler que plus la volatilit\u00e9 d\u2019un actif est forte et plus il <a href=\"https:\/\/goldbet-fr.casino\/\">GoldBet Casino<\/a> y a des risques ou des incertitudes sur les conditions de vente. Les op\u00e9rateurs financiers deviennent nerveux et alimentent ainsi le syst\u00e8me de d\u00e9fiance vis-\u00e0-vis du cr\u00e9dit. Des indices, \u00e9tablis \u00e0 partir du prix des options (call et put), comme le VIX (bas\u00e9 sur le S&#038;P 500) ou le VCAC (bas\u00e9 sur le CAC40), cherchent \u00e0 mesurer la volatilit\u00e9 globale d\u2019un march\u00e9. Cela est valable dans une moindre mesure pour les obligations de plus longue dur\u00e9e (10, 20 voire 30 ans). D\u2019une mani\u00e8re g\u00e9n\u00e9rale, les obligations sont moins expos\u00e9es \u00e0 la volatilit\u00e9 des march\u00e9s que les actions.<\/p>\n<p>Les investisseurs doivent \u00e9galement prendre en compte la volatilit\u00e9 et la liquidit\u00e9 d\u2019un actif lorsqu\u2019ils \u00e9valuent son rendement potentiel. La liquidit\u00e9 est importante car elle peut avoir un impact sur le prix d\u2019un actif. Cependant, si vous \u00eates un investisseur \u00e0 long terme, vous pourriez pr\u00e9f\u00e9rer un actif avec une volatilit\u00e9 plus faible pour minimiser le risque de perte. La volatilit\u00e9 est souvent utilis\u00e9e comme indicateur de risque car elle refl\u00e8te la stabilit\u00e9 ou l\u2019instabilit\u00e9 d\u2019un investissement. Cela peut \u00eatre d\u00fb \u00e0 des facteurs tels que l\u2019offre et la demande, les conditions \u00e9conomiques ou les \u00e9v\u00e9nements g\u00e9opolitiques.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Plusieurs facteurs peuvent influencer la volatilit\u00e9 des rendements, notamment les indicateurs \u00e9conomiques, les taux d\u2019int\u00e9r\u00eat, le sentiment du march\u00e9 et les \u00e9v\u00e9nements g\u00e9opolitiques. La volatilit\u00e9 des rendements est essentielle pour les investisseurs et les analystes, car elle permet d\u2019avoir une [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-737381","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.2 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Rtp Vs Volatilit\u00e9 - Diff\u00e9rences Et Choix D&#039;une Machine - Elimar High School<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Rtp Vs Volatilit\u00e9 - Diff\u00e9rences Et Choix D&#039;une Machine - Elimar High School\" \/>\n<meta property=\"og:description\" content=\"Plusieurs facteurs peuvent influencer la volatilit\u00e9 des rendements, notamment les indicateurs \u00e9conomiques, les taux d\u2019int\u00e9r\u00eat, le sentiment du march\u00e9 et les \u00e9v\u00e9nements g\u00e9opolitiques. La volatilit\u00e9 des rendements est essentielle pour les investisseurs et les analystes, car elle permet d\u2019avoir une [&hellip;]\" \/>\n<meta property=\"og:url\" content=\"http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/\" \/>\n<meta property=\"og:site_name\" content=\"Elimar High School\" \/>\n<meta property=\"article:publisher\" content=\"https:\/\/www.facebook.com\/Elimar-HIGH-School-Nosara-338368579880942\/\" \/>\n<meta property=\"article:published_time\" content=\"2023-02-21T05:34:53+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2026-11-01T13:55:55+00:00\" \/>\n<meta name=\"author\" content=\"EHS\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Written by\" \/>\n\t<meta name=\"twitter:data1\" content=\"EHS\" \/>\n\t<meta name=\"twitter:label2\" content=\"Est. reading