{"id":710,"date":"2025-08-07T16:48:05","date_gmt":"2025-08-07T19:48:05","guid":{"rendered":"https:\/\/hairacademy.com.br\/pos\/?page_id=710"},"modified":"2026-04-08T18:32:27","modified_gmt":"2026-04-08T21:32:27","slug":"hair-academy-pos","status":"publish","type":"page","link":"https:\/\/hairacademy.com.br\/pos\/","title":{"rendered":"Hair Academy P\u00f3s"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"710\" class=\"elementor elementor-710\" data-elementor-post-type=\"page\">\n\t\t\t\t<div class=\"elementor-element elementor-element-54e8054 e-flex e-con-boxed e-con e-parent\" data-id=\"54e8054\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-9ad900a elementor-widget elementor-widget-image\" data-id=\"9ad900a\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"208\" height=\"62\" src=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Logo-Hair-Academy.png\" class=\"attachment-large size-large wp-image-784\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\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-6b15c84 section e-flex e-con-boxed e-con e-parent\" data-id=\"6b15c84\" data-element_type=\"container\" data-settings=\"{&quot;shape_divider_bottom&quot;:&quot;triangle-asymmetrical&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-shape elementor-shape-bottom\" aria-hidden=\"true\" data-negative=\"false\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 1000 100\" preserveAspectRatio=\"none\">\n\t<path class=\"elementor-shape-fill\" d=\"M738,99l262-93V0H0v5.6L738,99z\"\/>\n<\/svg>\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-ccac5dc e-con-full e-flex e-con e-child\" data-id=\"ccac5dc\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-6a275ea e-con-full e-flex e-con e-child\" data-id=\"6a275ea\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-70b98fe elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"70b98fe\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><span style=\"color: #CEAA72\">P\u00f3s gradua\u00e7\u00e3o <\/span>em Transplante Capilar, Tricologia e Medicina Regenerativa<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-80047cc elementor-widget elementor-widget-text-editor\" data-id=\"80047cc\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>\u00danica p\u00f3s de transplante que contempla todas as terapias regenerativas capilares.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-b54ccb5 e-con-full e-flex e-con e-child\" data-id=\"b54ccb5\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-e80fd3c e-con-full e-flex e-con e-child\" data-id=\"e80fd3c\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-32f1e1e elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"32f1e1e\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\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 aria-hidden=\"true\" class=\"e-font-icon-svg e-far-check-circle\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M256 8C119.033 8 8 119.033 8 256s111.033 248 248 248 248-111.033 248-248S392.967 8 256 8zm0 48c110.532 0 200 89.451 200 200 0 110.532-89.451 200-200 200-110.532 0-200-89.451-200-200 0-110.532 89.451-200 200-200m140.204 130.267l-22.536-22.718c-4.667-4.705-12.265-4.736-16.97-.068L215.346 303.697l-59.792-60.277c-4.667-4.705-12.265-4.736-16.97-.069l-22.719 22.536c-4.705 4.667-4.736 12.265-.068 16.971l90.781 91.516c4.667 4.705 12.265 4.736 16.97.068l172.589-171.204c4.704-4.668 4.734-12.266.067-16.971z\"><\/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\t\t<div class=\"elementor-element elementor-element-e30dfa7 elementor-widget elementor-widget-text-editor\" data-id=\"e30dfa7\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Certifica\u00e7\u00e3o Reconhecida pelo MEC<\/span><\/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<div class=\"elementor-element elementor-element-66dba4b e-con-full e-flex e-con e-child\" data-id=\"66dba4b\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-a5090d7 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"a5090d7\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\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 aria-hidden=\"true\" class=\"e-font-icon-svg e-far-calendar-check\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M400 64h-48V12c0-6.627-5.373-12-12-12h-40c-6.627 0-12 5.373-12 12v52H160V12c0-6.627-5.373-12-12-12h-40c-6.627 0-12 5.373-12 12v52H48C21.49 64 0 85.49 0 112v352c0 26.51 21.49 48 48 48h352c26.51 0 48-21.49 48-48V112c0-26.51-21.49-48-48-48zm-6 400H54a6 6 0 0 1-6-6V160h352v298a6 6 0 0 1-6 6zm-52.849-200.65L198.842 404.519c-4.705 4.667-12.303 4.637-16.971-.068l-75.091-75.699c-4.667-4.705-4.637-12.303.068-16.971l22.719-22.536c4.705-4.667 12.303-4.637 16.97.069l44.104 44.461 111.072-110.181c4.705-4.667 12.303-4.637 16.971.068l22.536 22.718c4.667 4.705 4.636 12.303-.069 16.97z\"><\/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\t\t<div class=\"elementor-element elementor-element-6b4f29d elementor-widget elementor-widget-text-editor\" data-id=\"6b4f29d\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Aplica\u00e7\u00e3o Cl\u00ednica Imediata<\/span><\/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<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-e9abed9 e-con-full e-flex e-con e-child\" data-id=\"e9abed9\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f2bf68e elementor-widget__width-initial elementor-widget elementor-widget-image\" data-id=\"f2bf68e\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"800\" height=\"720\" src=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/08\/Dras-1-1024x921.png\" class=\"attachment-large size-large wp-image-713\" alt=\"\" srcset=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/08\/Dras-1-1024x921.png 1024w, https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/08\/Dras-1-300x270.png 300w, https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/08\/Dras-1-768x691.png 768w, https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/08\/Dras-1-1536x1381.png 1536w, https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/08\/Dras-1-2048x1842.png 2048w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\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<\/div>\n\t\t<a class=\"elementor-element elementor-element-5aec9bf e-con-full e-transform e-flex elementor-invisible e-con e-child\" data-id=\"5aec9bf\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;motion_fx_motion_fx_mouse&quot;:&quot;yes&quot;,&quot;animation&quot;:&quot;fadeInDown&quot;,&quot;_transform_scale_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:1.1,&quot;sizes&quot;:[]},&quot;_transform_scale_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_scale_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" href=\"https:\/\/forms.kommo.com\/rwdrrdd\">\n\t\t<div class=\"elementor-element elementor-element-37013af e-con-full e-flex e-con e-child\" data-id=\"37013af\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-229af22 elementor-widget elementor-widget-text-editor\" data-id=\"229af22\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Quero garantir a minha vaga<\/span><\/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<div class=\"elementor-element elementor-element-a995069 e-con-full e-flex e-con e-child\" data-id=\"a995069\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-c3ef5ad elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"c3ef5ad\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\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 aria-hidden=\"true\" class=\"e-font-icon-svg e-far-arrow-alt-circle-up\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M256 504c137 0 248-111 248-248S393 8 256 8 8 119 8 256s111 248 248 248zm0-448c110.5 0 200 89.5 200 200s-89.5 200-200 200S56 366.5 56 256 145.5 56 256 56zm20 328h-40c-6.6 0-12-5.4-12-12V256h-67c-10.7 0-16-12.9-8.5-20.5l99-99c4.7-4.7 12.3-4.7 17 0l99 99c7.6 7.6 2.2 20.5-8.5 20.5h-67v116c0 6.6-5.4 12-12 12z\"><\/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\t\t<\/div>\n\t\t\t\t<\/a>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-e7679a2 section e-flex e-con-boxed e-con e-parent\" data-id=\"e7679a2\" data-element_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-aab98ec e-con-full e-flex e-con e-child\" data-id=\"aab98ec\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-59d1e7d e-con-full e-flex e-con e-child\" data-id=\"59d1e7d\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5f33e74 elementor-widget elementor-widget-image\" data-id=\"5f33e74\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"800\" height=\"992\" src=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/08\/Dras-2-826x1024.png\" class=\"attachment-large size-large wp-image-724\" alt=\"\" srcset=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/08\/Dras-2-826x1024.png 826w, https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/08\/Dras-2-242x300.png 242w, https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/08\/Dras-2-768x952.png 768w, https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/08\/Dras-2.png 952w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\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-e01b20b e-con-full e-flex e-con e-child\" data-id=\"e01b20b\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-d3c37b5 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"d3c37b5\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Aprenda com <span style=\"color: #CEAA72\">Refer\u00eancias Internacionais<\/span><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9924d72 elementor-widget elementor-widget-text-editor\" data-id=\"9924d72\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">As Dras. <strong><span style=\"color: #ceaa72;\">Lorena Visentainer e Thalita Carlesso<\/span><\/strong><\/span> s\u00e3o autoras de tr\u00eas obras pioneiras na \u00e1rea:<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3791220 elementor-widget elementor-widget-button\" data-id=\"3791220\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-size-sm\" role=\"button\">\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\">Primeiro livro brasileiro sobre Transplante Capilar FUE<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3cfdedf elementor-widget elementor-widget-button\" data-id=\"3cfdedf\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-size-sm\" role=\"button\">\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\">Primeiro livro mundial dedicado ao Transplante de Sobrancelhas<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a051f78 elementor-widget elementor-widget-button\" data-id=\"a051f78\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-size-sm\" role=\"button\">\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\">Primeira publica\u00e7\u00e3o nacional sobre Medicina Capilar Regenerativa<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5ac638d elementor-widget elementor-widget-text-editor\" data-id=\"5ac638d\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Esse trabalho liter\u00e1rio de impacto, aliado \u00e0 excel\u00eancia cl\u00ednica e cient\u00edfica, levou ambas a conquistarem espa\u00e7o nos <strong><span style=\"color: #ceaa72;\">principais congressos internacionais da especialidade.<\/span><\/strong><\/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<\/div>\n\t\t<div class=\"elementor-element elementor-element-c38b42c e-con-full e-flex e-con e-child\" data-id=\"c38b42c\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-8eb5b2e e-con-full e-flex e-con e-child\" data-id=\"8eb5b2e\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-193f31d elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"193f31d\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Congressos <span style=\"color: #CEAA72\"> Internacionais<\/span><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0f5e28c elementor-widget elementor-widget-text-editor\" data-id=\"0f5e28c\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">As Dras. <strong><span style=\"color: #ceaa72;\">Lorena Visentainer e Thalita Carlesso<\/span><\/strong><\/span> s\u00e3o autoras de tr\u00eas obras pioneiras na \u00e1rea:<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b307ec3 elementor-widget elementor-widget-button\" data-id=\"b307ec3\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-size-sm\" role=\"button\">\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\">ISHRS \u2013 International Society of Hair Restoration Surgery (EUA)<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f052c01 elementor-widget elementor-widget-button\" data-id=\"f052c01\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-size-sm\" role=\"button\">\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\"><span data-metadata=\"&lt;!--(figmeta)eyJmaWxlS2V5IjoiVWNPQ1dzcmptT09ra2tNQUlCMnRONiIsInBhc3RlSUQiOjE2NzMxOTM5NywiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)--&gt;\"><\/span><span data-buffer=\"&lt;!--(figma)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(\/figma)--&gt;\"><\/span>WFUE \u2013 World FUE Institute (Espanha)<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a65d4e9 elementor-widget elementor-widget-text-editor\" data-id=\"a65d4e9\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Com palestras que abordam desde Transplante Capilar FUE a t\u00e9cnicas regenerativas e inova\u00e7\u00e3o cient\u00edfica, elas representam o Brasil com autoridade, pioneirismo e excel\u00eancia t\u00e9cnica.<\/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<div class=\"elementor-element elementor-element-20ab887 e-con-full e-flex e-con e-child\" data-id=\"20ab887\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-63ca7b3 elementor-widget elementor-widget-image\" data-id=\"63ca7b3\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"800\" height=\"885\" src=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/08\/Dras-3-926x1024.png\" class=\"attachment-large size-large wp-image-725\" alt=\"\" srcset=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/08\/Dras-3-926x1024.png 926w, https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/08\/Dras-3-271x300.png 271w, https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/08\/Dras-3-768x849.png 768w, https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/08\/Dras-3.png 1134w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\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<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-3e6c7db section e-flex e-con-boxed e-con e-parent\" data-id=\"3e6c7db\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-2984f55 e-con-full e-flex e-con e-child\" data-id=\"2984f55\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-8ad5d1f elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"8ad5d1f\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Diferencie-se no mercado com <span style=\"color: #CEAA72\">transplantes de excel\u00eancia<\/span><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-90ebb7f elementor-widget elementor-widget-text-editor\" data-id=\"90ebb7f\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Para m\u00e9dicos que querem se tornar refer\u00eancia em transplante capilar e tricologia, conquistando reconhecimento pelo alto n\u00edvel t\u00e9cnico, \u00e9tica e resultados superiores \u2014 <strong>e n\u00e3o apenas ser mais um profissional no mercado disputando pre\u00e7o com franquias e cl\u00ednicas comuns.<\/strong><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-953b995 e-con-full e-flex e-con e-child\" data-id=\"953b995\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-46261d1 e-con-full e-flex e-con e-child\" data-id=\"46261d1\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-e24cf9a e-con-full e-flex e-con e-child\" data-id=\"e24cf9a\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-cb02c81 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"cb02c81\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\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=\"72\" height=\"72\" viewBox=\"0 0 72 72\" fill=\"none\"><path d=\"M71.5883 12.7869L59.2133 0.41186C58.8111 0.00967114 58.2061 -0.110564 57.6808 0.107125C57.1554 0.324672 56.8127 0.837533 56.8127 1.40622V5.06249H50.9064C48.7354 5.06249 46.5833 5.35372 44.5099 5.92818C43.7615 6.1356 43.3229 6.91045 43.5302 7.65885C43.7376 8.40726 44.5122 8.84559 45.2608 8.63859C47.0897 8.13192 48.9893 7.875 50.9064 7.875H58.2189C58.9956 7.875 59.6252 7.24542 59.6252 6.46874V4.8012L68.6052 13.7813L59.6252 22.7613V21.0938C59.6252 20.3171 58.9956 19.6875 58.2189 19.6875H50.9064C45.7886 19.6875 41.6251 23.851 41.6251 28.9688V47.2603C39.0491 42.4454 34.8738 38.6095 29.8126 36.4692V28.9688C29.8126 23.1417 32.1366 17.7178 36.3564 13.6963C36.9187 13.1605 36.94 12.2704 36.4043 11.7082C35.8683 11.1459 34.9782 11.1244 34.4161 11.6604C29.6338 16.2179 27.0001 22.3648 27.0001 28.9688V35.4837C24.9419 34.9045 22.7722 34.5938 20.5313 34.5938H15.1875V30.9376C15.1875 30.3689 14.8448 29.856 14.3194 29.6383C13.7941 29.4207 13.1889 29.5412 12.7869 29.9431L0.411857 42.3181C-0.137286 42.8673 -0.137286 43.7577 0.411857 44.307L12.7869 56.682C13.1891 57.0841 13.7939 57.2046 14.3194 56.9868C14.845 56.7691 15.1875 56.2564 15.1875 55.6875V52.0313H20.5313C24.0981 52.0313 27.0001 54.9332 27.0001 58.5V70.5938C27.0001 71.3705 27.6296 72.0001 28.4063 72.0001H43.0314C43.808 72.0001 44.4376 71.3705 44.4376 70.5938V28.9688C44.4376 25.402 47.3396 22.5 50.9064 22.5H56.8127V26.1563C56.8127 26.725 57.1554 27.2379 57.6808 27.4556C58.2061 27.6732 58.8111 27.553 59.2133 27.1508L71.5883 14.7758C72.1375 14.2265 72.1375 13.336 71.5883 12.7869ZM41.6251 69.1877H37.6876V59.7768C37.6876 59.0001 37.058 58.3705 36.2813 58.3705C35.5047 58.3705 34.8751 59.0001 34.8751 59.7768V69.1877H29.8126V58.5002C29.8126 53.3824 25.6491 49.2189 20.5313 49.2189H13.7813C13.0046 49.2189 12.375 49.8485 12.375 50.6252V52.2927L3.39495 43.3126L12.375 34.3326V36.0001C12.375 36.7768 13.0046 37.4064 13.7813 37.4064H20.5313C32.1624 37.4064 41.6251 46.869 41.6251 58.5002V69.1877Z\" fill=\"#CEAA72\"><\/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\t\t<div class=\"elementor-element elementor-element-f08c5bb elementor-widget elementor-widget-text-editor\" data-id=\"f08c5bb\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Destaque-se no mercado com <strong>t\u00e9cnicas avan\u00e7adas e resultados superiores.