{"id":13,"date":"2026-02-20T17:04:50","date_gmt":"2026-02-20T17:04:50","guid":{"rendered":"https:\/\/photoshop.arthurwebsites.com\/?page_id=13"},"modified":"2026-03-02T20:50:28","modified_gmt":"2026-03-02T20:50:28","slug":"landing-page-curso-de-photoshop","status":"publish","type":"page","link":"https:\/\/photoshop.arthurwebsites.com\/","title":{"rendered":"Landing page curso de Photoshop"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"13\" class=\"elementor elementor-13\" data-elementor-post-type=\"page\">\n\t\t\t\t<div class=\"elementor-element elementor-element-42dbd5d e-flex e-con-boxed e-con e-parent\" data-id=\"42dbd5d\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-01a39eb e-con-full e-flex e-con e-child\" data-id=\"01a39eb\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-8874923 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"8874923\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Photoshop <span id=\"degrade-principal-1\">Do Zero ao Avan\u00e7ado<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6e2a147 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"6e2a147\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">O treinamento completo para voc\u00ea dominar todas as ferramentas do Photoshop e criar designs profissionais que impressionam<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1b1cdbb layout-button1 elementor-widget elementor-widget-button\" data-id=\"1b1cdbb\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Come\u00e7ar agora<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a7cfef8 layout-button2 elementor-widget elementor-widget-button\" data-id=\"a7cfef8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M3.33334 3.33336C3.33327 3.09876 3.39511 2.86829 3.5126 2.66522C3.63009 2.46216 3.79908 2.29369 4.00251 2.17683C4.20594 2.05996 4.4366 1.99885 4.6712 1.99964C4.90581 2.00044 5.13605 2.06312 5.33868 2.18136L13.3367 6.8467C13.5385 6.96382 13.7061 7.13186 13.8226 7.33403C13.9392 7.53621 14.0006 7.76543 14.0008 7.99879C14.001 8.23215 13.94 8.46148 13.8238 8.66385C13.7076 8.86623 13.5403 9.03456 13.3387 9.15203L5.33868 13.8187C5.13605 13.9369 4.90581 13.9996 4.6712 14.0004C4.4366 14.0012 4.20594 13.9401 4.00251 13.8232C3.79908 13.7064 3.63009 13.5379 3.5126 13.3348C3.39511 13.1318 3.33327 12.9013 3.33334 12.6667V3.33336Z\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Assistir apresenta\u00e7\u00e3o<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-b7cfa61 e-con-full e-flex e-con e-child\" data-id=\"b7cfa61\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-bba7697 elementor-widget elementor-widget-counter\" data-id=\"bba7697\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"counter.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-counter\">\n\t\t\t<div class=\"elementor-counter-title\">Alunos<\/div>\t\t\t<div class=\"elementor-counter-number-wrapper\">\n\t\t\t\t<span class=\"elementor-counter-number-prefix\">+<\/span>\n\t\t\t\t<span class=\"elementor-counter-number\" data-duration=\"1000\" data-to-value=\"10\" data-from-value=\"0\" data-delimiter=\",\">0<\/span>\n\t\t\t\t<span class=\"elementor-counter-number-suffix\">k<\/span>\n\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-47ff8bb elementor-widget elementor-widget-counter\" data-id=\"47ff8bb\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"counter.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-counter\">\n\t\t\t<div class=\"elementor-counter-title\">Avalia\u00e7\u00e3o<\/div>\t\t\t<div class=\"elementor-counter-number-wrapper\">\n\t\t\t\t<span class=\"elementor-counter-number-prefix\">+<\/span>\n\t\t\t\t<span class=\"elementor-counter-number\" data-duration=\"1000\" data-to-value=\"4.9\" data-from-value=\"0\" data-delimiter=\",\">0<\/span>\n\t\t\t\t<span class=\"elementor-counter-number-suffix\">\u2605<\/span>\n\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-76c1fc1 elementor-widget elementor-widget-counter\" data-id=\"76c1fc1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"counter.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-counter\">\n\t\t\t<div class=\"elementor-counter-title\">Avalia\u00e7\u00e3o<\/div>\t\t\t<div class=\"elementor-counter-number-wrapper\">\n\t\t\t\t<span class=\"elementor-counter-number-prefix\"><\/span>\n\t\t\t\t<span class=\"elementor-counter-number\" data-duration=\"1000\" data-to-value=\"120\" data-from-value=\"0\" data-delimiter=\",\">0<\/span>\n\t\t\t\t<span class=\"elementor-counter-number-suffix\">h<\/span>\n\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-985a7d9 e-flex e-con-boxed e-con e-parent\" data-id=\"985a7d9\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-0bfbec1 e-con-full e-flex e-con e-child\" data-id=\"0bfbec1\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-017e311 elementor-widget elementor-widget-heading\" data-id=\"017e311\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">PARA QUEM \u00c9 ESTE CURSO<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2aa2cda elementor-widget elementor-widget-heading\" data-id=\"2aa2cda\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Desenvolvido Para Todos os N\u00edveis<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ea5d4b7 elementor-widget elementor-widget-heading\" data-id=\"ea5d4b7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">N\u00e3o importa se voc\u00ea \u00e9 iniciante ou j\u00e1 tem experi\u00eancia, este curso vai te levar ao pr\u00f3ximo n\u00edvel<\/h2>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-cea4cb3 e-con-full e-flex e-con e-child\" data-id=\"cea4cb3\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-ea342b2 e-con-full e-flex e-con e-child\" data-id=\"ea342b2\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-b24422a e-con-full e-flex e-con e-child\" data-id=\"b24422a\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3dca1a8 elementor-view-default elementor-position-block-start elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"3dca1a8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"64\" height=\"64\" viewBox=\"0 0 64 64\" fill=\"none\"><path d=\"M0 14C0 6.26801 6.26801 0 14 0H50C57.732 0 64 6.26801 64 14V50C64 57.732 57.732 64 50 64H14C6.26801 64 0 57.732 0 50V14Z\" fill=\"url(#paint0_linear_38_19)\"><\/path><path d=\"M44.56 30.5626C44.7987 30.4573 45.0012 30.2843 45.1426 30.065C45.2839 29.8457 45.3578 29.5898 45.3551 29.3289C45.3524 29.0681 45.2732 28.8137 45.1274 28.5974C44.9815 28.3811 44.7755 28.2123 44.5346 28.1119L33.1066 22.9066C32.7592 22.7481 32.3818 22.6661 32 22.6661C31.6181 22.6661 31.2407 22.7481 30.8933 22.9066L19.4666 28.1066C19.2293 28.2106 19.0273 28.3815 18.8855 28.5984C18.7437 28.8153 18.6682 29.0688 18.6682 29.3279C18.6682 29.5871 18.7437 29.8406 18.8855 30.0575C19.0273 30.2744 19.2293 30.4453 19.4666 30.5493L30.8933 35.7599C31.2407 35.9184 31.6181 36.0004 32 36.0004C32.3818 36.0004 32.7592 35.9184 33.1066 35.7599L44.56 30.5626Z\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M45.3333 29.3334V37.3334\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M24 32.6666V37.3333C24 38.3942 24.8429 39.4116 26.3431 40.1617C27.8434 40.9119 29.8783 41.3333 32 41.3333C34.1217 41.3333 36.1566 40.9119 37.6569 40.1617C39.1571 39.4116 40 38.3942 40 37.3333V32.6666\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><defs><linearGradient id=\"paint0_linear_38_19\" x1=\"0\" y1=\"0\" x2=\"64\" y2=\"64\" gradientUnits=\"userSpaceOnUse\"><stop stop-color=\"#FF8904\"><\/stop><stop offset=\"1\" stop-color=\"#F54900\"><\/stop><\/linearGradient><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tIniciantes Absolutos\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tNunca usou Photoshop? Comece do zero absoluto e aprenda cada ferramenta\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-6138a5e e-con-full e-flex e-con e-child\" data-id=\"6138a5e\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-54be6c7 elementor-view-default elementor-position-block-start elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"54be6c7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"64\" height=\"64\" viewBox=\"0 0 64 64\" fill=\"none\"><path d=\"M0 14C0 6.26801 6.26801 0 14 0H50C57.732 0 64 6.26801 64 14V50C64 57.732 57.732 64 50 64H14C6.26801 64 0 57.732 0 50V14Z\" fill=\"url(#paint0_linear_38_29)\"><\/path><path d=\"M37.3334 44V41.3333C37.3334 39.9188 36.7715 38.5623 35.7713 37.5621C34.7711 36.5619 33.4145 36 32 36H24C22.5855 36 21.229 36.5619 20.2288 37.5621C19.2286 38.5623 18.6667 39.9188 18.6667 41.3333V44\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M37.3333 20.1707C38.477 20.4671 39.4898 21.135 40.2129 22.0694C40.9359 23.0038 41.3282 24.1518 41.3282 25.3333C41.3282 26.5148 40.9359 27.6628 40.2129 28.5972C39.4898 29.5316 38.477 30.1995 37.3333 30.496\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M45.3333 44V41.3333C45.3324 40.1516 44.9391 39.0037 44.2151 38.0698C43.4911 37.1358 42.4775 36.4688 41.3333 36.1733\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M28 30.6667C30.9455 30.6667 33.3334 28.2789 33.3334 25.3333C33.3334 22.3878 30.9455 20 28 20C25.0545 20 22.6667 22.3878 22.6667 25.3333C22.6667 28.2789 25.0545 30.6667 28 30.6667Z\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><defs><linearGradient id=\"paint0_linear_38_29\" x1=\"0\" y1=\"0\" x2=\"64\" y2=\"64\" gradientUnits=\"userSpaceOnUse\"><stop