time\" \/>\n\t<meta name=\"twitter:data2\" content=\"2 minutes\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\/\/schema.org\",\"@graph\":[{\"@type\":\"Article\",\"@id\":\"http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/#article\",\"isPartOf\":{\"@id\":\"http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/\"},\"author\":{\"name\":\"EHS\",\"@id\":\"http:\/\/elimarhighschoolnosara.com\/web\/#\/schema\/person\/253d7026f220a8607e7c2707564a27bc\"},\"headline\":\"Rtp Vs Volatilit\u00e9 &#8211; Diff\u00e9rences Et Choix D&#8217;une Machine\",\"datePublished\":\"2023-02-21T05:34:53+00:00\",\"dateModified\":\"2026-11-01T13:55:55+00:00\",\"mainEntityOfPage\":{\"@id\":\"http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/\"},\"wordCount\":399,\"commentCount\":0,\"publisher\":{\"@id\":\"http:\/\/elimarhighschoolnosara.com\/web\/#organization\"},\"inLanguage\":\"en-US\",\"potentialAction\":[{\"@type\":\"CommentAction\",\"name\":\"Comment\",\"target\":[\"http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/#respond\"]}]},{\"@type\":\"WebPage\",\"@id\":\"http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/\",\"url\":\"http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/\",\"name\":\"Rtp Vs Volatilit\u00e9 - Diff\u00e9rences Et Choix D'une Machine - Elimar High School\",\"isPartOf\":{\"@id\":\"http:\/\/elimarhighschoolnosara.com\/web\/#website\"},\"datePublished\":\"2023-02-21T05:34:53+00:00\",\"dateModified\":\"2026-11-01T13:55:55+00:00\",\"breadcrumb\":{\"@id\":\"http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/#breadcrumb\"},\"inLanguage\":\"en-US\",\"potentialAction\":[{\"@type\":\"ReadAction\",\"target\":[\"http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/\"]}]},{\"@type\":\"BreadcrumbList\",\"@id\":\"http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/#breadcrumb\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"Home\",\"item\":\"http:\/\/elimarhighschoolnosara.com\/web\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"Rtp Vs Volatilit\u00e9 &#8211; Diff\u00e9rences Et Choix D&#8217;une Machine\"}]},{\"@type\":\"WebSite\",\"@id\":\"http:\/\/elimarhighschoolnosara.com\/web\/#website\",\"url\":\"http:\/\/elimarhighschoolnosara.com\/web\/\",\"name\":\"Elimar High School\",\"description\":\"Nosara, Guanacaste, Costa Rica\",\"publisher\":{\"@id\":\"http:\/\/elimarhighschoolnosara.com\/web\/#organization\"},\"potentialAction\":[{\"@type\":\"SearchAction\",\"target\":{\"@type\":\"EntryPoint\",\"urlTemplate\":\"http:\/\/elimarhighschoolnosara.com\/web\/?s={search_term_string}\"},\"query-input\":{\"@type\":\"PropertyValueSpecification\",\"valueRequired\":true,\"valueName\":\"search_term_string\"}}],\"inLanguage\":\"en-US\"},{\"@type\":\"Organization\",\"@id\":\"http:\/\/elimarhighschoolnosara.com\/web\/#organization\",\"name\":\"Elimar High School\",\"url\":\"http:\/\/elimarhighschoolnosara.com\/web\/\",\"logo\":{\"@type\":\"ImageObject\",\"inLanguage\":\"en-US\",\"@id\":\"http:\/\/elimarhighschoolnosara.com\/web\/#\/schema\/logo\/image\/\",\"url\":\"http:\/\/elimarhighschoolnosara.com\/web\/wp-content\/uploads\/2017\/01\/cropped-logoweb.jpg\",\"contentUrl\":\"http:\/\/elimarhighschoolnosara.com\/web\/wp-content\/uploads\/2017\/01\/cropped-logoweb.jpg\",\"width\":512,\"height\":512,\"caption\":\"Elimar High