<\/strong><\/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<div class=\"elementor-element elementor-element-3f35318 e-con-full e-flex e-con e-child\" data-id=\"3f35318\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-90fef5d elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"90fef5d\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\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=\"67\" height=\"76\" viewBox=\"0 0 67 76\" fill=\"none\"><path d=\"M15.5145 61.8555C16.3386 61.9406 16.9376 62.6779 16.8524 63.5019L15.7518 74.1543C15.6666 74.9783 14.9294 75.5773 14.1054 75.4922C13.2814 75.407 12.6823 74.6697 12.7675 73.8457L13.868 63.1933C13.9532 62.3694 14.6906 61.7704 15.5145 61.8555Z\" fill=\"#CEAA72\"><\/path><path d=\"M37.8919 61.8555C38.7159 61.7703 39.4531 62.3694 39.5383 63.1934L40.6389 73.8457C40.7241 74.6697 40.1251 75.407 39.301 75.4922C38.4772 75.5772 37.7408 74.9781 37.6555 74.1543L36.554 63.502C36.4688 62.6779 37.0679 61.9407 37.8919 61.8555Z\" fill=\"#CEAA72\"><\/path><path d=\"M20.387 6.11468C21.1879 5.90342 22.0085 6.38121 22.22 7.18207C22.4314 7.98294 21.9535 8.80353 21.1526 9.01507C12.1205 11.4001 5.71143 20.0241 6.56962 29.8002L9.59501 53.2826L9.60086 53.3422C9.85659 56.2264 11.5216 58.7983 14.0481 60.2123L23.889 65.7201C25.928 66.8614 28.4144 66.8614 30.4534 65.7201L40.2942 60.2123C42.821 58.7981 44.4859 56.2263 44.7415 53.3422L44.7473 53.2826L47.7718 29.8022C48.3727 22.964 45.4217 16.6915 40.4964 12.7182C39.8516 12.1981 39.7506 11.2536 40.2708 10.6088C40.791 9.96426 41.7355 9.86316 42.3802 10.3832C48.0497 14.9569 51.4583 22.194 50.7591 30.0825C50.7573 30.102 50.7557 30.1216 50.7532 30.1411L47.7259 53.642C47.3724 57.4999 45.141 60.9367 41.7591 62.8295L31.9182 68.3383C28.9689 69.989 25.3734 69.989 22.4241 68.3383L12.5833 62.8295C9.20145 60.9368 6.96909 57.4998 6.61551 53.642L3.58915 30.1411C3.58664 30.1216 3.58502 30.102 3.58329 30.0825C2.58362 18.8046 9.97507 8.86404 20.387 6.11468Z\" fill=\"#CEAA72\"><\/path><path d=\"M47.2731 36.0246C47.4664 35.2191 48.2762 34.7219 49.0817 34.9152C52.6715 35.7767 54.7679 39.5123 53.6345 43.0256L53.1784 44.4406C52.3947 46.8698 50.2302 48.5926 47.6872 48.8107L47.3356 48.84C46.5102 48.9107 45.7842 48.2992 45.7136 47.4738C45.6429 46.6485 46.2544 45.9224 47.0798 45.8518L47.4304 45.8215L47.6794 45.7902C48.9098 45.5912 49.9359 44.7193 50.3229 43.5197L50.78 42.1047V42.1037C51.3766 40.2534 50.2721 38.2869 48.3815 37.8332C47.5761 37.6399 47.08 36.8301 47.2731 36.0246Z\" fill=\"#CEAA72\"><\/path><path d=\"M5.36132 34.9152C6.16679 34.722 6.97663 35.2191 7.16991 36.0246C7.36293 36.8299 6.86679 37.6398 6.06151 37.8331C4.17091 38.2868 3.06637 40.2533 3.66308 42.1037V42.1046L4.11913 43.5197C4.5319 44.7991 5.67232 45.7065 7.01171 45.8214L7.36327 45.8517C8.18848 45.9225 8.80009 46.6485 8.72948 47.4738C8.65885 48.2991 7.93271 48.9105 7.10741 48.84L6.75585 48.8107C4.21278 48.5926 2.04833 46.8698 1.26464 44.4406L0.807609 43.0255C-0.325809 39.5122 1.77148 35.7766 5.36132 34.9152Z\" fill=\"#CEAA72\"><\/path><path d=\"M11.1682 15.4619C11.1682 15.4626 11.1683 15.4647 11.1682 15.4678C11.1681 15.4742 11.1685 15.4859 11.1682 15.502C11.1677 15.534 11.1672 15.5846 11.1673 15.6524C11.1673 15.7884 11.17 15.9929 11.18 16.252C11.2 16.7712 11.2492 17.5052 11.3684 18.3496C11.6107 20.0658 12.1232 22.1158 13.1526 23.7686C14.1973 25.4457 14.4985 27.5089 13.8772 29.4297L10.9827 38.375C10.7275 39.1629 9.88205 39.5948 9.09403 39.3399C8.30595 39.0848 7.8742 38.2393 8.12918 37.4512L11.0227 28.5068C11.3589 27.4675 11.206 26.3192 10.6057 25.3555C9.25905 23.1935 8.66628 20.671 8.39774 18.7686C8.26156 17.8038 8.20498 16.9665 8.18192 16.3672C8.17037 16.0669 8.16737 15.8247 8.16727 15.6543C8.16722 15.5693 8.16748 15.502 8.16825 15.4541C8.16863 15.4302 8.16889 15.4105 8.16922 15.3965C8.16938 15.3898 8.17008 15.3842 8.1702 15.3799V15.3711C8.17021 15.3707 8.17022 15.3702 9.66922 15.417L8.1702 15.3701C8.19609 14.5422 8.88818 13.8922 9.7161 13.918C10.5435 13.9438 11.1931 14.6347 11.1682 15.4619Z\" fill=\"#CEAA72\"><\/path><path d=\"M44.7893 13.9177C45.6173 13.8919 46.3093 14.5419 46.3352 15.3699V15.3718L46.3362 15.3738V15.3963C46.3365 15.4103 46.3368 15.4299 46.3372 15.4539C46.3379 15.5017 46.3392 15.569 46.3391 15.6541C46.339 15.8244 46.336 16.0667 46.3245 16.367C46.3014 16.9663 46.2439 17.8036 46.1077 18.7683C45.8391 20.6707 45.2463 23.1932 43.8997 25.3552C43.2995 26.3189 43.1475 27.4673 43.4836 28.5066L46.3772 37.4509C46.6321 38.2391 46.1995 39.0846 45.4114 39.3396C44.6234 39.5945 43.7779 39.1626 43.5227 38.3748L40.6292 29.4295C40.0078 27.5086 40.309 25.4455 41.3538 23.7683C42.3831 22.1156 42.8947 20.0655 43.137 18.3494C43.2562 17.5049 43.3064 16.771 43.3264 16.2517C43.3364 15.9927 43.339 15.7881 43.3391 15.6521C43.3392 15.5844 43.3386 15.5337 43.3381 15.5017C43.3379 15.4857 43.3373 15.4739 43.3372 15.4675V15.4627C43.3118 14.6351 43.9617 13.9437 44.7893 13.9177Z\" fill=\"#CEAA72\"><\/path><path d=\"M64.9745 0.516563C65.7934 0.392757 66.5574 0.956434 66.6815 1.77535C66.8056 2.59435 66.2427 3.35917 65.4237 3.48336L41.0165 7.18063L65.1337 5.32613C65.9596 5.26261 66.6804 5.8811 66.744 6.70699C66.8075 7.53285 66.1899 8.25362 65.3641 8.31734L25.8182 11.3593C25.7961 11.361 25.774 11.3625 25.7518 11.3632C24.4359 11.4055 23.3247 10.3928 23.245 9.07809C23.1675 7.79708 24.0971 6.68335 25.3612 6.52047V6.51852L64.9745 0.516563Z\" fill=\"#CEAA72\"><\/path><path d=\"M17.2594 26.1881C18.0125 26.1881 18.6229 25.5776 18.6229 24.8246C18.6229 24.0716 18.0125 23.4612 17.2594 23.4612C16.5064 23.4612 15.896 24.0716 15.896 24.8246C15.896 25.5776 16.5064 26.1881 17.2594 26.1881Z\" fill=\"#CEAA72\"><\/path><path d=\"M37.3578 26.1881C38.1108 26.1881 38.7213 25.5776 38.7213 24.8246C38.7213 24.0716 38.1108 23.4612 37.3578 23.4612C36.6048 23.4612 35.9944 24.0716 35.9944 24.8246C35.9944 25.5776 36.6048 26.1881 37.3578 26.1881Z\" fill=\"#CEAA72\"><\/path><path d=\"M22.2841 24.6226C23.0371 24.6226 23.6476 24.0122 23.6476 23.2592C23.6476 22.5062 23.0371 21.8958 22.2841 21.8958C21.5311 21.8958 20.9207 22.5062 20.9207 23.2592C20.9207 24.0122 21.5311 24.6226 22.2841 24.6226Z\" fill=\"#CEAA72\"><\/path><path d=\"M32.3333 24.6226C33.0863 24.6226 33.6967 24.0122 33.6967 23.2592C33.6967 22.5062 33.0863 21.8958 32.3333 21.8958C31.5803 21.8958 30.9698 22.5062 30.9698 23.2592C30.9698 24.0122 31.5803 24.6226 32.3333 24.6226Z\" fill=\"#CEAA72\"><\/path><path d=\"M27.3088 24.4957C28.0618 24.4957 28.6722 23.8853 28.6722 23.1322C28.6722 22.3792 28.0618 21.7688 27.3088 21.7688C26.5557 21.7688 25.9453 22.3792 25.9453 23.1322C25.9453 23.8853 26.5557 24.4957 27.3088 24.4957Z\" fill=\"#CEAA72\"><\/path><path d=\"M16.2787 20.9415C17.0317 20.9415 17.6422 20.3311 17.6422 19.578C17.6422 18.825 17.0317 18.2146 16.2787 18.2146C15.5257 18.2146 14.9153 18.825 14.9153 19.578C14.9153 20.3311 15.5257 20.9415 16.2787 20.9415Z\" fill=\"#CEAA72\"><\/path><path d=\"M38.4069 21.0457C39.1599 21.0457 39.7704 20.4353 39.7704 19.6823C39.7704 18.9293 39.1599 18.3188 38.4069 18.3188C37.6539 18.3188 37.0435 18.9293 37.0435 19.6823C37.0435 20.4353 37.6539 21.0457 38.4069 21.0457Z\" fill=\"#CEAA72\"><\/path><path d=\"M21.8107 19.2491C22.5637 19.2491 23.1742 18.6387 23.1742 17.8857C23.1742 17.1327 22.5637 16.5222 21.8107 16.5222C21.0577 16.5222 20.4473 17.1327 20.4473 17.8857C20.4473 18.6387 21.0577 19.2491 21.8107 19.2491Z\" fill=\"#CEAA72\"><\/path><path d=\"M32.8748 19.2491C33.6278 19.2491 34.2382 18.6387 34.2382 17.8857C34.2382 17.1327 33.6278 16.5222 32.8748 16.5222C32.1218 16.5222 31.5114 17.1327 31.5114 17.8857C31.5114 18.6387 32.1218 19.2491 32.8748 19.2491Z\" fill=\"#CEAA72\"><\/path><path d=\"M27.3428 19.1222C28.0958 19.1222 28.7063 18.5117 28.7063 17.7587C28.7063 17.0057 28.0958 16.3953 27.3428 16.3953C26.5898 16.3953 25.9794 17.0057 25.9794 17.7587C25.9794 18.5117 26.5898 19.1222 27.3428 19.1222Z\" fill=\"#CEAA72\"><\/path><path d=\"M15.4823 16.3719C16.2354 16.3719 16.8458 15.7615 16.8458 15.0085C16.8458 14.2555 16.2354 13.645 15.4823 13.645C14.7293 13.645 14.1189 14.2555 14.1189 15.0085C14.1189 15.7615 14.7293 16.3719 15.4823 16.3719Z\" fill=\"#CEAA72\"><\/path><path d=\"M39.2619 16.3719C40.0149 16.3719 40.6253 15.7615 40.6253 15.0085C40.6253 14.2555 40.0149 13.645 39.2619 13.645C38.5089 13.645 37.8984 14.2555 37.8984 15.0085C37.8984 15.7615 38.5089 16.3719 39.2619 16.3719Z\" fill=\"#CEAA72\"><\/path><path d=\"M21.4274 13.8756C22.1804 13.8756 22.7909 13.2651 22.7909 12.5121C22.7909 11.7591 22.1804 11.1487 21.4274 11.1487C20.6744 11.1487 20.064 11.7591 20.064 12.5121C20.064 13.2651 20.6744 13.8756 21.4274 13.8756Z\" fill=\"#CEAA72\"><\/path><path d=\"M33.3172 13.8756C34.0702 13.8756 34.6806 13.2651 34.6806 12.5121C34.6806 11.7591 34.0702 11.1487 33.3172 11.1487C32.5642 11.1487 31.9537 11.7591 31.9537 12.5121C31.9537 13.2651 32.5642 13.8756 33.3172 13.8756Z\" fill=\"#CEAA72\"><\/path><path d=\"M26.5919 1.37464C27.4126 1.48726 27.9867 2.24433 27.8741 3.06507C27.7815 3.74051 27.8313 4.84808 27.9288 5.89515C27.9754 6.39593 28.0291 6.84709 28.0714 7.17249C28.0924 7.33462 28.1105 7.46472 28.1231 7.55335C28.1294 7.59768 28.1345 7.63169 28.1378 7.65394C28.1394 7.66503 28.1409 7.67322 28.1417 7.67835C28.1421 7.6809 28.1415 7.6832 28.1417 7.68421H28.1426C28.268 8.50299 27.7055 9.26868 26.8868 9.39417C26.0679 9.5195 25.3022 8.95719 25.1768 8.13831V8.13636L25.1759 8.13441C25.1755 8.1323 25.1754 8.12919 25.1749 8.12562C25.1737 8.11809 25.172 8.10702 25.17 8.09339C25.166 8.06616 25.1605 8.02699 25.1534 7.97718C25.1392 7.87747 25.1186 7.73432 25.0958 7.55824C25.0501 7.20682 24.9923 6.71902 24.9415 6.17347C24.8441 5.12768 24.7579 3.71009 24.9024 2.65687C25.0151 1.83638 25.7714 1.26228 26.5919 1.37464Z\" fill=\"#CEAA72\"><\/path><path d=\"M26.8407 8.53836C27.6626 8.43561 28.4125 9.01833 28.5155 9.84012L28.6728 11.095C28.7755 11.917 28.1921 12.667 27.37 12.7698C26.5481 12.8725 25.798 12.289 25.6952 11.4671L25.539 10.2132C25.4362 9.39129 26.0189 8.64134 26.8407 8.53836Z\" fill=\"#CEAA72\"><\/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\t\t<div class=\"elementor-element elementor-element-c67b3ed elementor-widget elementor-widget-text-editor\" data-id=\"c67b3ed\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Aprenda a executar transplantes de excel\u00eancia, <strong>sem precisar concorrer com franquias.<\/strong><\/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<\/div>\n\t\t<div class=\"elementor-element elementor-element-afb5a0b e-con-full e-flex e-con e-child\" data-id=\"afb5a0b\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-34144b1 e-con-full e-flex e-con e-child\" data-id=\"34144b1\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5c804f8 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"5c804f8\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\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=\"73\" height=\"73\" viewBox=\"0 0 73 73\" fill=\"none\"><path d=\"M15.4 13C14.688 13 13.992 13.2111 13.3999 13.6067C12.8079 14.0023 12.3465 14.5645 12.074 15.2223C11.8015 15.8802 11.7303 16.604 11.8692 17.3023C12.0081 18.0007 12.3509 18.6421 12.8544 19.1456C13.3579 19.6491 13.9993 19.9919 14.6977 20.1308C15.396 20.2697 16.1198 20.1984 16.7776 19.926C17.4355 19.6535 17.9977 19.1921 18.3933 18.6001C18.7889 18.008 19 17.312 19 16.6C19 15.6452 18.6207 14.7295 17.9456 14.0544C17.2704 13.3793 16.3548 13 15.4 13ZM15.4 17.8C15.1627 17.8 14.9306 17.7296 14.7333 17.5978C14.536 17.4659 14.3822 17.2785 14.2913 17.0592C14.2005 16.8399 14.1767 16.5987 14.223 16.3659C14.2693 16.1331 14.3836 15.9193 14.5515 15.7515C14.7193 15.5836 14.9331 15.4694 15.1659 15.4231C15.3987 15.3768 15.6399 15.4005 15.8592 15.4913C16.0785 15.5822 16.2659 15.736 16.3978 15.9333C16.5296 16.1307 16.6 16.3627 16.6 16.6C16.6 16.9183 16.4736 17.2235 16.2485 17.4485C16.0235 17.6736 15.7182 17.8 15.4 17.8Z\" fill=\"#CEAA72\"><\/path><path d=\"M68.2 36.9999H60.3892C61.6848 30.6752 60.9072 24.1013 58.1718 18.2533C55.4364 12.4054 50.889 7.59482 45.2039 4.53525C39.5188 1.47567 32.999 0.330024 26.6114 1.26823C20.2239 2.20645 14.3089 5.17854 9.74374 9.74368C5.1786 14.3088 2.20651 20.2238 1.2683 26.6114C0.330085 32.9989 1.47573 39.5188 4.53531 45.2038C7.59488 50.8889 12.4054 55.4364 18.2534 58.1717C24.1013 60.9071 30.6752 61.6847 37 60.3891V68.1999C37 69.473 37.5057 70.6939 38.4059 71.594C39.3061 72.4942 40.527 72.9999 41.8 72.9999H68.2C69.473 72.9999 70.6939 72.4942 71.5941 71.594C72.4943 70.6939 73 69.473 73 68.1999V41.7999C73 40.5269 72.4943 39.306 71.5941 38.4058C70.6939 37.5057 69.473 36.9999 68.2 36.9999ZM31 58.5999C25.2681 58.6111 19.6743 56.8409 14.9924 53.5342C10.3105 50.2274 6.77178 45.5476 4.86573 40.1418C2.95968 34.7361 2.78048 28.8717 4.35292 23.3597C5.92536 17.8476 9.17174 12.9604 13.643 9.374C18.1143 5.78756 23.5896 3.67913 29.3115 3.34034C35.0334 3.00154 40.7191 4.44912 45.5824 7.48285C50.4457 10.5166 54.2461 14.9866 56.458 20.2745C58.6699 25.5624 59.184 31.4071 57.9292 36.9999H49.9792C50.1213 36.6156 50.196 36.2097 50.2 35.7999C50.2 34.8452 49.8207 33.9295 49.1456 33.2544C48.4705 32.5792 47.5548 32.1999 46.6 32.1999H25C24.0452 32.1999 23.1295 32.5792 22.4544 33.2544C21.7793 33.9295 21.4 34.8452 21.4 35.7999C21.4 36.7547 21.7793 37.6704 22.4544 38.3455C23.1295 39.0207 24.0452 39.3999 25 39.3999H37.6672C37.2353 40.1264 37.005 40.9548 37 41.7999H25C24.0452 41.7999 23.1295 42.1792 22.4544 42.8544C21.7793 43.5295 21.4 44.4452 21.4 45.3999C21.4 46.3547 21.7793 47.2704 22.4544 47.9455C23.1295 48.6207 24.0452 48.9999 25 48.9999H37V57.9291C35.0308 58.3727 33.0186 58.5977 31 58.5999ZM37 46.5999H25C24.6817 46.5999 24.3765 46.4735 24.1515 46.2485C23.9264 46.0234 23.8 45.7182 23.8 45.3999C23.8 45.0817 23.9264 44.7765 24.1515 44.5514C24.3765 44.3264 24.6817 44.1999 25 44.1999H37V46.5999ZM25 36.9999C24.6817 36.9999 24.3765 36.8735 24.1515 36.6485C23.9264 36.4234 23.8 36.1182 23.8 35.7999C23.8 35.4817 23.9264 35.1765 24.1515 34.9514C24.3765 34.7264 24.6817 34.5999 25 34.5999H46.6C46.9183 34.5999 47.2235 34.7264 47.4485 34.9514C47.6736 35.1765 47.8 35.4817 47.8 35.7999C47.8 36.1182 47.6736 36.4234 47.4485 36.6485C47.2235 36.8735 46.9183 36.9999 46.6 36.9999H25ZM70.6 68.1999C70.6 68.8365 70.3471 69.4469 69.8971 69.897C69.447 70.3471 68.8365 70.5999 68.2 70.5999H41.8C41.1635 70.5999 40.553 70.3471 40.1029 69.897C39.6529 69.4469 39.4 68.8365 39.4 68.1999V41.7999C39.4 41.1634 39.6529 40.553 40.1029 40.1029C40.553 39.6528 41.1635 39.3999 41.8 39.3999H68.2C68.8365 39.3999 69.447 39.6528 69.8971 40.1029C70.3471 40.553 70.6 41.1634 70.6 41.7999V68.1999Z\" fill=\"#CEAA72\"><\/path><path d=\"M25 20.2H46.6C47.5548 20.2 48.4705 19.8207 49.1456 19.1456C49.8207 18.4705 50.2 17.5548 50.2 16.6C50.2 15.6452 49.8207 14.7295 49.1456 14.0544C48.4705 13.3793 47.5548 13 46.6 13H25C24.0452 13 23.1296 13.3793 22.4544 14.0544C21.7793 14.7295 21.4 15.6452 21.4 16.6C21.4 17.5548 21.7793 18.4705 22.4544 19.1456C23.1296 19.8207 24.0452 20.2 25 20.2ZM25 15.4H46.6C46.9183 15.4 47.2235 15.5264 47.4486 15.7515C47.6736 15.9765 47.8 16.2817 47.8 16.6C47.8 16.9183 47.6736 17.2235 47.4486 17.4485C47.2235 17.6736 46.9183 17.8 46.6 17.8H25C24.6818 17.8 24.3765 17.6736 24.1515 17.4485C23.9265 17.2235 23.8 16.9183 23.8 16.6C23.8 16.2817 23.9265 15.9765 24.1515 15.7515C24.3765 15.5264 24.6818 15.4 25 15.4Z\" fill=\"#CEAA72\"><\/path><path d=\"M15.4 22.6001C14.688 22.6001 13.992 22.8112 13.3999 23.2068C12.8079 23.6024 12.3465 24.1646 12.074 24.8224C11.8015 25.4803 11.7303 26.2041 11.8692 26.9024C12.0081 27.6008 12.3509 28.2422 12.8544 28.7457C13.3579 29.2492 13.9993 29.592 14.6977 29.7309C15.396 29.8698 16.1198 29.7985 16.7776 29.5261C17.4355 29.2536 17.9977 28.7922 18.3933 28.2001C18.7889 27.6081 19 26.9121 19 26.2001C19 25.2453 18.6207 24.3296 17.9456 23.6545C17.2704 22.9794 16.3548 22.6001 15.4 22.6001ZM15.4 27.4001C15.1627 27.4001 14.9306 27.3297 14.7333 27.1979C14.536 27.066 14.3822 26.8786 14.2913 26.6593C14.2005 26.44 14.1767 26.1988 14.223 25.966C14.2693 25.7332 14.3836 25.5194 14.5515 25.3516C14.7193 25.1837 14.9331 25.0695 15.1659 25.0232C15.3987 24.9769 15.6399 25.0006 15.8592 25.0914C16.0785 25.1823 16.2659 25.3361 16.3978 25.5334C16.5296 25.7308 16.6 25.9628 16.6 26.2001C16.6 26.5184 16.4736 26.8236 16.2485 27.0486C16.0235 27.2737 15.7182 27.4001 15.4 27.4001Z\" fill=\"#CEAA72\"><\/path><path d=\"M25 29.8001H46.6C47.5548 29.8001 48.4705 29.4208 49.1456 28.7457C49.8207 28.0706 50.2 27.1549 50.2 26.2001C50.2 25.2453 49.8207 24.3296 49.1456 23.6545C48.4705 22.9794 47.5548 22.6001 46.6 22.6001H25C24.0452 22.6001 23.1296 22.9794 22.4544 23.6545C21.7793 24.3296 21.4 25.2453 21.4 26.2001C21.4 27.1549 21.7793 28.0706 22.4544 28.7457C23.1296 29.4208 24.0452 29.8001 25 29.8001ZM25 25.0001H46.6C46.9183 25.0001 47.2235 25.1265 47.4486 25.3516C47.6736 25.5766 47.8 25.8818 47.8 26.2001C47.8 26.5184 47.6736 26.8236 47.4486 27.0486C47.2235 27.2737 46.9183 27.4001 46.6 27.4001H25C24.6818 27.4001 24.3765 27.2737 24.1515 27.0486C23.9265 26.8236 23.8 26.5184 23.8 26.2001C23.8 25.8818 23.9265 25.5766 24.1515 25.3516C24.3765 25.1265 24.6818 25.0001 25 25.0001Z\" fill=\"#CEAA72\"><\/path><path d=\"M15.4 32.2C14.688 32.2 13.992 32.4111 13.3999 32.8067C12.8079 33.2022 12.3465 33.7645 12.074 34.4223C11.8015 35.0801 11.7303 35.8039 11.8692 36.5023C12.0081 37.2006 12.3509 37.8421 12.8544 38.3455C13.3579 38.849 13.9993 39.1919 14.6977 39.3308C15.396 39.4697 16.1198 39.3984 16.7776 39.1259C17.4355 38.8534 17.9977 38.392 18.3933 37.8C18.7889 37.208 19 36.512 19 35.8C19 34.8452 18.6207 33.9295 17.9456 33.2544C17.2704 32.5792 16.3548 32.2 15.4 32.2ZM15.4 37C15.1627 37 14.9306 36.9296 14.7333 36.7977C14.536 36.6659 14.3822 36.4784 14.2913 36.2592C14.2005 36.0399 14.1767 35.7986 14.223 35.5658C14.2693 35.3331 14.3836 35.1192 14.5515 34.9514C14.7193 34.7836 14.9331 34.6693 15.1659 34.623C15.3987 34.5767 15.6399 34.6005 15.8592 34.6913C16.0785 34.7821 16.2659 34.9359 16.3978 35.1333C16.5296 35.3306 16.6 35.5626 16.6 35.8C16.6 36.1182 16.4736 36.4234 16.2485 36.6485C16.0235 36.8735 15.7182 37 15.4 37Z\" fill=\"#CEAA72\"><\/path><path d=\"M15.4 41.8C14.688 41.8 13.992 42.0112 13.3999 42.4068C12.8079 42.8023 12.3465 43.3646 12.074 44.0224C11.8015 44.6802 11.7303 45.404 11.8692 46.1024C12.0081 46.8007 12.3509 47.4422 12.8544 47.9456C13.3579 48.4491 13.9993 48.792 14.6977 48.9309C15.396 49.0698 16.1198 48.9985 16.7776 48.726C17.4355 48.4535 17.9977 47.9921 18.3933 47.4001C18.7889 46.8081 19 46.1121 19 45.4C19 44.4453 18.6207 43.5296 17.9456 42.8545C17.2704 42.1793 16.3548 41.8 15.4 41.8ZM15.4 46.6C15.1627 46.6 14.9306 46.5297 14.7333 46.3978C14.536 46.266 14.3822 46.0785 14.2913 45.8593C14.2005 45.64 14.1767 45.3987 14.223 45.1659C14.2693 44.9332 14.3836 44.7193 14.5515 44.5515C14.7193 44.3837 14.9331 44.2694 15.1659 44.2231C15.3987 44.1768 15.6399 44.2006 15.8592 44.2914C16.0785 44.3822 16.2659 44.536 16.3978 44.7334C16.5296 44.9307 16.6 45.1627 16.6 45.4C16.6 45.7183 16.4736 46.0235 16.2485 46.2486C16.0235 46.4736 15.7182 46.6 15.4 46.6Z\" fill=\"#CEAA72\"><\/path><path d=\"M63.64 44.68L50.0704 62.7736L46.2484 58.9515C46.0221 58.733 45.7189 58.612 45.4043 58.6147C45.0897 58.6175 44.7887 58.7437 44.5662 58.9662C44.3437 59.1887 44.2175 59.4896 44.2148 59.8043C44.212 60.1189 44.333 60.422 44.5516 60.6484L49.3516 65.4484C49.5766 65.6734 49.8817 65.7999 50.2 65.7999H50.2852C50.4569 65.7874 50.6239 65.738 50.7748 65.6552C50.9258 65.5724 51.0571 65.458 51.16 65.3199L65.56 46.1199C65.6545 45.9939 65.7233 45.8504 65.7624 45.6978C65.8015 45.5451 65.8102 45.3862 65.7879 45.2302C65.7656 45.0742 65.7128 44.9242 65.6325 44.7886C65.5523 44.653 65.446 44.5345 65.32 44.44C65.1939 44.3454 65.0505 44.2766 64.8978 44.2375C64.7451 44.1984 64.5863 44.1897 64.4303 44.212C64.2743 44.2343 64.1242 44.2871 63.9886 44.3674C63.853 44.4477 63.7345 44.5539 63.64 44.68Z\" fill=\"#CEAA72\"><\/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\t\t<div class=\"elementor-element elementor-element-b6abb9b elementor-widget elementor-widget-text-editor\" data-id=\"b6abb9b\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Mais que um diploma<\/strong> \u2014 saia pronto para encantar seus pacientes.