stop-color=\"#FF8904\"><\/stop><stop offset=\"1\" stop-color=\"#F54900\"><\/stop><\/linearGradient><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tDesigners em Evolu\u00e7\u00e3o\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tEleve suas habilidades do b\u00e1sico ao n\u00edvel profissional avan\u00e7ado\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-51fbeac e-con-full e-flex e-con e-child\" data-id=\"51fbeac\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-a872ac1 elementor-view-default elementor-position-block-start elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"a872ac1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"64\" height=\"64\" viewBox=\"0 0 64 64\" fill=\"none\"><path d=\"M0 14C0 6.26801 6.26801 0 14 0H50C57.732 0 64 6.26801 64 14V50C64 57.732 57.732 64 50 64H14C6.26801 64 0 57.732 0 50V14Z\" fill=\"url(#paint0_linear_38_40)\"><\/path><path d=\"M37.3333 42.6666V21.3333C37.3333 20.626 37.0523 19.9478 36.5522 19.4477C36.0521 18.9476 35.3739 18.6666 34.6666 18.6666H29.3333C28.626 18.6666 27.9478 18.9476 27.4477 19.4477C26.9476 19.9478 26.6666 20.626 26.6666 21.3333V42.6666\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M42.6666 24H21.3333C19.8605 24 18.6666 25.1939 18.6666 26.6667V40C18.6666 41.4728 19.8605 42.6667 21.3333 42.6667H42.6666C44.1394 42.6667 45.3333 41.4728 45.3333 40V26.6667C45.3333 25.1939 44.1394 24 42.6666 24Z\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><defs><linearGradient id=\"paint0_linear_38_40\" x1=\"0\" y1=\"0\" x2=\"64\" y2=\"64\" gradientUnits=\"userSpaceOnUse\"><stop stop-color=\"#FF8904\"><\/stop><stop offset=\"1\" stop-color=\"#F54900\"><\/stop><\/linearGradient><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tProfissionais de Marketing\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tCrie suas pr\u00f3prias artes sem depender de terceiros\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-15cf6ed e-con-full e-flex e-con e-child\" data-id=\"15cf6ed\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-d7c253c e-con-full e-flex e-con e-child\" data-id=\"d7c253c\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-c544d60 elementor-view-default elementor-position-block-start elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"c544d60\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"64\" height=\"64\" viewBox=\"0 0 64 64\" fill=\"none\"><path d=\"M0 14C0 6.26801 6.26801 0 14 0H50C57.732 0 64 6.26801 64 14V50C64 57.732 57.732 64 50 64H14C6.26801 64 0 57.732 0 50V14Z\" fill=\"url(#paint0_linear_38_49)\"><\/path><path d=\"M32 45.3333C39.3638 45.3333 45.3334 39.3638 45.3334 32C45.3334 24.6362 39.3638 18.6666 32 18.6666C24.6362 18.6666 18.6667 24.6362 18.6667 32C18.6667 39.3638 24.6362 45.3333 32 45.3333Z\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M32 40C36.4183 40 40 36.4183 40 32C40 27.5817 36.4183 24 32 24C27.5817 24 24 27.5817 24 32C24 36.4183 27.5817 40 32 40Z\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M32 34.6667C33.4727 34.6667 34.6666 33.4728 34.6666 32C34.6666 30.5273 33.4727 29.3334 32 29.3334C30.5272 29.3334 29.3333 30.5273 29.3333 32C29.3333 33.4728 30.5272 34.6667 32 34.6667Z\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><defs><linearGradient id=\"paint0_linear_38_49\" x1=\"0\" y1=\"0\" x2=\"64\" y2=\"64\" gradientUnits=\"userSpaceOnUse\"><stop stop-color=\"#FF8904\"><\/stop><stop offset=\"1\" stop-color=\"#F54900\"><\/stop><\/linearGradient><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tFot\u00f3grafos\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tDomine a edi\u00e7\u00e3o e tratamento profissional de imagens\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-650be52 e-con-full e-flex e-con e-child\" data-id=\"650be52\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-fc549fd elementor-view-default elementor-position-block-start elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"fc549fd\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"64\" height=\"64\" viewBox=\"0 0 64 64\" fill=\"none\"><path d=\"M0 14C0 6.26801 6.26801 0 14 0H50C57.732 0 64 6.26801 64 14V50C64 57.732 57.732 64 50 64H14C6.26801 64 0 57.732 0 50V14Z\" fill=\"url(#paint0_linear_38_59)\"><\/path><path d=\"M22 38.0001C20 39.6801 19.3333 44.6667 19.3333 44.6667C19.3333 44.6667 24.32 44.0001 26 42.0001C26.9466 40.8801 26.9333 39.1601 25.88 38.1201C25.3617 37.6254 24.679 37.3396 23.9629 37.3174C23.2469 37.2953 22.5478 37.5384 22 38.0001Z\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M32 36L28 32C28.7095 30.1593 29.6029 28.3948 30.6667 26.7334C32.2202 24.2494 34.3835 22.2041 36.9507 20.7922C39.5178 19.3802 42.4036 18.6485 45.3333 18.6667C45.3333 22.2934 44.2933 28.6667 37.3333 33.3334C35.6492 34.3983 33.8625 35.2917 32 36Z\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M28 31.9999H21.3333C21.3333 31.9999 22.0666 27.9599 24 26.6666C26.16 25.2266 30.6666 26.6666 30.6666 26.6666\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M32 36V42.6667C32 42.6667 36.04 41.9334 37.3333 40C38.7733 37.84 37.3333 33.3334 37.3333 33.3334\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><defs><linearGradient id=\"paint0_linear_38_59\" x1=\"0\" y1=\"0\" x2=\"64\" y2=\"64\" gradientUnits=\"userSpaceOnUse\"><stop stop-color=\"#FF8904\"><\/stop><stop offset=\"1\" stop-color=\"#F54900\"><\/stop><\/linearGradient><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tEmpreendedores\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tDesenvolva materiais visuais para seu neg\u00f3cio com autonomia\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-64c2486 e-con-full e-flex e-con e-child\" data-id=\"64c2486\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-bbc7c4a elementor-view-default elementor-position-block-start elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"bbc7c4a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"64\" height=\"64\" viewBox=\"0 0 64 64\" fill=\"none\"><path d=\"M0 14C0 6.26801 6.26801 0 14 0H50C57.732 0 64 6.26801 64 14V50C64 57.732 57.732 64 50 64H14C6.26801 64 0 57.732 0 50V14Z\" fill=\"url(#paint0_linear_38_70)\"><\/path><path d=\"M37.3334 25.3334H45.3334V33.3334\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M45.3333 25.3334L34 36.6667L27.3333 30L18.6666 38.6667\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><defs><linearGradient id=\"paint0_linear_38_70\" x1=\"0\" y1=\"0\" x2=\"64\" y2=\"64\" gradientUnits=\"userSpaceOnUse\"><stop stop-color=\"#FF8904\"><\/stop><stop offset=\"1\" stop-color=\"#F54900\"><\/stop><\/linearGradient><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tQuem Busca Nova Carreira\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tTorne-se um designer profissional requisitado no mercado\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-2bc656f e-flex e-con-boxed e-con e-parent\" data-id=\"2bc656f\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-5ddceea e-con-full e-flex e-con e-child\" data-id=\"5ddceea\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-90bbf34 elementor-widget elementor-widget-heading\" data-id=\"90bbf34\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">PARA QUEM \u00c9 ESTE CURSO<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-be067b1 elementor-widget elementor-widget-heading\" data-id=\"be067b1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Por Que Escolher Este Curso?<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-026338e elementor-widget elementor-widget-heading\" data-id=\"026338e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Muito mais do que um curso comum - uma jornada completa de transforma\u00e7\u00e3o<\/h2>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-8ed199f e-con-full elementor-hidden-tablet e-flex e-con e-child\" data-id=\"8ed199f\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-947d492 e-con-full e-flex e-con e-child\" data-id=\"947d492\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3f1dea1 elementor-view-default elementor-position-block-start elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"3f1dea1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"56\" height=\"56\" viewBox=\"0 0 56 56\" fill=\"none\"><path d=\"M0 10C0 4.47715 4.47715 0 10 0H46C51.5229 0 56 4.47715 56 10V46C56 51.5229 51.5228 56 46 56H10C4.47715 56 0 51.5228 0 46V10Z\" fill=\"url(#paint0_linear_30_236)\"><\/path><path d=\"M28 22.1667V38.5001\" stroke=\"white\" stroke-width=\"2.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M17.5 35C17.1906 35 16.8938 34.8771 16.675 34.6583C16.4562 34.4395 16.3333 34.1428 16.3333 33.8333V18.6667C16.3333 18.3572 16.4562 18.0605 16.675 17.8417C16.8938 17.6229 17.1906 17.5 17.5 17.5H23.3333C24.571 17.5 25.758 17.9917 26.6331 18.8668C27.5083 19.742 28 20.929 28 22.1667C28 20.929 28.4916 19.742 29.3668 18.8668C30.242 17.9917 31.429 17.5 32.6666 17.5H38.5C38.8094 17.5 39.1061 17.6229 39.3249 17.8417C39.5437 18.0605 39.6666 18.3572 39.6666 18.6667V33.8333C39.6666 34.1428 39.5437 34.4395 39.3249 34.6583C39.1061 34.8771 38.8094 35 38.5 35H31.5C30.5717 35 29.6815 35.3687 29.0251 36.0251C28.3687 36.6815 28 37.5717 28 38.5C28 37.5717 27.6312 36.6815 26.9749 36.0251C26.3185 35.3687 25.4282 35 24.5 35H17.5Z\" stroke=\"white\" stroke-width=\"2.