School\"},\"image\":{\"@id\":\"http:\/\/elimarhighschoolnosara.com\/web\/#\/schema\/logo\/image\/\"},\"sameAs\":[\"https:\/\/www.facebook.com\/Elimar-HIGH-School-Nosara-338368579880942\/\"]},{\"@type\":\"Person\",\"@id\":\"http:\/\/elimarhighschoolnosara.com\/web\/#\/schema\/person\/253d7026f220a8607e7c2707564a27bc\",\"name\":\"EHS\",\"image\":{\"@type\":\"ImageObject\",\"inLanguage\":\"en-US\",\"@id\":\"https:\/\/secure.gravatar.com\/avatar\/a31d1bbd0a3a73ce0b75cc9387aef0aa5f47af53417be270dec0b14a8b5b6514?s=96&d=mm&r=g\",\"url\":\"https:\/\/secure.gravatar.com\/avatar\/a31d1bbd0a3a73ce0b75cc9387aef0aa5f47af53417be270dec0b14a8b5b6514?s=96&d=mm&r=g\",\"contentUrl\":\"https:\/\/secure.gravatar.com\/avatar\/a31d1bbd0a3a73ce0b75cc9387aef0aa5f47af53417be270dec0b14a8b5b6514?s=96&d=mm&r=g\",\"caption\":\"EHS\"},\"url\":\"http:\/\/elimarhighschoolnosara.com\/web\/author\/ehs\/\"}]}<\/script>\n<!-- \/ Yoast SEO plugin. -->","yoast_head_json":{"title":"Rtp Vs Volatilit\u00e9 - Diff\u00e9rences Et Choix D'une Machine - Elimar High School","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/","og_locale":"en_US","og_type":"article","og_title":"Rtp Vs Volatilit\u00e9 - Diff\u00e9rences Et Choix D'une Machine - Elimar High School","og_description":"Plusieurs facteurs peuvent influencer la volatilit\u00e9 des rendements, notamment les indicateurs \u00e9conomiques, les taux d\u2019int\u00e9r\u00eat, le sentiment du march\u00e9 et les \u00e9v\u00e9nements g\u00e9opolitiques. La volatilit\u00e9 des rendements est essentielle pour les investisseurs et les analystes, car elle permet d\u2019avoir une [&hellip;]","og_url":"http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/","og_site_name":"Elimar High School","article_publisher":"https:\/\/www.facebook.com\/Elimar-HIGH-School-Nosara-338368579880942\/","article_published_time":"2023-02-21T05:34:53+00:00","article_modified_time":"2026-11-01T13:55:55+00:00","author":"EHS","twitter_card":"summary_large_image","twitter_misc":{"Written by":"EHS","Est. reading time":"2 minutes"},"schema":{"@context":"https:\/\/schema.org","@graph":[{"@type":"Article","@id":"http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/#article","isPartOf":{"@id":"http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/"},"author":{"name":"EHS","@id":"http:\/\/elimarhighschoolnosara.com\/web\/#\/schema\/person\/253d7026f220a8607e7c2707564a27bc"},"headline":"Rtp Vs Volatilit\u00e9 &#8211; Diff\u00e9rences Et Choix D&#8217;une Machine","datePublished":"2023-02-21T05:34:53+00:00","dateModified":"2026-11-01T13:55:55+00:00","mainEntityOfPage":{"@id":"http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/"},"wordCount":399,"commentCount":0,"publisher":{"@id":"http:\/\/elimarhighschoolnosara.com\/web\/#organization"},"inLanguage":"en-US","potentialAction":[{"@type":"CommentAction","name":"Comment","target":["http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/#respond"]}]},{"@type":"WebPage","@id":"http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/","url":"http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/","name":"Rtp Vs Volatilit\u00e9 - Diff\u00e9rences Et Choix D'une Machine - Elimar High School","isPartOf":{"@id":"http:\/\/elimarhighschoolnosara.com\/web\/#website"},"datePublished":"2023-02-21T05:34:53+00:00","dateModified":"2026-11-01T13:55:55+00:00","breadcrumb":{"@id":"http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/#breadcrumb"},"inLanguage":"en-US","potentialAction":[{"@type":"ReadAction","target":["http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/"]}]},{"@type":"BreadcrumbList","@id":"http:\/\/elimarhighschoolnosara.com\/web\/rtp-vs-volatilite-differences-et-choix-d-une-machine\/#breadcrumb","itemListElement":[{"@type":"ListItem","position":1,"name":"Home","item":"http:\/\/elimarhighschoolnosara.com\/web\/"},{"@type":"ListItem","position":2,"name":"Rtp