<\/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<div class=\"elementor-element elementor-element-fc4a562 e-con-full e-flex e-con e-child\" data-id=\"fc4a562\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-85b16b9 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"85b16b9\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\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=\"73\" height=\"73\" viewBox=\"0 0 73 73\" fill=\"none\"><path d=\"M30.668 12.6746C34.1761 12.6746 37.0053 9.84545 37.0053 6.3373C37.0053 2.82915 34.1761 0 30.668 0C27.1598 0 24.3307 2.82915 24.3307 6.3373C24.3307 9.84545 27.273 12.6746 30.668 12.6746ZM30.668 2.26332C32.9313 2.26332 34.742 4.07398 34.742 6.3373C34.742 8.60063 32.9313 10.4113 30.668 10.4113C28.4047 10.4113 26.594 8.60063 26.594 6.3373C26.594 4.07398 28.5178 2.26332 30.668 2.26332Z\" fill=\"#CEAA72\"><\/path><path d=\"M28.8574 62.8073C28.4047 62.3546 27.7257 62.3546 27.273 62.8073L24.1044 65.9759C23.6517 66.4286 23.6517 67.1076 24.1044 67.5603C24.5571 68.0129 25.2361 68.0129 25.6887 67.5603L26.9335 66.3154V71.0684C26.9335 71.7474 27.3862 72.2001 28.0652 72.2001C28.7442 72.2001 29.1969 71.7474 29.1969 71.0684V66.3154L30.4417 67.5603C30.8944 68.0129 31.5734 68.0129 32.026 67.5603C32.4787 67.1076 32.4787 66.4286 32.026 65.9759L28.8574 62.8073Z\" fill=\"#CEAA72\"><\/path><path d=\"M45.4927 52.5092C45.0401 52.0565 44.3611 52.0565 43.9084 52.5092L40.7398 55.6778C40.2871 56.1305 40.2871 56.8095 40.7398 57.2622C41.1924 57.7148 41.8714 57.7148 42.3241 57.2622L43.5689 56.0173V71.0684C43.5689 71.7474 44.0216 72.2001 44.7006 72.2001C45.3796 72.2001 45.8322 71.7474 45.8322 71.0684V56.0173L47.0771 57.2622C47.5297 57.7148 48.2087 57.7148 48.6614 57.2622C49.1141 56.8095 49.1141 56.1305 48.6614 55.6778L45.4927 52.5092Z\" fill=\"#CEAA72\"><\/path><path d=\"M63.4863 42.6637C63.0336 42.2111 62.3546 42.2111 61.9019 42.6637L58.7333 45.8324C58.2806 46.285 58.2806 46.964 58.7333 47.4167C59.186 47.8694 59.865 47.8694 60.3176 47.4167L61.5625 46.1719V70.9553C61.5625 71.6343 62.0151 72.0869 62.6941 72.0869C63.3731 72.0869 63.8258 71.6343 63.8258 70.9553V46.1719L65.0706 47.4167C65.5233 47.8694 66.2023 47.8694 66.6549 47.4167C67.1076 46.964 67.1076 46.285 66.6549 45.8324L63.4863 42.6637Z\" fill=\"#CEAA72\"><\/path><path d=\"M71.2947 36.6657H52.2828C51.6038 36.6657 51.1511 37.1183 51.1511 37.7973V47.6428H47.0771V38.7027C47.1903 35.4208 45.0401 32.5917 41.8715 31.7995L36.5527 30.4415L36.779 22.6331L39.8345 24.7832C44.3611 27.9519 48.5483 24.7832 51.2643 24.2174C52.7354 23.7647 53.6408 22.1804 53.4144 20.7092C53.0749 18.7854 51.1511 17.5406 49.2273 18.2196L46.0586 19.2381C43.3426 20.1434 42.0978 17.5406 38.7028 15.2773C36.2132 13.2403 34.1762 14.1456 25.236 13.3534C23.3122 13.2403 21.5016 14.0324 20.2567 15.5036L12.4483 24.5569C12.2219 24.8964 11.9956 25.2359 11.8824 25.5754L10.185 32.4785C9.61912 34.7418 11.4298 36.892 13.6931 36.7788C15.1643 36.7788 16.4091 35.7603 16.8618 34.2892C19.2382 26.9334 19.0119 27.2729 19.1251 27.1597L23.1991 22.7462V31.5732C23.1991 32.4785 23.4254 33.3838 23.7649 34.176L21.6147 55.4512C21.5016 56.5829 21.9542 57.6014 22.6332 58.2804H17.4276C16.7486 58.2804 16.2959 58.7331 16.2959 59.4121V69.2575H1.13166C0.452665 69.2575 0 69.7102 0 70.3892C0 71.0682 0.452665 71.5208 1.13166 71.5208H17.4276C18.1066 71.5208 18.5592 71.0682 18.5592 70.3892V60.5437H34.742C35.421 60.5437 35.8737 60.0911 35.8737 59.4121V49.9061H52.2828C52.9618 49.9061 53.4144 49.4534 53.4144 48.7744V38.929H71.2947C71.9737 38.929 72.4263 38.4763 72.4263 37.7973C72.4263 37.1183 71.9737 36.6657 71.2947 36.6657ZM17.5408 25.6885C17.3144 26.028 17.0881 26.3675 16.9749 26.707L14.7116 33.7233C14.5984 34.176 14.1458 34.5155 13.5799 34.6287C12.7878 34.6287 12.1088 33.9497 12.3351 33.1575C14.2589 25.9149 14.1458 26.1412 14.2589 26.028L22.0674 16.9748C22.8596 16.0694 23.9912 15.6168 25.236 15.6168C34.5157 16.4089 35.7605 15.7299 37.3448 17.0879C40.2871 19.0117 42.5505 22.9726 46.8508 21.5014L50.0194 20.4829C50.5853 20.2566 51.1511 20.7092 51.2643 21.2751C51.3774 21.7277 51.0379 22.1804 50.5853 22.2936C47.6429 22.9726 44.4743 25.4622 41.1925 23.1989L36.4395 19.8039C36.1 19.5776 35.6473 19.5776 35.3078 19.6907C34.9683 19.9171 34.742 20.2566 34.742 20.7092L34.5157 31.5732C34.5157 32.139 34.8552 32.5917 35.421 32.7049L41.6451 34.2892C43.7953 34.855 45.1533 36.7788 45.0401 38.929V47.8691H41.8715V41.1923C41.8715 39.4948 40.7398 38.1368 39.0423 37.7973L28.7442 35.6472C26.9335 35.3077 25.6887 33.6102 25.6887 31.7995V19.9171C25.6887 19.4644 25.3492 19.0117 25.0097 18.8986C24.5571 18.6722 24.1044 18.8986 23.7649 19.2381L17.5408 25.6885ZM28.1784 37.6842L29.989 38.1368L27.1599 56.0171C27.0467 56.8092 26.2545 57.4882 25.4624 57.3751C24.5571 57.2619 23.8781 56.5829 23.9912 55.6776L25.915 36.6657C26.4809 37.1183 27.273 37.4578 28.1784 37.6842ZM34.742 47.7559C34.063 47.7559 33.6103 48.2086 33.6103 48.8876V58.3936H28.4047C28.8574 57.8277 29.1969 57.1487 29.4232 56.4697L32.2523 38.5895L38.4765 39.9475C39.0423 40.0607 39.495 40.6265 39.495 41.1923V47.8691H34.742V47.7559Z\" fill=\"#CEAA72\"><\/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\t\t<div class=\"elementor-element elementor-element-952983d elementor-widget elementor-widget-text-editor\" data-id=\"952983d\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Invista em uma forma\u00e7\u00e3o que <strong>valoriza sua carreira e abre novas oportunidades.<\/strong><\/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<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d8eb191 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"d8eb191\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Estrutura hospitalar exclusiva<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-83b81bf e-con-full e-flex e-con e-child\" data-id=\"83b81bf\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-45abd71 elementor-widget__width-initial elementor-widget-tablet__width-initial elementor-widget elementor-widget-image\" data-id=\"45abd71\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"598\" height=\"486\" src=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/03\/47_IMG_4054201_converted.webp\" class=\"attachment-large size-large wp-image-475\" alt=\"\" srcset=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/03\/47_IMG_4054201_converted.webp 598w, https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/03\/47_IMG_4054201_converted-300x244.webp 300w\" sizes=\"(max-width: 598px) 100vw, 598px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-945bf67 elementor-widget elementor-widget-text-editor\" data-id=\"945bf67\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p data-start=\"212\" data-end=\"415\">O Hands-On \u00e9 realizado em <strong data-start=\"238\" data-end=\"278\">estrutura hospitalar de grande porte<\/strong>, localizada em <strong data-start=\"294\" data-end=\"318\">Maring\u00e1 e Uberl\u00e2ndia<\/strong>, com ambiente totalmente preparado para transplantes capilares e terapias capilares avan\u00e7adas.<\/p><p data-start=\"417\" data-end=\"587\">Os alunos vivenciam a rotina real de um centro cir\u00fargico especializado, com protocolos, equipamentos e organiza\u00e7\u00e3o compat\u00edveis com alto padr\u00e3o de seguran\u00e7a e qualidade.<\/p><p data-start=\"589\" data-end=\"749\">Essa experi\u00eancia proporciona uma forma\u00e7\u00e3o pr\u00e1tica mais completa, segura e alinhada \u00e0 realidade profissional de quem deseja atuar com excel\u00eancia na \u00e1rea capilar.<\/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<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-bd3cc9b e-flex e-con-boxed e-con e-parent\" data-id=\"bd3cc9b\" data-element_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-34583fd e-con-full e-flex e-con e-child\" data-id=\"34583fd\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-30b1c37 e-con-full e-flex e-con e-child\" data-id=\"30b1c37\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-d2dda7a elementor-widget elementor-widget-image\" data-id=\"d2dda7a\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"711\" height=\"650\" src=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Lorena-1.png\" class=\"attachment-large size-large wp-image-822\" alt=\"\" srcset=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Lorena-1.png 711w, https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Lorena-1-300x274.png 300w\" sizes=\"(max-width: 711px) 100vw, 711px\" \/>\t\t\t\t\t\t\t\t\t\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-b5637ea e-con-full e-flex e-con e-child\" data-id=\"b5637ea\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f8b44b3 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"f8b44b3\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Quem ir\u00e1 te <span style=\"color: #CEAA72\">guiar nessa jornada?<\/span><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d452933 elementor-widget elementor-widget-button\" data-id=\"d452933\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-size-sm\" role=\"button\">\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\">Dra. Lorena Visentainer<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-819618c elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"819618c\" data-element_type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\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 aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-check\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M173.898 439.404l-166.4-166.4c-9.997-9.997-9.997-26.206 0-36.204l36.203-36.204c9.997-9.998 26.207-9.998 36.204 0L192 312.69 432.095 72.596c9.997-9.997 26.207-9.997 36.204 0l36.203 36.204c9.997 9.997 9.997 26.206 0 36.204l-294.4 294.401c-9.998 9.997-26.207 9.997-36.204-.001z\"><\/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\u00e9dica formada pela UEL, com resid\u00eancia e mestrado em Dermatologia pela UNICAMP;<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\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 aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-check\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M173.898 439.404l-166.4-166.4c-9.997-9.997-9.997-26.206 0-36.204l36.203-36.204c9.997-9.998 26.207-9.998 36.204 0L192 312.69 432.095 72.596c9.997-9.997 26.207-9.997 36.204 0l36.203 36.204c9.997 9.997 9.997 26.206 0 36.204l-294.4 294.401c-9.998 9.997-26.207 9.997-36.204-.001z\"><\/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\">Especialista em Tricologia pela USP;<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\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 aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-check\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M173.898 439.404l-166.4-166.4c-9.997-9.997-9.997-26.206 0-36.204l36.203-36.204c9.997-9.998 26.207-9.998 36.204 0L192 312.69 432.095 72.596c9.997-9.997 26.207-9.997 36.204 0l36.203 36.204c9.997 9.997 9.997 26.206 0 36.204l-294.4 294.401c-9.998 9.997-26.207 9.997-36.204-.001z\"><\/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\">Autora do 1\u00ba livro de Transplante Capilar FUE do Brasil, 1\u00ba livro mundial sobre Transplante de Sobrancelhas e Livro sobre Terapia Regenerativa Aplicada \u00e0 Tricologia M\u00e9dica;<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\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 aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-check\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M173.898 439.404l-166.4-166.4c-9.997-9.997-9.997-26.206 0-36.204l36.203-36.204c9.997-9.998 26.207-9.998 36.204 0L192 312.69 432.095 72.596c9.997-9.997 26.207-9.997 36.204 0l36.203 36.204c9.997 9.997 9.997 26.206 0 36.204l-294.4 294.401c-9.998 9.997-26.207 9.997-36.204-.001z\"><\/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\">Criadora do M\u00e9todo Transplante Capilar Regenerativo\u00ae internacionalmente reconhecido;<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\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 aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-check\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M173.898 439.404l-166.4-166.4c-9.997-9.997-9.997-26.206 0-36.204l36.203-36.204c9.997-9.998 26.207-9.998 36.204 0L192 312.69 432.095 72.596c9.997-9.997 26.207-9.997 36.204 0l36.203 36.204c9.997 9.997 9.997 26.206 0 36.204l-294.4 294.401c-9.998 9.997-26.207 9.997-36.204-.001z\"><\/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\">Palestrante internacional ISHRS e WFUE.<\/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\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-105a8b0 e-flex e-con-boxed e-con e-parent\" data-id=\"105a8b0\" data-element_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-f3740cc e-con-full e-flex e-con e-child\" data-id=\"f3740cc\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-4e4ae39 e-con-full e-flex e-con e-child\" data-id=\"4e4ae39\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-aca3337 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"aca3337\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Quem ir\u00e1 te <span style=\"color: #CEAA72\">guiar nessa jornada?<\/span><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8aa88ad elementor-widget elementor-widget-button\" data-id=\"8aa88ad\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-size-sm\" role=\"button\">\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\">Dra. Th\u00e1lita Carlesso<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-41d4e2c elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"41d4e2c\" data-element_type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\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 aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-check\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M173.898 439.404l-166.4-166.4c-9.997-9.997-9.997-26.206 0-36.204l36.203-36.204c9.997-9.998 26.207-9.998 36.204 0L192 312.69 432.095 72.596c9.997-9.997 26.207-9.997 36.204 0l36.203 36.204c9.997 9.997 9.997 26.206 0 36.204l-294.4 294.401c-9.998 9.997-26.207 9.997-36.204-.001z\"><\/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\">Dermatologista pela FAMERP-SP, com especializa\u00e7\u00f5es no Hospital Albert Einstein e HSPM-SP;<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\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 aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-check\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M173.898 439.404l-166.4-166.4c-9.997-9.997-9.997-26.206 0-36.204l36.203-36.204c9.997-9.998 26.207-9.998 36.204 0L192 312.69 432.095 72.596c9.997-9.997 26.207-9.997 36.204 0l36.203 36.204c9.997 9.997 9.997 26.206 0 36.204l-294.4 294.401c-9.998 9.997-26.207 9.997-36.204-.001z\"><\/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\">Criadora do M\u00e9todo Transplante Capilar Regenerativo\u00ae internacionalmente reconhecido;<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\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 aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-check\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M173.898 439.404l-166.4-166.4c-9.997-9.997-9.997-26.206 0-36.204l36.203-36.204c9.997-9.998 26.207-9.998 36.204 0L192 312.69 432.095 72.596c9.997-9.997 26.207-9.997 36.204 0l36.203 36.204c9.997 9.997 9.997 26.206 0 36.204l-294.4 294.401c-9.998 9.997-26.207 9.997-36.204-.001z\"><\/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\">Autora do 1\u00ba livro de Transplante Capilar FUE do Brasil, 1\u00ba livro mundial sobre Transplante de Sobrancelhas e Livro sobre Terapia Regenerativa Aplicada \u00e0 Tricologia M\u00e9dica;<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\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 aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-check\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M173.898 439.404l-166.4-166.4c-9.997-9.997-9.997-26.206 0-36.204l36.203-36.204c9.997-9.998 26.207-9.998 36.204 0L192 312.69 432.095 72.596c9.997-9.997 26.207-9.997 36.204 0l36.203 36.204c9.997 9.997 9.997 26.206 0 36.204l-294.4 294.401c-9.998 9.997-26.207 9.997-36.204-.001z\"><\/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\">Membro ativa da ISHRS, ABCRC, SBD e SBCD;<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\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 aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-check\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M173.898 439.404l-166.4-166.4c-9.997-9.997-9.997-26.206 0-36.204l36.203-36.204c9.997-9.998 26.207-9.998 36.204 0L192 312.69 432.095 72.596c9.997-9.997 26.207-9.997 36.204 0l36.203 36.204c9.997 9.997 9.997 26.206 0 36.204l-294.4 294.401c-9.998 9.997-26.207 9.997-36.204-.001z\"><\/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\">Palestrante internacional ISHRS e WFUE.<\/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-5222ed6 e-con-full e-flex e-con e-child\" data-id=\"5222ed6\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-0626154 elementor-widget elementor-widget-image\" data-id=\"0626154\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"800\" height=\"696\" src=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Thalita-1.png\" class=\"attachment-large size-large wp-image-1061\" alt=\"\" srcset=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Thalita-1.png 801w, https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Thalita-1-300x261.png 300w, https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Thalita-1-768x668.png 768w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\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<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-7f35982 e-flex e-con-boxed e-con e-parent\" data-id=\"7f35982\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-ceab0f2 e-con-full e-flex e-con e-child\" data-id=\"ceab0f2\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-0d90da3 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"0d90da3\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">O que <span style=\"color: #CEAA72\">voc\u00ea recebe<\/span> ao ingressar na P\u00f3s-Gradua\u00e7\u00e3o?<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-80272f1 elementor-widget elementor-widget-text-editor\" data-id=\"80272f1\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Todo o material did\u00e1tico \u00e9 desenvolvido especialmente para o curso, incluindo livros, artigos e protocolos que n\u00e3o est\u00e3o dispon\u00edveis em nenhuma outra institui\u00e7\u00e3o de ensino.