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><defs><linearGradient id=\"paint0_linear_30_236\" x1=\"0\" y1=\"0\" x2=\"56\" y2=\"56\" gradientUnits=\"userSpaceOnUse\"><stop stop-color=\"#FF8904\"><\/stop><stop offset=\"1\" stop-color=\"#F54900\"><\/stop><\/linearGradient><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tIniciantes Absolutos\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tNunca usou Photoshop? Comece do zero absoluto e aprenda cada ferramenta\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1afe3c7 prabaixo elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"1afe3c7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"83\" height=\"45\" viewBox=\"0 0 83 45\" fill=\"none\"><path d=\"M82.1213 24.2131C83.2929 23.0415 83.2929 21.142 82.1213 19.9705L63.0294 0.878593C61.8579 -0.29298 59.9584 -0.29298 58.7868 0.878593C57.6152 2.05017 57.6152 3.94966 58.7868 5.12123L75.7574 22.0918L58.7868 39.0624C57.6152 40.2339 57.6152 42.1334 58.7868 43.305C59.9584 44.4766 61.8579 44.4766 63.0294 43.305L82.1213 24.2131ZM0 22.0918V25.0918H6.66667V22.0918V19.0918H0V22.0918ZM20 22.0918V25.0918H33.3333V22.0918V19.0918H20V22.0918ZM46.6667 22.0918V25.0918H60V22.0918V19.0918H46.6667V22.0918ZM73.3333 22.0918V25.0918H80V22.0918V19.0918H73.3333V22.0918ZM82.1213 24.2131C83.2929 23.0415 83.2929 21.142 82.1213 19.9705L63.0294 0.878593C61.8579 -0.29298 59.9584 -0.29298 58.7868 0.878593C57.6152 2.05017 57.6152 3.94966 58.7868 5.12123L75.7574 22.0918L58.7868 39.0624C57.6152 40.2339 57.6152 42.1334 58.7868 43.305C59.9584 44.4766 61.8579 44.4766 63.0294 43.305L82.1213 24.2131ZM0 22.0918V25.0918H6.66667V22.0918V19.0918H0V22.0918ZM20 22.0918V25.0918H33.3333V22.0918V19.0918H20V22.0918ZM46.6667 22.0918V25.0918H60V22.0918V19.0918H46.6667V22.0918ZM73.3333 22.0918V25.0918H80V22.0918V19.0918H73.3333V22.0918Z\" fill=\"#F97316\"><\/path><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-1b8808b e-con-full e-flex e-con e-child\" data-id=\"1b8808b\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-7848712 e-con-full e-flex e-con e-child\" data-id=\"7848712\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-30d365a elementor-view-default elementor-position-block-start elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"30d365a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"64\" height=\"64\" viewBox=\"0 0 64 64\" fill=\"none\"><path d=\"M0 14C0 6.26801 6.26801 0 14 0H50C57.732 0 64 6.26801 64 14V50C64 57.732 57.732 64 50 64H14C6.26801 64 0 57.732 0 50V14Z\" fill=\"url(#paint0_linear_38_19)\"><\/path><path d=\"M44.56 30.5626C44.7987 30.4573 45.0012 30.2843 45.1426 30.065C45.2839 29.8457 45.3578 29.5898 45.3551 29.3289C45.3524 29.0681 45.2732 28.8137 45.1274 28.5974C44.9815 28.3811 44.7755 28.2123 44.5346 28.1119L33.1066 22.9066C32.7592 22.7481 32.3818 22.6661 32 22.6661C31.6181 22.6661 31.2407 22.7481 30.8933 22.9066L19.4666 28.1066C19.2293 28.2106 19.0273 28.3815 18.8855 28.5984C18.7437 28.8153 18.6682 29.0688 18.6682 29.3279C18.6682 29.5871 18.7437 29.8406 18.8855 30.0575C19.0273 30.2744 19.2293 30.4453 19.4666 30.5493L30.8933 35.7599C31.2407 35.9184 31.6181 36.0004 32 36.0004C32.3818 36.0004 32.7592 35.9184 33.1066 35.7599L44.56 30.5626Z\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M45.3333 29.3334V37.3334\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M24 32.6666V37.3333C24 38.3942 24.8429 39.4116 26.3431 40.1617C27.8434 40.9119 29.8783 41.3333 32 41.3333C34.1217 41.3333 36.1566 40.9119 37.6569 40.1617C39.1571 39.4116 40 38.3942 40 37.3333V32.6666\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><defs><linearGradient id=\"paint0_linear_38_19\" x1=\"0\" y1=\"0\" x2=\"64\" y2=\"64\" gradientUnits=\"userSpaceOnUse\"><stop stop-color=\"#FF8904\"><\/stop><stop offset=\"1\" stop-color=\"#F54900\"><\/stop><\/linearGradient><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tAulas Pr\u00e1ticas\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tProjetos reais a cada m\u00f3dulo para fixar o conhecimento na pr\u00e1tica\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-266335e prabaixo 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class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tCertificado digital para valorizar seu curr\u00edculo e portfolio profissional\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-7eebffc e-con-full elementor-hidden-widescreen elementor-hidden-desktop elementor-hidden-laptop elementor-hidden-tablet_extra elementor-hidden-mobile_extra elementor-hidden-mobile e-flex e-con e-child\" data-id=\"7eebffc\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-ec572fd e-con-full e-flex e-con e-child\" data-id=\"ec572fd\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-1adade0 elementor-view-default elementor-position-block-start elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"1adade0\" 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class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tMetodologia Progressiva\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tAprenda de forma gradual, do b\u00e1sico ao avan\u00e7ado, sem pular etapas importantes\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e00e98f elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"e00e98f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"83\" height=\"45\" viewBox=\"0 0 83 45\" fill=\"none\"><path d=\"M82.1213 24.2131C83.2929 23.0415 83.2929 21.142 82.1213 19.9705L63.0294 0.878593C61.8579 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class=\"\"><\/path><\/g><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tSuporte Especializado\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tTire suas d\u00favidas com instrutores especializados em Photoshop\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-76be10d elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"76be10d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"83\" height=\"45\" viewBox=\"0 0 83 45\" fill=\"none\"><path d=\"M82.1213 24.2131C83.2929 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stroke-miterlimit=\"10\" stroke-dasharray=\"none\" stroke-opacity=\"\" data-original=\"#000000\" opacity=\"1\"><\/path><path d=\"m0 0-39.907 39.907\" style=\"stroke-width:20;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:10;stroke-dasharray:none;stroke-opacity:1\" transform=\"translate(238.711 273.289)\" fill=\"none\" stroke=\"#f97316\" stroke-width=\"20\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"none\" stroke-opacity=\"\" data-original=\"#000000\" opacity=\"1\"><\/path><path d=\"m0 0 74.398 74.398\" style=\"stroke-width:20;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:10;stroke-dasharray:none;stroke-opacity:1\" transform=\"translate(273.289 273.289)\" fill=\"none\" stroke=\"#f97316\" stroke-width=\"20\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"none\" stroke-opacity=\"\" data-original=\"#000000\" opacity=\"1\"><\/path><path d=\"M0 0v0\" style=\"stroke-width:20;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:10;stroke-dasharray:none;stroke-opacity:1\" transform=\"translate(128.014 383.986)\" fill=\"none\" stroke=\"#f97316\" stroke-width=\"20\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"none\" stroke-opacity=\"\" data-original=\"#000000\" opacity=\"1\"><\/path><path d=\"M0 0v0\" style=\"stroke-width:20;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:10;stroke-dasharray:none;stroke-opacity:1\" transform=\"translate(325.275 492.286)\" fill=\"none\" stroke=\"#f97316\" stroke-width=\"20\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-miterlimit=\"10\" stroke-dasharray=\"none\" stroke-opacity=\"\" data-original=\"#000000\" opacity=\"1\"><\/path><\/g><\/g><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  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elementor-widget-heading\" data-id=\"a2c62c6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">DEPOIMENTOS<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-105aeea elementor-widget elementor-widget-heading\" data-id=\"105aeea\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">O Que Nossos Alunos Dizem<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-885de27 elementor-widget elementor-widget-heading\" data-id=\"885de27\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Hist\u00f3rias reais de transforma\u00e7\u00e3o e sucesso<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div 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Hoje, 3 meses depois, estou atendendo clientes e ganhando bem com design!\"<\/h2>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-0b88040 e-con-full e-flex e-con e-child\" data-id=\"0b88040\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-325302c elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"325302c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"48\" height=\"48\" viewBox=\"0 0 48 48\" fill=\"none\"><path d=\"M0 24C0 10.7452 10.7452 0 24 0V0C37.2548 0 48 10.7452 48 24V24C48 37.2548 37.2548 48 24 48V48C10.7452 48 0 37.2548 0 24V24Z\" fill=\"url(#pattern0_47_595)\"><\/path><defs><pattern id=\"pattern0_47_595\" 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Hoje, 3 meses depois, estou atendendo clientes e ganhando bem com design!