Vs Volatilit\u00e9 &#8211; Diff\u00e9rences Et Choix D&#8217;une Machine"}]},{"@type":"WebSite","@id":"http:\/\/elimarhighschoolnosara.com\/web\/#website","url":"http:\/\/elimarhighschoolnosara.com\/web\/","name":"Elimar High School","description":"Nosara, Guanacaste, Costa Rica","publisher":{"@id":"http:\/\/elimarhighschoolnosara.com\/web\/#organization"},"potentialAction":[{"@type":"SearchAction","target":{"@type":"EntryPoint","urlTemplate":"http:\/\/elimarhighschoolnosara.com\/web\/?s={search_term_string}"},"query-input":{"@type":"PropertyValueSpecification","valueRequired":true,"valueName":"search_term_string"}}],"inLanguage":"en-US"},{"@type":"Organization","@id":"http:\/\/elimarhighschoolnosara.com\/web\/#organization","name":"Elimar High School","url":"http:\/\/elimarhighschoolnosara.com\/web\/","logo":{"@type":"ImageObject","inLanguage":"en-US","@id":"http:\/\/elimarhighschoolnosara.com\/web\/#\/schema\/logo\/image\/","url":"http:\/\/elimarhighschoolnosara.com\/web\/wp-content\/uploads\/2017\/01\/cropped-logoweb.jpg","contentUrl":"http:\/\/elimarhighschoolnosara.com\/web\/wp-content\/uploads\/2017\/01\/cropped-logoweb.jpg","width":512,"height":512,"caption":"Elimar High School"},"image":{"@id":"http:\/\/elimarhighschoolnosara.com\/web\/#\/schema\/logo\/image\/"},"sameAs":["https:\/\/www.facebook.com\/Elimar-HIGH-School-Nosara-338368579880942\/"]},{"@type":"Person","@id":"http:\/\/elimarhighschoolnosara.com\/web\/#\/schema\/person\/253d7026f220a8607e7c2707564a27bc","name":"EHS","image":{"@type":"ImageObject","inLanguage":"en-US","@id":"https:\/\/secure.gravatar.com\/avatar\/a31d1bbd0a3a73ce0b75cc9387aef0aa5f47af53417be270dec0b14a8b5b6514?s=96&d=mm&r=g","url":"https:\/\/secure.gravatar.com\/avatar\/a31d1bbd0a3a73ce0b75cc9387aef0aa5f47af53417be270dec0b14a8b5b6514?s=96&d=mm&r=g","contentUrl":"https:\/\/secure.gravatar.com\/avatar\/a31d1bbd0a3a73ce0b75cc9387aef0aa5f47af53417be270dec0b14a8b5b6514?s=96&d=mm&r=g","caption":"EHS"},"url":"http:\/\/elimarhighschoolnosara.com\/web\/author\/ehs\/"}]}},"_links":{"self":[{"href":"http:\/\/elimarhighschoolnosara.com\/web\/wp-json\/wp\/v2\/posts\/737381","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/elimarhighschoolnosara.com\/web\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/elimarhighschoolnosara.com\/web\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/elimarhighschoolnosara.com\/web\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/elimarhighschoolnosara.com\/web\/wp-json\/wp\/v2\/comments?post=737381"}],"version-history":[{"count":1,"href":"http:\/\/elimarhighschoolnosara.com\/web\/wp-json\/wp\/v2\/posts\/737381\/revisions"}],"predecessor-version":[{"id":737383,"href":"http:\/\/elimarhighschoolnosara.com\/web\/wp-json\/wp\/v2\/posts\/737381\/revisions\/737383"}],"wp:attachment":[{"href":"http:\/\/elimarhighschoolnosara.com\/web\/wp-json\/wp\/v2\/media?parent=737381"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/elimarhighschoolnosara.com\/web\/wp-json\/wp\/v2\/categories?post=737381"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/elimarhighschoolnosara.com\/web\/wp-json\/wp\/v2\/tags?post=737381"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}