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-bda18d0 elementor-widget elementor-widget-image\" data-id=\"bda18d0\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"800\" height=\"403\" src=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Celular.png\" class=\"attachment-large size-large wp-image-844\" alt=\"\" srcset=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Celular.png 808w, https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Celular-300x151.png 300w, https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Celular-768x387.png 768w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\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-8476848 e-con-full e-flex e-con e-child\" data-id=\"8476848\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-6bc45f1 e-con-full e-flex e-con e-child\" data-id=\"6bc45f1\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-1fc74ac elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"1fc74ac\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\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=\"42\" height=\"51\" viewBox=\"0 0 42 51\" fill=\"none\"><path d=\"M9.48837 13.6394C9.48837 13.1676 9.67581 12.7151 10.0095 12.3814C10.3431 12.0478 10.7956 11.8604 11.2674 11.8604H30.2442C30.716 11.8604 31.1685 12.0478 31.5022 12.3814C31.8358 12.7151 32.0233 13.1676 32.0233 13.6394C32.0233 14.1113 31.8358 14.5638 31.5022 14.8974C31.1685 15.2311 30.716 15.4185 30.2442 15.4185H11.2674C10.7956 15.4185 10.3431 15.2311 10.0095 14.8974C9.67581 14.5638 9.48837 14.1113 9.48837 13.6394ZM11.2674 20.1627C10.7956 20.1627 10.3431 20.3501 10.0095 20.6838C9.67581 21.0174 9.48837 21.4699 9.48837 21.9417C9.48837 22.4136 9.67581 22.8661 10.0095 23.1997C10.3431 23.5334 10.7956 23.7208 11.2674 23.7208H23.1279C23.5997 23.7208 24.0523 23.5334 24.3859 23.1997C24.7195 22.8661 24.907 22.4136 24.907 21.9417C24.907 21.4699 24.7195 21.0174 24.3859 20.6838C24.0523 20.3501 23.5997 20.1627 23.1279 20.1627H11.2674Z\" fill=\"#CEAA72\"><\/path><path fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M15.8812 0C12.6385 0 10.0221 -3.53469e-08 7.96549 0.277535C5.8306 0.562186 4.03256 1.17893 2.60456 2.60456C1.17656 4.03256 0.564558 5.8306 0.277535 7.96549C2.47429e-07 10.0221 0 12.6385 0 15.8812V35.1188C0 38.3615 2.47429e-07 40.9779 0.277535 43.0345C0.562186 45.1694 1.17893 46.9674 2.60456 48.3954C4.03256 49.8234 5.8306 50.4354 7.96549 50.7248C10.0221 51 12.6385 51 15.8812 51H25.6305C28.8731 51 31.4895 51 33.5461 50.7248C35.681 50.4354 37.4791 49.8234 38.9071 48.3954C40.3351 46.9674 40.9471 45.1694 41.2365 43.0345C41.5116 40.9779 41.5116 38.3615 41.5116 35.1188V15.8812C41.5116 12.6385 41.5116 10.0221 41.2365 7.96549C40.9471 5.8306 40.3351 4.03256 38.9071 2.60456C37.4791 1.17656 35.681 0.564558 33.5461 0.277535C31.4895 -3.53469e-08 28.8731 0 25.6305 0H15.8812ZM5.12372 5.12135C5.78079 4.46428 6.70116 4.0373 8.44465 3.80246C10.2332 3.56288 12.61 3.55814 16.014 3.55814H25.5024C28.9063 3.55814 31.2808 3.56288 33.0741 3.80246C34.8152 4.0373 35.7356 4.46665 36.3926 5.12135C37.0497 5.77842 37.4767 6.69879 37.7115 8.44228C37.9511 10.2308 37.9559 12.6077 37.9559 16.0116V33.2093H10.7503C8.80995 33.2093 7.48633 33.2093 6.35009 33.5129C5.35176 33.7829 4.40733 34.2226 3.55814 34.8128V16.0116C3.55814 12.6077 3.56288 10.2308 3.80247 8.43991C4.0373 6.69879 4.46902 5.77842 5.12372 5.12135ZM3.62219 40.3232C3.65777 41.1629 3.7147 41.9007 3.80247 42.5601C4.0373 44.3012 4.46665 45.2216 5.12135 45.8787C5.77842 46.5357 6.69879 46.9627 8.44228 47.1975C10.2308 47.4371 12.6077 47.4419 16.0116 47.4419H25.5C28.904 47.4419 31.2784 47.4371 33.0717 47.1975C34.8128 46.9627 35.7332 46.5333 36.3903 45.8787C37.0473 45.2216 37.4743 44.3012 37.7092 42.5577C37.906 41.0989 37.944 39.2486 37.9511 36.7674H11.0255C8.70558 36.7674 7.89433 36.7817 7.27046 36.9501C6.43441 37.1743 5.66544 37.5986 5.02986 38.1862C4.39429 38.7739 3.91118 39.5073 3.62219 40.3232Z\" fill=\"#CEAA72\"><\/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\t\t<div class=\"elementor-element elementor-element-61f8115 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"61f8115\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Obras liter\u00e1rias exclusivas<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-22efedc elementor-widget elementor-widget-text-editor\" data-id=\"22efedc\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>O aluno recebe <strong>duas obras exclusivas:<\/strong> o primeiro livro brasileiro sobre FUE e o primeiro mundial de Transplante de Sobrancelhas.<\/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<div class=\"elementor-element elementor-element-6abddc0 e-con-full e-flex e-con e-child\" data-id=\"6abddc0\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-afbfcdd elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"afbfcdd\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\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=\"51\" height=\"51\" viewBox=\"0 0 51 51\" fill=\"none\"><path d=\"M47 20.7998C47 16.313 46.9952 13.1489 46.6729 10.7539C46.3582 8.41644 45.7741 7.1119 44.8311 6.16797C43.8888 5.2249 42.585 4.64062 40.2471 4.32617C37.8517 4.00407 34.6873 4 30.2002 4H20.7998C16.313 4 13.1489 4.00476 10.7539 4.32715C8.41644 4.64184 7.1119 5.22588 6.16797 6.16895C5.2249 7.11121 4.64062 8.415 4.32617 10.7529C4.00407 13.1483 4 16.3127 4 20.7998V23.1504C4 26.5296 4.00413 28.8635 4.24024 30.6191C4.45438 32.2114 4.82982 33.0616 5.36914 33.6543L5.4795 33.7695L5.48047 33.7705C6.07832 34.369 6.93262 34.7814 8.63086 35.0098C10.3865 35.2459 12.7204 35.25 16.0996 35.25H34.9004C38.2796 35.25 40.6136 35.2459 42.3691 35.0098C44.0674 34.7814 44.9217 34.369 45.5195 33.7705L45.5205 33.7695C46.119 33.1717 46.5314 32.3174 46.7598 30.6191C46.9959 28.8635 47 26.5296 47 23.1504V20.7998ZM51 23.1504C51 26.4166 51.0039 29.0682 50.7236 31.1523C50.4357 33.293 49.8144 35.1316 48.3486 36.5967L48.3496 36.5977C46.8842 38.0647 45.0439 38.6856 42.9023 38.9736C40.8182 39.2539 38.1666 39.25 34.9004 39.25H16.0996C12.8334 39.25 10.1818 39.2539 8.09766 38.9736C5.95614 38.6856 4.11579 38.0647 2.65039 36.5977V36.5967C1.18495 35.1316 0.564249 33.2928 0.27637 31.1523C-0.00391945 29.0682 2.59499e-06 26.4166 2.93367e-06 23.1504V20.7998C2.80773e-06 16.4258 -0.00400057 12.9437 0.362308 10.2197C0.736407 7.43824 1.52978 5.14941 3.34082 3.33985C5.15104 1.53117 7.43849 0.737734 10.2197 0.363283C12.9435 -0.00340867 16.4252 1.73195e-06 20.7998 1.84037e-06H30.2002C34.5742 1.71319e-06 38.0563 -0.00400212 40.7803 0.362307C43.5618 0.736406 45.8506 1.52977 47.6602 3.34082C49.4688 5.15104 50.2623 7.43849 50.6367 10.2197C51.0034 12.9435 51 16.4252 51 20.7998V23.1504Z\" fill=\"#CEAA72\"><\/path><path d=\"M23.5 37.2505C23.5 36.1459 24.3954 35.2505 25.5 35.2505C26.6046 35.2505 27.5 36.1459 27.5 37.2505V47.0005H34.9004L35.1045 47.0103C36.113 47.1127 36.9004 47.9649 36.9004 49.0005C36.9002 50.0358 36.1129 50.8873 35.1045 50.9897L34.9004 51.0005H16.0996C14.9953 51.0003 14.0998 50.1047 14.0996 49.0005C14.0996 47.896 14.9952 47.0007 16.0996 47.0005H23.5V37.2505ZM49 25.8501C50.1046 25.8501 51 26.7455 51 27.8501C51 28.9547 50.1046 29.8501 49 29.8501H2C0.89543 29.8501 0 28.9547 0 27.8501C0 26.7455 0.89543 25.8501 2 25.8501H49Z\" fill=\"#CEAA72\"><\/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\t\t<div class=\"elementor-element elementor-element-b04b4fb elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"b04b4fb\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Conte\u00fado on-line<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b7148ce elementor-widget elementor-widget-text-editor\" data-id=\"b7148ce\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>A forma\u00e7\u00e3o inclui <strong>400 horas de conte\u00fado online,<\/strong> abrangendo Tricologia do b\u00e1sico ao avan\u00e7ado, Transplante Capilar, sobrancelhas al\u00e9m de procedimentos regenerativos inovadores que ampliam as possibilidades terap\u00eauticas na pr\u00e1tica m\u00e9dica.<\/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<div class=\"elementor-element elementor-element-d3e2381 e-con-full e-flex e-con e-child\" data-id=\"d3e2381\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-dd82e4c elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"dd82e4c\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\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=\"59\" height=\"61\" viewBox=\"0 0 59 61\" fill=\"none\"><path d=\"M4.7672 60.9073C3.40823 60.9073 2.27445 60.3617 1.36585 59.2705C0.45725 58.1794 0.00196667 56.8178 0 55.1857V24.5266C0 24.0235 0.140616 23.6019 0.42185 23.2618C0.703083 22.9217 1.05413 22.7529 1.475 22.7552C1.89587 22.7576 2.24692 22.9265 2.52815 23.2618C2.80938 23.5972 2.95 24.0188 2.95 24.5266V55.1857C2.95 55.729 3.1388 56.2285 3.5164 56.6843C3.894 57.1402 4.30995 57.3669 4.76425 57.3645H47.2C47.6209 57.3645 47.9719 57.5346 48.2532 57.8747C48.5344 58.2148 48.675 58.6352 48.675 59.1359C48.675 59.6366 48.5344 60.0582 48.2532 60.4007C47.9719 60.7432 47.6209 60.912 47.2 60.9073H4.7672ZM13.6172 50.279C12.2582 50.279 11.1244 49.7334 10.2158 48.6422C9.30725 47.5511 8.85197 46.1895 8.85 44.5574V14.1711C8.85 13.3492 9.07617 12.6666 9.5285 12.1234C9.98083 11.5801 10.5492 11.3085 11.2336 11.3085H24.5086V5.72158C24.5086 4.09191 24.9629 2.7303 25.8715 1.63677C26.7801 0.543232 27.9139 -0.00235421 29.2729 7.63528e-06H38.5771C39.9342 7.63528e-06 41.0679 0.545594 41.9785 1.63677C42.8891 2.72794 43.3434 4.08954 43.3414 5.72158V11.3085H56.6164C57.3008 11.3085 57.8692 11.5801 58.3215 12.1234C58.7738 12.6666 59 13.3492 59 14.1711V44.5574C59 46.1871 58.5457 47.5487 57.6371 48.6422C56.7285 49.7358 55.5947 50.2814 54.2358 50.279H13.6172ZM13.6172 46.7362H54.2358C54.6881 46.7362 55.104 46.5095 55.4836 46.056C55.8632 45.6025 56.052 45.103 56.05 44.5574V14.8513H11.8V44.5574C11.8 45.1006 11.9888 45.6002 12.3664 46.056C12.744 46.5118 13.1599 46.7386 13.6142 46.7362M27.4586 11.3085H40.3914V5.72158C40.3914 5.17836 40.2026 4.67882 39.825 4.22299C39.4474 3.76715 39.0314 3.54042 38.5771 3.54278H29.2729C28.8205 3.54278 28.4046 3.76951 28.025 4.22299C27.6454 4.67646 27.4566 5.17599 27.4586 5.72158V11.3085Z\" fill=\"#CEAA72\"><\/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\t\t<div class=\"elementor-element elementor-element-3528b46 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"3528b46\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><span data-metadata=\"&lt;!--(figmeta)eyJmaWxlS2V5IjoiVWNPQ1dzcmptT09ra2tNQUlCMnRONiIsInBhc3RlSUQiOjU5NTk5MzgyNiwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)--&gt;\"><\/span><span data-buffer=\"&lt;!--(figma)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(\/figma)--&gt;\"><\/span>Hands-on presencial<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d71769b elementor-widget elementor-widget-text-editor\" data-id=\"d71769b\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>O treinamento ser\u00e1 realizado em uma <strong>estrutura hospitalar exclusiva,<\/strong> localizada em <strong>Maring\u00e1 e Uberl\u00e2ndia,<\/strong> com ambiente totalmente preparado para transplante capilar e terapias capilares, proporcionando ao aluno <strong>viv\u00eancia real em padr\u00e3o hospitalar.<\/strong><\/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<\/div>\n\t\t<div class=\"elementor-element elementor-element-40d029d e-con-full e-flex e-con e-child\" data-id=\"40d029d\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-e708bdb e-con-full e-flex e-con e-child\" data-id=\"e708bdb\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-e126a28 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"e126a28\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\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=\"55\" height=\"54\" viewBox=\"0 0 55 54\" fill=\"none\"><path d=\"M48.9375 17.125H38.0625C36.6208 17.1264 35.2386 17.6998 34.2192 18.7192C33.1998 19.7386 32.6264 21.1208 32.625 22.5625V33.4375C32.625 34.3989 33.0069 35.3209 33.6867 36.0008C34.3666 36.6806 35.2886 37.0625 36.25 37.0625V49.75C36.25 50.7114 36.6319 51.6334 37.3117 52.3133C37.9916 52.9931 38.9136 53.375 39.875 53.375H47.125C48.0864 53.375 49.0084 52.9931 49.6883 52.3133C50.3681 51.6334 50.75 50.7114 50.75 49.75V37.0625C51.7114 37.0625 52.6334 36.6806 53.3133 36.0008C53.9931 35.3209 54.375 34.3989 54.375 33.4375V22.5625C54.3736 21.1208 53.8002 19.7386 52.7808 18.7192C51.7614 17.6998 50.3792 17.1264 48.9375 17.125ZM50.75 33.4375H47.125V49.75H39.875V33.4375H36.25V22.5625C36.25 22.0818 36.441 21.6208 36.7809 21.2809C37.1208 20.941 37.5818 20.75 38.0625 20.75H48.9375C49.4182 20.75 49.8792 20.941 50.2191 21.2809C50.559 21.6208 50.75 22.0818 50.75 22.5625V33.4375ZM36.25 8.0625C36.25 6.62859 36.6752 5.22688 37.4718 4.03462C38.2685 2.84236 39.4008 1.91311 40.7255 1.36438C42.0503 0.815641 43.508 0.672067 44.9144 0.95181C46.3208 1.23155 47.6126 1.92205 48.6265 2.93598C49.6405 3.94991 50.331 5.24174 50.6107 6.6481C50.8904 8.05446 50.7469 9.51219 50.1981 10.837C49.6494 12.1617 48.7201 13.294 47.5279 14.0907C46.3356 14.8873 44.9339 15.3125 43.5 15.3125C41.5778 15.3106 39.7348 14.5461 38.3756 13.1869C37.0164 11.8277 36.2519 9.98473 36.25 8.0625ZM39.875 8.0625C39.875 8.77946 40.0876 9.48032 40.4859 10.0764C40.8842 10.6726 41.4504 11.1372 42.1128 11.4116C42.7752 11.6859 43.504 11.7577 44.2072 11.6179C44.9104 11.478 45.5563 11.1327 46.0633 10.6258C46.5702 10.1188 46.9155 9.47289 47.0553 8.76971C47.1952 8.06652 47.1234 7.33766 46.8491 6.67528C46.5747 6.01289 46.1101 5.44675 45.5139 5.04843C44.9178 4.65011 44.217 4.4375 43.5 4.4375C42.5386 4.4375 41.6166 4.81942 40.9367 5.49924C40.2569 6.17906 39.875 7.10109 39.875 8.0625ZM25.375 28V22.5625C25.3736 21.1208 24.8002 19.7386 23.7808 18.7192C22.7614 17.6998 21.3792 17.1264 19.9375 17.125H9.0625C7.62083 17.1264 6.23861 17.6998 5.2192 18.7192C4.19978 19.7386 3.62644 21.1208 3.625 22.5625V28H0V31.625H29V28H25.375ZM7.25 22.5625C7.25 22.0818 7.44096 21.6208 7.78087 21.2809C8.12078 20.941 8.58179 20.75 9.0625 20.75H19.9375C20.4182 20.75 20.8792 20.941 21.2191 21.2809C21.559 21.6208 21.75 22.0818 21.75 22.5625V28H7.25V22.5625ZM7.25 8.0625C7.25 6.62859 7.6752 5.22688 8.47184 4.03462C9.26849 2.84236 10.4008 1.91311 11.7255 1.36438C13.0503 0.815641 14.508 0.672067 15.9144 0.95181C17.3208 1.23155 18.6126 1.92205 19.6265 2.93598C20.6405 3.94991 21.331 5.24174 21.6107 6.6481C21.8904 8.05446 21.7469 9.51219 21.1981 10.837C20.6494 12.1617 19.7201 13.294 18.5279 14.0907C17.3356 14.8873 15.9339 15.3125 14.5 15.3125C12.5778 15.3106 10.7348 14.5461 9.3756 13.1869C8.01637 11.8277 7.25192 9.98473 7.25 8.0625ZM10.875 8.0625C10.875 8.77946 11.0876 9.48032 11.4859 10.0764C11.8842 10.6726 12.4504 11.1372 13.1128 11.4116C13.7752 11.6859 14.504 11.7577 15.2072 11.6179C15.9104 11.478 16.5563 11.1327 17.0633 10.6258C17.5702 10.1188 17.9155 9.47289 18.0553 8.76971C18.1952 8.06652 18.1234 7.33766 17.8491 6.67528C17.5747 6.01289 17.1101 5.44675 16.5139 5.04843C15.9178 4.65011 15.217 4.4375 14.5 4.4375C13.5386 4.4375 12.6166 4.81942 11.9367 5.49924C11.2569 6.17906 10.875 7.10109 10.875 8.0625Z\" fill=\"#CEAA72\"><\/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\t\t<div class=\"elementor-element elementor-element-ce71fca elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"ce71fca\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><span data-metadata=\"&lt;!--(figmeta)eyJmaWxlS2V5IjoiVWNPQ1dzcmptT09ra2tNQUlCMnRONiIsInBhc3RlSUQiOjE1MTgyOTYyOTksImRhdGFUeXBlIjoic2NlbmUifQo=(\/figmeta)--&gt;\"><\/span><span data-buffer=\"&lt;!--(figma)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(\/figma)--&gt;\"><\/span>Orienta\u00e7\u00e3o no TCC<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6397acc elementor-widget elementor-widget-text-editor\" data-id=\"6397acc\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>TCC com tema livre dentro da \u00e1rea da Medicina Capilar, <strong>orientado pelas pr\u00f3prias mentoras<\/strong> com encontros online mensais para garantir aplicabilidade pr\u00e1tica e relev\u00e2ncia cient\u00edfica.<\/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<div class=\"elementor-element elementor-element-e7b1eec e-con-full e-flex e-con e-child\" data-id=\"e7b1eec\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-87bee60 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"87bee60\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\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=\"56\" height=\"56\" viewBox=\"0 0 56 56\" fill=\"none\"><path d=\"M22.7998 36.9004L22.9199 36.9053C23.5157 36.9528 24.0312 37.3515 24.2226 37.9258L29.081 52.5H38.4004L38.5537 52.5078C39.3099 52.5848 39.9004 53.2235 39.9004 54C39.9004 54.7765 39.3099 55.4152 38.5537 55.4922L38.4004 55.5H7.20019C6.55467 55.5 5.98161 55.0869 5.77734 54.4746L0.577141 38.874C0.42477 38.4167 0.501316 37.9135 0.783195 37.5225C1.06514 37.1315 1.51797 36.9004 1.99999 36.9004H22.7998ZM52.5 48.7998V47.5C52.5 46.5187 52.1099 45.5777 51.416 44.8838C50.7221 44.19 49.7811 43.7998 48.7998 43.7998H33.2002C32.3718 43.7998 31.7002 43.1282 31.7002 42.2998C31.7003 41.4715 32.3718 40.7998 33.2002 40.7998H48.7998C50.5767 40.7998 52.2816 41.5062 53.5381 42.7627C54.7943 44.0192 55.5 45.7232 55.5 47.5V48.7998C55.5 50.5768 54.7946 52.2816 53.5381 53.5381C52.2816 54.7946 50.5767 55.5 48.7998 55.5H46.2002C45.3718 55.5 44.7002 54.8284 44.7002 54C44.7002 53.1716 45.3718 52.5 46.2002 52.5H48.7998C49.7811 52.5 50.7221 52.1099 51.416 51.416C52.1099 50.7221 52.5 49.7811 52.5 48.7998ZM8.28124 52.5H25.9189L21.7187 39.9004H4.08105L8.28124 52.5ZM44.7002 30.5996C44.7001 29.6184 44.31 28.6772 43.6162 27.9834C42.9223 27.2896 41.9812 26.9004 41 26.9004C40.0188 26.9004 39.0776 27.2896 38.3838 27.9834C37.69 28.6772 37.2999 29.6184 37.2998 30.5996C37.2998 31.5808 37.69 32.522 38.3838 33.2158C39.0777 33.9097 40.0187 34.2998 41 34.2998C41.9813 34.2998 42.9223 33.9097 43.6162 33.2158C44.31 32.522 44.7002 31.5808 44.7002 30.5996ZM26.5 30.5996V29.2998C26.5 26.8057 26.4971 25.0864 26.3232 23.7939C26.1552 22.5453 25.8527 21.9212 25.416 21.4844C24.9791 21.0475 24.3545 20.7452 23.1055 20.5771C21.813 20.4033 20.0937 20.4004 17.5996 20.4004C15.1058 20.4004 13.387 20.4033 12.0947 20.5771C10.8457 20.7452 10.221 21.0475 9.78417 21.4844C9.3474 21.9212 9.04497 22.5452 8.87695 23.7939C8.70308 25.0864 8.70019 26.8057 8.70019 29.2998V30.5996C8.70019 31.428 8.02853 32.0995 7.20019 32.0996C6.37176 32.0996 5.70019 31.428 5.70019 30.5996V29.2998C5.70019 26.8906 5.69728 24.9334 5.90429 23.3945C6.11716 21.8122 6.57641 20.45 7.66308 19.3633C8.74981 18.2765 10.1119 17.8164 11.6943 17.6035C13.2332 17.3965 15.1905 17.4004 17.5996 17.4004C20.009 17.4004 21.9669 17.3965 23.5059 17.6035C25.0882 17.8164 26.4504 18.2766 27.5371 19.3633C28.6237 20.45 29.083 21.8122 29.2959 23.3945C29.5029 24.9334 29.5 26.8906 29.5 29.2998V30.5996C29.5 31.428 28.8284 32.0996 28 32.0996C27.1716 32.0996 26.5 31.428 26.5 30.5996ZM21.2998 7.2002C21.2998 6.21889 20.9097 5.27787 20.2158 4.58398C19.5219 3.89016 18.5809 3.5 17.5996 3.5C16.6184 3.5001 15.6772 3.89019 14.9834 4.58398C14.2897 5.27784 13.9004 6.21903 13.9004 7.2002C13.9004 8.18138 14.2896 9.12258 14.9834 9.81641C15.6772 10.5102 16.6184 10.9003 17.5996 10.9004C18.5808 10.9004 19.522 10.5101 20.2158 9.81641C20.9097 9.12257 21.2997 8.18143 21.2998 7.2002ZM47.7002 30.5996C47.7002 32.3766 46.9938 34.0814 45.7373 35.3379C44.4808 36.5942 42.7768 37.2998 41 37.2998C39.2232 37.2998 37.5192 36.5942 36.2627 35.3379C35.0062 34.0814 34.2998 32.3766 34.2998 30.5996C34.2999 28.8228 35.0063 27.1187 36.2627 25.8623C37.5192 24.6059 39.2231 23.9004 41 23.9004C42.7769 23.9004 44.4808 24.6059 45.7373 25.8623C46.9937 27.1187 47.7001 28.8228 47.7002 30.5996ZM24.2998 7.2002C24.2997 8.97698 23.5942 10.6811 22.3379 11.9375C21.0814 13.194 19.3766 13.9004 17.5996 13.9004C15.8228 13.9003 14.1187 13.1939 12.8623 11.9375C11.6059 10.6811 10.9004 8.97703 10.9004 7.2002C10.9004 5.42325 11.6058 3.71841 12.8623 2.46191C14.1187 1.20563 15.8229 0.500103 17.5996 0.5C19.3765 0.5 21.0814 1.20548 22.3379 2.46191C23.5944 3.71841 24.2998 5.42324 24.2998 7.2002Z\" fill=\"#CEAA72\"><\/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\t\t<div class=\"elementor-element elementor-element-1ba4490 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"1ba4490\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><span data-metadata=\"&lt;!