\"<\/h2>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-8750944 e-con-full e-flex e-con e-child\" data-id=\"8750944\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-e89f9e0 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"e89f9e0\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"48\" height=\"48\" viewBox=\"0 0 48 48\" fill=\"none\"><path d=\"M0 24C0 10.7452 10.7452 0 24 0V0C37.2548 0 48 10.7452 48 24V24C48 37.2548 37.2548 48 24 48V48C10.7452 48 0 37.2548 0 24V24Z\" fill=\"url(#pattern0_47_645)\"><\/path><defs><pattern id=\"pattern0_47_645\" 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14bDLtxnW8956X68Hrr60f1V6HT7vCy4+1\/J3Hv563wdn06DW8Fb\/9WvHyrtl62ans8XMW9b4enHR7\/+w2n4a2wWpM3q\/P\/BwAA\/\/+f\/kbxAAAABklEQVQDAHL9EkW0CiY2AAAAAElFTkSuQmCC\"><\/image><\/defs><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-4f3349f e-con-full e-flex e-con e-child\" data-id=\"4f3349f\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-bb5ca6d elementor-widget elementor-widget-heading\" data-id=\"bb5ca6d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Juliana Santos<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c455727 elementor-widget elementor-widget-heading\" data-id=\"c455727\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Designer Freelancer<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<div class=\"elementor-swiper-button elementor-swiper-button-prev\" role=\"button\" tabindex=\"0\" aria-label=\"Previous\">\n\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-eicon-chevron-left\" viewBox=\"0 0 1000 1000\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M646 125C629 125 613 133 604 142L308 442C296 454 292 471 292 487 292 504 296 521 308 533L604 854C617 867 629 875 646 875 663 875 679 871 692 858 704 846 713 829 713 812 713 796 708 779 692 767L438 487 692 225C700 217 708 204 708 187 708 171 704 154 692 142 675 129 663 125 646 125Z\"><\/path><\/svg>\t\t\t<\/div>\n\t\t\t<div class=\"elementor-swiper-button elementor-swiper-button-next\" role=\"button\" tabindex=\"0\" aria-label=\"Next\">\n\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-eicon-chevron-right\" viewBox=\"0 0 1000 1000\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M696 533C708 521 713 504 713 487 713 471 708 454 696 446L400 146C388 133 375 125 354 125 338 125 325 129 313 142 300 154 292 171 292 187 292 204 296 221 308 233L563 492 304 771C292 783 288 800 288 817 288 833 296 850 308 863 321 871 338 875 354 875 371 875 388 867 400 854L696 533Z\"><\/path><\/svg>\t\t\t<\/div>\n\t\t\t\t\t<div class=\"swiper-pagination\"><\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-c2b126e e-flex e-con-boxed e-con e-parent\" data-id=\"c2b126e\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-fc538f7 e-con-full e-flex e-con e-child\" data-id=\"fc538f7\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-c70c4f9 elementor-widget elementor-widget-heading\" data-id=\"c70c4f9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">CONTE\u00daDO PROGRAM\u00c1TICO<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5cdc018 elementor-widget elementor-widget-heading\" data-id=\"5cdc018\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Do Zero ao Avan\u00e7ado em Etapas<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4fa4dff elementor-widget elementor-widget-heading\" data-id=\"4fa4dff\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Mais de 200 aulas organizadas em uma jornada completa de aprendizado<\/h2>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-13f4447 e-con-full e-flex e-con e-child\" data-id=\"13f4447\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-a7d4c10 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"a7d4c10\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"64\" height=\"64\" viewBox=\"0 0 64 64\" fill=\"none\"><path d=\"M0 14C0 6.26801 6.26801 0 14 0H50C57.732 0 64 6.26801 64 14V50C64 57.732 57.732 64 50 64H14C6.26801 64 0 57.732 0 50V14Z\" fill=\"url(#paint0_linear_47_13)\"><\/path><path d=\"M32 25.3335V44.0002\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M20 40C19.6464 40 19.3072 39.8595 19.0572 39.6095C18.8071 39.3594 18.6667 39.0203 18.6667 38.6667V21.3333C18.6667 20.9797 18.8071 20.6406 19.0572 20.3905C19.3072 20.1405 19.6464 20 20 20H26.6667C28.0811 20 29.4377 20.5619 30.4379 21.5621C31.4381 22.5623 32 23.9188 32 25.3333C32 23.9188 32.5619 22.5623 33.5621 21.5621C34.5623 20.5619 35.9188 20 37.3333 20H44C44.3536 20 44.6928 20.1405 44.9428 20.3905C45.1928 20.6406 45.3333 20.9797 45.3333 21.3333V38.6667C45.3333 39.0203 45.1928 39.3594 44.9428 39.6095C44.6928 39.8595 44.3536 40 44 40H36C34.9391 40 33.9217 40.4214 33.1716 41.1716C32.4214 41.9217 32 42.9391 32 44C32 42.9391 31.5786 41.9217 30.8284 41.1716C30.0783 40.4214 29.0609 40 28 40H20Z\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><defs><linearGradient id=\"paint0_linear_47_13\" x1=\"0\" y1=\"0\" x2=\"64\" y2=\"64\" gradientUnits=\"userSpaceOnUse\"><stop stop-color=\"#FF8904\"><\/stop><stop offset=\"1\" stop-color=\"#FF6900\"><\/stop><\/linearGradient><\/defs><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-d2135e6 e-con-full e-flex e-con e-child\" data-id=\"d2135e6\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-769f1ba elementor-widget elementor-widget-heading\" data-id=\"769f1ba\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Iniciante<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-90af162 elementor-widget elementor-widget-heading\" data-id=\"90af162\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">N\u00edvel iniciante<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-a434f44 e-con-full e-flex e-con e-child\" data-id=\"a434f44\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-69e41d7 e-con-full e-flex e-con e-child\" data-id=\"69e41d7\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-4cafd19 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"4cafd19\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Fundamentos do Photoshop<\/h2>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-8fe0f34 e-con-full e-flex e-con e-child\" data-id=\"8fe0f34\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f3413c0 elementor-widget elementor-widget-heading\" data-id=\"f3413c0\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">\ud83d\udcda 15 aulas<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8f64531 elementor-widget elementor-widget-heading\" data-id=\"8f64531\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">\u23f1\ufe0f 3h<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2cb20f9 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"2cb20f9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Interface completa<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d7fb285 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"d7fb285\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Primeiros passos<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0eded09 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"0eded09\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Configura\u00e7\u00f5es essenciais<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-683d0c0 e-con-full e-flex e-con e-child\" data-id=\"683d0c0\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-45e257f elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"45e257f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Ferramentas B\u00e1sicas<\/h2>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-c5da915 e-con-full e-flex e-con e-child\" data-id=\"c5da915\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5135cf5 elementor-widget elementor-widget-heading\" data-id=\"5135cf5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">\ud83d\udcda 20 aulas<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9dbe521 elementor-widget elementor-widget-heading\" data-id=\"9dbe521\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">\u23f1\ufe0f 4h<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-180dfe7 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"180dfe7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Sele\u00e7\u00f5es<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1f61ac5 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"1f61ac5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Camadas<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-718e64a elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"718e64a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Ferramentas de pintura<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-8c2ee90 e-con-full e-flex e-con e-child\" data-id=\"8c2ee90\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-68b1ae7 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"68b1ae7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"64\" height=\"64\" viewBox=\"0 0 64 64\" fill=\"none\"><path d=\"M0 14C0 6.26801 6.26801 0 14 0H50C57.732 0 64 6.26801 64 14V50C64 57.732 57.732 64 50 64H14C6.26801 64 0 57.732 0 50V14Z\" fill=\"url(#paint0_linear_47_79)\"><\/path><path d=\"M33.1067 18.9065C32.7592 18.748 32.3818 18.666 32 18.666C31.6181 18.666 31.2407 18.748 30.8933 18.9065L19.4667 24.1065C19.2301 24.2108 19.0289 24.3817 18.8877 24.5983C18.7465 24.8149 18.6713 25.0679 18.6713 25.3265C18.6713 25.5851 18.7465 25.8381 18.8877 26.0547C19.0289 26.2713 19.2301 26.4422 19.4667 26.5465L30.9067 31.7598C31.2541 31.9183 31.6315 32.0003 32.0133 32.0003C32.3952 32.0003 32.7726 31.9183 33.12 31.7598L44.56 26.5598C44.7966 26.4555 44.9978 26.2846 45.139 26.068C45.2802 25.8514 45.3554 25.5984 45.3554 25.3398C45.3554 25.0812 45.2802 24.8282 45.139 24.6116C44.9978 24.395 44.7966 