--(figmeta)eyJmaWxlS2V5IjoiVWNPQ1dzcmptT09ra2tNQUlCMnRONiIsInBhc3RlSUQiOjIwNzI1NjE5NjgsImRhdGFUeXBlIjoic2NlbmUifQo=(\/figmeta)--&gt;\"><\/span><span data-buffer=\"&lt;!--(figma)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(\/figma)--&gt;\"><\/span>Mentorias e encontros<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-149a0e7 elementor-widget elementor-widget-text-editor\" data-id=\"149a0e7\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>O aluno participa de 8 mentorias online ao vivo para tirar d\u00favidas e aprofundar conte\u00fados, al\u00e9m de 2 encontros exclusivos para orienta\u00e7\u00e3o e apresenta\u00e7\u00e3o do TCC.<\/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<div class=\"elementor-element elementor-element-4897c84 e-con-full e-flex e-con e-child\" data-id=\"4897c84\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-b50ea82 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"b50ea82\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\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=\"56\" height=\"56\" viewBox=\"0 0 56 56\" fill=\"none\"><path d=\"M12.2735 31.418C12.9412 30.9276 13.8798 31.0716 14.3701 31.7393C14.8603 32.407 14.7165 33.3457 14.0489 33.836L4.35354 40.9561C4.34592 40.9617 4.33784 40.9672 4.33011 40.9727C4.09617 41.1377 3.90105 41.3521 3.75882 41.6006C3.61659 41.8491 3.5307 42.1258 3.50686 42.4112C3.48304 42.6966 3.52202 42.9842 3.62112 43.2529C3.69541 43.4543 3.80214 43.6416 3.93655 43.8076L4.08011 43.9668L12.1807 52.0645L12.2276 52.1133C12.4249 52.3293 12.6682 52.4981 12.9395 52.6074C13.2109 52.7168 13.5039 52.764 13.7959 52.7451C14.0878 52.7262 14.372 52.6424 14.627 52.499C14.8821 52.3556 15.1017 52.1558 15.2696 51.916L15.295 51.8809L22.5078 42.1885C23.0024 41.5239 23.9419 41.3863 24.6065 41.8809C25.2709 42.3755 25.4086 43.315 24.9141 43.9795L17.7012 53.6719L17.7002 53.6709C17.2779 54.2631 16.732 54.7565 16.0977 55.1133C15.4508 55.4771 14.7299 55.6913 13.9893 55.7393C13.2488 55.7872 12.5067 55.6679 11.8184 55.3906C11.1511 55.1218 10.5517 54.7097 10.0596 54.1856L1.9639 46.0928L1.96487 46.0918C1.45253 45.5827 1.05667 44.9687 0.80667 44.291C0.555921 43.6111 0.45738 42.8843 0.517607 42.1621C0.577895 41.4399 0.795308 40.7393 1.1553 40.1104C1.47032 39.5601 1.88772 39.0759 2.38382 38.6836L2.60159 38.5205L12.2735 31.418ZM35.4815 28.2412C35.9311 27.5454 36.8599 27.3453 37.5557 27.7949L54.9951 39.0654C55.5079 39.3969 55.7685 40.0057 55.6543 40.6055C55.5401 41.2053 55.0734 41.6762 54.4746 41.7959L43.8604 43.917L41.7373 54.5342C41.6175 55.1328 41.1466 55.5987 40.5469 55.7129C39.9471 55.8271 39.3372 55.5666 39.0059 55.0537L27.7393 37.6143L27.6621 37.4805C27.3164 36.8036 27.5325 35.9615 28.1846 35.5401C28.837 35.1186 29.694 35.2676 30.169 35.8613L30.2588 35.9854L39.5196 50.3203L41.1153 42.3487L41.1416 42.2383C41.2927 41.6978 41.7355 41.2832 42.292 41.1719L50.2617 39.5781L35.9268 30.3154C35.231 29.8658 35.0319 28.937 35.4815 28.2412ZM42.1504 0.516619C42.891 0.455863 43.6363 0.562133 44.3301 0.828143C45.0132 1.09008 45.6291 1.50105 46.1348 2.02931L54.2266 10.2149C54.7368 10.7221 55.1301 11.334 55.3799 12.0088C55.6318 12.6894 55.7312 13.4174 55.6709 14.1406C55.6106 14.864 55.3916 15.5657 55.0303 16.1953C54.674 16.8162 54.1866 17.3509 53.6035 17.7656L53.6045 17.7666L43.8887 24.8848C43.2204 25.3743 42.2816 25.2289 41.792 24.5606C41.3027 23.8924 41.4473 22.9544 42.1153 22.4649L51.8321 15.3467L51.8565 15.3291C52.0907 15.1646 52.2863 14.9505 52.4287 14.7022C52.5712 14.4538 52.6569 14.177 52.6807 13.8916C52.7045 13.6063 52.6657 13.3193 52.5664 13.0508C52.467 12.7822 52.3094 12.5381 52.1055 12.3369C52.1011 12.3326 52.0972 12.3277 52.0928 12.3233L44.002 4.13771C43.9939 4.12957 43.9854 4.12163 43.9776 4.1133C43.7763 3.90009 43.5297 3.73488 43.2559 3.6299C42.9822 3.52498 42.6886 3.48295 42.3965 3.50685C42.1042 3.53083 41.8204 3.62036 41.5674 3.76857C41.3147 3.91667 41.0983 4.11945 40.9346 4.36232C40.9232 4.37924 40.9115 4.39666 40.8994 4.4131L33.7764 14.1035L31.3594 12.3272L38.4815 2.63674C38.8925 2.04267 39.428 1.54505 40.0518 1.17971C40.6929 0.804246 41.41 0.577423 42.1504 0.516619ZM33.7764 14.1035C33.2858 14.771 32.3472 14.9144 31.6797 14.4238C31.0123 13.9333 30.8689 12.9947 31.3594 12.3272L33.7764 14.1035Z\" fill=\"#CEAA72\"><\/path><path d=\"M35.2899 28.1514C35.2897 26.2428 34.531 24.412 33.1815 23.0625C31.8318 21.7131 30.0011 20.9551 28.0926 20.9551C26.1841 20.9552 24.3533 21.713 23.0037 23.0625C21.6542 24.412 20.8964 26.2428 20.8963 28.1514C20.8963 30.0598 21.6544 31.8906 23.0037 33.2402C24.3533 34.5898 26.1841 35.3485 28.0926 35.3486C30.0013 35.3486 31.8318 34.5899 33.1815 33.2402C34.5311 31.8906 35.2899 30.0601 35.2899 28.1514ZM38.2899 28.1514C38.2899 30.8557 37.2158 33.45 35.3035 35.3623C33.3913 37.2746 30.7969 38.3486 28.0926 38.3486C25.3884 38.3485 22.7948 37.2744 20.8826 35.3623C18.9704 33.45 17.8963 30.8557 17.8963 28.1514C17.8964 25.4472 18.9705 22.8536 20.8826 20.9414C22.7948 19.0293 25.3884 17.9552 28.0926 17.9551C30.7969 17.9551 33.3913 19.0291 35.3035 20.9414C37.2157 22.8536 38.2897 25.4472 38.2899 28.1514Z\" fill=\"#CEAA72\"><\/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\t\t<div class=\"elementor-element elementor-element-3ff737f elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"3ff737f\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><span data-metadata=\"&lt;!--(figmeta)eyJmaWxlS2V5IjoiVWNPQ1dzcmptT09ra2tNQUlCMnRONiIsInBhc3RlSUQiOjMxMjcyMzc4NCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)--&gt;\"><\/span><span data-buffer=\"&lt;!--(figma)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(\/figma)--&gt;\"><\/span>Certificado pelo MEC<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-652e033 elementor-widget elementor-widget-text-editor\" data-id=\"652e033\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Ao final do curso, voc\u00ea recebe um<strong> certificado reconhecido pelo MEC,<\/strong> com validade nacional, garantindo respaldo institucional para sua atua\u00e7\u00e3o 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<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-88573f8 e-flex e-con-boxed e-con e-parent\" data-id=\"88573f8\" data-element_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-b260547 e-con-full e-flex e-con e-child\" data-id=\"b260547\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-67adf92 elementor-absolute elementor-hidden-tablet elementor-hidden-mobile elementor-widget elementor-widget-image\" data-id=\"67adf92\" data-element_type=\"widget\" data-settings=\"{&quot;_position&quot;:&quot;absolute&quot;,&quot;motion_fx_motion_fx_scrolling&quot;:&quot;yes&quot;,&quot;motion_fx_rotateZ_effect&quot;:&quot;yes&quot;,&quot;motion_fx_rotateZ_direction&quot;:&quot;negative&quot;,&quot;motion_fx_rotateZ_speed&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:1,&quot;sizes&quot;:[]},&quot;motion_fx_rotateZ_affectedRange&quot;:{&quot;unit&quot;:&quot;%&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:{&quot;start&quot;:0,&quot;end&quot;:100}},&quot;motion_fx_devices&quot;:[&quot;desktop&quot;,&quot;tablet&quot;,&quot;mobile&quot;]}\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"131\" height=\"131\" src=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Metodologia.svg\" class=\"attachment-large size-large wp-image-910\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-f5bb761 e-con-full e-flex e-con e-child\" data-id=\"f5bb761\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-362f017 elementor-widget elementor-widget-video\" data-id=\"362f017\" data-element_type=\"widget\" data-settings=\"{&quot;youtube_url&quot;:&quot;https:\\\/\\\/www.youtube.com\\\/watch?v=buNavCmRhxw&quot;,&quot;show_image_overlay&quot;:&quot;yes&quot;,&quot;image_overlay&quot;:{&quot;url&quot;:&quot;https:\\\/\\\/hairacademy.com.br\\\/pos\\\/wp-content\\\/uploads\\\/2025\\\/09\\\/Video-Hair-Academy.png&quot;,&quot;id&quot;:898,&quot;size&quot;:&quot;&quot;,&quot;alt&quot;:&quot;&quot;,&quot;source&quot;:&quot;library&quot;},&quot;video_type&quot;:&quot;youtube&quot;}\" data-widget_type=\"video.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-wrapper elementor-open-inline\">\n\t\t\t<div class=\"elementor-video\"><\/div>\t\t\t\t<div class=\"elementor-custom-embed-image-overlay\" style=\"background-image: url(https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Video-Hair-Academy.png);\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-custom-embed-play\" role=\"button\" aria-label=\"Reproduzir v\u00eddeo\" tabindex=\"0\">\n\t\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-eicon-play\" viewBox=\"0 0 1000 1000\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M838 162C746 71 633 25 500 25 371 25 258 71 163 162 71 254 25 367 25 500 25 633 71 746 163 837 254 929 367 979 500 979 633 979 746 933 838 837 929 746 975 633 975 500 975 367 929 254 838 162M808 192C892 279 933 379 933 500 933 621 892 725 808 808 725 892 621 938 500 938 379 938 279 896 196 808 113 725 67 621 67 500 67 379 108 279 196 192 279 108 383 62 500 62 621 62 721 108 808 192M438 392V642L642 517 438 392Z\"><\/path><\/svg>\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\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-17bee25 e-con-full e-flex e-con e-child\" data-id=\"17bee25\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-0ec16f5 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"0ec16f5\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Conhe\u00e7a a nossa <span style=\"color: #CEAA72\">Metodologia<\/span><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-894fa6c elementor-widget elementor-widget-text-editor\" data-id=\"894fa6c\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Metodologia baseada em trilhas de aprendizagem online com o intuito de proporcionar o aprendizado dos estudantes de forma cr\u00edtica e profissional.<\/p><p>O curso prev\u00ea v\u00eddeo <strong><span style=\"color: #ceaa72;\">aulas gravadas, atividades objetivas, materiais de apoio como livro impresso, e-books, slides,<\/span><\/strong> dentre outros, al\u00e9m da indica\u00e7\u00e3o de leituras e materiais complementares feitas pelos pr\u00f3prios professores.<\/p><p>Os alunos ter\u00e3o autonomia em sua organiza\u00e7\u00e3o e planejamento de estudos em rela\u00e7\u00e3o \u00e0s aulas disponibilizadas no AVA, sendo que o acesso aos conte\u00fados ser\u00e1 feito de maneira gradativa.<\/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<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-5174141 section e-flex e-con-boxed e-con e-parent\" data-id=\"5174141\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-0ccd561 e-con-full e-flex e-con e-child\" data-id=\"0ccd561\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-676335c e-con-full e-flex e-con e-child\" data-id=\"676335c\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-43d1d4e elementor-widget elementor-widget-image\" data-id=\"43d1d4e\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"762\" height=\"720\" src=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Macbook.png\" class=\"attachment-large size-large wp-image-944\" alt=\"\" srcset=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Macbook.png 762w, https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Macbook-300x283.png 300w\" sizes=\"(max-width: 762px) 100vw, 762px\" \/>\t\t\t\t\t\t\t\t\t\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-ca469dd e-con-full e-flex e-con e-child\" data-id=\"ca469dd\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-ddec862 e-con-full e-flex e-con e-child\" data-id=\"ddec862\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-e37c2c5 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"e37c2c5\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\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=\"51\" height=\"51\" viewBox=\"0 0 51 51\" fill=\"none\"><rect x=\"0.5\" y=\"0.5\" width=\"50\" height=\"50\" rx=\"8.5\" fill=\"#E8E8E8\" stroke=\"#AEAEAE\"><\/rect><path d=\"M22.243 21.3399L15.863 22.2649L15.75 22.2879C15.5789 22.3333 15.423 22.4233 15.2981 22.5487C15.1732 22.6741 15.0838 22.8304 15.0391 23.0016C14.9943 23.1729 14.9958 23.3529 15.0434 23.5234C15.091 23.6939 15.183 23.8486 15.31 23.9719L19.932 28.4709L18.842 34.8259L18.829 34.9359C18.8185 35.1128 18.8553 35.2894 18.9355 35.4474C19.0156 35.6055 19.1364 35.7394 19.2853 35.8354C19.4343 35.9315 19.6061 35.9862 19.7832 35.994C19.9602 36.0018 20.1362 35.9625 20.293 35.8799L25.999 32.8799L31.692 35.8799L31.792 35.9259C31.9571 35.9909 32.1365 36.0109 32.3118 35.9837C32.4871 35.9565 32.652 35.8832 32.7896 35.7712C32.9272 35.6592 33.0326 35.5127 33.0948 35.3466C33.1571 35.1804 33.1741 35.0008 33.144 34.8259L32.053 28.4709L36.677 23.9709L36.755 23.8859C36.8664 23.7487 36.9395 23.5844 36.9667 23.4097C36.994 23.2351 36.9744 23.0563 36.9101 22.8917C36.8458 22.727 36.7389 22.5824 36.6005 22.4724C36.4621 22.3625 36.297 22.2913 36.122 22.2659L29.742 21.3399L26.89 15.5599C26.8075 15.3925 26.6797 15.2514 26.5212 15.1528C26.3627 15.0542 26.1797 15.002 25.993 15.002C25.8063 15.002 25.6233 15.0542 25.4648 15.1528C25.3063 15.2514 25.1785 15.3925 25.096 15.5599L22.243 21.3399Z\" fill=\"#CEAA72\"><\/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\t\t<div class=\"elementor-element elementor-element-17c1ed3 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"17c1ed3\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Detalhes da P\u00f3s-Gradua\u00e7\u00e3o<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a6474c0 elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"a6474c0\" data-element_type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\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 aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-check\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M173.898 439.404l-166.4-166.4c-9.997-9.997-9.997-26.206 0-36.204l36.203-36.204c9.997-9.998 26.207-9.998 36.204 0L192 312.69 432.095 72.596c9.997-9.997 26.207-9.997 36.204 0l36.203 36.204c9.997 9.997 9.997 26.206 0 36.204l-294.4 294.401c-9.998 9.997-26.207 9.997-36.204-.001z\"><\/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\"><strong>Carga hor\u00e1ria completa<\/strong><br>400 horas de imers\u00e3o te\u00f3rica e pr\u00e1tica<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\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 aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-check\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M173.898 439.404l-166.4-166.4c-9.997-9.997-9.997-26.206 0-36.204l36.203-36.204c9.997-9.998 26.207-9.998 36.204 0L192 312.69 432.095 72.596c9.997-9.997 26.207-9.997 36.204 0l36.203 36.204c9.997 9.997 9.997 26.206 0 36.204l-294.4 294.401c-9.998 9.997-26.207 9.997-36.204-.001z\"><\/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\"><strong>Modalidade h\u00edbrida<\/strong><br>Aulas online e presenciais para maior flexibilidade<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\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 aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-check\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M173.898 439.404l-166.4-166.4c-9.997-9.997-9.997-26.206 0-36.204l36.203-36.204c9.997-9.998 26.207-9.998 36.204 0L192 312.69 432.095 72.596c9.997-9.997 26.207-9.997 36.204 0l36.203 36.204c9.997 9.997 9.997 26.206 0 36.204l-294.4 294.401c-9.998 9.997-26.207 9.997-36.204-.001z\"><\/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\"><strong>Dura\u00e7\u00e3o otimizada<\/strong><br>10 meses de forma\u00e7\u00e3o intensiva<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\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 aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-check\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M173.898 439.404l-166.4-166.4c-9.997-9.997-9.997-26.206 0-36.204l36.203-36.204c9.997-9.998 26.207-9.998 36.204 0L192 312.69 432.095 72.596c9.997-9.997 26.207-9.997 36.204 0l36.203 36.204c9.997 9.997 9.997 26.206 0 36.204l-294.4 294.401c-9.998 9.997-26.207 9.997-36.204-.001z\"><\/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\"><strong>Projeto final aplicado<\/strong><br>Desenvolva um protocolo cl\u00ednico com supervis\u00e3o especializada<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\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 aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-check\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M173.898 439.404l-166.4-166.4c-9.997-9.997-9.997-26.206 0-36.204l36.203-36.204c9.997-9.998 26.207-9.998 36.204 0L192 312.69 432.095 72.596c9.997-9.997 26.207-9.997 36.204 0l36.203 36.204c9.997 9.997 9.997 26.206 0 36.204l-294.4 294.401c-9.998 9.997-26.207 9.997-36.204-.001z\"><\/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\"><strong>Acesso a tecnologias exclusivas<\/strong><br>Treinamento com equipamentos de ponta utilizados no mercado<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\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 aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-check\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M173.898 439.404l-166.4-166.4c-9.997-9.997-9.997-26.206 0-36.204l36.203-36.204c9.997-9.998 26.207-9.998 36.204 0L192 312.69 432.095 72.596c9.997-9.997 26.207-9.997 36.204 0l36.203 36.204c9.997 9.997 9.997 26.206 0 36.204l-294.4 294.401c-9.998 9.997-26.207 9.997-36.204-.001z\"><\/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\"><strong>Networking profissional<\/strong><br>Conex\u00e3o com l\u00edderes do mercado e oportunidades de carreira<\/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\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b4b03dc elementor-widget elementor-widget-spacer\" data-id=\"b4b03dc\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/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-d682354 e-con-full e-flex e-con e-child\" data-id=\"d682354\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-c0a5def elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"c0a5def\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Detalhamento dos <span style=\"color: #CEAA72\">M\u00f3dulos<\/span><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7c63de4 elementor-widget elementor-widget-n-accordion\" data-id=\"7c63de4\" data-element_type=\"widget\" data-settings=\"{&quot;default_state&quot;:&quot;expanded&quot;,&quot;max_items_expended&quot;:&quot;one&quot;,&quot;n_accordion_animation_duration&quot;:{&quot;unit&quot;:&quot;ms&quot;,&quot;size&quot;:400,&quot;sizes&quot;:[]}}\" data-widget_type=\"nested-accordion.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"e-n-accordion\" aria-label=\"Accordion. Open links with Enter or Space, close with Escape, and navigate with Arrow Keys\">\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1300\" class=\"e-n-accordion-item\" open>\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"1\" tabindex=\"0\" aria-expanded=\"true\" aria-controls=\"e-n-accordion-item-1300\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> <strong>M\u00f3dulo 1<\/strong><br>Introdu\u00e7\u00e3o ao Transplante Capilar <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-minus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-plus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1300\" class=\"elementor-element elementor-element-204b06c e-con-full e-flex e-con e-child\" data-id=\"204b06c\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-ae2253c elementor-widget elementor-widget-text-editor\" data-id=\"ae2253c\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span data-metadata=\"&lt;!--(figmeta)eyJmaWxlS2V5IjoiVWNPQ1dzcmptT09ra2tNQUlCMnRONiIsInBhc3RlSUQiOjE3MTA1MzAyNDQsImRhdGFUeXBlIjoic2NlbmUifQo=(\/figmeta)--&gt;\"><\/span><span data-buffer=\"&lt;!--(figma)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(\/figma)--&gt;\"><\/span><span style=\"white-space-collapse: preserve;\">Introdu\u00e7\u00e3o abrangente ao campo do Transplante Capilar, abordando os principais conceitos, t\u00e9cnicas e tecnologias envolvidas no procedimento. <\/span><span style=\"font-size: 1rem;\">Introdu\u00e7\u00e3o aos fundamentos do Transplante Capilar, desde a avalia\u00e7\u00e3o inicial do paciente at\u00e9 as etapas t\u00e9cnicas do procedimento.&nbsp;<\/span><span style=\"font-size: 1rem;\">Discuss\u00e3o sobre diferentes t\u00e9cnicas, materiais e tecnologias utilizadas. Compreender o conte\u00fado b\u00e1sico e a realiza\u00e7\u00e3o de consultas de transplante capilar, conhecimentos necess\u00e1rios para um m\u00e9dico cirurgi\u00e3o prestar o seu atendimento.<\/span><\/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<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1301\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"2\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1301\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> <strong>M\u00f3dulo 2<\/strong><br>Transplantes Especiais <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-minus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-plus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1301\" class=\"elementor-element elementor-element-026a32b e-con-full e-flex e-con e-child\" data-id=\"026a32b\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-9460224 elementor-widget elementor-widget-text-editor\" data-id=\"9460224\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Explora\u00e7\u00e3o de t\u00e9cnicas avan\u00e7adas voltadas para situa\u00e7\u00f5es espec\u00edficas, como transplantes em \u00e1reas cicatriciais, barba e outras regi\u00f5es al\u00e9m do couro cabeludo. Abordagem das indica\u00e7\u00f5es, limita\u00e7\u00f5es e particularidades anat\u00f4micas de cada caso, com discuss\u00e3o sobre a adapta\u00e7\u00e3o de m\u00e9todos e tecnologias para garantir resultados est\u00e9ticos e funcionais. O aluno compreender\u00e1 como planejar e executar procedimentos em cen\u00e1rios desafiadores, ampliando sua capacidade de atua\u00e7\u00e3o cl\u00ednica.<\/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<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1302\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"3\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1302\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> <strong>M\u00f3dulo 3<\/strong><br>Transplante de Sobrancelhas <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-minus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-plus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1302\" class=\"elementor-element elementor-element-b132312 e-con-full e-flex e-con e-child\" data-id=\"b132312\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-4009fa4 elementor-widget elementor-widget-text-editor\" data-id=\"4009fa4\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p data-start=\"836\" data-end=\"1251\">Estudo detalhado sobre o transplante de sobrancelhas, contemplando os aspectos t\u00e9cnicos e art\u00edsticos necess\u00e1rios para a reconstru\u00e7\u00e3o dessa regi\u00e3o. \u00canfase no desenho natural, escolha da dire\u00e7\u00e3o e angula\u00e7\u00e3o dos fios, al\u00e9m das t\u00e9cnicas de extra\u00e7\u00e3o e implanta\u00e7\u00e3o adequadas. Ser\u00e3o discutidas indica\u00e7\u00f5es, cuidados p\u00f3s-operat\u00f3rios e particularidades que diferenciam este procedimento do transplante capilar convencional.<\/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<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1303\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"4\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1303\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> <strong>M\u00f3dulo 4<\/strong><br>Hands-On <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-minus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-plus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1303\" class=\"elementor-element elementor-element-ece82ed e-con-full e-flex e-con e-child\" data-id=\"ece82ed\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-32545ea elementor-widget elementor-widget-text-editor\" data-id=\"32545ea\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Experi\u00eancia pr\u00e1tica intensiva, na qual o aluno ter\u00e1 contato direto com as etapas do transplante capilar em ambiente controlado. Orientado por especialistas, ser\u00e1 poss\u00edvel aplicar os conhecimentos adquiridos nos m\u00f3dulos anteriores, praticando desde a prepara\u00e7\u00e3o do paciente at\u00e9 a execu\u00e7\u00e3o das t\u00e9cnicas cir\u00fargicas. O foco est\u00e1 no desenvolvimento da habilidade manual, precis\u00e3o e seguran\u00e7a, fundamentais para alcan\u00e7ar excel\u00eancia nos resultados.<\/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<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1304\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"5\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1304\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> <strong>M\u00f3dulo 5<\/strong><br>Tricologia Cl\u00ednica Aplicada ao Transplante <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-minus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-plus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1304\" class=\"elementor-element elementor-element-b24629d e-con-full e-flex e-con e-child\" data-id=\"b24629d\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5806024 elementor-widget elementor-widget-text-editor\" data-id=\"5806024\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Integra\u00e7\u00e3o entre tricologia cl\u00ednica e cirurgia de transplante capilar. Estudo dos principais dist\u00farbios capilares e sua rela\u00e7\u00e3o com o planejamento e progn\u00f3stico do transplante. Discuss\u00e3o sobre diagn\u00f3sticos diferenciais, terapias complementares e protocolos de manuten\u00e7\u00e3o dos resultados a longo prazo. O aluno compreender\u00e1 a import\u00e2ncia da abordagem cl\u00ednica no acompanhamento pr\u00e9 e p\u00f3s-transplante, ampliando a efic\u00e1cia dos tratamentos oferecidos.<\/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<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1305\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"6\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1305\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> <strong>M\u00f3dulo 6<\/strong><br>Gest\u00e3o e Mercado para Consult\u00f3rios e Cl\u00ednicas <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-minus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-plus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1305\" class=\"elementor-element elementor-element-9d756f2 e-con-full e-flex e-con e-child\" data-id=\"9d756f2\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f018405 elementor-widget elementor-widget-text-editor\" data-id=\"f018405\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Aspectos estrat\u00e9gicos para a estrutura\u00e7\u00e3o e gest\u00e3o de cl\u00ednicas especializadas em transplante capilar. Abordagem de temas como marketing m\u00e9dico, relacionamento com pacientes, organiza\u00e7\u00e3o de equipe e controle de processos. Ser\u00e3o apresentados insights sobre tend\u00eancias de mercado, oportunidades de expans\u00e3o e diferenciais competitivos para posicionamento no setor de sa\u00fade est\u00e9tica.<\/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<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1306\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"7\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1306\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> <strong>M\u00f3dulo 7<\/strong><br>Seguran\u00e7a Jur\u00eddica <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-minus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-plus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1306\" class=\"elementor-element elementor-element-ff3f578 e-flex e-con-boxed e-con e-child\" data-id=\"ff3f578\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-4d75326 elementor-widget elementor-widget-text-editor\" data-id=\"4d75326\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Aspectos legais e regulat\u00f3rios aplic\u00e1veis aos procedimentos de transplante capilar. An\u00e1lise das responsabilidades civil, \u00e9tica e penal do profissional, elabora\u00e7\u00e3o de contratos, termos de consentimento e registros obrigat\u00f3rios. O m\u00f3dulo orienta sobre como prevenir lit\u00edgios, garantir conformidade com a legisla\u00e7\u00e3o vigente e atuar com seguran\u00e7a jur\u00eddica na pr\u00e1tica cl\u00ednica.<\/p>\t\t\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\t\t\t<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1307\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"8\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1307\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> <strong>M\u00f3dulo 8<\/strong><br>Trabalho Final <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-minus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-plus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1307\" class=\"elementor-element elementor-element-53d9046 e-con-full e-flex e-con e-child\" data-id=\"53d9046\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-8c32009 elementor-widget elementor-widget-text-editor\" data-id=\"8c32009\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Consolida\u00e7\u00e3o do aprendizado por meio de um trabalho aplicado, no qual o aluno dever\u00e1 integrar os conhecimentos te\u00f3ricos e pr\u00e1ticos adquiridos ao longo do curso. O projeto ser\u00e1 avaliado considerando a capacidade t\u00e9cnica, racioc\u00ednio cl\u00ednico e vis\u00e3o estrat\u00e9gica sobre o transplante capilar. Essa etapa representa a s\u00edntese da forma\u00e7\u00e3o, preparando o participante para atuar com seguran\u00e7a e excel\u00eancia no mercado.<\/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<\/details>\n\t\t\t\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-7a45952 e-flex e-con-boxed e-con e-parent\" data-id=\"7a45952\" data-element_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-5c111d9 e-con-full e-flex e-con e-child\" data-id=\"5c111d9\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-a41664a elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"a41664a\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Confira o que os <span style=\"color: #CEAA72\">nossos alunos est\u00e3o dizendo<\/span><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-38d01f7 elementor-widget elementor-widget-text-editor\" data-id=\"38d01f7\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Depoimentos sinceros de profissionais que viram suas carreiras e vidas transformadas ap\u00f3s conclu\u00edrem nossa p\u00f3s-gradua\u00e7\u00e3o em Tricologia.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-97efb09 e-con-full e-flex e-con e-child\" data-id=\"97efb09\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-06c368a elementor-widget elementor-widget-video\" data-id=\"06c368a\" data-element_type=\"widget\" data-settings=\"{&quot;youtube_url&quot;:&quot;https:\\\/\\\/www.youtube.com\\\/watch?v=XHOmBV4js_E&quot;,&quot;show_image_overlay&quot;:&quot;yes&quot;,&quot;image_overlay&quot;:{&quot;url&quot;:&quot;https:\\\/\\\/hairacademy.com.br\\\/pos\\\/wp-content\\\/uploads\\\/2025\\\/09\\\/Rectangle-39.png&quot;,&quot;id&quot;:979,&quot;size&quot;:&quot;&quot;,&quot;alt&quot;:&quot;&quot;,&quot;source&quot;:&quot;library&quot;},&quot;video_type&quot;:&quot;youtube&quot;,&quot;controls&quot;:&quot;yes&quot;}\" data-widget_type=\"video.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-wrapper elementor-open-inline\">\n\t\t\t<div class=\"elementor-video\"><\/div>\t\t\t\t<div class=\"elementor-custom-embed-image-overlay\" style=\"background-image: url(https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Rectangle-39.png);\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-custom-embed-play\" role=\"button\" aria-label=\"Reproduzir v\u00eddeo\" tabindex=\"0\">\n\t\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-eicon-play\" viewBox=\"0 0 1000 1000\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M838 162C746 71 633 25 500 25 371 25 258 71 163 162 71 254 25 367 25 500 25 633 71 746 163 837 254 929 367 979 500 979 633 979 746 933 838 837 929 746 975 633 975 500 975 367 929 254 838 162M808 192C892 279 933 379 933 500 933 621 892 725 808 808 725 892 621 938 500 938 379 938 279 896 196 808 113 725 67 621 67 500 67 379 108 279 196 192 279 108 383 62 500 62 621 62 721 108 808 192M438 392V642L642 517 438 392Z\"><\/path><\/svg>\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\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-706222f elementor-widget elementor-widget-video\" data-id=\"706222f\" data-element_type=\"widget\" data-settings=\"{&quot;youtube_url&quot;:&quot;https:\\\/\\\/www.youtube.com\\\/watch?v=XHOmBV4js_E&quot;,&quot;show_image_overlay&quot;:&quot;yes&quot;,&quot;image_overlay&quot;:{&quot;url&quot;:&quot;https:\\\/\\\/hairacademy.com.br\\\/pos\\\/wp-content\\\/uploads\\\/2025\\\/09\\\/Rectangle-37.png&quot;,&quot;id&quot;:978,&quot;size&quot;:&quot;&quot;,&quot;alt&quot;:&quot;&quot;,&quot;source&quot;:&quot;library&quot;},&quot;video_type&quot;:&quot;youtube&quot;,&quot;controls&quot;:&quot;yes&quot;}\" data-widget_type=\"video.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-wrapper elementor-open-inline\">\n\t\t\t<div class=\"elementor-video\"><\/div>\t\t\t\t<div class=\"elementor-custom-embed-image-overlay\" style=\"background-image: url(https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Rectangle-37.png);\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-custom-embed-play\" role=\"button\" aria-label=\"Reproduzir v\u00eddeo\" tabindex=\"0\">\n\t\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-eicon-play\" viewBox=\"0 0 1000 1000\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M838 162C746 71 633 25 500 25 371 25 258 71 163 162 71 254 25 367 25 500 25 633 71 746 163 837 254 929 367 979 500 979 633 979 746 933 838 837 929 746 975 633 975 500 975 367 929 254 838 162M808 192C892 279 933 379 933 500 933 621 892 725 808 808 725 892 621 938 500 938 379 938 279 896 196 808 113 725 67 621 67 500 67 379 108 279 196 192 279 108 383 62 500 62 621 62 721 108 808 192M438 392V642L642 517 438 392Z\"><\/path><\/svg>\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\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-b0a6f1c elementor-widget elementor-widget-video\" data-id=\"b0a6f1c\" data-element_type=\"widget\" data-settings=\"{&quot;youtube_url&quot;:&quot;https:\\\/\\\/www.youtube.com\\\/watch?v=XHOmBV4js_E&quot;,&quot;show_image_overlay&quot;:&quot;yes&quot;,&quot;image_overlay&quot;:{&quot;url&quot;:&quot;https:\\\/\\\/hairacademy.com.br\\\/pos\\\/wp-content\\\/uploads\\\/2025\\\/09\\\/Rectangle-36.png&quot;,&quot;id&quot;:977,&quot;size&quot;:&quot;&quot;,&quot;alt&quot;:&quot;&quot;,&quot;source&quot;:&quot;library&quot;},&quot;video_type&quot;:&quot;youtube&quot;,&quot;controls&quot;:&quot;yes&quot;}\" data-widget_type=\"video.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-wrapper elementor-open-inline\">\n\t\t\t<div class=\"elementor-video\"><\/div>\t\t\t\t<div class=\"elementor-custom-embed-image-overlay\" style=\"background-image: url(https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Rectangle-36.png);\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-custom-embed-play\" role=\"button\" aria-label=\"Reproduzir v\u00eddeo\" tabindex=\"0\">\n\t\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-eicon-play\" viewBox=\"0 0 1000 1000\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M838 162C746 71 633 25 500 25 371 25 258 71 163 162 71 254 25 367 25 500 25 633 71 746 163 837 254 929 367 979 500 979 633 979 746 933 838 837 929 746 975 633 975 500 975 367 929 254 838 162M808 192C892 279 933 379 933 500 933 621 892 725 808 808 725 892 621 938 500 938 379 938 279 896 196 808 113 725 67 621 67 500 67 379 108 279 196 192 279 108 383 62 500 62 621 62 721 108 808 192M438 392V642L642 517 438 392Z\"><\/path><\/svg>\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\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-ae30214 e-con-full e-flex e-con e-child\" data-id=\"ae30214\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-1963281 elementor-widget elementor-widget-video\" data-id=\"1963281\" data-element_type=\"widget\" data-settings=\"{&quot;youtube_url&quot;:&quot;https:\\\/\\\/www.youtube.com\\\/watch?v=XHOmBV4js_E&quot;,&quot;show_image_overlay&quot;:&quot;yes&quot;,&quot;image_overlay&quot;:{&quot;url&quot;:&quot;https:\\\/\\\/hairacademy.com.br\\\/pos\\\/wp-content\\\/uploads\\\/2025\\\/09\\\/Rectangle-35.png&quot;,&quot;id&quot;:976,&quot;size&quot;:&quot;&quot;,&quot;alt&quot;:&quot;&quot;,&quot;source&quot;:&quot;library&quot;},&quot;video_type&quot;:&quot;youtube&quot;,&quot;controls&quot;:&quot;yes&quot;}\" data-widget_type=\"video.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-wrapper elementor-open-inline\">\n\t\t\t<div class=\"elementor-video\"><\/div>\t\t\t\t<div class=\"elementor-custom-embed-image-overlay\" style=\"background-image: url(https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Rectangle-35.png);\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-custom-embed-play\" role=\"button\" aria-label=\"Reproduzir v\u00eddeo\" tabindex=\"0\">\n\t\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-eicon-play\" viewBox=\"0 0 1000 1000\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M838 162C746 71 633 25 500 25 371 25 258 71 163 162 71 254 25 367 25 500 25 633 71 746 163 837 254 929 367 979 500 979 633 979 746 933 838 837 929 746 975 633 975 500 975 367 929 254 838 162M808 192C892 279 933 379 933 500 933 621 892 725 808 808 725 892 621 938 500 938 379 938 279 896 196 808 113 725 67 621 67 500 67 379 108 279 196 192 279 108 383 62 500 62 621 62 721 108 808 192M438 392V642L642 517 438 392Z\"><\/path><\/svg>\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\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-8abe5e7 elementor-widget elementor-widget-video\" data-id=\"8abe5e7\" data-element_type=\"widget\" data-settings=\"{&quot;youtube_url&quot;:&quot;https:\\\/\\\/www.youtube.com\\\/watch?v=XHOmBV4js_E&quot;,&quot;show_image_overlay&quot;:&quot;yes&quot;,&quot;image_overlay&quot;:{&quot;url&quot;:&quot;https:\\\/\\\/hairacademy.com.br\\\/pos\\\/wp-content\\\/uploads\\\/2025\\\/09\\\/Rectangle-34.png&quot;,&quot;id&quot;:975,&quot;size&quot;:&quot;&quot;,&quot;alt&quot;:&quot;&quot;,&quot;source&quot;:&quot;library&quot;},&quot;video_type&quot;:&quot;youtube&quot;,&quot;controls&quot;:&quot;yes&quot;}\" data-widget_type=\"video.