24.2242 44.56 24.1198L33.1067 18.9065Z\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M18.6667 32C18.666 32.255 18.7385 32.5049 18.8756 32.7199C19.0127 32.935 19.2086 33.1062 19.44 33.2133L30.9067 38.4267C31.2523 38.5832 31.6273 38.6641 32.0067 38.6641C32.386 38.6641 32.7611 38.5832 33.1067 38.4267L44.5467 33.2267C44.7827 33.1206 44.9827 32.9481 45.1224 32.7303C45.2621 32.5125 45.3354 32.2587 45.3333 32\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M18.6667 38.6665C18.666 38.9215 18.7385 39.1714 18.8756 39.3864C19.0127 39.6015 19.2086 39.7727 19.44 39.8798L30.9067 45.0932C31.2523 45.2497 31.6273 45.3306 32.0067 45.3306C32.386 45.3306 32.7611 45.2497 33.1067 45.0932L44.5467 39.8932C44.7827 39.7871 44.9827 39.6146 45.1224 39.3968C45.2621 39.179 45.3354 38.9253 45.3333 38.6665\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><defs><linearGradient id=\"paint0_linear_47_79\" x1=\"0\" y1=\"0\" x2=\"64\" y2=\"64\" gradientUnits=\"userSpaceOnUse\"><stop stop-color=\"#FF6900\"><\/stop><stop offset=\"1\" stop-color=\"#F54900\"><\/stop><\/linearGradient><\/defs><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-f1dc223 e-con-full e-flex e-con e-child\" data-id=\"f1dc223\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-0575950 elementor-widget elementor-widget-heading\" data-id=\"0575950\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Intermedi\u00e1rio<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-60e4159 elementor-widget elementor-widget-heading\" data-id=\"60e4159\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">N\u00edvel intermedi\u00e1rio<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-6f83634 e-con-full e-flex e-con e-child\" data-id=\"6f83634\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-5b53c8d e-con-full e-flex e-con e-child\" data-id=\"5b53c8d\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-30d8748 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"30d8748\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Edi\u00e7\u00e3o e Tratamento de Imagens<\/h2>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-fe68357 e-con-full e-flex e-con e-child\" data-id=\"fe68357\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-eceec9b elementor-widget elementor-widget-heading\" data-id=\"eceec9b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">\ud83d\udcda 25 aulas<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c4ae2e8 elementor-widget elementor-widget-heading\" data-id=\"c4ae2e8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">\u23f1\ufe0f 5h<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f8ff78b elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"f8ff78b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Ajustes de cor<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ba02db1 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"ba02db1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Corre\u00e7\u00e3o de fotos<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0b35929 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"0b35929\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Retoque profissional<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-2eabf06 e-con-full e-flex e-con e-child\" data-id=\"2eabf06\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f5a1e46 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"f5a1e46\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Composi\u00e7\u00f5es e Montagens<\/h2>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-c1adddd e-con-full e-flex e-con e-child\" data-id=\"c1adddd\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5b0f8ce elementor-widget elementor-widget-heading\" data-id=\"5b0f8ce\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">\ud83d\udcda 30 aulas<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8576d4c elementor-widget elementor-widget-heading\" data-id=\"8576d4c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">\u23f1\ufe0f 6h<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5e47e38 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"5e47e38\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">M\u00e1scaras avan\u00e7adas<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9c5cf18 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"9c5cf18\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Blend modes<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6335b24 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"6335b24\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Composi\u00e7\u00f5es realistas<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-457ee01 e-con-full e-flex e-con e-child\" data-id=\"457ee01\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-ea86745 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"ea86745\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Tipografia e Design<\/h2>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-e3b6b77 e-con-full e-flex e-con e-child\" data-id=\"e3b6b77\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-87d5b2a elementor-widget elementor-widget-heading\" data-id=\"87d5b2a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">\ud83d\udcda 20 aulas<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3cf1a12 elementor-widget elementor-widget-heading\" data-id=\"3cf1a12\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">\u23f1\ufe0f 4h<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-54fdb1c elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"54fdb1c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Textos criativos<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4297387 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"4297387\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Efeitos tipogr\u00e1ficos<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d23f1f4 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"d23f1f4\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Layout e composi\u00e7\u00e3o<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-a055ee9 e-con-full e-flex e-con e-child\" data-id=\"a055ee9\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-1f9e1a6 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"1f9e1a6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"64\" height=\"64\" viewBox=\"0 0 64 64\" fill=\"none\"><path d=\"M0 14C0 6.26801 6.26801 0 14 0H50C57.732 0 64 6.26801 64 14V50C64 57.732 57.732 64 50 64H14C6.26801 64 0 57.732 0 50V14Z\" fill=\"url(#paint0_linear_47_173)\"><\/path><path d=\"M36.636 33.1865L38.656 44.5545C38.6786 44.6884 38.6598 44.826 38.6022 44.9489C38.5445 45.0718 38.4507 45.1741 38.3332 45.2423C38.2158 45.3104 38.0804 45.341 37.9451 45.3301C37.8098 45.3192 37.681 45.2673 37.576 45.1812L32.8027 41.5985C32.5722 41.4264 32.2923 41.3334 32.0047 41.3334C31.717 41.3334 31.4371 41.4264 31.2067 41.5985L26.4253 45.1799C26.3204 45.2658 26.1918 45.3177 26.0567 45.3286C25.9215 45.3395 25.7862 45.309 25.6689 45.241C25.5515 45.1731 25.4577 45.071 25.3999 44.9483C25.3421 44.8256 25.3231 44.6883 25.3453 44.5545L27.364 33.1865\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M32 34.6665C36.4183 34.6665 40 31.0848 40 26.6665C40 22.2482 36.4183 18.6665 32 18.6665C27.5817 18.6665 24 22.2482 24 26.6665C24 31.0848 27.5817 34.6665 32 34.6665Z\" stroke=\"white\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><defs><linearGradient id=\"paint0_linear_47_173\" x1=\"0\" y1=\"0\" x2=\"64\" y2=\"64\" gradientUnits=\"userSpaceOnUse\"><stop stop-color=\"#F54900\"><\/stop><stop offset=\"1\" stop-color=\"#CA3500\"><\/stop><\/linearGradient><\/defs><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-68340ca e-con-full e-flex e-con e-child\" data-id=\"68340ca\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f64a31a elementor-widget elementor-widget-heading\" data-id=\"f64a31a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Avan\u00e7ado<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-eb87f73 elementor-widget elementor-widget-heading\" data-id=\"eb87f73\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">N\u00edvel avan\u00e7ado<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-3a0c7ee e-con-full e-flex e-con e-child\" data-id=\"3a0c7ee\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-15c5415 e-con-full e-flex e-con e-child\" data-id=\"15c5415\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-268f819 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"268f819\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Edi\u00e7\u00e3o e Tratamento de Imagens<\/h2>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-5bb5d25 e-con-full e-flex e-con e-child\" data-id=\"5bb5d25\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f4d4e67 elementor-widget elementor-widget-heading\" data-id=\"f4d4e67\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">\ud83d\udcda 25 aulas<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0c032f2 elementor-widget elementor-widget-heading\" data-id=\"0c032f2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">\u23f1\ufe0f 5h<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b5f71e4 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"b5f71e4\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Ajustes de cor<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7bee2f2 