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-wrapper elementor-open-inline\">\n\t\t\t<div class=\"elementor-video\"><\/div>\t\t\t\t<div class=\"elementor-custom-embed-image-overlay\" style=\"background-image: url(https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Rectangle-34.png);\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-custom-embed-play\" role=\"button\" aria-label=\"Reproduzir v\u00eddeo\" tabindex=\"0\">\n\t\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-eicon-play\" viewBox=\"0 0 1000 1000\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M838 162C746 71 633 25 500 25 371 25 258 71 163 162 71 254 25 367 25 500 25 633 71 746 163 837 254 929 367 979 500 979 633 979 746 933 838 837 929 746 975 633 975 500 975 367 929 254 838 162M808 192C892 279 933 379 933 500 933 621 892 725 808 808 725 892 621 938 500 938 379 938 279 896 196 808 113 725 67 621 67 500 67 379 108 279 196 192 279 108 383 62 500 62 621 62 721 108 808 192M438 392V642L642 517 438 392Z\"><\/path><\/svg>\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\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-d07daa8 elementor-widget elementor-widget-video\" data-id=\"d07daa8\" data-element_type=\"widget\" data-settings=\"{&quot;youtube_url&quot;:&quot;https:\\\/\\\/www.youtube.com\\\/watch?v=XHOmBV4js_E&quot;,&quot;show_image_overlay&quot;:&quot;yes&quot;,&quot;image_overlay&quot;:{&quot;url&quot;:&quot;https:\\\/\\\/hairacademy.com.br\\\/pos\\\/wp-content\\\/uploads\\\/2025\\\/09\\\/Rectangle-33.png&quot;,&quot;id&quot;:974,&quot;size&quot;:&quot;&quot;,&quot;alt&quot;:&quot;&quot;,&quot;source&quot;:&quot;library&quot;},&quot;video_type&quot;:&quot;youtube&quot;,&quot;controls&quot;:&quot;yes&quot;}\" data-widget_type=\"video.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-wrapper elementor-open-inline\">\n\t\t\t<div class=\"elementor-video\"><\/div>\t\t\t\t<div class=\"elementor-custom-embed-image-overlay\" style=\"background-image: url(https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Rectangle-33.png);\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-custom-embed-play\" role=\"button\" aria-label=\"Reproduzir v\u00eddeo\" tabindex=\"0\">\n\t\t\t\t\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-eicon-play\" viewBox=\"0 0 1000 1000\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M838 162C746 71 633 25 500 25 371 25 258 71 163 162 71 254 25 367 25 500 25 633 71 746 163 837 254 929 367 979 500 979 633 979 746 933 838 837 929 746 975 633 975 500 975 367 929 254 838 162M808 192C892 279 933 379 933 500 933 621 892 725 808 808 725 892 621 938 500 938 379 938 279 896 196 808 113 725 67 621 67 500 67 379 108 279 196 192 279 108 383 62 500 62 621 62 721 108 808 192M438 392V642L642 517 438 392Z\"><\/path><\/svg>\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\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 class=\"elementor-element elementor-element-d810f62 elementor-widget elementor-widget-spacer\" data-id=\"d810f62\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/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-40d77e0 e-con-full e-flex e-con e-child\" data-id=\"40d77e0\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-6109bf3 e-con-full e-flex e-con e-child\" data-id=\"6109bf3\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f387c31 elementor-widget elementor-widget-image\" data-id=\"f387c31\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"84\" height=\"84\" src=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Ellipse-21.png\" class=\"attachment-large size-large wp-image-982\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-78a80eb elementor-widget elementor-widget-text-editor\" data-id=\"78a80eb\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>&#8220;A p\u00f3s-gradua\u00e7\u00e3o da Hair Academy transformou minha pr\u00e1tica cl\u00ednica. Hoje atendo pacientes que viajam de outros estados para consultas, pois os resultados dos tratamentos que aprendi s\u00e3o incompar\u00e1veis. Meu faturamento triplicou em apenas 6 meses ap\u00f3s a conclus\u00e3o do curso.&#8221;<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-678b6d0 elementor-widget elementor-widget-text-editor\" data-id=\"678b6d0\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<h6>Dra. Carolina Mendes<\/h6>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-19626ff elementor-widget elementor-widget-text-editor\" data-id=\"19626ff\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Dermatologista<br \/>S\u00e3o Paulo, SP<\/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<div class=\"elementor-element elementor-element-9003499 e-con-full e-flex e-con e-child\" data-id=\"9003499\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-9c02bea elementor-widget elementor-widget-image\" data-id=\"9c02bea\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"84\" height=\"84\" src=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Ellipse-21-1.png\" class=\"attachment-large size-large wp-image-981\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-65ac82d elementor-widget elementor-widget-text-editor\" data-id=\"65ac82d\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>&#8220;Antes do curso, eu atendia no m\u00e1ximo 10 pacientes por semana. Hoje, tenho agenda lotada com 30 atendimentos semanais e lista de espera. A metodologia pr\u00e1tica da Hair Academy me deu confian\u00e7a para implementar protocolos avan\u00e7ados que realmente funcionam.&#8221;<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-28fb6d2 elementor-widget elementor-widget-text-editor\" data-id=\"28fb6d2\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<h6>Dr. Rodrigo Almeida<\/h6>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d5b6891 elementor-widget elementor-widget-text-editor\" data-id=\"d5b6891\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Tricologista<br \/>Rio de Janeiro, RJ<\/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<\/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-cd96453 section e-flex e-con-boxed e-con e-parent\" data-id=\"cd96453\" data-element_type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-186caa0 e-con-full e-flex e-con e-child\" data-id=\"186caa0\" data-element_type=\"container\">\n\t\t<div class=\"elementor-element elementor-element-c32eace e-con-full e-flex e-con e-child\" data-id=\"c32eace\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-575b0ee elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"575b0ee\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Um investimento em seu futuro profissional<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-cc34bf0 elementor-widget elementor-widget-text-editor\" data-id=\"cc34bf0\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Mais que uma p\u00f3s-gradua\u00e7\u00e3o, um caminho para transformar sua carreira e alcan\u00e7ar um novo patamar financeiro e de reconhecimento no mercado.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7ee9f9d elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"7ee9f9d\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><span data-metadata=\"&lt;!--(figmeta)eyJmaWxlS2V5IjoiVWNPQ1dzcmptT09ra2tNQUlCMnRONiIsInBhc3RlSUQiOjk3MzQ4Mzg3MCwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)--&gt;\"><\/span><span data-buffer=\"&lt;!--(figma)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(\/figma)--&gt;\"><\/span>Porque investir na P\u00f3s da Hair Academy?<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1ae7543 elementor-align-left elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"1ae7543\" data-element_type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\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=\"72\" height=\"72\" viewBox=\"0 0 72 72\" fill=\"none\"><circle cx=\"36\" cy=\"36\" r=\"36\" fill=\"#E8E8E8\"><\/circle><path fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M35.9371 23H36.0629C37.15 23 38.0558 23 38.7741 23.0967C39.5336 23.1983 40.2193 23.4233 40.7695 23.9735C41.3209 24.5249 41.5459 25.2106 41.6474 25.9688C41.72 26.5009 41.7381 27.1346 41.743 27.8674C42.5266 27.8928 43.2256 27.94 43.8472 28.0222C45.2645 28.2133 46.4121 28.6148 47.3179 29.5193C48.2224 30.4251 48.6239 31.5727 48.815 32.99C49 34.3687 49 36.1282 49 38.3509V38.4863C49 40.709 49 42.4698 48.815 43.8472C48.6239 45.2645 48.2224 46.4121 47.3179 47.3179C46.4121 48.2224 45.2645 48.6239 43.8472 48.815C42.4686 49 40.709 49 38.4863 49H33.5137C31.291 49 29.5302 49 28.1528 48.815C26.7355 48.6239 25.5879 48.2224 24.6821 47.3179C23.7776 46.4121 23.3761 45.2645 23.185 43.8472C23 42.4686 23 40.709 23 38.4863V38.3509C23 36.1282 23 34.3674 23.185 32.99C23.3761 31.5727 23.7776 30.4251 24.6821 29.5193C25.5879 28.6148 26.7355 28.2133 28.1528 28.0222C28.8513 27.9367 29.5535 27.885 30.257 27.8674C30.2619 27.1346 30.2812 26.5009 30.3526 25.9688C30.4541 25.2106 30.6791 24.5249 31.2293 23.9735C31.7807 23.4233 32.4664 23.1995 33.2247 23.0967C33.9442 23 34.8512 23 35.9371 23ZM32.0722 27.8396C32.5293 27.8372 33.0098 27.8364 33.5137 27.8372H38.4863C38.9902 27.8372 39.4707 27.838 39.9278 27.8396C39.923 27.1503 39.906 26.6303 39.8504 26.2107C39.7742 25.6532 39.6448 25.4138 39.4876 25.2566C39.3304 25.0993 39.091 24.97 38.5323 24.8938C37.9494 24.8164 37.1658 24.814 36 24.814C34.8342 24.814 34.0506 24.8164 33.4665 24.895C32.909 24.97 32.6696 25.0993 32.5124 25.2578C32.3552 25.4162 32.2258 25.6532 32.1496 26.2107C32.094 26.6291 32.077 27.1491 32.0722 27.8396ZM28.3935 29.8205C27.1769 29.9837 26.4755 30.2909 25.9628 30.8024C25.4525 31.314 25.1453 32.0153 24.982 33.2319C24.8152 34.4739 24.8127 36.1125 24.8127 38.4186C24.8127 40.7247 24.8152 42.3633 24.982 43.6065C25.1453 44.8219 25.4525 45.5233 25.964 46.0348C26.4755 46.5463 27.1769 46.8535 28.3935 47.0167C29.6367 47.1836 31.274 47.186 33.5802 47.186H38.4174C40.7235 47.186 42.3621 47.1836 43.6053 47.0167C44.8207 46.8535 45.522 46.5463 46.0336 46.0348C46.5451 45.5233 46.8523 44.8219 47.0155 43.6053C47.1824 42.3633 47.1848 40.7247 47.1848 38.4186C47.1848 36.1125 47.1824 34.4751 47.0155 33.2307C46.8523 32.0153 46.5451 31.314 46.0336 30.8024C45.522 30.2909 44.8207 29.9837 43.6041 29.8205C42.3621 29.6536 40.7235 29.6512 38.4174 29.6512H33.5802C31.274 29.6512 29.6379 29.6536 28.3935 29.8205ZM36 32.6744C36.2405 32.6744 36.4712 32.77 36.6413 32.9401C36.8114 33.1102 36.907 33.3408 36.907 33.5814V33.5935C38.2239 33.9248 39.3256 34.9636 39.3256 36.4027C39.3256 36.6432 39.23 36.8739 39.0599 37.044C38.8898 37.2141 38.6591 37.3097 38.4186 37.3097C38.1781 37.3097 37.9474 37.2141 37.7773 37.044C37.6072 36.8739 37.5116 36.6432 37.5116 36.4027C37.5116 35.9383 36.9965 35.295 36 35.295C35.0035 35.295 34.4884 35.9383 34.4884 36.4027C34.4884 36.8671 35.0035 37.5116 36 37.5116C37.6749 37.5116 39.3256 38.6726 39.3256 40.4345C39.3256 41.8736 38.2239 42.9112 36.907 43.2437V43.2558C36.907 43.4964 36.8114 43.7271 36.6413 43.8971C36.4712 44.0672 36.2405 44.1628 36 44.1628C35.7595 44.1628 35.5288 44.0672 35.3587 43.8971C35.1886 43.7271 35.093 43.4964 35.093 43.2558V43.2437C33.7761 42.9124 32.6744 41.8736 32.6744 40.4345C32.6744 40.194 32.77 39.9633 32.9401 39.7932C33.1102 39.6231 33.3408 39.5275 33.5814 39.5275C33.8219 39.5275 34.0526 39.6231 34.2227 39.7932C34.3928 39.9633 34.4884 40.194 34.4884 40.4345C34.4884 40.8989 35.0035 41.5422 36 41.5422C36.9965 41.5422 37.5116 40.8989 37.5116 40.4345C37.5116 39.9701 36.9965 39.3256 36 39.3256C34.3251 39.3256 32.6744 38.1647 32.6744 36.4027C32.6744 34.9636 33.7761 33.9248 35.093 33.5935V33.5814C35.093 33.3408 35.1886 33.1102 35.3587 32.9401C35.5288 32.77 35.7595 32.6744 36 32.6744Z\" fill=\"#CEAA72\"><\/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\"><strong>Aumento m\u00e9dio de rendimento\u200b<\/strong><br>Nossos alunos reportam um aumento m\u00e9dio de 215% na renda mensal ap\u00f3s a conclus\u00e3o do curso, com retorno do investimento completo entre 4 e 8 meses.<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\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=\"72\" height=\"72\" viewBox=\"0 0 72 72\" fill=\"none\"><circle cx=\"36\" cy=\"36\" r=\"36\" fill=\"#E8E8E8\"><\/circle><path fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M34.6456 23H37.3544C38.5105 23 39.4761 23 40.2409 23.1025C41.0494 23.21 41.7794 23.4482 42.3652 24.0309C42.9522 24.6149 43.1917 25.3411 43.2999 26.1441C43.4029 26.9061 43.4029 27.8666 43.4029 29.0166V30.7238L44.4843 31.3103C45.2457 31.7235 45.8811 32.3331 46.3237 33.075C46.7664 33.8168 47 34.6636 47 35.5264V41.8504C46.9999 42.7132 46.7661 43.5601 46.3232 44.302C45.8803 45.0439 45.2446 45.6534 44.483 46.0664L38.311 49.4141C37.602 49.7985 36.8075 50 36 50C35.1925 50 34.398 49.7985 33.689 49.4141L27.5157 46.0664C26.7543 45.6532 26.1189 45.0436 25.6763 44.3018C25.2336 43.5599 25 42.7131 25 41.8504V35.5251C25.0004 34.6628 25.2343 33.8165 25.6769 33.0751C26.1196 32.3338 26.7547 31.7246 27.5157 31.3116L28.5971 30.7251V29.0166C28.5971 27.8666 28.5971 26.9061 28.7001 26.1454C28.8083 25.3411 29.0478 24.6149 29.6335 24.0322C30.2206 23.4482 30.9506 23.21 31.7578 23.1025C32.5239 23 33.4882 23 34.6456 23ZM30.5283 29.6762L33.689 27.9626C34.398 27.5782 35.1925 27.3767 36 27.3767C36.8075 27.3767 37.602 27.5782 38.311 27.9626L41.4717 29.6762V29.0832C41.4717 27.8487 41.4691 27.0188 41.3854 26.4002C41.3056 25.8098 41.1678 25.5562 40.9992 25.3898C40.8305 25.2233 40.5782 25.0862 39.9834 25.0055C39.3615 24.9236 38.5286 24.921 37.2875 24.921H34.7125C33.4714 24.921 32.6372 24.9236 32.0153 25.0068C31.4218 25.0862 31.1669 25.2233 30.9982 25.391C30.8309 25.5575 30.6931 25.8098 30.6133 26.4002C30.5296 27.0188 30.5283 27.8487 30.5283 29.0832V29.6762ZM37.3866 29.6493C36.9612 29.4186 36.4845 29.2977 36 29.2977C35.5155 29.2977 35.0388 29.4186 34.6134 29.6493L28.4401 32.997C27.9834 33.245 27.6023 33.6107 27.3368 34.0558C27.0713 34.5008 26.9312 35.0088 26.9312 35.5264V41.8504C26.9312 42.9044 27.5105 43.8751 28.4401 44.3797L34.6134 47.7274C35.0388 47.9581 35.5155 48.079 36 48.079C36.4845 48.079 36.9612 47.9581 37.3866 47.7274L43.5586 44.3797C44.0155 44.1319 44.3969 43.7663 44.6627 43.3212C44.9284 42.8761 45.0687 42.368 45.0688 41.8504V35.5251C45.0687 35.0074 44.9284 34.4993 44.6627 34.0542C44.3969 33.6092 44.0155 33.2435 43.5586 32.9957L37.3866 29.6493ZM36 36.1718C35.9262 36.299 35.8404 36.4497 35.7425 36.6239L35.6163 36.8493L35.588 36.9005C35.4876 37.0849 35.3202 37.3897 35.0408 37.6011C34.755 37.8162 34.4126 37.8905 34.2117 37.934L34.1564 37.9468L33.9118 38.0006C33.6852 38.0519 33.5011 38.0928 33.3453 38.1325C33.447 38.258 33.5796 38.413 33.7521 38.6141L33.9195 38.8087C33.9323 38.8215 33.9452 38.8365 33.9581 38.8536C34.0971 39.0124 34.3212 39.2698 34.4254 39.6015C34.5284 39.9293 34.4924 40.2674 34.4705 40.48L34.4641 40.5402L34.4383 40.8002L34.3842 41.3893C34.5194 41.3317 34.6713 41.2612 34.8529 41.178L35.0833 41.073L35.1348 41.0487C35.3189 40.9616 35.6408 40.8117 36 40.8117C36.3579 40.8117 36.6798 40.9616 36.8652 41.0487L36.9167 41.073L37.1471 41.178C37.3274 41.2617 37.4831 41.3321 37.6145 41.3893C37.6016 41.2331 37.5849 41.041 37.5617 40.8002L37.5359 40.5402L37.5295 40.48C37.5076 40.2674 37.4716 39.9293 37.5746 39.6015C37.6775 39.2685 37.9029 39.0124 38.0419 38.8536L38.0805 38.8087L38.2479 38.6141C38.4204 38.413 38.553 38.258 38.6547 38.1325C38.4977 38.0941 38.3148 38.0519 38.0882 38.0006L37.8436 37.9456L37.787 37.9328C37.5874 37.8905 37.2437 37.8162 36.9592 37.5998C36.6798 37.3897 36.5124 37.0849 36.4107 36.9018L36.3824 36.8506L36.2562 36.6239C36.1592 36.4497 36.0734 36.299 35.9987 36.1718M34.728 34.5902C34.9494 34.302 35.3524 33.8858 35.9987 33.8858C36.645 33.8858 37.0467 34.302 37.2681 34.5902C37.4806 34.8642 37.693 35.2446 37.9119 35.6352L37.9415 35.689L38.0676 35.9144L38.141 36.0425L38.2672 36.0719L38.5131 36.127L38.5736 36.1398C38.9959 36.2359 39.4156 36.3306 39.7375 36.4561C40.0928 36.5957 40.5743 36.8659 40.761 37.4615C40.9438 38.0455 40.7134 38.5385 40.5112 38.8574C40.3258 39.152 40.0426 39.4798 39.7529 39.8166L39.7143 39.8627L39.5469 40.0574L39.4401 40.1816L39.4568 40.3545L39.4826 40.6145L39.4877 40.6734C39.5315 41.1242 39.574 41.5609 39.5585 41.9093C39.5418 42.2743 39.4542 42.8275 38.956 43.2028C38.441 43.5921 37.8745 43.5076 37.514 43.4051C37.1819 43.3103 36.7892 43.1298 36.394 42.9492L36.3373 42.9236L36.1081 42.8186L35.9987 42.7673L35.8893 42.8186L35.6588 42.9236L35.6022 42.9492C35.2069 43.1298 34.8155 43.3103 34.4834 43.4051C34.1229 43.5076 33.5564 43.5921 33.0414 43.204C32.5432 42.8275 32.4544 42.2743 32.4389 41.9093C32.4222 41.5609 32.4647 41.1242 32.5097 40.6747L32.5149 40.6145L32.5406 40.3545L32.5561 40.1816L32.4505 40.0574L32.2831 39.8627L32.2445 39.8166C31.9535 39.4798 31.6716 39.1507 31.4849 38.8561C31.2841 38.5385 31.0536 38.0455 31.2364 37.4602C31.4218 36.8672 31.9033 36.5957 32.2599 36.4561C32.5818 36.3306 33.0002 36.2359 33.4225 36.1411L33.483 36.1283L33.7289 36.0719L33.8564 36.0425L33.9285 35.9144L34.0559 35.689L34.0856 35.6352C34.3044 35.2446 34.5156 34.8642 34.728 34.5902Z\" fill=\"#CEAA72\"><\/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\"><strong>Diferencia\u00e7\u00e3o no mercado<\/strong><br>A certifica\u00e7\u00e3o pela Hair Academy \u00e9 reconhecida como selo de excel\u00eancia, abrindo portas para parcerias com grandes marcas e cl\u00ednicas renomadas.<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\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=\"72\" height=\"72\" viewBox=\"0 0 72 72\" fill=\"none\"><circle cx=\"36\" cy=\"36\" r=\"36\" fill=\"#E8E8E8\"><\/circle><path d=\"M36 36.3448C34.9473 36.3448 33.9182 36.0415 33.0429 35.4731C32.1676 34.9048 31.4854 34.0969 31.0826 33.1518C30.6797 32.2067 30.5743 31.1667 30.7797 30.1633C30.9851 29.16 31.492 28.2383 32.2364 27.515C32.9807 26.7916 33.9291 26.299 34.9616 26.0994C35.9941 25.8998 37.0643 26.0022 38.0369 26.3937C39.0094 26.7852 39.8407 27.4482 40.4256 28.2988C41.0104 29.1494 41.3226 30.1494 41.3226 31.1724C41.3226 32.5442 40.7618 33.8598 39.7636 34.8299C38.7655 35.7999 37.4116 36.3448 36 36.3448ZM36 28.069C35.3684 28.069 34.7509 28.251 34.2258 28.592C33.7006 28.933 33.2913 29.4177 33.0495 29.9848C32.8078 30.5519 32.7446 31.1759 32.8678 31.7779C32.991 32.3799 33.2952 32.9329 33.7418 33.3669C34.1884 33.8009 34.7575 34.0965 35.377 34.2162C35.9965 34.336 36.6386 34.2745 37.2221 34.0396C37.8057 33.8047 38.3044 33.407 38.6553 32.8966C39.0062 32.3862 39.1935 31.7862 39.1935 31.1724C39.1935 30.3493 38.8571 29.56 38.2582 28.9779C37.6593 28.3959 36.847 28.069 36 28.069ZM45.9355 46C45.6543 45.9964 45.3857 45.8863 45.1868 45.6931C44.988 45.4998 44.8746 45.2388 44.871 44.9655C44.871 42.2759 43.3665 40.4828 36 40.4828C28.6335 40.4828 27.129 42.2759 27.129 44.9655C27.129 45.2399 27.0169 45.503 26.8172 45.697C26.6176 45.891 26.3468 46 26.0645 46C25.7822 46 25.5114 45.891 25.3118 45.697C25.1122 45.503 25 45.2399 25 44.9655C25 38.4138 32.7071 38.4138 36 38.4138C39.2929 38.4138 47 38.4138 47 44.9655C46.9963 45.2388 46.883 45.4998 46.6841 45.6931C46.4853 45.8863 46.2167 45.9964 45.9355 46Z\" fill=\"#CEAA72\"><\/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\"><strong>Novos modelos de neg\u00f3cio<\/strong><br>Al\u00e9m da pr\u00e1tica cl\u00ednica, nossos alunos desenvolvem consultorias, linhas de produtos, treinamentos e conte\u00fado digital, diversificando suas fontes de renda.