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"7bee2f2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Corre\u00e7\u00e3o de fotos<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-dc0f8fa elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"dc0f8fa\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Retoque profissional<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-f48c832 e-con-full e-flex e-con e-child\" data-id=\"f48c832\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-ae4db48 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"ae4db48\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Composi\u00e7\u00f5es e Montagens<\/h2>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-baa55df e-con-full e-flex e-con e-child\" data-id=\"baa55df\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-6331cd4 elementor-widget elementor-widget-heading\" data-id=\"6331cd4\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">\ud83d\udcda 30 aulas<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d6386b6 elementor-widget elementor-widget-heading\" data-id=\"d6386b6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">\u23f1\ufe0f 6h<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2c3e307 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"2c3e307\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">M\u00e1scaras avan\u00e7adas<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7debdcd elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"7debdcd\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Blend modes<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f874748 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"f874748\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Composi\u00e7\u00f5es realistas<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-b22e496 e-con-full e-flex e-con e-child\" data-id=\"b22e496\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-dbef64c elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"dbef64c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Tipografia e Design<\/h2>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-8f118d2 e-con-full e-flex e-con e-child\" data-id=\"8f118d2\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-8fae35b elementor-widget elementor-widget-heading\" data-id=\"8fae35b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">\ud83d\udcda 20 aulas<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-632594c elementor-widget elementor-widget-heading\" data-id=\"632594c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">\u23f1\ufe0f 4h<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-92061a8 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"92061a8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Textos criativos<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5f885b5 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"5f885b5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Efeitos tipogr\u00e1ficos<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e2484bd elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"e2484bd\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\"><path d=\"M14.534 6.66666C14.8385 8.16086 14.6215 9.71428 13.9192 11.0679C13.217 12.4214 12.0719 13.4934 10.675 14.1049C9.2781 14.7164 7.71376 14.8305 6.24287 14.4282C4.77199 14.026 3.48347 13.1316 2.59219 11.8943C1.70091 10.657 1.26075 9.15148 1.34511 7.62892C1.42948 6.10635 2.03326 4.65872 3.05577 3.52744C4.07829 2.39616 5.45773 1.64961 6.96405 1.4123C8.47037 1.17498 10.0125 1.46123 11.3333 2.22333\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6 7.33317L8 9.33317L14.6667 2.6665\" stroke=\"#FF6900\" stroke-width=\"1.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Layout e composi\u00e7\u00e3o<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-0ed84c5 e-con-full e-flex e-con e-child\" data-id=\"0ed84c5\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-8dbaa88 elementor-widget elementor-widget-counter\" data-id=\"8dbaa88\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"counter.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-counter\">\n\t\t\t<div class=\"elementor-counter-title\">Aulas totais<\/div>\t\t\t<div class=\"elementor-counter-number-wrapper\">\n\t\t\t\t<span class=\"elementor-counter-number-prefix\"><\/span>\n\t\t\t\t<span class=\"elementor-counter-number\" data-duration=\"1000\" data-to-value=\"205\" data-from-value=\"0\" data-delimiter=\",\">0<\/span>\n\t\t\t\t<span class=\"elementor-counter-number-suffix\"><\/span>\n\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0e64aa0 elementor-widget elementor-widget-counter\" data-id=\"0e64aa0\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"counter.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-counter\">\n\t\t\t<div class=\"elementor-counter-title\">Aulas totais<\/div>\t\t\t<div class=\"elementor-counter-number-wrapper\">\n\t\t\t\t<span class=\"elementor-counter-number-prefix\"><\/span>\n\t\t\t\t<span class=\"elementor-counter-number\" data-duration=\"1000\" data-to-value=\"45\" data-from-value=\"0\" data-delimiter=\",\">0<\/span>\n\t\t\t\t<span class=\"elementor-counter-number-suffix\">h<\/span>\n\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a4f20ca elementor-widget elementor-widget-counter\" data-id=\"a4f20ca\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"counter.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-counter\">\n\t\t\t<div class=\"elementor-counter-title\">Aulas totais<\/div>\t\t\t<div class=\"elementor-counter-number-wrapper\">\n\t\t\t\t<span class=\"elementor-counter-number-prefix\"><\/span>\n\t\t\t\t<span class=\"elementor-counter-number\" data-duration=\"1000\" data-to-value=\"50\" data-from-value=\"0\" data-delimiter=\",\">0<\/span>\n\t\t\t\t<span class=\"elementor-counter-number-suffix\">+<\/span>\n\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-c8988da e-con-full e-flex e-con e-parent\" data-id=\"c8988da\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-bdedf31 e-con-full e-flex e-con e-child\" data-id=\"bdedf31\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-a0e6f98 elementor-widget elementor-widget-heading\" data-id=\"a0e6f98\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">CONTE\u00daDO PROGRAM\u00c1TICO<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f04f32e elementor-widget elementor-widget-heading\" data-id=\"f04f32e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Do Zero ao Avan\u00e7ado em Etapas<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6e0737b elementor-widget elementor-widget-heading\" data-id=\"6e0737b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Mais de 200 aulas organizadas em uma jornada completa de aprendizado<\/h2>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-5d9b81d e-con-full e-flex e-con e-child\" data-id=\"5d9b81d\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-b4663a3 elementor-widget elementor-widget-heading\" data-id=\"b4663a3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Valor Real do Pacote Completo<\/h2>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-64541ca e-con-full e-flex e-con e-child\" data-id=\"64541ca\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f9d380a elementor-widget elementor-widget-heading\" data-id=\"f9d380a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Curso Completo (205 aulas + 45h)<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-88c97df elementor-widget elementor-widget-heading\" data-id=\"88c97df\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">R$ 1997<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-c4b507e e-con-full e-flex e-con e-child\" data-id=\"c4b507e\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-9a4458f elementor-widget elementor-widget-heading\" data-id=\"9a4458f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Biblioteca de Recursos<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-343426b elementor-widget elementor-widget-heading\" data-id=\"343426b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">R$ 497<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-03e7df5 e-con-full e-flex e-con e-child\" data-id=\"03e7df5\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3713e06 elementor-widget elementor-widget-heading\" data-id=\"3713e06\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Masterclass Fotomanipula\u00e7\u00e3o<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-34d40a0 elementor-widget elementor-widget-heading\" data-id=\"34d40a0\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">R$ 397<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-9c45dfd e-con-full e-flex e-con e-child\" data-id=\"9c45dfd\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-cd16092 elementor-widget elementor-widget-heading\" data-id=\"cd16092\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Comunidade Premium<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-019d12a elementor-widget elementor-widget-heading\" data-id=\"019d12a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">R$ 297<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-6bfccad e-con-full e-flex e-con e-child\" data-id=\"6bfccad\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-219bbaa elementor-widget elementor-widget-heading\" data-id=\"219bbaa\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Templates PSD Prontos<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2ec8571 elementor-widget elementor-widget-heading\" data-id=\"2ec8571\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">R$ 197<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-b2f63e6 e-con-full e-flex e-con e-child\" data-id=\"b2f63e6\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-38ecfe5 elementor-widget elementor-widget-heading\" data-id=\"38ecfe5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">E-book + Atualiza\u00e7\u00f5es<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-64aa984 elementor-widget elementor-widget-heading\" data-id=\"64aa984\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">R$ 97<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-b2872a4 e-con-full e-flex e-con e-child\" data-id=\"b2872a4\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-788d5a3 elementor-widget elementor-widget-heading\" data-id=\"788d5a3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Valor Total:<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8cf20c9 elementor-widget elementor-widget-heading\" data-id=\"8cf20c9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">R$ 3.482<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-5800264 e-con-full e-flex e-con e-child\" data-id=\"5800264\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-0043efb e-con-full e-flex e-con e-child\" data-id=\"0043efb\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-0c2519f elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"0c2519f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M3.33331 11.6667C3.17561 11.6673 3.021 11.623 2.88743 11.5392C2.75387 11.4554 2.64683 11.3354 2.57876 11.1931C2.51069 11.0509 2.48438 10.8922 2.50289 10.7356C2.52139 10.579 2.58396 10.4309 2.68331 10.3084L10.9333 1.80839C10.9952 1.73696 11.0795 1.68868 11.1725 1.6715C11.2654 1.65431 11.3614 1.66923 11.4447 1.71381C11.5281 1.75838 11.5938 1.82997 11.6311 1.91681C11.6684 2.00365 11.675 2.10059 11.65 2.19172L10.05 7.20839C10.0028 7.33466 9.98695 7.47049 10.0038 7.60423C10.0206 7.73797 10.0697 7.86562 10.1467 7.97624C10.2237 8.08686 10.3265 8.17715 10.446 8.23935C10.5656 8.30156 10.6985 8.33383 10.8333 8.33339H16.6666C16.8243 8.33285 16.9789 8.37707 17.1125 8.46091C17.2461 8.54474 17.3531 8.66476 17.4212 8.80701C17.4893 8.94926 17.5156 9.1079 17.4971 9.26451C17.4786 9.42111 17.416 9.56926 17.3166 9.69172L9.06664 18.1917C9.00475 18.2632 8.92042 18.3114 8.82749 18.3286C8.73455 18.3458 8.63854 18.3309 8.5552 18.2863C8.47186 18.2417 8.40615 18.1701 8.36886 18.0833C8.33157 17.9965 8.32491 17.8995 8.34997 17.8084L9.94997 12.7917C9.99715 12.6655 10.013 12.5296 9.99615 12.3959C9.9793 12.2621 9.93026 12.1345 9.85323 12.0239C9.77621 11.9132 9.6735 11.823 9.55391 11.7608C9.43433 11.6985 9.30144 11.6663 9.16664 11.6667H3.33331Z\" stroke=\"white\" stroke-width=\"1.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">72% DE DESCONTO<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8f13038 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"8f13038\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><path d=\"M15.416 4.35489C15.4735 4.25037 15.5581 4.1632 15.6608 4.1025C15.7635 4.04179 15.8807 4.00977 16 4.00977C16.1193 4.00977 16.2364 4.04179 16.3392 4.1025C16.4419 4.1632 16.5264 4.25037 16.584 4.35489L20.52 11.8269C20.6138 11.9999 20.7448 12.15 20.9036 12.2664C21.0623 12.3828 21.2449 12.4626 21.4381 12.5C21.6313 12.5375 21.8305 12.5317 22.0212 12.4831C22.212 12.4345 22.3896 12.3443 22.5413 12.2189L28.244 7.33356C28.3534 7.24452 28.4883 7.19251 28.6293 7.18503C28.7702 7.17754 28.9098 7.21495 29.0281 7.29189C29.1464 7.36882 29.2372 7.4813 29.2875 7.61315C29.3378 7.74499 29.345 7.88939 29.308 8.02556L25.5293 21.6869C25.4522 21.9664 25.286 22.2132 25.056 22.3898C24.826 22.5664 24.5446 22.6632 24.2546 22.6656H7.74664C7.45642 22.6635 7.17479 22.5669 6.9445 22.3902C6.71421 22.2136 6.54784 21.9667 6.47064 21.6869L2.69331 8.02689C2.65631 7.89072 2.66347 7.74632 2.71376 7.61448C2.76406 7.48264 2.85489 7.37015 2.97318 7.29322C3.09147 7.21629 3.23112 7.17887 3.37203 7.18636C3.51294 7.19385 3.64784 7.24585 3.75731 7.33489L9.45864 12.2202C9.61037 12.3456 9.78799 12.4359 9.97873 12.4845C10.1695 12.5331 10.3686 12.5388 10.5618 12.5014C10.7551 12.4639 10.9376 12.3841 11.0964 12.2677C11.2551 12.1513 11.3861 12.0012 11.48 11.8282L15.416 4.35489Z\" stroke=\"#FF8904\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M6.66669 28H25.3334\" stroke=\"#FF8904\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Oferta Especial de Lan\u00e7amento<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-063e2bf elementor-widget elementor-widget-heading\" data-id=\"063e2bf\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">De R$ 3.482 por apenas<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-15c0f20 elementor-widget elementor-widget-heading\" data-id=\"15c0f20\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">R$ 997<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-50c21d7 elementor-widget elementor-widget-heading\" data-id=\"50c21d7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">ou <span class='text-orange'>12x de R$ 97<\/span> sem juros<\/h2>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-11b7e69 e-con-full e-flex e-con e-child\" data-id=\"11b7e69\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-e6d23af elementor-view-default elementor-position-block-start elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"e6d23af\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><path d=\"M29.068 13.3333C29.6769 16.3217 29.243 19.4286 27.8385 22.1357C26.434 24.8429 24.1439 26.9867 21.35 28.2097C18.5562 29.4328 15.4275 29.661 12.4857 28.8565C9.54397 28.0519 6.96693 26.2632 5.18438 23.7885C3.40183 21.3139 2.52151 18.303 2.69023 15.2578C2.85895 12.2127 4.06652 9.31744 6.11155 7.05488C8.15657 4.79232 10.9155 3.29923 13.9281 2.82459C16.9407 2.34995 20.0251 2.92247 22.6667 4.44665\" stroke=\"#FF8904\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M12 14.6668L16 18.6668L29.3333 5.3335\" stroke=\"#FF8904\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tAcesso Vital\u00edcio\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9bbb0fe elementor-view-default elementor-position-block-start elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"9bbb0fe\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><path d=\"M29.068 13.3333C29.6769 16.3217 29.243 19.4286 27.8385 22.1357C26.434 24.8429 24.1439 26.9867 21.35 28.2097C18.5562 29.4328 15.4275 29.661 12.4857 28.8565C9.54397 28.0519 6.96693 26.2632 5.18438 23.7885C3.40183 21.3139 2.52151 18.303 2.69023 15.2578C2.85895 12.2127 4.06652 9.31744 6.11155 7.05488C8.15657 4.79232 10.9155 3.29923 13.9281 2.82459C16.9407 2.34995 20.0251 2.92247 22.6667 4.44665\" stroke=\"#FF8904\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M12 14.6668L16 18.6668L29.3333 5.3335\" stroke=\"#FF8904\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tTodos os B\u00f4nus\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0364457 elementor-view-default elementor-position-block-start elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"0364457\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><path d=\"M29.068 13.3333C29.6769 16.3217 29.243 19.4286 27.8385 22.1357C26.434 24.8429 24.1439 26.9867 21.35 28.2097C18.5562 29.4328 15.4275 29.661 12.4857 28.8565C9.54397 28.0519 6.96693 26.2632 5.18438 23.7885C3.40183 21.3139 2.52151 18.303 2.69023 15.2578C2.85895 12.2127 4.06652 9.31744 6.11155 7.05488C8.15657 4.79232 10.9155 3.29923 13.9281 2.82459C16.9407 2.34995 20.0251 2.92247 22.6667 4.44665\" stroke=\"#FF8904\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M12 14.6668L16 18.6668L29.3333 5.3335\" stroke=\"#FF8904\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tCertificado Incluso\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-12d3d5b elementor-widget elementor-widget-button\" data-id=\"12d3d5b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Garantir Minha Vaga Agora<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0eb4e91 elementor-widget elementor-widget-heading\" data-id=\"0eb4e91\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">\ud83d\udd12 Pagamento 100% seguro | \u26a1 Acesso imediato ap\u00f3s confirma\u00e7\u00e3o<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-8648372 e-flex e-con-boxed e-con e-parent\" data-id=\"8648372\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f3f9911 elementor-widget elementor-widget-image\" data-id=\"f3f9911\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"204\" height=\"204\" src=\"https:\/\/photoshop.arthurwebsites.com\/wp-content\/uploads\/2026\/02\/Container.png\" class=\"attachment-large size-large wp-image-562\" alt=\"\" srcset=\"https:\/\/photoshop.arthurwebsites.com\/wp-content\/uploads\/2026\/02\/Container.png 204w, https:\/\/photoshop.arthurwebsites.com\/wp-content\/uploads\/2026\/02\/Container-150x150.png 150w\" sizes=\"(max-width: 204px) 100vw, 204px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-a65f826 e-con-full e-flex e-con e-child\" data-id=\"a65f826\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-27c1c15 elementor-widget elementor-widget-heading\" data-id=\"27c1c15\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">DEPOIMENTOS<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-fb44632 elementor-widget elementor-widget-heading\" data-id=\"fb44632\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Garantia de 30 Dias<\/h2>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-bb25f15 e-con-full e-flex e-con e-child\" data-id=\"bb25f15\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-8bac64a elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"8bac64a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"64\" height=\"64\" viewBox=\"0 0 64 64\" fill=\"none\"><path d=\"M32 16V32L42.6667 37.3333\" stroke=\"#FF6900\" stroke-width=\"5.