<\/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-573905e elementor-widget elementor-widget-spacer\" data-id=\"573905e\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<a class=\"elementor-element elementor-element-6b17704 e-con-full e-transform e-flex elementor-invisible e-con e-child\" data-id=\"6b17704\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;motion_fx_motion_fx_mouse&quot;:&quot;yes&quot;,&quot;animation&quot;:&quot;fadeInDown&quot;,&quot;_transform_scale_effect_hover&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:1.1,&quot;sizes&quot;:[]},&quot;_transform_scale_effect_hover_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;_transform_scale_effect_hover_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" href=\"https:\/\/forms.kommo.com\/rwdrrdd\">\n\t\t<div class=\"elementor-element elementor-element-0df754c e-con-full e-flex e-con e-child\" data-id=\"0df754c\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-d2d2c56 elementor-widget elementor-widget-text-editor\" data-id=\"d2d2c56\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"white-space-collapse: preserve;\">Quero garantir a minha vaga<\/span><\/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<div class=\"elementor-element elementor-element-35b20bd e-con-full e-flex e-con e-child\" data-id=\"35b20bd\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-76911b2 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"76911b2\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\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 aria-hidden=\"true\" class=\"e-font-icon-svg e-far-arrow-alt-circle-up\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M256 504c137 0 248-111 248-248S393 8 256 8 8 119 8 256s111 248 248 248zm0-448c110.5 0 200 89.5 200 200s-89.5 200-200 200S56 366.5 56 256 145.5 56 256 56zm20 328h-40c-6.6 0-12-5.4-12-12V256h-67c-10.7 0-16-12.9-8.5-20.5l99-99c4.7-4.7 12.3-4.7 17 0l99 99c7.6 7.6 2.2 20.5-8.5 20.5h-67v116c0 6.6-5.4 12-12 12z\"><\/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\t\t<\/div>\n\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-ccadcfb e-con-full e-flex e-con e-child\" data-id=\"ccadcfb\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-821f9e0 elementor-widget elementor-widget-image\" data-id=\"821f9e0\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"800\" height=\"624\" src=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/fotogaleria02.webp\" class=\"attachment-large size-large wp-image-1008\" alt=\"\" srcset=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/fotogaleria02.webp 850w, https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/fotogaleria02-300x234.webp 300w, https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/fotogaleria02-768x599.webp 768w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0eefbf6 elementor-widget elementor-widget-image\" data-id=\"0eefbf6\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"800\" height=\"624\" src=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/fotogaleria01.webp\" class=\"attachment-large size-large wp-image-1010\" alt=\"\" srcset=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/fotogaleria01.webp 850w, https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/fotogaleria01-300x234.webp 300w, https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/fotogaleria01-768x599.webp 768w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\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<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4244820 elementor-widget elementor-widget-spacer\" data-id=\"4244820\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/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-3d37e32 e-con-full e-flex e-con e-child\" data-id=\"3d37e32\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-50e219e elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"50e219e\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Perguntas frequentes<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-888d173 elementor-widget elementor-widget-n-accordion\" data-id=\"888d173\" data-element_type=\"widget\" data-settings=\"{&quot;default_state&quot;:&quot;expanded&quot;,&quot;max_items_expended&quot;:&quot;one&quot;,&quot;n_accordion_animation_duration&quot;:{&quot;unit&quot;:&quot;ms&quot;,&quot;size&quot;:400,&quot;sizes&quot;:[]}}\" data-widget_type=\"nested-accordion.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"e-n-accordion\" aria-label=\"Accordion. Open links with Enter or Space, close with Escape, and navigate with Arrow Keys\">\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1430\" class=\"e-n-accordion-item\" open>\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"1\" tabindex=\"0\" aria-expanded=\"true\" aria-controls=\"e-n-accordion-item-1430\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> Quais s\u00e3o os pr\u00e9-requisitos para ingressar na p\u00f3s-gradua\u00e7\u00e3o? <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-minus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-plus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1430\" class=\"elementor-element elementor-element-e6ffb47 e-con-full e-flex e-con e-child\" data-id=\"e6ffb47\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-ab28238 elementor-widget elementor-widget-text-editor\" data-id=\"ab28238\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>\u00c9 necess\u00e1rio possuir diploma de gradua\u00e7\u00e3o em Medicina.<\/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<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1431\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"2\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1431\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> O curso \u00e9 reconhecido pelo MEC? <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-minus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-plus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1431\" class=\"elementor-element elementor-element-05b94e9 e-con-full e-flex e-con e-child\" data-id=\"05b94e9\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-28238f0 elementor-widget elementor-widget-text-editor\" data-id=\"28238f0\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Sim, nossa p\u00f3s-gradua\u00e7\u00e3o \u00e9 credenciada pelo MEC como especializa\u00e7\u00e3o lato sensu, com certifica\u00e7\u00e3o v\u00e1lida em todo o territ\u00f3rio nacional para fins acad\u00eamicos e profissionais.<\/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<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1432\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"3\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1432\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> Qual a carga hor\u00e1ria e dura\u00e7\u00e3o do curso? <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-minus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-plus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1432\" class=\"elementor-element elementor-element-50b1baf e-con-full e-flex e-con e-child\" data-id=\"50b1baf\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3e624c8 elementor-widget elementor-widget-text-editor\" data-id=\"3e624c8\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p data-start=\"836\" data-end=\"1251\">O programa tem carga hor\u00e1ria total de 400 horas, distribu\u00eddas em 10 meses de forma\u00e7\u00e3o, com aulas semanais e m\u00f3dulos pr\u00e1ticos intensivos mensais.<\/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<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1433\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"4\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1433\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> Como funciona a modalidade h\u00edbrida do curso? <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-minus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-plus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1433\" class=\"elementor-element elementor-element-5498e47 e-con-full e-flex e-con e-child\" data-id=\"5498e47\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-e7ab051 elementor-widget elementor-widget-text-editor\" data-id=\"e7ab051\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>As aulas te\u00f3ricas s\u00e3o gravadas e possui mentorias online mensais e encontro pr\u00e1tico.\u00a0<\/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<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1434\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"5\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1434\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> Como \u00e9 realizada a avalia\u00e7\u00e3o no curso? <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-minus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-plus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1434\" class=\"elementor-element elementor-element-ce96bd6 e-con-full e-flex e-con e-child\" data-id=\"ce96bd6\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-d97673b elementor-widget elementor-widget-text-editor\" data-id=\"d97673b\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>A avalia\u00e7\u00e3o \u00e9 cont\u00ednua, com atividades pr\u00e1ticas, estudos de caso, semin\u00e1rios e um projeto final aplicado que consiste no desenvolvimento de um protocolo cl\u00ednico personalizado.<\/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<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1435\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"6\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1435\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> Quais formas de pagamento s\u00e3o aceitas? <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-minus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-plus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1435\" class=\"elementor-element elementor-element-402494a e-con-full e-flex e-con e-child\" data-id=\"402494a\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-b005805 elementor-widget elementor-widget-text-editor\" data-id=\"b005805\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Desconto no pagamento via pix ou parcelamento no cart\u00e3o de cr\u00e9dito.<\/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<\/details>\n\t\t\t\t\t\t<details id=\"e-n-accordion-item-1436\" class=\"e-n-accordion-item\" >\n\t\t\t\t<summary class=\"e-n-accordion-item-title\" data-accordion-index=\"7\" tabindex=\"-1\" aria-expanded=\"false\" aria-controls=\"e-n-accordion-item-1436\" >\n\t\t\t\t\t<span class='e-n-accordion-item-title-header'><div class=\"e-n-accordion-item-title-text\"> O material did\u00e1tico est\u00e1 incluso no valor do curso? <\/div><\/span>\n\t\t\t\t\t\t\t<span class='e-n-accordion-item-title-icon'>\n\t\t\t<span class='e-opened' ><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-minus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t<span class='e-closed'><svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-plus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t<\/span>\n\n\t\t\t\t\t\t<\/summary>\n\t\t\t\t<div role=\"region\" aria-labelledby=\"e-n-accordion-item-1436\" class=\"elementor-element elementor-element-08387ab e-con-full e-flex e-con e-child\" data-id=\"08387ab\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-d7a7863 elementor-widget elementor-widget-text-editor\" data-id=\"d7a7863\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Sim, todo o material did\u00e1tico digital est\u00e1 incluso, assim como o acesso \u00e0 nossa plataforma exclusiva com conte\u00fados complementares, biblioteca virtual e f\u00f3runs de discuss\u00e3o.<\/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<\/details>\n\t\t\t\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-4bd00c6 e-flex e-con-boxed e-con e-parent\" data-id=\"4bd00c6\" data-element_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-6347228 e-con-full e-flex e-con e-child\" data-id=\"6347228\" data-element_type=\"container\">\n\t\t\t\t<div class=\"elementor-element elementor-element-7781edd elementor-widget elementor-widget-image\" data-id=\"7781edd\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"178\" height=\"53\" src=\"https:\/\/hairacademy.com.br\/pos\/wp-content\/uploads\/2025\/09\/Logo-2.png\" class=\"attachment-large size-large wp-image-1000\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0a58f69 elementor-widget elementor-widget-spacer\" data-id=\"0a58f69\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/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 class=\"elementor-element elementor-element-ae1d2b1 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"ae1d2b1\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Refer\u00eancia em educa\u00e7\u00e3o para profissionais da beleza e sa\u00fade capilar, capacitando talentos h\u00e1 mais de 15 anos.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8bf18f0 elementor-shape-circle e-grid-align-left elementor-grid-0 elementor-widget elementor-widget-social-icons\" data-id=\"8bf18f0\" data-element_type=\"widget\" data-widget_type=\"social-icons.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-social-icons-wrapper elementor-grid\" role=\"list\">\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-instagram elementor-repeater-item-7925f24\" href=\"https:\/\/www.instagram.com\/hairacademyoficial\/\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Instagram<\/span>\n\t\t\t\t\t\t<svg class=\"e-font-icon-svg e-fab-instagram\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M224.1 141c-63.6 0-114.9 51.3-114.9 114.9s51.3 114.9 114.9 114.9S339 319.5 339 255.9 287.7 141 224.1 141zm0 189.6c-41.1 0-74.7-33.5-74.7-74.7s33.5-74.7 74.7-74.7 74.7 33.5 74.7 74.7-33.6 74.7-74.7 74.7zm146.4-194.3c0 14.9-12 26.8-26.8 26.8-14.9 0-26.8-12-26.8-26.8s12-26.8 26.8-26.8 26.8 12 26.8 26.8zm76.1 27.2c-1.7-35.9-9.9-67.7-36.2-93.9-26.2-26.2-58-34.4-93.9-36.2-37-2.1-147.9-2.1-184.9 0-35.8 1.7-67.6 9.9-93.9 36.1s-34.4 58-36.2 93.9c-2.1 37-2.1 147.9 0 184.9 1.7 35.9 9.9 67.7 36.2 93.9s58 34.4 93.9 36.2c37 2.1 147.9 2.1 184.9 0 35.9-1.7 67.7-9.9 93.9-36.2 26.2-26.2 34.4-58 36.2-93.9 2.1-37 2.1-147.8 0-184.8zM398.8 388c-7.8 19.6-22.9 34.7-42.6 42.6-29.5 11.7-99.5 9-132.1 9s-102.7 2.6-132.1-9c-19.6-7.8-34.7-22.9-42.6-42.6-11.7-29.5-9-99.5-9-132.1s-2.6-102.7 9-132.1c7.8-19.6 22.9-34.7 42.6-42.6 29.5-11.7 99.5-9 132.1-9s102.7-2.6 132.1 9c19.6 7.8 34.7 22.9 42.6 42.6 11.7 29.5 9 99.5 9 132.1s2.7 102.7-9 132.1z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-youtube elementor-repeater-item-1c69b7d\" href=\"https:\/\/www.youtube.com\/@Hairacademy-oficial\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Youtube<\/span>\n\t\t\t\t\t\t<svg class=\"e-font-icon-svg e-fab-youtube\" viewBox=\"0 0 576 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M549.655 124.083c-6.281-23.65-24.787-42.276-48.284-48.597C458.781 64 288 64 288 64S117.22 64 74.629 75.486c-23.497 6.322-42.003 24.947-48.284 48.597-11.412 42.867-11.412 132.305-11.412 132.305s0 89.438 11.412 132.305c6.281 23.65 24.787 41.5 48.284 47.821C117.22 448 288 448 288 448s170.78 0 213.371-11.486c23.497-6.321 42.003-24.171 48.284-47.821 11.412-42.867 11.412-132.305 11.412-132.305s0-89.438-11.412-132.305zm-317.51 213.508V175.185l142.739 81.205-142.739 81.201z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\t\t\t\t<span class=\"elementor-grid-item\" role=\"listitem\">\n\t\t\t\t\t<a class=\"elementor-icon elementor-social-icon elementor-social-icon-facebook elementor-repeater-item-fe434d3\" href=\"https:\/\/www.facebook.com\/profile.php?id=61552528052904\" target=\"_blank\">\n\t\t\t\t\t\t<span class=\"elementor-screen-only\">Facebook<\/span>\n\t\t\t\t\t\t<svg class=\"e-font-icon-svg e-fab-facebook\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M504 256C504 119 393 8 256 8S8 119 8 256c0 123.78 90.69 226.38 209.25 245V327.69h-63V256h63v-54.64c0-62.15 37-96.48 93.67-96.48 27.14 0 55.52 4.84 55.52 4.84v61h-31.28c-30.8 0-40.41 19.12-40.41 38.73V256h68.78l-11 71.69h-57.78V501C413.31 482.38 504 379.78 504 256z\"><\/path><\/svg>\t\t\t\t\t<\/a>\n\t\t\t\t<\/span>\n\t\t\t\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 class=\"elementor-element elementor-element-9e7cb66 elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"9e7cb66\" data-element_type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\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-f089405 elementor-widget elementor-widget-text-editor\" data-id=\"f089405\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>\u00a9 2025 Hair Academy. Todos os direitos reservados.<\/p>\t\t\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\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>P\u00f3s gradua\u00e7\u00e3o em Transplante Capilar, Tricologia e Medicina Regenerativa \u00danica p\u00f3s de transplante que contempla todas as terapias regenerativas capilares. Certifica\u00e7\u00e3o Reconhecida pelo MEC Aplica\u00e7\u00e3o Cl\u00ednica Imediata Quero garantir a minha vaga Aprenda com Refer\u00eancias Internacionais As Dras. Lorena Visentainer e Thalita Carlesso s\u00e3o autoras de tr\u00eas obras pioneiras na \u00e1rea: Primeiro livro brasileiro sobre [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"class_list":["post-710","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/hairacademy.com.br\/pos\/wp-json\/wp\/v2\/pages\/710","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/hairacademy.com.br\/pos\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/hairacademy.com.br\/pos\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/hairacademy.com.br\/pos\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/hairacademy.com.br\/pos\/wp-json\/wp\/v2\/comments?post=710"}],"version-history":[{"count":263,"href":"https:\/\/hairacademy.com.br\/pos\/wp-json\/wp\/v2\/pages\/710\/revisions"}],"predecessor-version":[{"id":1095,"href":"https:\/\/hairacademy.com.br\/pos\/wp-json\/wp\/v2\/pages\/710\/revisions\/1095"}],"wp:attachment":[{"href":"https:\/\/hairacademy.com.br\/pos\/wp-json\/wp\/v2\/media?parent=710"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}