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M32 58.6663C46.7276 58.6663 58.6666 46.7273 58.6666 31.9997C58.6666 17.2721 46.7276 5.33301 32 5.33301C17.2724 5.33301 5.33331 17.2721 5.33331 31.9997C5.33331 46.7273 17.2724 58.6663 32 58.6663Z\" stroke=\"#FF6900\" stroke-width=\"5.33333\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-194a9d7 elementor-widget elementor-widget-heading\" data-id=\"194a9d7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Voc\u00ea tem <span class='text-orange '> 30 dias completos<\/span> para testar todo o conte\u00fado do curso.<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5556970 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"5556970\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Se por qualquer motivo n\u00e3o gostar, devolvemos <span class='text-orange '> 100% do seu investimento<\/span> sem questionamentos.<\/h2>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-df616c8 e-con-full e-flex e-con e-child\" data-id=\"df616c8\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-c98cbad elementor-view-default elementor-position-block-start elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"c98cbad\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><path d=\"M29.068 13.3333C29.6769 16.3217 29.243 19.4286 27.8385 22.1357C26.434 24.8429 24.1439 26.9867 21.35 28.2097C18.5562 29.4328 15.4275 29.661 12.4857 28.8565C9.54397 28.0519 6.96693 26.2632 5.18438 23.7885C3.40183 21.3139 2.52151 18.303 2.69023 15.2578C2.85895 12.2127 4.06652 9.31744 6.11155 7.05488C8.15657 4.79232 10.9155 3.29923 13.9281 2.82459C16.9407 2.34995 20.0251 2.92247 22.6667 4.44665\" stroke=\"#FF8904\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M12 14.6668L16 18.6668L29.3333 5.3335\" stroke=\"#FF8904\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\t30 dias completos\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tTempo suficiente para avaliar\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-81972e6 elementor-view-default elementor-position-block-start elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"81972e6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><path d=\"M29.068 13.3333C29.6769 16.3217 29.243 19.4286 27.8385 22.1357C26.434 24.8429 24.1439 26.9867 21.35 28.2097C18.5562 29.4328 15.4275 29.661 12.4857 28.8565C9.54397 28.0519 6.96693 26.2632 5.18438 23.7885C3.40183 21.3139 2.52151 18.303 2.69023 15.2578C2.85895 12.2127 4.06652 9.31744 6.11155 7.05488C8.15657 4.79232 10.9155 3.29923 13.9281 2.82459C16.9407 2.34995 20.0251 2.92247 22.6667 4.44665\" stroke=\"#FF8904\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M12 14.6668L16 18.6668L29.3333 5.3335\" stroke=\"#FF8904\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\t30 dias completos\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tTempo suficiente para avaliar\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-307a0e4 elementor-view-default elementor-position-block-start elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"307a0e4\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><path d=\"M29.068 13.3333C29.6769 16.3217 29.243 19.4286 27.8385 22.1357C26.434 24.8429 24.1439 26.9867 21.35 28.2097C18.5562 29.4328 15.4275 29.661 12.4857 28.8565C9.54397 28.0519 6.96693 26.2632 5.18438 23.7885C3.40183 21.3139 2.52151 18.303 2.69023 15.2578C2.85895 12.2127 4.06652 9.31744 6.11155 7.05488C8.15657 4.79232 10.9155 3.29923 13.9281 2.82459C16.9407 2.34995 20.0251 2.92247 22.6667 4.44665\" stroke=\"#FF8904\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M12 14.6668L16 18.6668L29.3333 5.3335\" stroke=\"#FF8904\" stroke-width=\"2.66667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\t30 dias completos\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tTempo suficiente para avaliar\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-85303f3 e-con-full e-flex e-con e-child\" data-id=\"85303f3\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-bfa3c3b elementor-widget elementor-widget-heading\" data-id=\"bfa3c3b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">\"Oferecemos esta garantia porque confiamos 100% na qualidade do nosso treinamento. O risco \u00e9 todo nosso, voc\u00ea s\u00f3 tem a ganhar.\"<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c116929 elementor-widget elementor-widget-button\" data-id=\"c116929\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Come\u00e7ar Agora Sem Risco<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-df61112 e-flex e-con-boxed e-con e-parent\" data-id=\"df61112\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-385c968 e-con-full e-flex e-con e-child\" data-id=\"385c968\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f1f1362 elementor-widget elementor-widget-heading\" data-id=\"f1f1362\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">CONTE\u00daDO PROGRAM\u00c1TICO<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f0f3739 elementor-widget elementor-widget-heading\" data-id=\"f0f3739\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Do Zero ao Avan\u00e7ado em Etapas<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5f3ee81 elementor-widget elementor-widget-heading\" data-id=\"5f3ee81\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Mais de 200 aulas organizadas em uma jornada completa de aprendizado<\/h2>\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-f45e05c e-con-full e-flex e-con e-child\" data-id=\"f45e05c\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-7e2000f elementor-widget elementor-widget-image\" data-id=\"7e2000f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"769\" height=\"636\" src=\"https:\/\/photoshop.arthurwebsites.com\/wp-content\/uploads\/2026\/02\/Bloco-do-professor-90.webp\" class=\"attachment-large size-large wp-image-608\" alt=\"\" srcset=\"https:\/\/photoshop.arthurwebsites.com\/wp-content\/uploads\/2026\/02\/Bloco-do-professor-90.webp 769w, https:\/\/photoshop.arthurwebsites.com\/wp-content\/uploads\/2026\/02\/Bloco-do-professor-90-300x248.webp 300w\" sizes=\"(max-width: 769px) 100vw, 769px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-47f8da2 e-con-full e-flex e-con e-child\" data-id=\"47f8da2\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-4fa363e elementor-widget elementor-widget-heading\" data-id=\"4fa363e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Leonardo Silva<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f0d88a2 elementor-widget elementor-widget-heading\" data-id=\"f0d88a2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Designer S\u00eanior &amp; Instrutor Certificado Adobe<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b83b7a2 elementor-widget elementor-widget-text-editor\" data-id=\"b83b7a2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t<p>Com mais de uma d\u00e9cada de experi\u00eancia em design profissional e educa\u00e7\u00e3o, Leonardo j\u00e1 treinou milhares de alunos que hoje trabalham em grandes ag\u00eancias e empresas.<\/p><p>Sua metodologia \u00fanica combina teoria s\u00f3lida com pr\u00e1tica intensiva, garantindo que voc\u00ea aprenda n\u00e3o apenas a usar as ferramentas, mas a pensar como um designer profissional.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Photoshop Do Zero ao Avan\u00e7ado O treinamento completo para voc\u00ea dominar todas as ferramentas do Photoshop e criar designs profissionais que impressionam Come\u00e7ar agora Assistir apresenta\u00e7\u00e3o Alunos + 0 k Avalia\u00e7\u00e3o + 0 \u2605 Avalia\u00e7\u00e3o 0 h PARA QUEM \u00c9 ESTE CURSO Desenvolvido Para Todos os N\u00edveis N\u00e3o importa se voc\u00ea \u00e9 iniciante ou j\u00e1 [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"elementor_canvas","meta":{"footnotes":""},"class_list":["post-13","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/photoshop.arthurwebsites.com\/index.php?rest_route=\/wp\/v2\/pages\/13","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/photoshop.arthurwebsites.com\/index.php?rest_route=\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/photoshop.arthurwebsites.com\/index.php?rest_route=\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/photoshop.arthurwebsites.com\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/photoshop.arthurwebsites.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=13"}],"version-history":[{"count":96,"href":"https:\/\/photoshop.arthurwebsites.com\/index.php?rest_route=\/wp\/v2\/pages\/13\/revisions"}],"predecessor-version":[{"id":659,"href":"https:\/\/photoshop.arthurwebsites.com\/index.php?rest_route=\/wp\/v2\/pages\/13\/revisions\/659"}],"wp:attachment":[{"href":"https:\/\/photoshop.arthurwebsites.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=13"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}